From 8dd52c0f4b9e9c857e419a7c4e0f2fa4e10d11d2 Mon Sep 17 00:00:00 2001 From: Diana Date: Tue, 3 Feb 2026 13:06:11 -0500 Subject: [PATCH 1/2] submitting assignment 3 --- .../assignments/participation/VIS1.jpg | Bin 0 -> 273544 bytes .../assignments/participation/VIS2.jpg | Bin 0 -> 213086 bytes .../visualization12_appendix.xlsx | Bin 0 -> 178750 bytes .../viz1_assignment3_markdown.md | 35 +++++++++++++++++ .../viz2_assignment3_markdown.md | 36 ++++++++++++++++++ 5 files changed, 71 insertions(+) create mode 100644 02_activities/assignments/participation/VIS1.jpg create mode 100644 02_activities/assignments/participation/VIS2.jpg create mode 100644 02_activities/assignments/participation/visualization12_appendix.xlsx create mode 100644 02_activities/assignments/participation/viz1_assignment3_markdown.md create mode 100644 02_activities/assignments/participation/viz2_assignment3_markdown.md diff --git a/02_activities/assignments/participation/VIS1.jpg 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L$m}pc7oz_G+8dy! diff --git a/02_activities/assignments/participation/viz1_appendix.ipynb b/02_activities/assignments/participation/viz1_appendix.ipynb new file mode 100644 index 000000000..53358735e --- /dev/null +++ b/02_activities/assignments/participation/viz1_appendix.ipynb @@ -0,0 +1,148 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "4689a166", + "metadata": {}, + "outputs": [], + "source": [ + "#importing libraries\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import pandas as pd\n", + "import scipy\n", + "import PIL\n", + "import requests\n", + "import seaborn as sns" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "ad4c8383", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#loading data\n", + "shelterdata = pd.read_csv(r'/Users/dianayang/Desktop/visualization/02_activities/assignments/participation/viz1_dataappendix.csv')\n", + "shelterdata.head" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "06c62af7", + "metadata": {}, + "outputs": [], + "source": [ + "#creating variables for the graph\n", + "sector, rate = shelterdata.iloc[:,0], shelterdata.iloc[:,1]" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "d097ee62", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/var/folders/3g/q27fgzvj5gg95ln82qygsp2c0000gn/T/ipykernel_8466/3962442903.py:8: FutureWarning: \n", + "\n", + "Passing `palette` without assigning `hue` is deprecated and will be removed in v0.14.0. Assign the `x` variable to `hue` and set `legend=False` for the same effect.\n", + "\n", + " sns.barplot(x=sector, y=rate, palette='viridis', alpha=0.5) #bar plot\n", + "/var/folders/3g/q27fgzvj5gg95ln82qygsp2c0000gn/T/ipykernel_8466/3962442903.py:10: FutureWarning: \n", + "\n", + "Passing `palette` without assigning `hue` is deprecated and will be removed in v0.14.0. Assign the `x` variable to `hue` and set `legend=False` for the same effect.\n", + "\n", + " sns.stripplot(x=sector, y=rate, palette='viridis',alpha=0.5)\n" + ] + }, + { + "data": { + "text/plain": [ + "Text(0.5, 1.0, 'Bed occupancy rate by sector')" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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AnHfeecRxzL/+679Omv6FL3wBIQTnnnsuAC9+8YuRUnLFFVdM8TiMb/d5z3se+XyeK6+8knq9Pu0ykNyk/vd//3dS1dl//dd/TSlRH+db3/oWpVKp+f573/seO3bsaI5t3MiYuA2tNV/84hdndAym42Uvexla66bg3Z72BeD1r389o6OjXHrppdNW5+0v0+1PoVDgm9/85pRls9nstEbkK1/5Sn73u99x8803T5k3NjbWNLT3xvbt2/nBD37QfF8sFvnWt77FiSeeSF9fX3O6bdu85jWv4bvf/S7XXHMNxx9//Iw8McPDw5Peu67LunXr0FoThiGWZfGyl72M73//+9x3331TPj84ONj8+2UvexlDQ0NTfsew6zhmMhmAKcdr0aJFnHjiiVx77bWT5t1333387Gc/47zzztvnvhgMu2M8PgbDBH760582PSoDAwN8+9vfZuPGjbz//e+npaUFSDRiLr30Uq688kruvfdenve85+E4Dhs3buSGG27gi1/8Ii9/+cubGjRXXnklL3zhCznvvPO45557+OlPf0pXV9c+x3L++edz9tln88EPfpBNmzZxwgkn8LOf/Ywf/ehHvOMd72h6cdauXcsHP/hB/umf/okzzzyTl770pXiex1133cXixYu58soraWlp4Qtf+AJvfvObeepTn9rUOfnjH/9ItVrl2muvBeDNb34z3/ve93j+85/PK1/5Sh555BGuu+665rZ2p6OjgzPOOIM3vvGN9Pf3c9VVV7F27VouueQSAI499ljWrFnDP/7jP7Jt2zZaWlr4/ve/PyOP1544++yzef3rX8+XvvQlNm7cyPOf/3yUUtx+++2cffbZvP3tb28ue9JJJ/GkJz2JG264geOOO46nPOUpB7xdSAxI13U5//zzm8bU17/+dXp6etixY8ekZU8++WSuvvpqPvGJT7B27Vp6enp49rOfzXve8x5uvPFGXvjCF/KGN7yBk08+mUqlwp///Ge+973vsWnTpn3+Po4++mguvvhi7rrrLnp7e/nGN75Bf3//tAbYhRdeyJe+9CVuu+02Pv3pT894P/v6+jj99NPp7e3lgQce4F//9V95wQte0PQ+/vM//zO33XYbp556Kpdccgnr1q1jZGSEu+++m1tvvZWRkZHm9r/1rW/xrne9izvvvJMzzzyTSqXCrbfeytve9jYuuOAC0uk069at4z//8z85+uij6ejo4ElPehJPetKT+OxnP8u5557LM57xDC6++OJmOXtra+skrR+DYcYc8joyg+EJyHTl7KlUSp944on66quvnlTyPc7XvvY1ffLJJ+t0Oq3z+bw+/vjj9Xvf+169ffv25jJxHOuPf/zjetGiRTqdTutnPetZ+r777ttj2fjulEol/c53vlMvXrxYO46jjzrqKP3Zz3522vF84xvf0CeddJL2PE+3t7frs846S99yyy2Tlrnxxhv1aaedptPptG5padFPe9rT9He+851Jy/zLv/yLXrJkifY8T59++un697///R7L2b/zne/oyy+/XPf09Oh0Oq1f8IIXTCpR11rr+++/X2/YsEHncjnd1dWlL7nkEv3HP/5RA/qb3/xmc7mLLrpIZ7PZKfs1XqY8kSiK9Gc/+1l97LHHatd1dXd3tz733HP1H/7whymf/8xnPqMB/alPfWqPx3l3VqxYoV/wghdMO+/GG2/UT37yk3UqldIrV67Un/70p5sl24899lhzuZ07d+oXvOAFOp/Pa2DS8SuVSvryyy/Xa9eu1a7r6q6uLn3aaafpz33uczoIghmN7eabb9ZPfvKTted5+thjj9U33HDDHj+zfv16LaXUW7dundH+f/WrX9XPfOYzdWdnp/Y8T69Zs0a/5z3v0YVCYdJy/f39+u/+7u/0smXLtOM4uq+vTz/nOc/RX/va1yYtV61W9Qc/+EG9atWq5nIvf/nL9SOPPNJc5re//a0++eSTteu6U0rbb731Vn366ac3f7fnn3++vv/++ydtY/x3Mjg4OKN9NBy5CK2NwpPBYNg/fvnLX3L22Wdzww038PKXv/xwD2evfPGLX+Sd73wnmzZtmpSXcyRx0kkn0dHRwc9//vPDPRSD4bBjcnwMBsOCRWvN//2//5ezzjrriDV6fv/733PvvfdOSi43GI5kTI6PwWBYcFQqFW688UZuu+02/vznP/OjH/3ocA/pkHPffffxhz/8gX/5l39h0aJFvOpVrzrcQzIYnhAYw8dgMCw4BgcHee1rX0tbWxsf+MAHeNGLXnS4h3TI+d73vscVV1zBMcccw3e+850pit0Gw5GKyfExGAwGg8FwxGByfAwGg8FgMBwxGMPHYDAYDAbDEYPJ8dkNpRTbt28nn88fVNdqg8FgMBgMhw6tNaVSicWLF++1H50xfHZj+/btLFu27HAPw2AwGAwGwwGwZcsWli5dusf5xvDZjXE59i1btjRbFBgMBoPBYHhiUywWWbZs2aSmztNhDJ/dGA9vtbS0GMPHYDAYDIZ5xr7SVExys8FgMBgMhiMGY/gYDAaDwWA4YjCGj8FgMBgMhiMGY/gYDAaDwWA4YjCGj8FgMBgMhiMGY/gYDAaDwWA4YjCGj8FgMBgMhiMGY/gYDAaDwWA4YjCGj8FgMBgMhiMGY/gYDAaDwWA4YnjCGD6//vWvOf/881m8eDFCCH74wx9Omq+15iMf+QiLFi0inU6zYcMGNm7cOGmZkZERXve619HS0kJbWxsXX3wx5XL5EO6FwWAwGAyGJzJPmF5dlUqFE044gTe96U289KUvnTL/M5/5DF/60pe49tprWbVqFR/+8Ic555xzuP/++0mlUgC87nWvY8eOHdxyyy2EYcgb3/hG3vKWt/Dtb3/7UO/OrPPlf/lvbvz+PXO2/ut+8HZ6e9vmbP0Lic9++xa+c/t9c7b+r7z9xTx9/ao5W/9ColCr8dSvf4Vojtb/hiedwEeevWGO1r6wiOKI82/5Z4apzsn6T8kv5yun/+2crNtwZCG01vpwD2J3hBD84Ac/4MUvfjGQeHsWL17Mu9/9bv7xH/8RgEKhQG9vL9dccw2vfvWreeCBB1i3bh133XUXp5xyCgA33XQT5513Hlu3bmXx4sUz2naxWKS1tZVCofCEaVL62U/dyM/+609zvp0bf/4e0mlvzrczn7ny27dyw+1/nvPtfPPdr+CEtUvnfDvzmVoYsv7qL835dl52zLF89pwXzPl25jvPuOkDxHO8jaPSPVx/1jvmeCuG+cpM799PmFDX3njsscfYuXMnGzbsevJqbW3l1FNP5Xe/+x0Av/vd72hra2saPQAbNmxASskdd9xxyMc8mxwKowfgHy795iHZznzmUBg9AG/5wg2HZDvzmffe/JNDsp3vP/jXQ7Kd+cyPttw550YPwMbaAE/AZ3XDPOMJE+raGzt37gSgt7d30vTe3t7mvJ07d9LT0zNpvm3bdHR0NJeZDt/38X2/+b5YLM7WsGeFasXf90KzxGMPDx2ybRn2TqgO9wie+Ny26bFDti2lNVKIQ7a9+caPtvz+kG1rW2WYpbmuQ7Y9w8JjXnh85pIrr7yS1tbW5mvZsmWHe0iTcL1DZ5u67hH/czDMI1obuX2HAmP07J1er+2QbavVzR6ybRkWJvPiTtfX1wdAf3//pOn9/f3NeX19fQwMDEyaH0URIyMjzWWm4/LLL6dQKDRfW7ZsmeXRHxy2bWHbh+ai+54PXXBItjOfSTuH5pQ5emnnIdnOfObfX/iiQ7KdnGUdku3MZy4//sWHbFt5N33ItmVYmMwLw2fVqlX09fXx85//vDmtWCxyxx138IxnPAOAZzzjGYyNjfGHP/yhucwvfvELlFKceuqpe1y353m0tLRMej2RUErz/PNPnPPtCAFnnn3cnG9nvvObL/3DIdnOeU9bd0i2M59Z3dFFb2rub4J3/+3fz/k25jstboZ3HX3enG/npme+f863YVj4PGEMn3K5zL333su9994LJAnN9957L5s3b0YIwTve8Q4+8YlPcOONN/LnP/+ZCy+8kMWLFzcrv4477jie//znc8kll3DnnXfym9/8hre//e28+tWvnnFF1xMRKQUg8FJzG/LKZD02bzI5PjPhf77wd5x27NyFRDtbMtSDcM7Wv1Ao+j6nLF1GXybLbPtEJfDR08/k0cvejW08PjNiZb6Xk9pX0mXNfijq9Pa1/NtTL6Yj88R6MDXMT54wyc2///3vOfvss5vv3/WudwFw0UUXcc011/De976XSqXCW97yFsbGxjjjjDO46aabmho+ANdffz1vf/vbec5znoOUkpe97GV86UtzX+4619iWJPDntmYijhTlUn1Ot7FQeGTHMEt62kk/uoNasP8KMoLEw6amKU4RQCblTDvPMJn2dIq85+E5Dj3ZLMPVKtFuFT9py8axLII4IlQKiSBGI0lkM3KOgwLStoMtJd3ZLK5lsaa9g+ccdcxh2a/5SKgi7itsRiBYku/EqbtUozpKa2KtCFWc/LjRgCDUe7+eWUgsIUhZLu1ejuM6lrM43X4odsVwBPCEMXye9axn7bVMUQjBFVdcwRVXXLHHZTo6OhaEWOHubN06gm1LwnDujB/bsejozM3Z+hcSYRRjWZLu1hybB8f2+/NCwJ5+6hpwLYuVveYivy9StsNzVq9h48gw9w8MTDF6AGpxRC3eZZzGJMsoAK2phhG2JSn6PpYU+HHE4nwLBd9ncd54F2bKiF8m1opIxTxWGaAehYS7F7jvhzEfo4g1BFGNWhRQDKosyXTM7qANRyxPmFCXYXrq9ZB6NUTM8TfV0Zmjb3Hb3G5kgbC8p5182sOS8oBCLEKIPd4DpBAs6mzh2GU9e1jCMJFnr1zNJSedgt6fu+oEfBXjRxFaawSCII6pRxEd6TTD1blRIF6IZO0UDxa383hlkFJUn2r0HAQhMTds+V++cP9/4ccmBGw4eIzh8wTHtiXSEriOzVxV1DquxRlnHYNlmZ/DTOhqzbK4s4XhYuWAbrfxHuJYAki7Nscu62Vln3m6nQl+HHHf4ACebWMf4AkSaY0fR/hxRBjHjNVr3LF1C/fs2E6sjKDSTKjHAVurI5SiuQmXa+Cn2+/l9oEH5mT9hiMLc6d7gmPbFn19bSAEYo4sn0zG5bwLnjIn616I3PKHB/nXH/6GYm12xSWFgLWLuzjzeNOna6b8+KEHeWh4iM505qDODwX4cUw1ihioVNhWLHLTIxsPqUjifOYvha1YyAP0u82MclTngcI26sbrYzhIjOEzD1j/5CVopdmvIPkMESIJc0XRoRCcn//84aEtXPX92ylW67PqgRNAynVQaBPmmiEDlTLbikVStk17Oo0rZ+dypkk8Sffs3MFPH34IP5qrFqgLB0fa6EbS+FwhhEAKQajM92E4OIzhMw8YHamSzXuk0+6sh7scx8a2Jb/+xQMEvrmg7Iv//NUfUfpAM0r2TGLWavwgYmCsPMtrX5gU6n4jt0fz16FBKrNooERaM1gps6NUZKRmcn32xXGti+lOtWCLuSv9b3eydKVayNmHTrHbsDAxhs98QAhaWjI4rj3r4S6tNYWxGqVClYcf2nNPM0PCULGCkALbknuszDpQlNKkPYffPfD47K54gdKdybBxeJhfb36cSjj74Y9aFDFYraBMU8x90u7mePnyp7Mi1401B5UYaenwrL51PL3r6DkL+RuOHJ4w5eyGPXP0sYu4+85HyWY9yuU6ahZFXlzXQmvY+OBO1j95+aytd6GyuKOFnSMlLDkHF18Nfhixc7hIEEa4jjk998ZIvUYp8KnOkdijBjzLZke5zJKW1jnZxkLirN51LMt28l9b/sCvBx5gwC+CTjSSSmGdiF2J4oJdgXsPiyXZDgIVU4sDSkGNqFEVZmOxpqWP1686k6d0rKbDM5IbhoPHXFnnASeevJJf3/YAO3eOzXqzRCklQkChUD1kPcHmM3+z4WTu/OtmqvXZv9kqrRkqVHhgywCzLkW8AHm8MAYaHEsSqNnPUXOEYEVbG9tLRWDJrK9/IVKNArJuitN6juGvhW08Uh7AkQ5ZJ6n8ipSC8QBlFEMQE/SPseZpx9IflEBAa2uGpZlOIhUzEpRZke1mNKgw6BeN4WOYFYzhMw9wHIvu7jy1WkAQzO4FvlSuE4QRqbTLspXds7ruhciK3nYWd7UyXJxh3sfEMMlejNbxOVU/JO3abO4fY+2SrgMf6BGAZ9lEWjVuprNPxnVZmm8hZZvL5EwYqhf5zeBfebQ0wEOl7cRaYQtJLfIJdUyo4mYuWyLirCGI0b0Z7hx9BEfaxEqxBdhUHmBVvpeV2W6kEIwGFX7Vfz9Ka45rNUao4eAwOT7zgEc27uS3tz9EUJ/95GNBcv2Jwph8i0ka3Bf9IyW00gcsXrgnxtclpWBFTwfbR4qzuPaFyZr2dgYqFbSem2oiKQSbi0XWd/fOwdoXHg+X+3m8MsTW6jCxToxRW0hCFTWMHj1ZaFIDjgTXphT5jAYVRqMqo1GVbbVR7h3ZNEXi/I+jmw7Z/hgWLsbwmQf8z68eRCl1wOq0e0NakkzGo6UlzV2/fWTW17/QyKRcMikXKfesvnwgjCdMd7VksG1J2nVmce0LkweHh8i5Lq1eCseyJhmigoO7uFlC4EgLgaYtZR4IZkItChj1y0SNPlxaa2pxQIwmRk06XzSALcG1QIBCN9uJQPK+FNW4deefm0YUQDGsEc1BWNNwZGF8uPOAYqGWJAmmXQK/NmvrFQKyGRfHkURxzOhoZdbWvVDpactx7LJu7ntsB8Esah9prYmUQuvE63PMUhN23BdD1Spp22Flezt+FDFcqxHEUdL2I5dnoFKhHAT4cUSskmaZuxur40m240bT+N/j2kA516MahmRd91Du2qzxrT/fesi21e8X2VEZwVcRvoqS3l1aNROVpyCAvRQJaGCgXuS32x+gxUkDkJIO367fNvuD3wMXHr/hkG3LcOgwhs88YMXKLv76l224ro3n2fizoLcjJeTyaVKpxLNQLtVZtXb+Cud948e/OmTbKpdKeLakMmPhZp247BsaJxMrWsZROjkZR0tV7tu4he+pYPYGvA/edP5Zh2xbs8m67h6kEMRas7NcphqGKK3w45ixeh1HSoI4JlJqj2FJvdu/kHw/kVIU/ToZx6E9nZ7bHVkgdLt5WqwMY7pCKGIipffupVZ6XMAK9iL/U1MhLSTfwRKvbTaHbDhCMaGuecCzNqynp7cFx7WxbIllJZdxIROvjTyA0mohBUEQNTu+t7SmWbLU9IeaCUJKulszMzt5VAxxCHGABBxr+u/KcyRZzyGbcqiFEX5oxCT3xTGdXZzYt4jhapVqQ8cnjJOwSKwU9Sgi1hoFxMxc91wgEIAjLVq9FPYsKUIvdKQQnJBbSqeTIyu9pGIUgc0e8uFiBZUAwj17TiWSlOWSszzWpnvocvJzNn7DkYM5o+cBqbTDyU9bTW9vK5msh+NYeCkHz7XROgmTTERP+G9PxJGmXgspjFVRWrP+hOVkMvPTnX+oyaddXNvCc2Zw+ggB0gJpo0gecqcsAsSxxg9jpBBIAf5ebgaGBCEE73rG6fRkc6TtpImvbrjTIq2JdOJRkMxcHcCREs+26ExnWNXWhhCCMDbfxUyIdMxgWKIa+xTjGlprUtIma3lYE4wfC4GLhRj1sTYVIVLT3ogsBC12ilPyy1mfXUKnY0rZDbODMXzmAXf+7mFGhss86YRlbHj+8bR35kmnHdKN/JyDSbLVWlOvBjz28AD5FuPSnwlZz2FpV57O/AyOlxCgVOKemzBp90TccTXaWCmkEKRdE4WeCbaULGttwbN3PQRMTJKNSTw+gqTCyBFij4aQBaRtm3QjvJVxPRxLzrp21kLl0eogj9YHqakQQdJXy1cRgY7JWR6S5NinhEOrlUL0V9DdaWQxICdSeOxKUJcIctKjx803PmUwzB7m6voEJwxjNj06CMDYaJUtm4fx6wHlch2tdcMpf5DbiBRRFDE4UKS7p+Wg13cksLq3jXzK5TcPbGXb3pLChcR2vWbbA6GTUvjxRGZBEnYUAlKOhRSCloyHY89dz6OFxGNjo2wZK7C1tPfy/8Tbtne9nxgoBUlIMoxjXMviBUcdjWVCXfskVDE7wyKBihqGPMQq8TnHWmFJh7R0sYQkLR0WuW0se1o728MCgY4RUqCUxqHR7FQIep0WspaHI825YJhdzBn9BCeKYlSsqFZ9Ht80SFAPCYK4mYcgpWi8DizXB8BxJFJIKuX67A5+ASOEoC2XQmm9T9Nz3OixpcSyLTKeTcqxcSyJ51ikXRvPtogbRlFvW2bud2ABoLTm63+4i99v3zZr69QkBlA9jBiqVvnr8BDl4NAlms9XFIpARYkmoY5RWjfK2nXiVVYhkY6b3jaFQtsS27KJhZoUrhcIUsIha3vkrORlMMwmxuNzEFx/7aEpFd24sZ+d2wrUaiGBHxGGUaLrozWqIQGfiNceWNBLKcXoaInbf3Uvv7n90NjCr7to/paJaq0ZrdT542P9DJfrSAHxbod+/KlXCIEtRaPCBVK2RVs2Rcqz2TpUwrOthpKtwLElSmuk8TDMiIFKmVsefYRof373M1XSlkmoZkepxJ3btvLsVasPYqQLH1fYeNKmFNUSw6eRYxijkQiETh7U6iqiriJqoU+VCIXGwyIQMbph+NvCwhKSYlSn08lRVyEpaXStDLOHMXzmAUuWtbJjawGlNL4fEUdxI3FZoEkuFlqrCdf0icoke8eyBdmsy9HH9Zgb7gxQSvPQ9hFGK3Ue6y8SRlO1YWA8j0fg2ZKokdGslCZWipFynR4rgyUF/gQtoCCK6WnLUqmHtGbMU+6+GKvVqMyRN0ZpTT0KiZVic2FsTraxkBBCoJWmpsOmVOH4eaHQBDqaNG2iGlmEQmhIYeNpm7Tl0O3mkUIyGlapxjs4PrvEhLwMs4YxfOYB+XyK9o4MQ4NlatVwNwMn0RyRlkA33Q4TlWL2YQBpWLqijWUr2md/4AuQwWKVQtWnUg/3WjVnS0lr1qUWxEitsGyBEALXthAi8SZkPYcwVkSxQgiBY0nCKJ6bzu8LkM5Mdm9Om4NCaU01isg4Dp7p1bVPtNZsCUeRiGY/rknz9/V5oEaSCB3GCt+PcaUFCFLSodvJsSxl5DYMs4N5xJ8HFAt1hgbLVCvB7q1rmqjdYy1JsGWf644izUMPDPLow0MHPc4jgbGGamE9jEg71rRH2RKClGs159iWxJKSlGOTdm068ykipZEyMXbSrk3KsbCkIFaajKnomhFSCNpTc1OJaEtJznEZqlZY3z1/hT0PFWNRlXocAgKLA680jUnygcpxvXGt09RVwKO1wdkbrOGIx1xh5wGDAyWGhytz0Kkrwa+HPPrwECtXd5hw1z4YTyAPw5hIgyUF4QRxHimguzW5GVf9kCiOsaSFYyU5PK5tkfVcCtU6fhhRqPjQyO9pzXh05tO4zvx26V/9q0PTUmBzuUSrZbGDA81u2zOOkOg4ZsvIKL/6y3385q8PzPIWpuetZ519SLYz++hEkkFP9fbs/5oUGgtfR2idJEfbokYxqtFiG8kNw8FjDJ95QL0WEgXxtK0OpmN/S9yV1oRBTKnk09pqLix7oyuf5oGtw4xVfOpR3CxJh0R9Oe061IMIP2xI9muN0hFaW4RxQKnqs320vFtuUNKnC2BFTyueY07LmaA1eLZFznYI45hAKyYWrEtovm/24orjhqaSBmuqgZmoa1sszmRoT3lYwtprErQhIWelyUiXkq4R7sktPUNiknOmEMVNPSARCf5U3sqpLatNro/hoDGP9/OA9o65LW+2rUQ/JuWZyol94YcRlXowIb6lm21DLCmpBRG1MGoaPZpEmb8eRgRRjB/FBNMkRCsNYRRTrYeHdofmMZ2pFGnLxrUkjm2RtZ3mk5wEXMvCbggW2kKQkhIZx6AVKIU9LgnReFlCYEuJJyWhVlhC0uq6pmXFDHCkRa+bTyq4DnAdE8PGSZuRpKu70kly9GBYYqs/OjsDNhzRmDN6HrBoSSvZnLvH/J6DRUhBR2cWL2U8DftiS6ME3XNsrHENJSEagm0KpRRxI99KJ1LCxEonhk2sifeioaeBEaOlNGNyjsPyfAtLsjkkyY1SiF3GjI3AafSLUg2xT5V8UYgoaipoN2sgG/IQjrQIYoUlBGtaWg/jHs4fYq1ISZes9HCwsQ/g1mIhcbGavb1kQ61sPHSm0Wwzho9hFjB3unlAHGtyeY/CWH1OjB8pYdFSc4GfCQpNrDW1ICSKd0kIaEDo5ElVa03SizTpHD5TYqWp+iGj5TrtudQcjH7hsTyXJ28nnsqRep1AKUKlGsrYGksIPEsSKoWvYkTDGBU6aWEhG1oz40KUjmURqhhHCo5uaydtKrpmRDVOZAVcaZMXye9ea0VdBUQNnapMQ7k5aWMRERE3xQpT0kEIQaQVQmtKym8aPEmri8QXlIgiGgwHhzmr5wED/SVKRR/XtfD92T/x/XpE2XgaZkRXPs0jO8aIYz3Z6CHxnLlSJB4fQaNL1MyxpaA9n+Kx/jFaM70HrMR9pDFYr5FzHHKOQ6QUO6pV6nFEqBS2ENTi5AZrCVBCIOMYbdlIkVRvhSoJqQANDwNkbJvNpRIdnjFAZ4IrbSKtQIAjLMaD5mlcMjJpftzuZFFa0x8WUVoly5N4ejxp02qlGYxK1OIgSatqiB7KhvwDCDpMo1LDLGBCXfOASqlOFO0Kocw2SkGlZGT5Z0JvaxZbSoQQWI2zp9k6RAgynkM25TSqW/aP7tYM7dkUYawo1cz3MVNGfL/5ty0lXakUWkOoFLU4JohVQ0kYHM/Dy+exUx6xTtpTCJEk+MdaE6ikiMCRkkoUUo+iw7Vb8wpP2nQ7OXYXdxAIclaqabBIIeiyc8RaU459KrFPVfnUVMD2sEAhrBFqhdSJAaoAiSQlXdrtDKvTXYd83wwLD+PxmQekM+6cP/23tpon25mQ9hy6WtJEKsYPBVGssGQiTmhbko5cGksKSlWfoVKdMI5Re7GABJDxbPJpl772XU+zwjySzBixW7lj2rbxLItAxXiWhdYhftwokh73HjQ+lORfJaEYIZIkaA3U48Szajqzz5yjMr2MRBX6gyIajSMsWuw0KcthXWYxg2GJwbBELBQpaaO1hxQghURrqMZ+s2JLSBvZUHTucvMs9zpYnuokZ5nrlOHgMYbPPKCjM0tbR4Y4KhNF+xc+mQleymLJ8rZZX+9CxJKCZV15irUAz44p+7uUtB3LIptycC1JLuVQC2PKtaRUfaLxIwDbSlScM56NY1mkXLt5k/Ucm3zKPfQ7N0/pTqXZUa001ZaDOKYahY2KOjUhNZZGzlUSQomUSjw+NOymcWmCOKYWRuRsB3eaknfD9FhC8vSW1TxeH2GbPwIIWuw0y1MdZCyXFVYny7x2BoMySit8VWzm7ox395JIspZHh50FkvyeNifLuuyiRCfIYJgFjOEzD8hkXdYd38cDf9rJzp1Fgn3k+TTC4egZ2EhSwlOfsZJ0xtxoZ8qKnlYKVZ8tQyUcS1LzIywpyHgWFT/ASrmMln201s32FOOl7YLEeJJCkE05ZDwHpcFzLPwwJpdyWLuozVzk94PluTyjvs8jxQJBHFMJQ+px0iG8LiDSkyX1alHU6BBOo73CLsKGYF4xChkLAupRRMokOM+YzfUR7iltpqTqSaWXcBiLKvS5raxMdeEIi9GowkBYohz7SASutLGEJNARdRVSiuv0B0WkkLjCoj2uYknBylSXaVZqmBXMGT1PWLS4lfb2DL+8dSPlcp1qOWh0ZN+FEEmCbVd3jno9TIQPw4bIXuM+6jgWjmvhOBaLFrdywilL8Ix+z37h2hZLO/MMlaqMlusEcYwOoRaUG/kiTPHwpFyJJSQI8INEy2e0kvT88hyLtGOh5C5DyTBzbClxpKTTS7GjWiFjWwSNk0M1K4ManjYpk7J1wEES6cTrMxGroeUzFtR5rFTkuHbTI2ombPVHuX3sIeo6JGhUX9UJqVV8hBaEOsYWFo/WBqnFIVprAh3jq6Sxabh7MYCOG5VhIYNBGV9FPDm71DwUGA4aY/jMI2q1kFTaRimPejVC7W75AFppAj8CrbEsiW7cgaUlsW2JZUmWrWinb3GLaUx6gFTqIY/0F+gfqxFGMUrtCpVMl9GsgVqgsKVGNkp9hYA4VtQiRaw0xVrA0s48QRSzcccoT17RbS7wMySIY0phgBQCSwoiJZFSEMeqWaYuhGgKFOqGXo8i+T7UBI/Q+BFP2Ta1KGa4XkdpbYzRfaC05t7SZsrKJ56kSa6pEfFQrZ/uMEdJ+YQ6JtaKQEfNpPM9ERATqphK7ONKi7GoSruTnfsdMixojOEzT6hVA3ZuL1KvRQR+0sNmd8YnFYs1bNtKLvyNsmsRK+JYkkrZWJYwKvwHwVCpSrGS9Nran8qtWOlE02RcOK/x4TBWSbf3RmisHkRU6iG5tAk/HihWIqeNimNoqDdb0NCXSYwh3RA7FBPCkBJIWRZOQ63ZnCczo65CBsMSUzXJE/yG8nIiMCmIUTNqwaMBX4UEOqmuC4yOj2EWMLUj84BSsc5DDwxQrQZoNL4fofZSKqRiCPyYOJqgNaMgChX1WsSmR0coFGpUK6Zk+kBQSuNH+38B3qUQPHXGriTchP0RPjzScS2LVtdLWlfI8TYVAktIUraN1UygbfTvahxbp1E6JxuGkUSQtixSVvI8mLFtulJp4+2ZAb5KOrPvjZCkDYgmMfpnWqah0M0HvZzlHdQ4DQYwhs+8YPvWQuJul4Jc1kVKcN0DqzbRWhP4IY8/OsJdv3uc4eHKLI924dOWTeHZ9n7fEJOy96nThQBvQlWXY0lT1bWfrG1pJWXZdHopLCnJ2DaebdHiOLi2NSnUlXUcWlwPSwhS0sKTkpztkHVsPNvGkRJXWizJZFmVbzncuzYvsIQkLZ29duqSQuBJuxHe2kNceDfGw5Rpy6XTyZE1ho9hFjChric4cayoVhPPTKlYZ3CgTL0W7lUbZu/r0ygVUxitUauG/O/tj3HiKUtZsrRt9ga9wGnLeqzsaWG4XKPqj5dN7/0LsSXkUg7l+ngKp55kBOU9h1gpHMtiRU+rUW3eDyphyPZqBQm0uC5LsznStoUQEqUVj5eKjPk+odZ4UpJ33Wbp+6JMBs+yyTsuriUphQGx0nSl0rR7nsmzmiF5K8Uit4VARZRUfYpJIwAbST2O0DrJr9qXx0cALhadTpZjM4tY5pmcRMPsYAyfJzhSCixLMjhQYmSoSr0WEh9kmFtrCIK46fL/6339OI5FT29+Fka88BFCcOzSTjzH5oGtQ4xV6viRaj6dhlFMGDfc84JE1yft0pZNsbTTZrRSo1wPCSOF60i6WzIIIQgixfEresib3J4ZUw5D7hsZJp6g3eDHMce1t9PeaDdRi6IpBowUglbXY1175yStnp505tAMfIEhhODE/ArqOkbVNWW9S01bInCERQqbkk6Sn/eUCzSOjSQtXZalOlifXUyvazxvhtnDGD5PcIQQtLenefjBAeI4njap+cBWDHGUrCsMY/p3FOnqyiItE/2cCUIIVve1sagjy50bd6KUaooQFqo+I6VaIkSYdpt9vNKuzVNW96GU4s6NO1Aa0q416aZcqPrG8NkPtpZLk4weSCqJNpfLTcOnL5NlsF5n99BKZyplBApnkVY7zXPajuV/Cg+z3R/FjyOQAldIPOFQUnWETrqhWYhJFV0OElfYCAQeFh1ejidll9Dt5nGluU0ZZhfzi5oHtLSlkFISR3qKds8B02gnnniUBFGkqPsRGSNkuF/ESpNyLJKaoQStNa5t4TnWFCOm4gd4jk3Knf7Uq9RNwvn+UApDAAIV48dx0i/NshmqVfnr6Aga6E2naXVs7h8dJVCKjG3RlUozXK/y080FRKOaDqDFdtFCk3NcVra00uKa82G/EJC2HNqdLDVr1285VppQJfrMiVqzaPh9kgo7S0jSlosrLSwhWZXuYknKhLYMc4MxfOYBqbSDbcu91tYKSdIYc4YOIa3BsgS2Lclmk1wGxzFPv/vLeOLsRE+c1SiFHv939+UdS075zMT5hpnjSsnOWoVywwBCw9Y4ItaagXotaYbpBwSNMvbxCqFNpVJTuXl3LARp2+JPI8Mc39nJCZ3dh3KX5jUSiS0kKelQUxOMeKGxhETp8SYhE2Y13o/7fzTQbhutHsPcYeIa8wCtQVpin1aNGJenHX+/m50kp6kqyuY80lmH9o6MMXwOANe26MhNbpyY8WwsKZMu7RPIp11yKRfXtujMT222KIWgp81c8PeHtO3sMnpIPD/VKCJquEarYUg1jglUIpoXa01MUtq+p7MpRhMoRSUKeWB0lMFabc73Y6EghaDHaSEtHdJyl7dMImiz06QntJwQJLID4y9HJNefbjtHl5Obsm6DYbYwHp95wNhIjda2NJVygFIhcbzrkp3otInEqJGCKIpBi+Y8xC7vTuIRSmTDhBBksi5BEJPNeSwzTUoPmFW9bVhSMFSqoZQml/JY2dPKaNmnXA+SPK1cipXduxI0V/a0IcWuz6Rdh+XdebKmfch+EakYR1qM+T5KKyKtmxZNKQypRFFTSXh/agIipdCNDu+Pl4p0p9OzP/gFytJG9ZUtLapxgEKxyG2l22nhL5VtPF4fSXR/dHKp8oRFm50hZbm02ClOyi031XSGOcUYPvMEIQW5vIfjWPh+1FQ9tSyBY1s4nkU251Ep+6BBaUVbRwbPsxkerGBZkiiME+FDkeT1tHcmXh7XsUxS80FgScGq3jaWd7cSK9UMVy3uyBNGSd6Jtdvx3dNnDPvHzlqVUMVkbRtNUtpeI0qkAcQuscKDwUhJzhytNTuDAg/XBihGNXKWy1HpXhan2rGFxSm5lTjCYps/hgDarAwZ2yNl2fS5LXQ7LQhga32Eh2uDRDqm181zdHoRnmVuV4bZwfyS5gFt7Wk8z0YIge1IwrDh0QFcz066fUtJLu8RBjFhGONYNpmMixCCjs4scawZG60ircQ71NKWwm0k2AaBkYGfDSwpsORkA8bZh0Ez3WcMMyMJaTXMkkYbEMeSVOPEWJEN0cIDMX5skaTgOlKyPGdkHmaC1pp7ypu5r7KNepzoWwkBW/0Cx2R6WZdZzF3lxyhENTSaigooK59FtCJEmh1+kZyV4v7KDh6s7mxW623zR3msPsyz2o6lxZ4aIjYY9hdj+MwDUmmHpcvbCfyYwlgV17MI/JhUyqGtI41WGsexmgZNYaRGvi3VdBd39+RYvqqdP969Hd8PiSNFrRJSr0Wk0zbdPSaefigo1nxqfkTatWnJeCitGavUCSNFS9olbcJc+0U1CsnYNvXYoRIleT6eTPpsjRs7VqMp7Hgx5HgAZW+mkCTRXsrYNse0ttNjwlwzYjSqsrHaT6CiXdrMGuo6ZFt9lJoKKURJvpSvouZ3NBCVyFgeVV3lzuKjDAblSRIFGihENe6rbOW01rWHYc8MCw1j+MwTevvytLWlGR4sUy77uJ6NbUs8z6atPUMYxZQKdSxbkm9JUS75RGGSv5PLJzLvy1e2c+8fthJO8PAEfsTSZYdrr44M4ljx4PZRSrVdom6eY6OUIox3XeB7WjOs7Gk1+Q0zJG3ZCJHo8eRip1nO3uK6REqhgFoYEWlFrBX1WJG2LLKOg9doXVEOw13l7EKQdRwsBFnXZU2+hfaU8TDMlP6gQNDovB5PMi01RVUjChROw7sZTRKcDNkWjGELQSXyqeuo2WttnFgrhsJy0rrHnB+Gg8QYPvMI17PoXdzCIimmKtFaglRvLqkAk4KWVg8hJJYliGOFZUksKck18oBipXEdi1zeY3i4Qt/iFmxT1XVAxLFqVMyJaadvHSlTqvnoRhdwKQRbh4rYlqA1m9xYBTBQqJJPe3S1GA/DTMg6Dh1eihG/jiutpDpIgO04gCCII7KWzbBfx0HS5tm0ux6xVnR5ada0tKBF0pi0HAS4loXnOKg4JlCKtG0uj/uDLSzQejejJyHSGjFhsmgUXWitiVBorRqyhqKxvEIyXoWaTLMa4UeD4WAxZ/Y8YWBniYH+EmEY43k2fYtb6OjMMjpSZef2IsNDZeq1CCGgVotQSoEG27Ho7smSb0kBSdVXFCmU0gQk+T2WLalUAlrbzA13fxgt19k6XKLqh9iWpKc1w9LOPIWqz5ahXdPHKnX8MMYPk1uCLaFQTXpCDRZrCCDl2rSkPYZKVWP47AdrWtvYvn0bGwuj1JUCrZFAqCf3gpo2xLV98roaRZBYgGVZZG2bde0dPL130dztwAJiideOa9lIFUxpSZH03MpRUImCtiMsfB0Ra4UWUFMhgpCUdIjimBoRvo4QWiTNTYXNErfdeEMNs4IxfOYBA/0ltm0da773/YjHHxuhWgkZGihTLtcpFX3iWFEs1JFCJJ4FKZB+RBjGLHcshgbK+H7UrDCKI0VhrIaQGG/PflKuBWzcMZp4cbRmrFxnx0iZh7aPAIJsIxk9ihU7RysIASknOd0K1ZBqozLPbRz3ip/kqAwWahy75DDt1DzkgdERNpWL+HE8KZdnd2aS3jzeL1wBxIqKDvnj8BCOkJzc0ztbQ16wZCyXJ2WWcEfpMXzVSG4GPGHT7eVZm+lhJKryeH0YV9jEKCIR4zZUzy1hYQsLmfh6mPitpaXL6lTXYdkvw8LDGD7zgMH+8rTTH390mHTWoVJJFFJ9P0KrXa5mrQVSWgR+RLWSGEZRGE8prY4CRTZrpPn3h51jlaby8ki5Tj2IACjWAjzHoh7YdLWkCaK42bjUszVKa2KVGEsTn161hjBWREoRRvE+q8EMUI8jHi0WKIchodazWnYeoREkidEPFEaN4TNDjsn2MRJW6Q8L+CokJRw63TwCKMQ1HGmxLrsIC0EtjnikNsBgVEJpTaRjYhURoclKF6UVgY5xkbjSYlswSotjvKGGg8cYPk9wtNYEjZvq7tTrIemsg2oIGqpGomzzBjDhThAEMVpDKuUgLUncWNZ1bVraTALn/lKqBQyValTrAVU/SkS1BSilcSyJH0bUwwilNJ5jESuF1jBefW1bEo0manwPUggcS5JxbYJIGcNnBvhxTDUKiWfZ6JmIbmzHMDPGBQvHe29BkvTcYqdJqaRqsQJ40mFnUGA0riRGT8NXFxKj0YQ6RpJ4rus6ZiAsoSqaPreVdseomxsODmP4PMERQpDOuNSqU5tX5vJJybptS6JIYVkWEDfbUgg0KlaNJMJkWjrj0NKaJooUQtCsAjPMnP6xCpsGCxQqPmEU40cKQaMlCEmH9bZsijBSpF0bAeTTHq0ZF7/hAaoFiQJ3szuRAM+2sKQk5RqjZyZkbKehRq53C4wcPOO+OAnkHCMzMFO2+qOkLIde2UJNBcRaU9J1djdNC2E1qdJqzLEaRs6uM2L8r+SbUFpTUyFb6iPG8DEcNEaudx6waHFLs9phHCkFa4/pbgoXAnipRIHZtiRSCJROPD1RrBgZqhIEEb4fEyuF7UgsWyKlpG9Ry3SbNUxDFCse7R8jbhiO4QQvm1Iay0o0ZGpBiCUFtiVJew75tEPGc2jPpsimHASJenYiYChxpCSIFZ359LTNTQ1TcaRkWS6PFLufHQePhWgIIEqeYpqUzphynEg2WEKSs1JkpIMQSQ+1iSQNTPWE65qY9N94vtU4ycOcpqz8SRo/BsOBYDw+84DWtjRrju5ioL9M4Eek0g69fXkyWZd0xmFgZ4lU2qFeDenubaFUrDM2UiWOFSrWiZFjiSSs1eoRRZps1iGdduhprMcwM4o1n6ofIaXAtSwqhLsu3QKkACmT5Mz2XArPsVnb10YQK4ZLNZSCJe0Sz7ao+iG1Rhgz7dnkU67x9uwnp/UtYnO5xFjgEyqF0rpx49zV6dsCMk6SM1KNoj0mQAvAFZK0bQGCNs/j5O4eVre0HpqdWQA4wmI4LFONA3wdEiuFT0xKOMRaNbV5HGEhhEBq0fDuaCSiqZgdad0sZZeAhcQSEk/YmKJ2w8FiDJ95Qr4lNW1IKpNxWbm6k5WrO5vTtm0ZY6C/xPBghTDcLT9BCNIpm2PW9SKluYDsL5aUzVCi1fCuKaXRSQs0BEmuzuKOHCeumpwQu6g9UcgeKFTxI0U+PdXgNN6e/cOWkucsXcYd/TupxbvUgJ/S2cWq1jYskXjTAOpRiB8rso7DHQM7AQjimLCh2SNFYsye1NlNpBSeZZny6f0kRlGMa9TikFAn1x6FQguLobBMj5NHCEHW8rBCSUiUVKGON1ZG0GKlqDQ8QuOhLikErXaGXs8IfBoOHmP4LEDGq43G/91tZlM4DPPktN+0pF3aMh6Fio8tkxtvqFUinGdJWtIuUgpW97XtcR0duRSbByWxmux7sKSkI2fyrfaXRZks5y1bwX9t3sTWSplIKW6qbSGzYwdHtbbRlUox5PsM1msorUhbDgIYqteoREnZtS0E3ak0HakUdw32o7TGtSxW5PL0pDOHexfnBbU4IFaKjHApqnrSP00I0jikpUukY8qRT7ebJ2t7hDpmR1BAxwGhjhAIMtJldbqbQEds9ceoxj5SSLrdHOvSi1jith3u3TQsAIzhswBpbUszOFDGSzlE5V1tEoQUOK5NvsWbUtJumBlCCI5Z2knQ0OfJpV1KtQAhIJdysG3Jyp5WVvbsOTxiW5KjFrXzSP8YYZQ8FTu2xZq+NmzzvRwQv+3fybZKUiGU9IjSlKOQh8ZG2OZ4+Com29BRqkUhA/UaSumm1zPSmm3VCgiais1BHLOxUMCzLFpd73Dt2ryhFNcZi6uUlA8i8dKkhIMUgroKCXRMLQ6JUeStFLawaLMy1KOQAI1CU4xr3F/ZQVo62EKyxG2jxUmz2G1jiWcEDA2zgzF8FiD5lhRd3blEnbkhYCgEtLSm8DybJcvaDvcQ5zVZz+HUoxZRqPqUqgHZlEMQx/hBTHdrhswMmo22Zj1OXNVDqVGtl8+4pgfRARIqxSOlQrNCaCK1OCbGx5KSWGksKZpihwLdTKQdP/LFIGRRZmI/KM2OatUYPjOgPyhSif3msVRaU9MBWmuU0EgkjnSoKJ9SnAitFqM6ARGaJEymgYry8XWILSxCYlzLYVswBkKw1Gs/fDtoWDDMG8MnjmM+9rGPcd1117Fz504WL17MG97wBj70oQ81nwK01nz0ox/l61//OmNjY5x++ulcffXVHHXUUYd59LOD1prhwQqlYh3LtlBKURyrUa+FpLIOPd15wjBieKiKXw8pFOpEcdLFPZ9LkW1JkfIstjw+iuNatLVnaGs3gmAHghCCtmyKtuzk0FQUK4ZKNWp+SNZziCLFYKlK2rNZ3J4n5SanXKUeMDBWJeXa9LVnzZPsQeBHEUEcJ96e3TR9FIl2ktSaQMUIlRg+utHscjz/R5NcY/w4IlAxKWvXpTEwOj77pK5CqirAEw5VHSAAhW6oaWssJYhR+Cqkhg8IIpLjqhvennEDNG707kJDVfsMU6bTzbLTL7DYbTMPCHOIH5cpR0O4MkveWbjVjPPG8Pn0pz/N1VdfzbXXXsv69ev5/e9/zxvf+EZaW1u57LLLAPjMZz7Dl770Ja699lpWrVrFhz/8Yc455xzuv/9+UvO8y3K1GvCHOzYzMlyhXo0Igog4niaHZy+CJlICIinTlZYgn/foXdTCU562DNsI5h00/WMVHt4xymCxRhTHlGohURxjSYklBdmUw5NX9lCph2waKDRzsDKewzOOXUJrxngV9peheo2NY2NEWhNNk9OmSRpeRnEiRDgeClMAWqN0cuMN4hhF4j16tFCgO52hK5VGCMi7pupxX/gqbP6eQ9Xw4OikWktpRTTBuJmIgIZQ4WQtphhQRARaEEVlQmJS0uGYuI+8Pb+v5U9EtNZsqtxJf/3BpuhbzunmmJazceTCezieNwkFv/3tb7ngggt4wQtewMqVK3n5y1/O8573PO68804g+eKuuuoqPvShD3HBBRfw5Cc/mW9961ts376dH/7wh4d38LPAn+/ZTmG0hl/bi9EDe1VxUwpUrJtl7uWyz9BgmQfv75+bQR9BjBszg8UqSinK9ZB6GBHGmiBKbrjlesjdj+zkwW0jkxLPq37IXRt3HMbRz0/8OOahwhilMCBtWXtM1VdaN1/jR3182UDFBHESYrGEwLEsYmDYr1MMk47tSzJGMG9fpKVLKa7j65CU5dBipeiwM6Sl05QXmO7SlHh5BNY0t6JxQUNN0sRUacXj9eE53pMjk0H/Yfprf92ldAuUw0EeK//vYRzV3DFvDJ/TTjuNn//85zz00EMA/PGPf+R//ud/OPfccwF47LHH2LlzJxs2bGh+prW1lVNPPZXf/e53e1yv7/sUi8VJrycavh8xOloljFSzz9PBorVGxZowjOnfUZqVdR7JDJVq1IKoWdoeRqpxTBvtRBrHt1gLCKcJnRSrPoWKP2W6Yc8M1WtoralEESnbZrrMKovkImePezqFwJaSjJS0OC62EEkDWdumw3VpcRwcKdE6+cwJHV24lvGG7gtX2kgx4XbSaHU//rvf29VlvJP7dMs0M620xmvkB9XiqSr2hoNjqP7otNNHg61EauEd73kT6nr/+99PsVjk2GOPxbIs4jjmk5/8JK973esA2Lkz0eXo7Z2sndLb29ucNx1XXnklH//4x+du4LOAihUT+07Mhokyvg6tE8Vhw8GhlNolIzDd823j7cT2IbsTKqNIuz80b6qNg2o3rgsamkaOaCwnpWwYObv8QlnHIevY+EqRmmDc2I28n1bXM0bPftBiJSGoahwQ6AihG7pWMslHjHY7Jxq2ESlhgxDYSjWNpXFjSJKoZ2ekS0omt6t4Vq6AhonEhNNO11qhWXg5bvPG4/Pd736X66+/nm9/+9vcfffdXHvttXzuc5/j2muvPaj1Xn755RQKheZry5YtszTi2SOVdsjmvEaLCTEryX2iobHhOJL2zoxJrj1I2rIpUo6dqNGKpFWFaF7aaZZNZzx72pL1lGvTaTR89ot2Lzle4+KD1gTDJulw0Lh5CokrJp834x6gFtcjZzsorQmVIm58xpMWXemFl9swl7Q7WXKWhysaYcdGSXuMxsaeEooc94cu8dp5RstqntKygmMyfXS5OdrsDCnp4EqbrPRwpIUnHTxpk5Um52q2aXeWTjs953SZHJ/DyXve8x7e//738+pXv5rjjz+e17/+9bzzne/kyiuvBKCvrw+A/v7J+Sr9/f3NedPheR4tLS2TXk80hBAcu74PL2XjOBaWvUs9eP/Xlej5SCFIZxzSGY9j1vXu+4OGvdKW9ehuzdCS8UAIsl6i6SNlotsjGsbQ0Yva6W2bLIgnpeTJK7qN8bmf5ByHxdkcOcchZdlkGmEqu9mlVzQ8DgJbWonHh+Sil7Js2j2PNfkWsrZDJYqoRhHlMKQWRfRmMizL5g7n7s07xkvNK2pXyDZrubTKFJaYmseTeHscQmKWe52sTHWRkg45y8MRFraQOMLCEZIWO4UjLFamusx5Mgf0pdeRdTonTbOky8rsqYdpRHPLvAl1VatV5G5y/paVuFABVq1aRV9fHz//+c858cQTASgWi9xxxx289a1vPdTDnXW6e3I881lr2fTYCIWxKnGsiSNFqVQnDGLclE1HZ5Y4UoyOVKlXw6RdhYBMzqOrK4NtW0RRTBjEpNIOXT15lq/swDX9oQ4aIQRr+trobsnQX6hQrgd4tk01CClWfTzbZnVfK31tOUCzebDIQLGK59is7mkjnzFPsQfCqnwLnV6KoXqNUhACmkIQ8Hi5BECr69LquvhxTCWK6Ep5iXCe57Eok6UaRbT4PstFjlIYotHkHJfuVNqEufaTlHRY5LZSjn0iHeMIi3TDO1OOa9SjiDFVJWhUOuakR7ubISNdQmI6nCwZaylDYZlSVEdplTwwCEnW8uhycnhy3xpZhv3Hli7rW89lxH+8Uc6eoTu1ZkF6e2AeGT7nn38+n/zkJ1m+fDnr16/nnnvu4fOf/zxvetObgOTG8453vINPfOITHHXUUc1y9sWLF/PiF7/48A5+lkhnXY570p69V4bDixCC1qxHa3ZfZemClb1trOxtOxTDWvC0uC4tE0rOB2pVrN360NlSknUcVuVbWZzdVaW1qVxslqxPLFsf9utorY13YT9xpU3Omvr7b7EzLHK9Sd6giYx3XE9JJ/EcGWWHQ44UFl2p1XSx+nAPZc6ZN4bPl7/8ZT784Q/ztre9jYGBARYvXsyll17KRz7ykeYy733ve6lUKrzlLW9hbGyMM844g5tuumnea/gYDIaZo/ZSobj7vHgPif3jpe/G7Nk/Ou0cW8Vo05AZxxEWS7w2HqpNlc6QCFqshelZMDwxmTeGTz6f56qrruKqq67a4zJCCK644gquuOKKQzcwg8HwhKLN89iTkmcybxftnseOajRluVbXMwrBB4AjLdame3i0NkSok+PqSYe16W6yMglXDYXlSZ9ZlurAkSasaDh0zBvDx2CYD9TDCK0h7ZpT63CRsmyW53JsbuT5jLM4kyXnTM4RWZrNMeb71OJdxo8tJSvzT7wih/lCm53hxNwyynEdgSBneQghCFVMVnoEMqIc+0gpabPTxEqxuT4MCBxh0elkcaWN0prRqEJdhWSkS5ttqk/3l0gF9NcfYtjfRNrK05s6lmo0wo7aXylEO/BkjjZnMSP1x+j3HyJjd9DtraESj1AOh/HjMoqQnN1Nb+oY+jLH0umtmPe5P+bqPI/RWlMYq1Mq1IlihUAjLUk+n6K1Pd0soTbMPTU/5JH+ApV6IvaV8RxW9baSS5mk5cPBslyeVtdLRA6BTi81xdsD4FoWJ3R2MVCvUQlDUpZNT9okNh8sUgha7F03x0JUY2Otn0BFDIVlIh03Q4lKJ81ipRB0OFnSvstyr4P+sEhd7dKXyVoex2b6sIX5bmZCKRzk3tH/x0BtIxqF0jH1uIjWUFcFlI4a7UQCJnpHHyz9nKkeU8HG0q/p9FawOv8Mjm45m3Z3+hL4+YAxfOYpWms2PTLM2FiNej2kMFpDa2htS5POOOSGPNYc1W2MnzlkqFhl+0iZgUKV4VIN17bIpV3yKZeqH/Lg1uGkyqtYZaRUpxaEOLZFyrEIY0UYKVzboi3rkfEcwljRknZZ3JGbUYd3w97ZPel5T1hSssi0pZg1QhVTiGtIBK12Gong0dogsVYUohqRjomUohz7OMIiIsaTDilhMxpW8VyHP1a20GKlJqlBV2Kfbf4YK1Kde9m6YZyHS7czVH8UnXSmoxYVqKkxYhWCkAggwmd6Sdzdp2kUIWPBNkb8zTxa+g0ndbwcOU+NUGP4zFMKY3XGxhLJ/lKh3lQDLhbqpFI25ZLPyHCFrm6jRTIX9I9VeKw/6c1V9UMq9ZCiCihUfdKuzaL2HMP1gJFynVI9pFwLmom1QRhjWYKUkwjv7Rgt05ZNsag9y3CpRqHqs355FynHnJ6G+cVAUOTx+nBTedkWFovcVgIdgU66uMdaU4rrRFo18oAEGkhJG4Ui0BHVOMAVNhlrsuE6GlVYgTF89kU1GqUY7iTWicdMa02o6ygdExMhtb2XRiHTo9HEOmI02Eq7u5RS2E+ru3hOxj/XzBsBQ8NkSoU6AFGkJjUs1VoTBInEeLGxjGF20VqzbaRMLQgJozh5xQqlNVGsqAURO0bLlOshFT8kCONdRk+jYWmskualftT4rqo+YZw8mUWxon+0ctj2z2A4EGpxyKYJRg9ApGM21Ycn9QKsq6DZ0kU06uYiHRPtVgk2va/aeLBngpjBrf1Aj6RsrHsm23iiMn9HfoQjrYY0/zTJfuPTLGm+3rkgCVPFTUNlYkn0+AU+jBVBw6hREy7oSiWX/KS9lG72SVNaE4S7euJUg6mVRgbDE5mRqDxtD3YJSbBFJGXtsdbNEJZFokJvIQlVjIXEEzZZy5tWrLDTNiHJmZC2W2l3l2KJxGMmhMARaaSwsHCQQiKEZH/MH4HAFg5t7lJcK0ve6Zmj0c895s44T+nozCQ/RFviTFBetm3ZVGLu6Mrs6eOGg8C2ZPOlG3ov44J540anLQWW3BXOGkeIXR28xITeUlIIHHvX6Zhy5mfs3HDkMp3RA8nvfKnXjiMs8lYKS0gsIUhLB9uSuMLGEklblw4niyUlJ+WWk7cn66+1WGkWe22HYE8WBmvyZ9KXPhYpkpB52m4hZ3fT4vRhCy9p5yLSCKwJfQXHe93tfv0RWMKjw1tBp7eStfkzG4bT/MQkEcwzioUaDz84yNBgJfE6BDEqjqnXIuJYIaVkx7YCWsNf/rgDyxakUk6jx1fyw06lHBBJJUU257JsVQd9faZ8d6ZIIehrzxJGMSXbQooIW+5qTuraFr1tGZTWeI5N1Q8JoiQU5toWYRRjSYFjW0gBQaTIpRxcO7nYWFLQ22aebGdKNQp5pFhkR6VMNYqoxxGlIMBXCkdKFqezPLWnl75slmIQsLNWZbRWY0etynC9TqAVrpC0uS4tjY7sra5LdzpNbzrT7NZu2DttdpZt/hiQKDGXY59Qx9hIepw8aemiLU2vm0ciUWh8FRLqGKU0HW6WlHTocfK0Oxm6nBzFuE5dhaSlM6lKzLBvsnY7p3a9nmF/EyPB43gyT2/qGGrxKAO1jRSjAVyZoc1dymh9C9vrfyLn9NLuLGN77U+M+JuJ4gDHTtPjrWVp9iQ6vWW0e8uwxPwuvjCGzzxisL/Evb/fythYDaU0gR81QyW68b843hVWiSJFFIFf3xVCsW1BHGukFDiuRTrtMDRY4ehje1hzdPch3qP5y+L2XNIR3JIoranUQjzHoiXj0pLxsKRkTV8bxaqPAJxSjXoUY8vEMIripBO4LZM2F7mUS6w0uZTLsq68qeqaIYXA566BfgbqNUpBQDWKiCbkk9TimEpUoL9W5SndPdTimFLg81ipRDUKmZhVMhL4uKJCxrFpcVwKgc9gvcbxHV1YRj9mn+Qsj0VuG1v8YQbDciPEKwgR3FveQqeTTaq3pEsl9vFVhEIRqpiIpOLLFhY7ggKjUZX12cW02mlaMQbPgSKFRXdqDd2pNc1pabuFDm/FpOVW5k7hJF5CJRrmz2P/TS0u4FppXCuNEBLXTtOdWjnlc/OV/TZ8CkNVfnPD/fzl9s3seGSUasFHSEG+I82SYzo5ccMqnv7iY/DS5sI9m8Sx4vFNIxQaCctxw4OwF3X+aYmiRk6JSpqcBkGM7Vg8+vAQK1Z3Ytvm6XYmCCFY1J5jUXuOU9b0MViosmOsgh/GZDyHJR052nMpOvNpVjV6co3n/4yHt5RSkxrvmt5Q+8+mYpER38ePYoI4Jp7mhFBaU4ki7hke5JjWNnbWavhxhJpmfaFWREpRiyOKQYAtJQO1qil3nyHLUx1UYp9qHCIAKSRjUZKoX4jq9LgOnrQpRXXS0kUAJV3HERYaTTGu0S3z1FXIQFAyoa1DzJbKvYwF24l10JymtaIQ7ODxyh9od5cviGvUjA2fOFZc/5Ff8sPP30EUxHQubaGtJ0NrTxatNX4l5Pc/eZhbv3kv+Y40b/j0c3jexSfN5diPKGrVkGo5aN481R56DO0PzQTbWBFFgrHRGl3d5gK/vwgh6GnL0rOP8NTuFwy5WwhlIVxQDiVaa0YDn1grYq2a/bWmLAcoNLUoIohj/Dia1kAaJ25U3fmqUXEXBMbw2Q9CHdPSyM8pRrUJ0yOU1kghiHRM2nJwhU1Z7ao+DVTUfAAoxjUW03aoh39EUwz7CeLylOl+XMaPSwSqgmfNf4mUGRk+Smk+ccF3Gesv84/ffglPed5qUtnphcGKw1V+94MH+c9P/g87Hx3lwk8+e1YHfKRi2xLLnpBwNhv3yMY6hBQIBOmUiXwa5g9CCFwpEYhG0rhA7DHFFiwhkSLJxdrb6ZMkntNMSndMjs9+4QiLcXPHmpAAO/4NQeIJkg215okqwbKR5JysxyZUcRJSnseJtPMJV6abydATsYSdVISJhaFEP6Nf0/c/81u6l7fwhbvezGkvOXaPRg9AS2eGc958El/5y9/y4B3bueeWR2dtsEcyqbRDT28Ot9EDyrbGL/j7t57x64cQSdWRZUksS9LWniabnyrpbzA8kVmSzZO2bVwpsaWc1qARgCslfZkMjmXR5no4e1hWkshAuNIiZzsIBL1pUx25P/S4+ebfaek0dV+ylte8XrXbGVLSwRKS9ISy9axM7i2hjhmLqtxdfpy7S4/zcG2ASO/KVTTMDb3pY8jZXVOmZ+1OOr1V2HJhGD4zesTf8IYTaO/bP/eWl3b42E9eg18J9r2wYUasXNNJGCoeeWiAej3CAdAapTVhqGYkwimFQDiJweO6Fum0S3tnhhNPXjbXwz9iiGJFuR5gW9L06ppjludyBCrmr2Mjyc8/0PgqSRzXJIaMZ1kc3dbOmX2LebxcQitNrBWD9TpBvKtnlCMlGdshZVt0eik6UilW5VvIOiZfcX/odJLvZHswRgR0OzkCHZNu3DRzlsfqbDcjUYUdQSFpPhol3p+8lUIiiLVqGjoKzXBYJlQxx2UXHcY9W/j0pY4jVDUUMWPBNrRW5J1uVuaezsrcqYd7eLPGjAyf/TV6xnFcC8c1GfmzheNYrDu+j6OO6aZYrCGlIJdPURyr86d7t1Eq1tFKo5QijjRe2k6SmGNNGERIKXBdi7aOLLmcS9/iVto7MmT24sEz7B/9YxW2DJWIVZI6m/Uc1i5uN+0n5gghBEe1trEq30I5DBIvjhBUwohaGCKFoCedJtvo2XVMWzur8i2cpBQCGAt86nFMzrbxLBtLCCyZVOplbNvkXR0gi7xWetw8vopwpYUtLGpxiBCQanh4llgufW5rcxmlNZFWjIYVtgajU9ZZjGtUYp+sZTzTc4UQguXZk1mcPj5paIoiZeXnfTf23Tnoq/Ft1/2JX/x/f2Z4a5G2vhxnvGIdz3/LU0xzzDnEcS06u3YZo0JCW3uaXM4jiuLE41D0qddCXM8iiqJmIq1lWwR+hGxNUauFLDFGz6xRqgVsGihMmlbxQx7eMcaTlk91HxtmD1tK2rxdgnet7p5vjq5lNbuvZ4w3Z86whJzUayttTT3Wk5YR4AL9QXGP6wxUZAyfQ4AtXXJy4V6zDsrw+d6nf8PNX7+Hs19/PB2L8xSHqvz03//AjodHuPhzz52tMRr2QbWSNKKzHYntSMolH4A4Trw9akIvLxVrokihlaZqwpCzylCxOu30Sj2g6odGm8dgmAFZy4Nw6nSBMEaPYVaYseEzurM8JeT1q+/8hS/cdTG59l1usJe86+n8w8n/xxg+hxDXmywvblmJd0dK0XyNl7+LxnshBJ5nwi+zSbwXiYG9zTMYDLvodLL0BwWqavKDWa/bgivNNctw8My4RvBt6/+dn1z9+0nT3JTNwOOTXfsjO8r7XWlkODg6OrM4E0rdU2kby5Jksi6WtauXl5QCyxJksy4I6O6d/3oMTyRas9M/jTq2RTZlvD0Gw0ywhOS47CKWeG1kLY+8lWJVqpvlXsfhHpphgTBj8/mffvY6/vXS/+bn3/oTf/+1F7Dy+F5e+cEzeM9p3+TY05bRsShHcajKX27fzFv/7dy5HLNhN2xbsuaYbrZtGaNc9JGWYPVRXWitGRqoUC75uK6FlJJMxqG9M0PvohY6Oo0o22zSmU8zXKpRqPjNaUIIVnS3TGpUajAY9o4tLJZ6HSw1kS3DHDBjw2ftyYv4/J0X86Or7uB9z/wWz3/LSbz2Y2fx5T9dyq//4y8MbyvRt6adN3z6Oax6cu9cjtkwDem0w9qju4ljhRCimVy+Zq0CIRpqqIla83ioyzC7SCE4ZnEHI+U6xaqPJSXdLWnSJrfHYDAYnjDsV8BUSsFL3vV0Tn/ZsVz99pt42/p/563/di6v/tCZczU+w34ynt8zjmy+N4bOoUAIQWc+TWd+YZV/GgwHQ6RjdgYFxqIaEkGnk6PHyZsHMMNh4YAyxXpWtPHRH7+a/7nhfr705v9i/RnLeMuXzqHd5IwYjjBipSnVfLSCXMbFsfaeNueHMWEck3Zs6mGMlIK0axI2DQsXpRV/re6kEu8KAZfiOtU4YFV64ZZMG5647NcV996fP8bdNz2CtASnXnAMZ7xiHSc9bzXXvP8XvG3dv/P6TzyL8956ylyN1WB4QrFjtMz9W4YoVgM0kHFtjl7cware1ilPslGseGTnGIWqT9UPKdUCsp5DNuWQT7us6WvDMyKHhgXISFSZZPSMMxiWWOS1NgUNDYZDxYyrun785Tv551d8j52PjbLlgSE+cs71/Oo/7iPbmuLvrj6Pj/z4Vfzk6j/w7md8g01/7p/LMR/RqFjh+9FBdWdXSifriNUsjuzIYqxS5/7NQxQqPjppc0/VD3lw+wjbR6d2N360f4yxSp0wihktN/6t1Kn6IcVawMbtU5VqDYaFQHkaowdAo6c1iAyGuWbGj5g3fe1urr7/rU0tn833D/KFN9zIWa9+EgDHnbaML959Cd//zG957xnX8t3Ce+dmxEcoWmt27igy2F8mjhW2LenpzdO7qGW/1jPQX6J/R4koirGkpKsnx6IlLSbWvp8MFKpU/Kkqa7UgYudohSUduxo1BlHMWKPSq+qHKK2TkFcUUw8isimXlrRLuR6Y3l6GBYcn9uzR8Yy3x3AYmLHHByb37Fq0pn1KA1LLlrzyA2fwxbvfPDujMzQZ7C+zc3uRuOGliSLF9m0Fhganehf2xMhwhW1bxoiipPlfrBT9O4v07yjNyZgXMlGsUHoar5vWBNHkLtJxrBKvEBBrTRDGBFHSHFNrUEoxVqkzVJhe+dlgmM90OTlsYU2ZnrdS5IwSs+EwMGOPz7LjuviX1/+QZ75mPXGo+Om//4EnnbVi2mUXrTFCU7PNngycoYEyXd0zSyofGqjscd19i/fPc3Sk05Lx8GyLWhBNmm5bkvZsatK0lGvj2hZBFONakiDeZRhZVuJpE0JQnsaDZDDMdxxpcWymj8frw5TiOhJBu5Nlhde5x88EKmIsqiIQtNkZHDnVcDIYDpQZGz5v/cp5/Pvbf8rnX/8jpCV42vlH88bPbJjLsRkmEAbx9NPD6afvz7JhGKOUNo1l94Petiw7WjNsGy7tyrcSgo5cmmXdu4xI1cj96W3LsHW4TMpNOoBHWmNJgdtQ3M6nXdPWwrBgyVoe67KLiXSMQGCJPQcbBoISj9eHUCTngyUkq1PddDhGcNUwO8zY8GntyvC+/3jZXI7FsBeyOY9SqT51+h7aJEy/DpdgJJo6Pesao2c/cSzJSat66W3JsG20TKw0Pa0ZVnS3NKuzRko1Ng0WCRuhL8eWtGXSVP0wKWUnEZrMeDaeY5M3+T2GBc50Ia+J+CpkU30Iza6HgFgrHq0P0mKn9vl5g2EmmPrZeULf4hYqG/1J1VyWlPsVoupd1EKxUG/mCUGiNrxoSeusjvVIwbYky3taWd4z9fjVgoiHd441c3sAwkgRWIpT1i7ioe2jk+bZlmRRh9HBMhzZjITVSUbPOLFWjIZVut38NJ8yGPaPGRk+33jPrbT1ZnnpPz5jv1b+Lxf+kKe+4Cie+ar1BzQ4wy5yeY+jj+1hcKBMrRriejaLFrfgpWyq1aDRgFQipUArje1MfjJSjUqwo47poX9nkcCP8FIO3T05MlnjaZhtBgvVSYbNOBU/xLYk65Z10j9WwQ9jMp5DX3uWlNHxMRzx7DncawLBhtliRlfa111xFu8781o23rWdV3/kTFas79nr8n/+1eNc9+Ff0r28xRg9s4jn2QghqNcjqtWA/h1FimN1KhWfOFZYUpDNp2htS9HemWXpsjZSKZttWwoMD5cpjNWJwphszqOlNUV3a8oYPXNEpPaskRTFirZsilyfOfYGw0Ta7Cxb/NEpXh+JoN3OHKZRGRYaMzJ8vLTDp37xer548Y95+/FfpX1RnqXHdNLak8FN2WgNfjVkdEeZLQ8MUSv5vPhdT+fCTz17rsd/RLFl8xgjw0llVq0asn1rgTCIkJYkjpKS6SBSSaKyJfHrIZmsS7FQp1ioU23ID4QjVSxL8vijIziORS5vSkpnm5a0x+A05emWlEarx2DYA2nLYZnXwRZ/pGn8CAQrU12mssswa8zYt55p8bj8hpez5YFBfv0ff+GPP9/EQ3duZ6y/gmVL2vuydC9v5dUfOZMzX7mOjkUmFjubRGHM6MiuG+nYaA2lEiNHs0snJgoVURRTqwZIISgWiiilGRqsoJVCWhLXtahWAlraUgwOlI3hMwd05FMMFj2K1cnKtEs789j76OdlMBzJLPJaaXcyjIYVQNDhZPGkCQMbZo/9/jUtO66b1338Wbzu43MwGsMeCcN4Us5IFCnG3+qJZdBaE8fjL0WpmITBxttTxJGiHis8L/nqw2BqlZfh4IljRca1GSvX8aOkKWmsFfc8upMgUmRSSRWX69ikHIvOfJqe1oxR0DYYgJR0WOS1He5hHBForalUdmm8ZbPZBX8dMmb0PMHzbKRMPD3VckAYRERRTBQrhAAVAwIsKYiimErJx68FFAr1Rl+uZL6U4NgW9XrS78vk+BwY9SCiUPWbgoUT5QCiWHH/1mHqQdSc/thAgSiOiZRGa01/IcnJyqVdOrIpdo5WKHTmOHrJnkXdDHvGj2NGfR9LCLK2TTEMkQI6vBS2lCitGfHrREqRd1zqcUwx8NFAm+vR7nlUo4hiGOBJi3bPW/AXf4MBoFKpcMEFFzTf/+hHPyKXW9gVpsbwmScUi3W2bS4wOlJNPDgTcmf1hD/iWFMq+JSFz5SiIp0YSH4cowo1XNdi+Yr2Q7QHC4fNg0V2jlWaHjjHtjhmcQfZVNJ3aLBYpT7Bk1as+vhhRBArLAGhSrxxcQyjUZ1yLaQ14zYMKYvVfW2HY7fmLVsrZTaXSmg0xSCgFIZ0pjxSlo0tJMtyebZVygQqJlSKwVqNUCUPDABZ28GRkoxtY8skDJmybNa1d5C2zSXSYFhomGSDeUAUKe7/804qlQAEUw2aadjXMkppHNdi+7YiUWS6tM+UsUqdHaPl3fR5Yh7euUuXp1Lf1XpCNxqSapJjHmvd1GJSOjFaY6WSZbTm8cECxZrpWD1TymHI46UiGk0QK8YCn1grhus+WmsirbhjYCd+nBiiI/U61SikGAbNyrtR32ewVmPE33Xc63HEw8XCYdkng8Ewt5jHmXlAYazGyEgF34+IwtkxUuJIs3nTKMVCnUzW4ahj9i5RYEgYbqhn+2FMoVKnGkQIAWnXZklHjqznsKm/QH+hgm1JMp5DECdNSZVSxIrE89ZYn1IatKbcMJbagZFSnZa0STifCYP1WvPvarTL4Iy1oh7HWEJSjyPqcYwjLfyG1wcgUApbyuZ7P46JtWq2UygGPkEc41qmmshgWEgYw2ceEIYxlWIwa0ZPEw2lYp2H7h+guydHW7vRydg3mpFynYGxCrUwanpvLCm55d7HCGKFH0RESqM0CGqICV66aaKPxDpJhi7VA/rHqrRlU6ycRg3aMA0zVLXTM1hY03DBiYnTDAbDQsOEuuYB8RyGolSs0Wgef3RkzraxkEi5NkPFKkGsJrUPUUpTqAZU6iG6cecUJDdOpUGISffT6dFQC0LGKnWCaObNZ49kOlOp5t8T83GkEHiWhSMlrrRIWRZ24+/xPB5nwr+OlHiWhSV3XRJzjotnvD0Gw4LjoAyfwS0FfvH//Yn/+re7ANj20PCsDMowGRVrUpm5dc7VauG+FzIklVpCEE9SZk5MnFhptKaR6yOYWBRkNVqKWEJMawCJxv+kECilGauYPJ+Z0OK6LM4mFSieZdHiuAgEHV4KKZImsKd09zTF7zq8FCnLShKaGyGtFtelw0squ8axpWRNi/G6GQwLkQO6myql+erf38RPv/oHtNK09+V44d89le9c8Wt2PDzKx296Lbm21L5XZJgR6axDNutSKvqzHu6SMrk5tLSa72sm2FKSdm3KdZ9dDp/JAZFITQ2QxEojhSbeQ+xENoweyxLoxnvDzFiVb6E7lWbUr7Mq30rasihHIVIIulNpXMticTbHUL1GpBQndHYRxDEjQb1pJHWlUpTCkFIY4EqLzlSq6RkyGAwLiwMyfL77qf/hdz/4K6/92FmseFI3/9+HfgnAu771Yq778G38fx+6jbf+67mzOc4jmvaODJ3dOcqlgGKhTvNG23ii7ejMUCzU8esRDWcDIplNOuOitaZWDaet9EplHFIphxWrOw7hHs1fulvTFKo+4X5GopSGaeyhSfOlhjDSBFFMS8YkN+8POcch5zjN9+1MNuQdKVmUyU6a1ped/L7N82jzzHE3GBY6B2T4/PK6P/PPv76IxWuTm+V/XHE7kHgPXnfFs3jXU//v7I3QgGVJnnTCYvItKR55cJCxsRpaQ77FZdmKDjIZl2Khyo5tRYrFOlpDKu2waEkLjm3h+xGVik9htEa9HqEVWLagpSXF0hXtrD2mm2zWXPBnwpahEvHeLJiDwLYE2ZRD1nMYLdfpbcvu+0MGg8Fg2C8OyPCRlmgaPbtjWZIwMImZs43jWKw9upu1R3cf7qEc0WwaKKC0biYuzxTZ+MB4oHL3z1tS0JlL09eeyMWPVozhYzAYDHPBAQWxQz9m52Oj087b+egooW8MH8PCRO4hOXkm6D38LRrrDeKYih82ppkkH4PBYJgLDsjj88xXr+e9Z1zLS979dNadvowwiNl03wCP3L2D//in/+HZrz9+tsdpmCWiSDE8VKFWDfA8m86uLK5n5JxmytpFbWwdLhHsh8TAeKKylEnF1u5GjxBgWxJbSsq1kFzKpTOfntVxGwwGgyHhgO54r/noM9l8/yDf+MdbEEKgteayE76G1prTX34cr/zgGbM9TsMsEAQRG/86SDChj9TgQJm1R3ebZqUzZFVvO9uGyzywdYQgiptGjCAJV43n/4xPt6TAEiCkxBIQxZpIqYa4YTLfsSW5Rp+vWCm68mk686bKzmAwGOaCAzJ8bMfig//vlfzptk3cc8ujFIeqtHRleMo5azj+rBWzPUbDLNG/vTTJ6IFEMXjb1jHTsmI/OGPdMo5b1sVD24YpVHwyKZvOfIZsygWt2TZcphIEpByLtOdSrPqIRohMqaRqa6RSJwwj+trztKQdwjjRAWrJuKzuazOdwQ0Gg2GOOKgYx5PPXsmTz17ZfD+0rchf/mcz689YfrDjMswBpUafqd0pl3yU0kgjHjNjOvNpnnHs0mnnrextm/R+x2iZzYPFSdNyaZdSLaA9l3h2xgWCV/a0GqPHYDAY5pADSm5+7xnXTDu9/7ExPve6H/LVy246mDEZ5gjLmv7rtiyJudfOHb2tWVp30+XJpVyedtQi2nMpXNsin3Y5anE7XS2mX5rBYDDMJQfk8alXgmmnrz9jOf/nkbdz2UlfO6hBGeaGzq4s1c1Tv7uOzozxMswhUgqOWdJBsRpQrge4tkVHPoUlpTF0DIYjhN9tvuFwD2FaatXJ7XHu3PpD0k9AAdVnLH/FrK1rxoZPtehTHktCJVGoGNxSmKoErDVDW0vUK6bv0xORzu4svh8xNFBuaNEI2jrSLF5iehLNNUIIWrMerUYo0mAwGA4rMzZ8fviF/+U7H/910zNw8cov73HZ511y0sGPzDDrCCFYsqyNnr489VqI69l4ppTdYDAYDEcQM77rPf3Fx9C7sg2t4fqP/oq/ueKsKctYjqR3VTvHPWP6pE/DEwPHsXAc63APw2AwGAyGQ86MDZ/VJ/Sx+oQ+AB77Uz/PueiEORuUwWAwGAwGw1xwQFVdl3z+eXudf9t1fzqgwRgMBoPBYDDMJQdk+ExktL/MwObCpNcN//zb2RjbFLZt28bf/M3f0NnZSTqd5vjjj+f3v/99c77Wmo985CMsWrSIdDrNhg0b2Lhx45yMxWAwGAwGw/zjgDJbwyDm2st/wc1fuxu/emgquEZHRzn99NM5++yz+elPf0p3dzcbN26kvb29ucxnPvMZvvSlL3HttdeyatUqPvzhD3POOedw//33k0qZFgCG2SWMYrYOlxmt1BEkooZLOnNYcu/PE1U/ZOtwiVItwLEsetsy9LQaSYHZYke1wqPFIkP1GlJAXzrL6pZWOs01YE7RWrMjKDAYloi1osVOs8RtJ2012rFoxVZ/lKGwRCGqoTW02mnG4iqDfpGySqQ2bCGxkWg0QkjyVorlqXaOzy7FkaYYw3DwHNCv6Hv//Bse/N+tvOlzG/jup37TTHQe3l7ipq/ezWkvO25WBwnw6U9/mmXLlvHNb36zOW3VqlXNv7XWXHXVVXzoQx/iggsuAOBb3/oWvb29/PCHP+TVr371rI/JcOSitOav20ao+rsM/x2jZap+yLFLO/f4uXoQ8cDWYaI4aXIaxYpNAwXCWLG0Mz/n417obCmXeGhsjMF6jfF2sI9GBSpRyJM6OulKmeavc8Xj/jD9wS6F8uGwTDGq86TsYlxp82B1J6WozkBYItRJ65xt/ihVFRCjEWgU4DdkUgRgIwlURKgjilGdZ7Ufe+h3zLDgOKBQ1+9+8Fc++t+v4dxLT6alM81zLjqB51x0Aq+8/Aw+fftF7Hx0dLbHyY033sgpp5zCK17xCnp6ejjppJP4+te/3pz/2GOPsXPnTjZs2NCc1trayqmnnsrvfve7WR+P4chmtFyfZPSMU6j6lGvTC3wC9I9VmkbPRHaOVojVzDu+G6YSa822SoViGDSNHkiM1HIYsrVcPoyjW9gEKmIgKE2ZHuqIwbBEMapRiuvUVdg0epTWVJSPQqEbRs9ENKBIPEW+ihiJKgwExd03YTDsNwdk+AghyLUlbuN4t4t497JWxvorBz+y3Xj00Ue5+uqrOeqoo7j55pt561vfymWXXca1114LwM6dOwHo7e2d9Lne3t7mvOnwfZ9isTjpZTDsi5of7XFeNdj/ebFS+GF80OM6kvHjmFgrAjX1OIYqphLt+XsxHBx1FU4yNidSUyHVRhgr1Lu+m1gnn5j+Uwm6sda4oZY7FlVnacSGI5kDCnUppYljhWVJ0jmXx/7Uz6onJwbHzsdGGXi8MKuDTLapOOWUU/jUpz4FwEknncR9993Hv//7v3PRRRcd8HqvvPJKPv7xj8/WMA1HAH4YM1qpMVioYlkS15LUw4iqH6G1xrEkadcmn3YBqPkhO8cqVIOIUjUgimMcO9FRqgVR03M0VKyyuCOPvYeeaoa940mJJSSOkPh6svFjS0nGNvkhc0VKOgjEtMZPSjqkZZLn44hd+mGWEIxnte3J+BGNl9XIf2u1TIsXw8FzQFfY5eu7+fyFP6Ja9Dn1gmP44HOu46v/cDNfe8fNvOe0a3jSM2e/O/uiRYtYt27dpGnHHXccmzdvBqCvL9EY6u/vn7RMf39/c950XH755RQKheZry5Ytszzy2UfrxPDUU3qGGOYaP4z4y5YhKvUIpTWlqs+W4RIDhSoVP8SPFI8PFvnTpgGGSzUq9ZC/bBlmoFClXAuIlWKoVMcPY0q1gJFSjXoQYVuSHaMV7t8yPMWLapgZlpQsymRocV1gV6K4RJB3XJZks4dvcAscV9p0Obkp021h0ePkabHS5CyPlHSaxo8Ugox0kUgEYsrNSJB8d5aQuNKmzc7Q67XM/c4YFjwH9Aj0svc+g7tveoSgHnHBPzyNTX/q5ydf+T0qVhz/rJVcctXedX4OhNNPP50HH3xw0rSHHnqIFStWAEmic19fHz//+c858cQTASgWi9xxxx289a1v3eN6Pc/D8+ZP/6TR4So7thfw/QjHsejuzdPbZ5JiDxU7RiuEUYwQ0NWSYctQkThWKK3JeA4p10ZrTbEWsHW4RMqxJuXu2JakM5/Cj2LK9RDLkuQ8h9y4dygIGSzV6GszN+kDYXkujyUlbqHAkF9HCuhNZ1jb0kZ32iQ2zyUrU1240mYwKBHpmFY7zVKvA7dRiXVMpo8t9VGEEM2Q1SKnlUJcZzAoUtMhmiSh2UICGiElectjqdfBCTnTEcAwOxyQ4TNRxRngH697CZf9n/OJI0U6587a4Cbyzne+k9NOO41PfepTvPKVr+TOO+/ka1/7Gl/7WtIJXgjBO97xDj7xiU9w1FFHNcvZFy9ezItf/OI5GdOhpjBWY9Njw833YRizfesYAugxxs8hoTQhcVkKcCyJ61jESuM5VtPPEIQx9SCaNm/HtZPl8u3TnyvlWgDG8DkghBAszeZYmp3qfTDMLVIIlnrtLPXap51vC4tV6S5WpbsO8cgMhskckOHzqvbPYlmCz991MX2rkh+5m5rb+PlTn/pUfvCDH3D55ZdzxRVXsGrVKq666ipe97rXNZd573vfS6VS4S1veQtjY2OcccYZ3HTTTQtGw2ewf/qqlIH+Et29OaMDcwhwbauZkyOEQEqJEEl2w8Tjb0mBJSWOLalPk9DsuQ5qD1Vc4/k/BoPBYJh9Dsxa0Zov/P4Sele2ze5o9sELX/hCXvjCF+5xvhCCK664giuuuOIQjurQ4e+hkigMY7TSCMsYPnNNb1uGsUq9+T6XcgiiiGhCoiZANuXQ3ZIm7Tk81j82ZT1LO3MUq8GkdQFIKehpNQmcBoPBMFcccHLz3oyex/7Uv8d5hgMnk50+NJJKOUhTCXRIaMumWN3bhtvwyrRmXFb3trG4odgspaQ9l2JVbxvLulvoac2wvKsFp/H92JZkSWeevrYsa/ra6Mynm56itGtz1KJ20q6pPjIYDIa54oCusCc9bzV3/WQjTz3vqGnnX/WGG/ni3Zcc1MAMU+nty1Ms1CeFSASCRUtMpcOhpLs1Q1dLmiCKsS2JJSWx0gQNnRjXtia1rVjUkaO3LUsQxziWhSUTQ8e2BGsXtRPFilgpPMcYPAaD4YlFrANiHWKLFFIsjDD8AV1ptdL826U/YcXxPaxY3006P9kTMbrTKKTOBZmsy1HHdjOwo0StFuK6SVVXS+vCyGGaTwghJhkqlhSkXWePy0spSO2hz5BtSaPdYzAYDguptMsH/+2Nk94DKB0zFj9OTY+itUYKSU720WItPlxDnTUOyPD5j3+6HYDhbUXuvunhKfNNku3ckcm4rFyz515QBoPBYDDMFCEE6cxUSZei2kZVjTTfK60oxtuxhUdGzu970AEZPqtO6OVL97xlj/MvO+lrBzwgg8FgMBgMhw+tFVU1NO28ihqc94bPAfnXX3H56Xud/4ZPP+eABmMwGAwGg+HwolEoPb3chtLzv+fdARk+Z75y/V7nP+V5aw5oMAaDwWAwGA4vUti4YnpZDU/O/2Iak1FpMBgMBoNhEq3WUoSYbCJYwiUv99z7cr5g6mcNBoPBYDBMwpMt9IjjqKhBYh3giAxZ2Y0l9ly9Ol8who/BYDAYDIYpOCJNm7X8cA9j1jGhLoPBYDAYDEcMB2T4/J933zLb4zAYDAaDwTCLRCqgEG2jHA+gtW5OVzqiFO+kFO9E6YhQ16mrApGqU4y2MRA8QCHcRqAqxDqkEg9TjvsJde0w7s3scUChrlu+cS9dS/Oc/TfH09qdne0xGQwGg8FgOAiGwo0MxQ+hdAyAK9IscU8h1FV2RvcRKZ+kcD0iJdqQ2qWoNxMToNEIJHboYQkPiQQktvBos5bTZR+FFPM3U+aARp7vSFMYrPKup32D1Sf1suGNJ/LUFxyFlEax2WAwzE/qUUR/rUo5DMk7Lj2ZNClr/l7cDUculXiYwfivk7w8ga6xOfhfBIJIBwBE+MQ6JNYDKGJifBQKgUQT41NC/v/t3XmcVXX9+PHXWe6+zD7DAAPDIoKpuCthIkigmWliqZW5ULmgqaSWWmpZX9RvLmW4ZIpaLmUu/b7uSmCFiohKrijIzjDDMOvd7znn8/vjMhcuM+Aw3GG299MHNfdzlvu+99xz7/t8Pp/z+agELny4ND+WStJsr8eleSkyR/TUy9tjXTqrT7rkcE6+7EjO+vVk3n15Ja888B5//PFLHP3tcXz1vIMYum9pvuMUoleyHQel6HCuLct20DQwdB3HUdhKZWdpF73LhmiEjxob2JJIbL3a1SjxetmvqJghgWBPhyfEbmmy1+QkPW0STjO6ZmLgBhSOSgNgk8Ymtd2aDqBt/cvCwUZtTYgsEkSdLRSoYX120tIuJT4nX3YkkJl48dDjR3Po8aNpbYjzf3e+xcUH3Ms+hw/mq+cdxFdO/xK+oPsL9iZE35O2bFZvbqExkkApRcjnobo8jN/jIppMs6aumdZ45ovEUdBWGepzm1SVhikKysSyvUXMSvN5S3M26QFQKBqSCT5vaaHI48VvSs2P6DsUHY+urFCgVFtOg9puSe56oKGyf22/jlJq66jO7ROrvqJLl5+fLtmY8/idl1dy10XP8/ebXse2HNJJm0/e3MBFX7qHuRc+T8uWWF6CFaK3WL6xkYbWePaqqjWe5JP1W0ikLJav35JNepqjSWoaWtncnDkH4imLz2oaicRTO9232Lu2JBLELTub9LRxlCJup9mS6B8dOsXAEdDLOyw38WBqbRddGjqZGhsdEw2DtiRHQ9v6t4aGjrb1/wEMzYXXCA28Pj5zz3+Oa576Fi/f/y7/fPh96tc1Ey71c8IFhzL13PGMOLACACtt8+q8Zdz0rSf5n3+eldfAhegprfEU0UT7xCVtO6ysbSJtZ+a4UUoRTWaqklOWTTJt43EZKKXY1BRltE9qQ4UQ+VegV9FsrCdmb5tdXdOgwtyfNFGa7XWZJnrNQ5o4HoJ4lEGMOpytHZsVCh1za7LkAbTMTO56EYV6Vc+9uDzoUuKz5oM6fjj6D2iaxqEnjOKHd0zjyJPGYJi5FUimy+D4Hx3C//vd4rwEK0RvkEzvfJK++NZEB8B2VE47u+04sPUKK2XZ3Raf2D0lXi8+00BLajm1Prqm4TNclHh9PRidELtP1w2GmRNo1tcRcerQMSk0hxPQS1DKIahX0GJnWm4Cehk6Jg4p0s5IWp1a0kQw8VGoD8fQXcSdRhQ2fr2UsFGJofXti7YuJT6egJvTrz2ayWcdQFHFrjv+/fKkx4m3SrW+6D8C3p2f9EVBL/UtmaYRw9DRdR3HcUDTcJvbOgLuah9i7/KbLkaGC0jYdk7n5mKPl5HhsPTvEX2SrhsU6dUUUZ1Trmk6YWMwYWNwh9uVM65dWRHDuyPEHtOlM3rK9w/k1CsmdGrdWXd/DcMld7KI/sPnNikL+9ncktt3Leh1M7y8gHjKJppIoQFhv5umSAK/x8ze+eUyDQYVyvhXvcmQQJASj5e6eIxWuZ1diH6tS2f1Gb/4Cov/33J0U+fwr+2TLf/XXz/kwMnVFJZv+1IvHdr3p7AXYkcjKgoIeF1saY3jOIrCoJfKwgCGrjNuSDE1TVGaIglCPjfDSsNYtk3aVgS9biqLA3hcffM20P7Ma5oMC8n3lRD9XZcSn2f/sIQn5iziy6eOzUl83l+4hvt/8go3vvxdhu1XlrcghehtNE2jojBARQc1N4ahM7QkxNCSUA9EJoQQYle61Aa15NnP+NVL3+Gqx07NKZ9199e4+N4TeeDKV/MSnBBCCCFEPnUp8VGO4sBjqztcdviJ+9BYE9mTmIQQQgghukWXmroijYldLm9tkAG/8i0RS/HZp5uprWklnbZJJtPEoknSKYXaOrim26Wj6RqOo3BsB93QMQw9M/amUrjcJhWDwpRXBKipaSUWTREMuhl7QCVlZTIs/+6wbYdNTVHWb2mlNZ5EKQ3dAK/LhcfQ0Q2NSDxNMm3hdZuUhHzYjsPGhijxZApbgc9l4vOYhH0egj43RUEvpWEfuiZz3u2OlG3zn5qNLG9uJG5ZbD9QgFfTCHu8JCyLmJVm+/FmNcClabgMA0cpLNvG3lruNU32KypmYkUlpiH9sXZHxE5Sl2ohpSyChpcyM0SzHWNLOkqrnUDXNApNPyVmgLSy+Ti6kSYrjkd3MdpXxkhfOc1WnPp0Kw6KAtNHmSuEoclNMiI/upT4DB1XyiPXL+SM647B2G7uIdt2eOyX/6JqnMzVlU+xWIo3/rWKxsYYdtomHu9gHBkFqZSTU2TbDpmv+oxEwibSupmVKzbjdhmYLoNIa5LNdREmfGUklUMKuvul9Au2o/hwfT1rN7cQSaSJJy3Sto2uaRi6hq7p2MrJjHaqgcvQWVHTiOUodCBlOZlkVFO4DAOXqVNZFKQpmqAxkmDM4CI0SX46xXIc/v75Z9TEYjgdLE8oRWInIy8rIKkUSav9+RSxLN7eXEdNLMq3Ro3BkOPRKQ3pKCviddnxkJrSMT6yNxLUPTRYUVIq815vMSKsUIot6ShptS1V3ZKO8HmingLDl50pocmK0ZCOMtZfKRcFIi+6lPicdeOx/PSYh3jxj+8y8uBBhIq9tDYk+PzdTcRaktzyn7PzHeeAtmrFFlpbEyhHkUrv2cB3auv0K5blYJg6mqZh24r339soiU8n1bfE2NISJ5nOjMbcNlGp5TjYjoau2dgKDE3DZRrEkmkcpXAcBVpmkDylMj+8advB0HU2t8Qp8HtoiiZoiaUoCHh6+mX2CZ82NlIXT3SY9OwpB6iNxVjZ3MyYwsJueIb+RSnF2mRDziCQSWURsRMknXROgtNqJUg6FlEniQsjm+inHIsNySZcXgO/sW2sq1Y7QYMVpdQlNdNiz3Wp7nD0oZXc9Nr3GbJvCe++vJLXHv2Ad19eydCxJdz02vcZdXBlvuMc0BobYthbp0Fw7PxMDKeUQm33axFpTWafQ+xaazxFMm3jbB2Z2VFtE1tmJgG0nUyC6ai2Cf3IrEvm/9uorcuVUqQtG2vr+98ST/bAq+qb1kZbt06Y2D1sYH20tdv235+klEXSSeeWOZkanridW24ph5SyshcAbRSZCTCjdvtzoNXadRcLITqry6Nz7XPYYG5a+H2S8TSRxgTBIi8enyufsYmt3O62KyKFpm2ttdlj2rZJdwHTpaPrUo3cGS4j81611bpnjsy2v9sKNC1z23umLHPgtn+Hs9MAapnpEdref5cpfUo6K+h2Z86N/JwUHT+HKd9rnWFoOjoaTs60H3p22fY0QKej7xsNDYWptT8HXLqcFyI/9ri3mMfnomRwKCfp+fstr+/pbsV2qqqLcLszOaqZpx9F3dByEp2hVYXSr6STygr8BL1uDF3HNHSMre+joWnouo7LMDB0LdsvxGXqmWRJ03BtN5+dpoGuZ5obgz731j5COiUhmRuqs75UWIy7mzofa4DPMBhbVNQt++9vTM2gZIemKJ/uQkejyOXfOuN3hld3EdQ9mJqe02/H0HR8hocCM/cc0NGkmUvkTZdrfJRSbPq8kcZNUZwdmkhe/tO7nHbVl/c4OJFRObiAcfunWf7hJqKkMnegWE5uHXEn6LqGx2Pg9pjYWzvY6rpG5dAwBx3Wt2fb3Zv8HhdjhxajaVDbFCMK6LqDy9BxmcbWBEgjnkqjFHhdJrqhoZzMbO1aysZWCreZSZz8HheVRQF8bhcjKgpwGXL3SmcVeb18dchQ5m9YT9SydnpKbF8r1xka4DcMpg8dRtgt/a06a7i3BEWm07JC4dVdHBQcRoudwECnyY5joFHkChAyvLRYMdYmG0k5FoamUeIKcWhwGI12jGYr0yndq7sY7i3Bq0vNm8iPLiU+y9/awG+/8zS1q5raLVNKSc1BNxi1TynDRxTR0pRA08DjMWloiGVuaU/beLwuQmEvugHJhE0qaeH1uTBNA+U4WGkHl1snFPbh87uJxZI0N8YpLPbj88mEmburOOjjqDGDiSXTWI7K1Ppsbd5ymwZp20HTNFJpC13TCPjc2I4inkiRsmzcLpO0ZeP3uNB0DaUyc4CJ3TemsJh9CopYF2mhNZVGOYotySQBl0l1uABd00jYFol0mqZkEq/LhU/XiVg2YbcLl2Fm+pWkLVw6tKYtitxuqkJh+S7bTYamM8pXzjCPTVrZeHUz29wVtzOTVSvA1HTcupktb7bi+Ax3tqanggKSjoWjHLy6S46DyKsufdPefdELjDx4EGfPmUK41I+2XZOJUoo7f/hc3gIU25imQXHptikS/MGuX4n6/R78frmS3ROapu10lvW2fjrbJzO6oeEKePdKbAONpmkMC8ldib2FSzdwkdsE6TM6Pld8hrvDZR5dLgRE9+jSJ6u1Ic4db/9gp8u/8ePDuxyQEEIIIUR36VLiM2jkrjv7Hf71fXa5XIj+Jm3ZNMeSOApQCsPQKQx4SKRtYok0HrdB2Cc1bEII0dO6lPh86+qJzPvpq3zrZxMJFrW/A2XOjL/zu3d+uMfBCdEX1DZFt47inKIpmkTToCjgJZ628bkNvK7MaRb0uhkzpLjDzsvSN04IIfaOLiU+d/7gWSJNCZ6+9U3CJX48gdze9g0bZcAvMTDEkmnWbG7Bsm0ao0lQmVGZNzVFMXWNeFKnsiiApmlEEinWbm5h1KBCIDOlyLotrdS3xHGUosDvYVhZWDo5CyFEN+rSN2ysJcmEU/btcJlSiiXPfrZHQQnRV2xpjaOUIp60cgbRS1k2mmmgaYp4ysbvyZxqDZE4I1UBmqbx2aZGmqPbRqhtiiaIJtMcOLwMU25pF0KIbtGlxKdsWJjL5n1jp8t/ctQDXQ5IiL6kLdfZcYyY3KH4VbvyWDKdk/S0SVs29a1xBhUG2i0TQgix57p0WfnbN87b5fJb39z1ciH6i6Jg5vZ07w7NUy5Tx9Q1NE3L9vEBKAx40DWNZKr9jOBtErtYJoQQYs90KfFxe3ddUXTV0Q92ZbdC9Dkhn5tBRUFchk6obVwkTaOiwI/HbVLg92SnBnGbBsNKwwD4PDsfhda/i2VCCCH2TJd7UW7Z2Mprj35AzcpG0sncK9T1n9TvcWBC9BXDy8KUhLw0RZOkLBsAj8ugKOAlkbKIJtN4XSbFIS+GnrnW8LlNSkI+trTGc/bl3VouhBCie3Qp8VmxtIZrpvwZj99FpDFOcWUIgKa6KKl4mtKh4bwGKURvF/S6CXYwirPf46J4J4nMyEGF+D0u6ltiOEpRGPAyuDiYnfRUCCFE/nUp8Xn42gXMuvdrTDpjf3588B/5/bs/AsBxFH/99b8x3d0zW7IQ/YmuaQwuDjK4WGadFkKIvaVLfXwaN0WYdMb+ADmDrum6xpnXHcO7L3+en+iEEEIIIfKoS4nP9jU6tu1gpe2c5XVrmvcsKiGEEEKIbtClxEfXNVa+WwNA1dhS/jT7FSKNcSJNCR782XzcPhl5VgghhBC9T5cylCNPHsM1U/7CbYvPY8ZVX+anX3mQ5+96O7v88od2PrihEEIIIURP6VLi8+2rj+bbVx+dfXzr4vP41+MfYqUcDv/6PhwwaXjeAhRCCCGEyJe8tElVH1BB9QEV+diVEEIIIUS32aPE578LV/PJ6+vZsqGVkiEhxk2sktoeIYQQQvRaXUp8Io1xbvr2k/z3n6tR281IrWka448bwU//NoNgoTdvQQohhBBC5EOXEp97L32JjZ818MM7pjHmiCEEi720bomzfPEG/nH7Yu677CUuf/DkfMcqhBBCCLFHupT4vP3cCu5c9qPcqSn2gbFHDWXCN8dy2SH35Ss+IYQQQoi86dI4PqVV4Z3Ox1U+rIDSKpmrSwghhBC9T5cSn8pRRdSsbOhw2YbPtlA1rjSn7KFr/tmVpxGi30tbNhu2tPLpxgbWbm4hkbJ6OiQhhOjXutTUddQp+3L9CY8x9dzxVB9Qjj/sIdqcZM37dfzniY84/edf4YN/rcmuv+jvH3P2/0zJW9BC9AfJtMVH67aQsrZN+VLXHGPskGKCvvYzvQshhNhzXUp8bj/7HwD8+doFQOZuru3v7rr5209m/1ZK5UxkKoTI2NgQyUl6AGzHYW19K/tVlfRQVEII0b91KfEZNKqYH//p651aVynFnT98ritPI0S/1hxLdVjeGk/iOApdlwsGIYTIty4lPkectHvTUhxx0j5deZpduummm7j66qu59NJLueOOOwBIJBL85Cc/4fHHHyeZTDJ9+nTuuusuKir676jSyaRFU0OMdMrGUQrTNAiG3ITCXqlp6+Vchk4y3b7cNHTk0In+IOVYbElHsJRDgekjbPoAsJTNlnSUlGMRNDyEDC8NVoykk0YDFKBrGsVmEJ/h6tHXIPqfLiU+P7xt2i6Xf/LmesYeNbTT6++uJUuWcO+993LggQfmlF9++eU899xzPPHEExQUFHDxxRdz6qmnsmjRorw+f2/R2BBjzaoGUkmLhi0xlFL4A27CBV7CYS8jRpdKrUEvVlbgJ5JoX+tTFvZL0ir6vMZ0lBXxOhwy3SA2ppoodYWocIX4NF5LWmWaeS3lELEThA0fETtBq53ApRmUuIJs0Jqo9pZQ7pY7hUX+dOmuri9y90UvdMduAYhEInz3u9/lvvvuo6ioKFve3NzM/fffz2233caUKVM49NBDmTdvHq+//jpvvvlmt8XTU2zbYd2aRpRSNDfFs32sYtEUqaRFS0uChvpoD0cpdqW8wM/g4iDG1uRU0zTKwn6GloR6ODIh9oyjHFYl6rNJT5v6dCsfx2qySQ9AsxUnaidptuK02gkA0somYidQKNYktpB2cvvCCbEnulTjM3Pknbtc3rCxtUvBdMasWbM48cQTmTp1Kr/+9a+z5UuXLiWdTjN16tRs2dixYxk2bBhvvPEGRx11VIf7SyaTJJPJ7OOWlpZuiz2fIq1JbNvBthwsy8lZlkhYuD0mTU1xSsuDPRSh6Iyq0jCVRUHiKQuPy8BtGj0dkhB7LGInc5KbNrZyaLQSFLn8mQIFCSfT3ttqJzC2q+mMO2kKAAdFsx2jVJcLApEfXUp8Ys1JjvzGmNyy1iTrP9lCpDHBpO/sn5fgdvT444/zzjvvsGTJknbLNm3ahNvtprCwMKe8oqKCTZs27XSfc+bM4Ze//GW+Q+122aaQDlpE2hbp0lzSJ5iGTkhuXxf9iNbRFxOZr6sdv5fa+vTsuMX2+9jZ/oToii4lPiPGV3DZvG90uOy1xz6gpT62R0F1ZN26dVx66aW88soreL35mwD16quvZvbs2dnHLS0tVFVV5W3/3SUY8uByZWoH3G6DVGrb1ZXXl+kMWFTi75HYhBADW9Dw4NVd2dqcNrqmU+EKk1BbyzXw6W5iTpIC07+1qSvTPObTMxcDpqZTaMp3mcifLvXx+Z9/nrXTZZPO3J9//+2jLge0M0uXLqWuro5DDjkE0zQxTZPXXnuN3//+95imSUVFBalUiqamppztamtrGTRo0E736/F4CIfDOf/6Al3XqB5Zgss0KCj0YZqZO4FCBV7cLpOy8iBFxfJlIYTY+zRNY7SvHLe27dpaQ6PKU8y4QCV+fVsNZ4Hpo8QVJGR4KDL9aGh4dRchw4Op6Yz2lWNo3dIdVQxQXarx2ZVYa5LNa5rzvVuOO+443n///Zyyc889l7Fjx/LTn/6UqqoqXC4X8+fPZ8aMGQAsX76ctWvXMmHChLzH0xsEQx72O7CSluYEtu2gaaAUBIMePN68H1ohhOi0gOFhfLCKZiuGjUPY8OHWM99L+weG0GInsrez+ww3rVaChJPGo5uklI2ORoHpk6RH5F2Xfh0f+9W/2pUppWhtSPDuSysZcVD+x80JhULsv39u36FAIEBJSUm2fObMmcyePZvi4mLC4TCXXHIJEyZM2GnH5v5A1zUKi3w9HYYQQrSjaxpFrkC7ck3LJDXbC5leQuSvG4MQO9OlxOfRG15rV6bpGoUVQcZPqebcW47b48C64vbbb0fXdWbMmJEzgKEQQggx0DjKpsleS6u9EaUpAloFHj1ISkXQ0PDpxbgJUGd9RKtTg4ONmwBBowKfXoSJl4RqIq3iOFgYuHHrAQJ6GS6t715wd7lz8+/f/VG+Y9ltCxcuzHns9XqZO3cuc+fO7ZmAhBBCiF7AUTYb0+/Q6tSgVKZVppkNmJqLsDEEDYOoXU+rU5NNbBwsomwm4mzGr5dgk8SrFRBXTSjlYGgmflVKzKmn1BiDW++bw6V0qfH0nJt7pkZHCCGEEF8s6tQTcepomz9cYeNgkVYJkk4EgLhqIKlacLBx2HZnsEWMmFOPo2xizhaUyowVZyuLtIrhKIcWZ+Nef0350qXEZ7+jh7Hqv7Ws+bAup/yDf60hnZIRNoUQQoielHAacbYbRLItsVEoLOIAW2t6HMCB7UbZdnCwyUynY5HI2a+tMuVJ1X0DFXe3LiU+z81dwo8P+iN/+FHurOvP3PYml4y/l/r1fWP0YyGEEKI/MjR3zmTHuQNCZsaA0zG2lu44qKSGtjU9aFs3u2zrXXY6fXfy2C4lPq8/9Qmz/3wK/7vo3Jzynz9zOidfdiT3X/FKXoITQgghxO4LGoNwadvGctNxbU1nDDxaZvoPr160NYHRs4lO27rZdbSCbLmmkd1nUC/bC6+ie3Qp8UknLCZ/94AOl51w/qFsWL5lj4ISQgghRNe5NT+V5kF49RCalhn6xKcXU2gOw9QywwYEjXKGmIfi0QIYuLamRW5C2iDC+lAKjKH4jSI8WghDM/FqRbg0LyGjgqC+84GBe7su3dUVb03tcnmsZdfLhRBCCNG9AkYpI/Rjs/1xPFoQTdNJqzgaOqbmAaDUGUNcNQAabi0ImsLEg6bp2CqFY9royoWjpTBwo2t9e4DcLtX4FA8O8fID73W47OX736VkiMyiK4QQQvQ0TdPw6mG8ejjbP8el+bJJD4CuGwSMMgJGKS7di0vzZdc1NDcuzYehm7g0f59PeqCLNT5nXvcVrjv+UZ6/623GHDGYULGP1oY4n761kVXLavnVS9/Jd5xCCCGEEHusS4nPQVNHcu1T3+KPl77MC/cszZaXVxdyzVPfYvyUEXkLUAghhBAiX7pcZ3XkN/blyG/sy4ZPt9BSHyNc6mfImJJ8xiaEEEIIkVd73Fg3ZEyJJDxCCCGE6BO61Ll5yfOfcekh93HV0Q/mlP/8q3/h0V+2n8BUCCGEEKI36FLi88r971E2LMyFd52QU37Ozcfx8evr+fstr+clOLFrjqOwLDv7T6ltQ47btoPjqHZ/C9FfKaWwHAfHcbAcJ/u47e/t1+loO9txcJScJ0L0d11q6tr4WQO3vTUTtzd389GHVHL130/jZ8c8xGlXfTkvAYr2HNthw/pm1q9toqE+Sipl4fGZlJQEGDQ4TCJuEYulsG2FYzmYbh3DMCgu9jO4qgDD6FK+K0SvpJRiQzTKhliEzfE4STszJ5G1NZFxGQYlHg8hlwdL2dhK4TddDA8GiVk2q1pb2JyI4TiKQo+XEeEw1cEQhi7niRD9UZcSH6VUu6SnjT/kwbacDpeJ/Fi7ppGN65vYsjlKImEBYLWmsC1FXW2E4hI/Hq9JfV0UpRQ+n4uCIh/19RHSls3I0aU9/AqEyJ8NsShrIi00JBJErDQJyyZhWyjA0DQCuFjdmsKlRynxegm73cSsNG/V1WFo0JBKZmt6NifigCJl24wrKu7R1yWE6B5duqSxUja1q5s6XLbp80bSSZmhvbukkhZNDXGi0RSpVO77nIinSSUtopEU8Vg6W70fj6ex7Uwy2twUJ5FI7/W4hegOSik2RqPYShG1LJSClGNjOQpbKRSQtCxSjk3SsWlNp1EKlIKWdIotycQOzVuK1nSahmSShGX11MsSQnSjLtX4HPvdA7j62Ic59coJ7HN47gCGT//2Db4686A8hykAGhtirFvbSF1tK7FoCtt20LabftdxFJqW6dOzY62bYyuMrZPsppI2Xm/fnVlXiDaOUqQdG9tRbPuPzP9uzWfaEiClFLZytq4BtnJIOw6uHZq0bMcBFAnbxmv2/VFqhRC5unRWf/uao1n9fh33XvJizg+vUoqJp43j29ccnbcARUZ9XYR1axtxHIXjZDor25aDYehoeuYYGKaGrum4XAamy4B4pmZH0zQMM/PlrmsaPr8kPaJ/MHQdn2niqDQ6mfNAR8v5XjJ1Hctx0DUNl66jb13m0nRMQ8PaoUOzyzDQNA2/JD1C9EtdOrMNU+fqJ07jvwtX885LK2ndEidc6ueQ6aM4YNLwfMc44Cml2FTTAmRm2PUH3FhpB8uysW2FqWe+6H0+E03TCYY8uN1GtlYoEHSjb02OSsqCuFxGT74cIfJqWDDE8qYmwm43TakkHsPAVpl6H13T8BgGpq5jaDoF7m3zExV7fWhAfTKevdNLRyPsclPpD+A25DwRoj/ao0uaA4+t5sBjq/MUitiZdNomnd7WnycU9mKYOmaLQSph4fGYeP0uysqDDBocJhpJEWlNMqzaTdvFrGHoFJf6KSkN9NCrEKJ7lHp9GEU6G2MRAnEXSdtG1yCtFJZt49INyv0+CtweYpZFyrYJud0MDQRJ2BZrW1upjcdwFJR4vVQFQ1T4fD39soQQ3aRLic+6T+p5+/kV1K5qAqByVBGHnTiaIfvICM7dwTQNDEPPdlAG8Pvd+P1uior8VI/Kfd+LSyS5EQNLkcdDkccDRbu3nc80KfJ4uycoIUSvtFuJTzKeZu4Fz7PwkfdROwyId/8Vr/DV8w7igj+cgMstVcT5pOsaZeXBbHNXG03TKKsI9lBUQgghRN/T6cTHcRS/OumvfLZkI9N+cDDjvjyUokGZH93GTRE+XrSefz3+IQ01Ea7/vzO6LeCBatDgMLqusbkuQjpt4/e7qRxSQCDo+eKNhRBCCAHsRuLz6rz3aN0S497lF2UTnu0d9/3xfOeGY7jha4/xzz//lylnHZjXQAc6TdOoqAxTURnGcVS2s7IQQgghOq/TAxj+88/vM/vhkztMetoUV4a4/KGTeeWB9/IRm9gJSXqEEEKIrul04hNpjFN9QMUXrjfiwApat8T3KCghhBBCiO7Q6cRndya2bBssTwghhBCiN+l0hmKlbdKpL56DK520OrWeEEIIIcTe1unEZ/9jhvN/d771hev9351L2G9i1R4FJYQQQgjRHTp9V9c3rziKSw++j2hjgpN+fASF5bmD5DXWRvh/v3uL5+96m9+9+8O8Byq+WDptE4umcLkN/H53T4cjhBBC9DqdTnwGjSjiike/yc3ffpInblpExYgiiioyyU/jpgi1q5vw+Fz89G8zGDRiN4dPFXts4/pmNm1sxrIcTJdOKOSlelSJzMslhBBCbGe3Rm4+/Gv7cMfSH/DoDf/i7edXsGllAwC+kIeJp43ju7+cxNB9S7slULFz9ZsjLP9oE4mEBYCma8RiaQxTZ+RoOR5CCCFEm92eq2vovqVc9dipKKVo2XrberjEh6bJ2DI9ZeWnm7NJD4ByFK3NCTYbOsOqizHlLjshhBAC2IPZ2TVNo6DUn89YRBdYlkMkkupwWTSWwrEdkMRHCCGEAHbjri7RO9m2g3snk8Kaho7b0+XcVgghhOh3JPHp49xug6Jif7tOzJqmMWRYYc8EJYQQQvRSUh3Qx2maRtXwItJpm3gsTSplYRg6hYU+hlcX93R4QgghRK8iiU8/UFDoY9/9KtiyOUo6bRMIuCkpC0qnZiGEEGIHkvj0E36/G/9wGbRQCCGE2BWpEhBCCCHEgCGJjxBCCCEGDEl8hBBCCDFgSB+fAaK1NcGWzVFsyyEY8kjnZ9FvOEqxKRajMZXA0HTKvT6Kvd5dbmMrRW0sRn0iRms6janpFHk8DPIHCLulr5wQ/ZkkPgNA/eYI69Y0Zh+3tCRobIixz9hyDEOSH9F3OUrxYWMDLalktmxLIk5VMMSwYGin23zU2EBjMkFdPEbacQAoSHrYnEiwT0EB5T4ZlV6I/kp+9fo5x3ao2dDcrjweT7OlPtoDEQmRP1sSiZykp836aISUbe9ym0g6nU16AFpSKWzHYXVrK45S3RazEKJnSeLTz8UTFpbldLgs0tr+B0OIvqQl3fE8dUopWneyrG2b5A6JkUKRdGzSjk3csjraVAjRD0hTVz+3q348O05zIbpHyrLZ0hInbTuE/W4K/B40TevpsPoFt76Lz7fe8efbtXUbo4NjkCnTsusIIfofObv7OY/HJFzga1euaRolpYEeiGhgaYkl+e/qOtbWt1DTGGH5hgY+q2lESVNKXpT7/OgdJDAB07XTTsoVW7cJulxobNvWrRt4DIMSrxe3IRcFQvRXkvgMAMNHFFNQ6Mt+ybvdJsNHFOMPyN0r3UkpxaraZmwnN8lpjCSob433UFT9i8cwGFdYjNfYVnld4PYwrmjn89S1bVPg9lDs8WBoOl7DpMzno8TrY3S4YG+ELoToIdLUNQCYps7I0aWkUzaW7eD1mtLUshfEUhaJdMd9RZoiCcrCcudQPhR6PBxSWkbctjA0HU8namu230ZDw1EKl65LTY8QA4AkPgOIy23gQr7Y95aOmmDaSOKZX5qm4Tdd3b6NEKLvk6YuIbqJz20S8HbcnFgSat/vSgghRPeTxEeIbjRqUCFe17aKVU3TGFwcpCi465GFhRBCdA9p6hKiG/ncJgdWl9ESS5G2bUI+Dx4ZRkAIIXqMJD5CdDNN0ygIeHo6DCGEEEhTlxBCCCEGEEl8hBBCCDFgSOIjhBBCiAFDEh8hhBBCDBh9JvGZM2cOhx9+OKFQiPLyck455RSWL1+es04ikWDWrFmUlJQQDAaZMWMGtbW1PRSxEO0ppUikLWzbAcBpe+w4PRyZEPmRdmySTudnt7eVQ8JJ58xfl3TSxKzUbu1HiM7qM3d1vfbaa8yaNYvDDz8cy7K45pprmDZtGh999BGBQGayzcsvv5znnnuOJ554goKCAi6++GJOPfVUFi1a1MPRCwH1LTHW1beSsmx0XcPUdRylsGwHQ9coKwgwrDQkozqLPinlWKxK1NNsxVEoAoaHam8JQaPjMasc5bA22cDmVCsOCrdmUmj6abRibEo1kXQsPLqLIe5CRvrKCJky9pXIjz6T+Lz44os5jx988EHKy8tZunQpxxxzDM3Nzdx///08+uijTJkyBYB58+Yxbtw43nzzTY466qieCFsIIDNL++e1zdmr2mgiTUNrnIDXRWHAi+0oNjVG0DWoKg33cLRC7B6lFMtjm4g5qWxZ1E6yPLaJAwNVuPT2Y1etTTZQm2rJPo45SdZEtqC2/geQcFKsTzaSxubAwFDcep/5yRK9WJ9p6tpRc3MzAMXFmVmYly5dSjqdZurUqdl1xo4dy7Bhw3jjjTd2up9kMklLS0vOPyHyrbY5llOVH02kAYglLZztyut2WE+IvqDVTuQkPW0s5VCfjrQrtzsoj9kpUsoiaidzypMqTcJOs6WD/QjRFX0y8XEch8suu4yJEyey//77A7Bp0ybcbjeFhYU561ZUVLBp06ad7mvOnDkUFBRk/1VVVXVn6GKASlt2zuO2Pj1KKRxnW6Jj2Q62I4mP6FtSyt7Fsvb9dGzlYCunXZlSbXU9O6yPs8vnEGJ39MnEZ9asWXzwwQc8/vjje7yvq6++mubm5uy/devW5SFCIXIFd5is1L112grD0DH0bX16/B4XptEnT0sxgAUNDxod900LddDHx6UZeHVXTplbNzE0HVPL/fxraLg1k6Aho5+L/Ohz37AXX3wxzz77LAsWLGDo0KHZ8kGDBpFKpWhqaspZv7a2lkGDBu10fx6Ph3A4nPNPiHwbVBTAbW7r5xDyujF0nbDPne3MrGkaQ0tCPRWiEF3m1V2Uu9t/dkOGlyLT365c0zSGeopykiWf7sZveCjcYf2g4aXA9FFsBvIfuBiQ+kxPMaUUl1xyCU8//TQLFy5kxIgROcsPPfRQXC4X8+fPZ8aMGQAsX76ctWvXMmHChJ4IWYgst2nwpWGlbGqMEkmkcJkGY4YUE0ukiSbTuE2DQYUBgj73F+9MiF5ouKeEoOGhPh3BUYoiM0C5e+d3KZa4grg1k9p0CynHImB4OChYRYMVZUOykZidImB4GeoppNwdlrsdRd70mcRn1qxZPProo/zjH/8gFApl++0UFBTg8/koKChg5syZzJ49m+LiYsLhMJdccgkTJkyQO7pEr+A2DYaV7VCjKBWMop/QNI1SV4hSV+drLUOmt91t6kMMN0M8RfkOT4isPpP43H333QAce+yxOeXz5s3jnHPOAeD2229H13VmzJhBMplk+vTp3HXXXXs5UiGEEEL0Vn0m8enMLb5er5e5c+cyd+7cvRCREEIIIfqaPte5WQghhBCiqyTxEUIIIcSAIYmPEEIIIQYMSXyEEEIIMWBI4iOEEEKIAUMSHyGEEEIMGJL4CCGEEGLAkMRHCCGEEAOGJD5CCCGEGDAk8RFCCCHEgCGJjxBCCCEGDEl8hBBCCDFgSOIjhBBCiAGjz8zOLoQQX2RzPM7nLc3EbYtSr5fRBYV4DROlFPWJBI3JBIauU+71oWsadfEYKcehwO2hzOfD0LSefglCiG4miY8Qol/4tKmRZVvqsZQDQE0sytpIhIkVlWyIRWlMJrLrft7SjKMUQZcLgPpEnNp4jP2LijF0qQgXoj+TM1wI0edF02k+bW7KJj1tmlNJ3t2yOSfpUUrRlEzSmEziKJUtj6RT1Mbjey1mIUTPkMRHCNHnNaWSJGyrw2W18VhOgpN2HCzloFAkbbvdfoQQ/ZskPkKIPs/UdHQ67p/j0nS07ZbpWsd/Z/YjfXyE6O8k8RFC9HklXi9ht6ddua5p7FNYlJPgmLqO1zBx6Tpu3chZv8Lv7/ZYhRA9SxIfIUSfZ+o6R5RXUOL1ZWt3TM1gn4Ii9issYkxhIeZ2nZaHBoKMCBXQlg8Zms7IcAEFHSRPQoj+Re7qEkL0C2G3m68OqaIxlSSWtijxePBtvWur1Ouj2OOlNZ3C0PTs3VwxK03acQiaLrmbS4gBQhIfIUS/oWkaxR4vxR1U3Oia1q5Gx2+69lJkQojeQi5xhBBCCDFgSOIjhBBCiAFDEh8hhBBCDBiS+AghhBBiwJDERwghhBADhiQ+QgghhBgwJPERQgghxIAhiY8QQgghBgxJfPo5pRS27fR0GEIIIUSvICM391NKKWprWtlcF8GybLxeF5VDwhQWySSMQgghBi6p8emnNtW0ULOxGcuyAUgk0qxe2UBrS6KHIxNCCCF6jiQ+/ZDjKOrrIu3KFYrNte3LhRBCiIFCEp9+yLEdLKvjfj2plLWXoxFCCCF6D0l8+iHD1HG7O+6+5fO793I0QgghRO8hiU8/pGkalUPC7coNQ6diUKgHIhKieymlqIvFqI/HUUp1apuEbdGcStKSShK3LJRSRNJpYla6m6MVQvQkuaurnyouCWCaOnW1EdIpG5/fRUVlGK/P1dOhCZFXG6IR3t5cl01YgqaLI8sHUe7v+A7GtOPwWXMTG6IRGpNJFAq/aQIaYZcbU9cImC7GFBbiN+V8EaK/kcSnHwsX+AgX+Ho6DCG6TcyyeH3TJixlZ8siVpr/1G7kpGEjcBlGu21WNDdRF4+xJZFAoVBKUROL4TMM0rZNhd9P1ErzUWMDh5aWo2na3nxJQohuJk1dQog+6/Pm5pykp03StlkTae2wvCGZJJJOo8g0iaUdB0cp0o5D0rFJbR3wM2nbNKaS3fsChBB7nSQ+Qog+K+m0T3raJKz2yyzHARTOdv2A2v5qK9t+WVpGPRei35HERwjRZ1XupB+PhtbhMp9p4tYNPNs1gRlbm7JMXUdHw23o2b0UuOUuSCH6G0l8hBB9VqU/QKU/0K68KhiixNe+f5uuaVSHwgRcLjx6JvkxdR2fYeDWdQrcHvStidCQQACvKd0ghehv5KwWQvRZmqZxTOUQVjQ3sT4aATSGB0OMDLcfzqFNmc+HzzSo8cWoT2Rufy/yePEYBinbRtM0yrw+ir3evfdChBB7jSQ+Qog+Tdc0xhQWMaawqNPbBF1u9ilws09BYfcFJoTolaSpSwghhBADhiQ+QgghhBgwJPERQgghxIAhfXz6uHTKpqkpDkpRUOjD7ZFDKoQQQuyM/Er2YQ1boqxb3ZgdcG3D+maGDiuktCzYw5EJIYQQvZM0dfVR6bSdk/RAZobq9WuaSCatHoxMCCGE6L0k8emjmpviOUlPG4WiuTHeAxEJIYQQvZ8kPkIIIYQYMCTx6aMKCn3ZofW3p6FRUNR+qH4hhBBCSOLTZ7lcBlXVRTnJj6ZpDB1WiEfu7BJCCCE6JL+QfVhxSYBQyEtzUxwFFBR45XZ2IYQQYhfkV7KPc7kNSsvl9nUhhBCiM6SpSwghhBADhiQ+QgghhBgw+mXiM3fuXKqrq/F6vRx55JG89dZbPR2SEEIIIXqBfpf4/PWvf2X27Nlcf/31vPPOO4wfP57p06dTV1fX06EJIYQQoof1u8Tntttu44c//CHnnnsu++23H/fccw9+v58HHnigp0MTQgghRA/rV4lPKpVi6dKlTJ06NVum6zpTp07ljTfe6MHIhBBCCNEb9Kvb2evr67Ftm4qKipzyiooKPvnkkw63SSaTJJPJ7OPm5mYAWlpavvD5YvHoHkQ7sHXm/d0d8Zgci67K+7GIyrHoqrwfi4gciz2Rz+MRbY3lbV8DUWeORds6qoN5LLfXrxKfrpgzZw6//OUv25VXVVX1QDQDx48u7OkIRJuLezoAkfWTng5A5LigpwMQ2zmn02u2trZSUFCw0+X9KvEpLS3FMAxqa2tzymtraxk0aFCH21x99dXMnj07+9hxHBoaGigpKUHrYC6svqClpYWqqirWrVtHOBzu6XAGNDkWvYscj95DjkXv0V+OhVKK1tZWBg8evMv1+lXi43a7OfTQQ5k/fz6nnHIKkElk5s+fz8UXd3xd6/F48Hg8OWWFhYXdHOneEQ6H+/SHuD+RY9G7yPHoPeRY9B794VjsqqanTb9KfABmz57N2WefzWGHHcYRRxzBHXfcQTQa5dxzz+3p0IQQQgjRw/pd4nP66aezefNmrrvuOjZt2sRBBx3Eiy++2K7DsxBCCCEGnn6X+ABcfPHFO23aGgg8Hg/XX399uyY8sffJsehd5Hj0HnIseo+Bdiw09UX3fQkhhBBC9BP9agBDIYQQQohdkcRHCCGEEAOGJD5CCCGEGDAk8dlLjj32WC677LJufY4bbriBgw46qFv2rWkazzzzTKfXf/DBB/vNeEhi4OrOc0qI3qa6upo77rgj+3j77/3Vq1ejaRrvvfdej8SWT5L4dNE555yDpmlccEH7Qc1nzZqFpmmcc8452bKnnnqKG2+8cS9GuGvTp0/HMAyWLFmyV56vv/yA7O5xF/mhlGLq1KlMnz693bK77rqLwsJC1q9fv0fPsbvJfX92zz33EAqFsCwrWxaJRHC5XBx77LE56y5cuBBN01i5cuVejrL/a/u+2fHfihUruuX5lixZwo9+9KMOl1VVVVFTU8P+++/fLc+9N0nisweqqqp4/PHHicfj2bJEIsGjjz7KsGHDctYtLi4mFArt7RA7tHbtWl5//XUuvvhiHnjggZ4Op8/ZneMu8kPTNObNm8fixYu59957s+WrVq3iqquu4s4772To0KE9GGH/MnnyZCKRCG+//Xa27N///jeDBg1i8eLFJBKJbPmCBQsYNmwYo0aN6olQ+73jjz+empqanH8jRozolucqKyvD7/d3uMwwDAYNGoRp9v1RcCTx2QOHHHIIVVVVPPXUU9myp556imHDhnHwwQfnrLt9U9cnn3yC3+/n0UcfzS7/29/+hs/n46OPPgKgqamJH/zgB5SVlREOh5kyZQrLli3L2edNN91ERUUFoVCImTNn5nwZ7cq8efP4+te/zoUXXshjjz2W8wMO8Nlnn3HMMcfg9XrZb7/9eOWVV3KWt13hNTU1Zcvee+89NE1j9erV7Z7vwQcf5Je//CXLli3LXrE8+OCDnYq1N+rscXcchzlz5jBixAh8Ph/jx4/n73//e3Z52/s4f/58DjvsMPx+P1/+8pdZvnz5Xn09fUVVVRW/+93vuOKKK1i1ahVKKWbOnMm0adMYNmwYRxxxBB6Ph8rKSn72s5/l1FbsWIUPcNBBB3HDDTdklwN885vfRNO07OM2f/7zn6murqagoIAzzjiD1tbWbnylPW/fffelsrKShQsXZssWLlzIySefzIgRI3jzzTdzyidPnkwymeTHP/4x5eXleL1ejj766Jwa5bbP+0svvcTBBx+Mz+djypQp1NXV8cILLzBu3DjC4TDf+c53iMW2zWQ+0M8jj8fDoEGDcv797ne/44ADDiAQCFBVVcVFF11EJBLJbtPW1eDZZ59l3333xe/3c9pppxGLxXjooYeorq6mqKiIH//4x9i2nd2uo/OkTUdNXR988AEnnHACwWCQiooKzjrrLOrr67PL//73v3PAAQfg8/koKSlh6tSpRKPRvL9Hu0sSnz103nnnMW/evOzjBx544Aunxxg7diy//e1vueiii1i7di3r16/nggsu4Oabb2a//fYD4Fvf+lb2C2Hp0qUccsghHHfccTQ0NACZROmGG27gf/7nf3j77beprKzkrrvu+sJ4lVLMmzeP733ve4wdO5bRo0fnfIk4jsOpp56K2+1m8eLF3HPPPfz0pz/tyluTdfrpp/OTn/yEL33pS9krltNPP32P9tnTOnPc58yZw8MPP8w999zDhx9+yOWXX873vvc9XnvttZz1rr32Wm699VbefvttTNPkvPPO2yuvoS86++yzOe644zjvvPP4wx/+wAcffMDtt9/O1772NQ4//HCWLVvG3Xffzf3338+vf/3rTu+37Qd63rx51NTU5Pxgr1y5kmeeeYZnn32WZ599ltdee42bbrop76+tt5k8eTILFizIPl6wYAHHHnsskyZNypbH43EWL17M5MmTueqqq3jyySd56KGHeOeddxg9ejTTp0/Pfme1ueGGG/jDH/7A66+/zrp16/j2t7/NHXfcwaOPPspzzz3Hyy+/zJ133pldX86j9nRd5/e//z0ffvghDz30EP/85z+56qqrctaJxWL8/ve/5/HHH+fFF19k4cKFfPOb3+T555/n+eef589//jP33ntvzvf/7mhqamLKlCkcfPDBvP3227z44ovU1tby7W9/G4CamhrOPPNMzjvvPD7++GMWLlzIqaeeSq8YOlCJLjn77LPVySefrOrq6pTH41GrV69Wq1evVl6vV23evFmdfPLJ6uyzz86uP2nSJHXppZfm7OPEE09UX/nKV9Rxxx2npk2bphzHUUop9e9//1uFw2GVSCRy1h81apS69957lVJKTZgwQV100UU5y4888kg1fvz4Xcb98ssvq7KyMpVOp5VSSt1+++1q0qRJ2eUvvfSSMk1TbdiwIVv2wgsvKEA9/fTTSimlFixYoADV2NiYXefdd99VgFq1apVSSql58+apgoKC7PLrr7/+C2PrCzp73BOJhPL7/er111/P2X7mzJnqzDPPVEptex9fffXV7PLnnntOASoej+/V19WX1NbWqtLSUqXrunr66afVNddco/bdd9/s+aOUUnPnzlXBYFDZtq2UUmr48OHq9ttvz9nP+PHj1fXXX599vP1nvM3111+v/H6/amlpyZZdeeWV6sgjj8z76+pt7rvvPhUIBFQ6nVYtLS3KNE1VV1enHn30UXXMMccopZSaP3++AtTq1auVy+VSjzzySHb7VCqlBg8erG655RalVMef9zlz5ihArVy5Mlt2/vnnq+nTpyul1IA/j84++2xlGIYKBALZf6eddlq79Z544glVUlKSfTxv3jwFqBUrVmTLzj//fOX3+1Vra2u2bPr06er888/PPt7xPNn+nFi1apUC1LvvvquUUurGG29U06ZNy4lj3bp1ClDLly9XS5cuzX42epu+31jXw8rKyjjxxBN58MEHUUpx4oknUlpa2qltH3jgAcaMGYOu63z44YdomgbAsmXLiEQilJSU5Kwfj8ezHQg//vjjdh1sJ0yYkHOFtrPnPP3007PttGeeeSZXXnklK1euZNSoUXz88cdUVVUxePDgnP2KXF903FesWEEsFuOrX/1qznapVKpdM+iBBx6Y/buyshKAuro66S+0E+Xl5Zx//vk888wznHLKKTz88MNMmDAhe/4ATJw4kUgkwvr16/f4fayurs7pn1dZWUldXd0e7bMvOPbYY4lGoyxZsoTGxkbGjBlDWVkZkyZN4txzzyWRSLBw4UJGjhxJc3Mz6XSaiRMnZrd3uVwcccQRfPzxxzn73f7zXlFRgd/vZ+TIkTllb731FiDnEWRq3u6+++7s40AgwKuvvsqcOXP45JNPaGlpwbIsEokEsVgs20fH7/fn9LuqqKigurqaYDCYU9bVz/KyZctYsGBBzv7arFy5kmnTpnHcccdxwAEHMH36dKZNm8Zpp51GUVFRl54vnyTxyYPzzjsvOzfY3LlzO73dsmXLiEaj6LpOTU1N9mSNRCLt2tfb7Mkt4g0NDTz99NOk0+mcE8m2bR544AF+85vfdGo/up5pIVXbVVmm0+kux9VX7eq4t7W3P/fccwwZMiRn2Y7z4bhcruzfbT/ejuPkPd7+xDTN3epkqet6uyr2zn5mtz8+kDlGA+H4jB49mqFDh7JgwQIaGxuZNGkSAIMHD6aqqorXX3+dBQsWMGXKlN3a746f9129v3IeZRKd0aNHZx+vXr0620fzN7/5DcXFxfznP/9h5syZpFKpbOLT0fuaz89yJBLhpJNO4uabb263rLKyEsMweOWVV3j99dezzZfXXnstixcv7rbO2Z0liU8eHH/88aRSKTRN6/B22440NDRwzjnncO2111JTU8N3v/td3nnnHXw+H4cccgibNm3CNM12nSzbjBs3jsWLF/P9738/W7Z9h8OOPPLIIwwdOrTdLbsvv/wyt956K7/61a8YN24c69aty0nEdtxvWVkZkGnDbcvev2hsB7fbndOJrj/Y1XHfb7/98Hg8rF27NvuDIbrHuHHjePLJJ1FKZX/wFi1aRCgUyt7pVVZWRk1NTXablpYWVq1albMfl8vV7z6je2ry5MksXLiQxsZGrrzyymz5McccwwsvvMBbb73FhRdeyKhRo3C73SxatIjhw4cDmcRyyZIlezR+mZxH7S1duhTHcbj11luzF6F/+9vf9nochxxyCE8++STV1dU7vQjRNI2JEycyceJErrvuOoYPH87TTz/N7Nmz93K0uSTxyQPDMLLVuYZhdGqbCy64gKqqKn7+85+TTCY5+OCDueKKK5g7dy5Tp05lwoQJnHLKKdxyyy2MGTOGjRs38txzz/HNb36Tww47jEsvvZRzzjmHww47jIkTJ/LII4/w4Ycf5lQZ7+j+++/ntNNOazcOQ1VVFVdffTUvvvgiJ5xwAmPGjOHss8/mf//3f2lpaeHaa6/NWX/06NFUVVVxww038Jvf/IZPP/2UW2+9dZevt7q6mlWrVvHee+8xdOhQQqFQn58JeFfHPRQKccUVV3D55ZfjOA5HH300zc3NLFq0iHA4zNlnn90TIfdLF110EXfccQeXXHIJF198McuXL+f6669n9uzZ2R+GKVOm8OCDD3LSSSdRWFjIdddd1+6YVVdXM3/+fCZOnIjH4+kVVfI9bfLkycyaNYt0Op2TeEyaNImLL76YVCrF5MmTCQQCXHjhhVx55ZUUFxczbNgwbrnlFmKxGDNnzuzy88t51N7o0aNJp9PceeednHTSSSxatIh77rlnr8cxa9Ys7rvvPs4880yuuuoqiouLWbFiBY8//jh/+tOfePvtt5k/fz7Tpk2jvLycxYsXs3nzZsaNG7fXY92R3NWVJ+FwmHA43Kl1H3744WyvetM0CQQC/OUvf+G+++7jhRdeQNM0nn/+eY455hjOPfdcxowZwxlnnMGaNWuoqKgAMndK/eIXv+Cqq67i0EMPZc2aNVx44YU7fc6lS5eybNkyZsyY0W5ZQUEBxx13HPfffz+6rvP0008Tj8c54ogj+MEPftCuCczlcvHYY4/xySefcOCBB3LzzTd/4R00M2bM4Pjjj2fy5MmUlZXx2GOPdeq96u12ddxvvPFGfvGLXzBnzhzGjRvH8ccfz3PPPdfj1bz9zZAhQ3j++ed56623GD9+PBdccAEzZ87k5z//eXadq6++mkmTJvH1r3+dE088kVNOOaXduDO33norr7zyClVVVe36jwxUkydPJh6PM3r06Ox3D2QSn9bW1uxt75AZXmPGjBmcddZZHHLIIaxYsYKXXnppjxNIOY9yjR8/nttuu42bb76Z/fffn0ceeYQ5c+bs9TgGDx7MokWLsG2badOmccABB3DZZZdRWFiIruuEw2H+9a9/8bWvfY0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      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#loading colour palette\n", + "plt.style.use('seaborn-v0_8-colorblind')\n", + "#creating font dictionary\n", + "font1 = {'family':'serif','color':'indigo'}\n", + "#making each bar a different colour\n", + "colours= plt.cm.tab10(range(len(sector)))\n", + "#plotting\n", + "sns.barplot(x=sector, y=rate, palette='viridis', alpha=0.5) #bar plot\n", + "#overlay each point\n", + "sns.stripplot(x=sector, y=rate, palette='viridis',alpha=0.5)\n", + "plt.xlabel('Sector', fontsize=12, fontdict=font1) #labels\n", + "plt.ylabel('Occupancy rate (%)', fontsize=12,fontdict=font1)\n", + "plt.title('Bed occupancy rate by sector') #title" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "visualization-env", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/02_activities/assignments/participation/viz1_assignment3_markdown.md b/02_activities/assignments/participation/viz1_assignment3_markdown.md index 4ac90cac7..04ded184a 100644 --- a/02_activities/assignments/participation/viz1_assignment3_markdown.md +++ b/02_activities/assignments/participation/viz1_assignment3_markdown.md @@ -20,7 +20,7 @@ additionally, I used flat graphics vs 3D to reduce visual load and included the ## How did you ensure that your data visualizations are reproducible? If the tool you used to make your data visualization is not reproducible, how will this impact your data visualization? While my visualization was created on prism, I provide the excel workbook with the data I used and sheets to show how I manipulated the data to be processed for the graphs as well as a data_info sheet to explain ## How did you ensure that your data visualization is accessible? -1. I used viridis colour package +1. I used colourblind colour package viridis 2. texts are all at least 12 pt font 3. I used a dyslexia friendly font type (verdana) diff --git a/02_activities/assignments/participation/viz1_dataappendix.csv b/02_activities/assignments/participation/viz1_dataappendix.csv new file mode 100644 index 000000000..98f8395ec --- /dev/null +++ b/02_activities/assignments/participation/viz1_dataappendix.csv @@ -0,0 +1,3866 @@ +SECTOR,OCCUPANCY_RATE_BEDS +Mixed Adult,87.5 +Mixed Adult,50 +Mixed Adult,90 +Mixed Adult,93.33 +Men,100 +Men,100 +Mixed Adult,100 +Youth,75 +Mixed Adult,3.33 +Mixed Adult,100 +Men,95.59 +Men,100 +Men,100 +Mixed Adult,100 +Men,100 +Men,100 +Men,64.63 +Men,100 +Men,100 +Men,100 +Men,100 +Mixed Adult,97.14 +Mixed Adult,8.33 +Women,20 +Women,100 +Men,100 +Men,50 +Youth,100 +Youth,50 +Youth,100 +Youth,100 +Youth,100 +Youth,100 +Youth,96.43 +Mixed Adult,100 +Mixed Adult,100 +Mixed Adult,100 +Mixed Adult,100 +Men,96.67 +Mixed Adult,100 +Mixed Adult,95.65 +Youth,98 +Youth,95 +Youth,100 +Mixed Adult,100 +Mixed Adult,90 +Women,97.3 +Women,88.46 +Women,90.38 +Women,100 +Mixed Adult,100 +Mixed Adult,98.57 +Mixed Adult,97 +Mixed Adult,73.33 +Youth,75 +Youth,100 +Men,84 +Men,100 +Men,100 +Women,100 +Mixed Adult,97.92 +Men,100 +Women,100 +Men,100 +Mixed Adult,100 +Women,78.95 +Men,97.01 +Women,91.59 +Mixed Adult,66.67 +Mixed Adult,95 +Mixed Adult,100 +Mixed Adult,100 +Mixed Adult,100 +Mixed Adult,100 +Youth,97.78 +Youth,100 +Mixed Adult,68 +Mixed Adult,100 +Families,37.5 +Families,53.85 +Men,96.3 +Men,64.71 +Men,88.24 +Youth,83.33 +Youth,100 +Women,100 +Women,100 +Women,100 +Women,100 +Women,100 +Women,100 +Mixed Adult,100 +Mixed Adult,100 +Women,100 +Mixed Adult,91.4 +Women,100 +Men,100 +Men,100 +Men,100 +Men,100 +Women,100 +Men,100 +Men,100 +Youth,100 +Mixed Adult,100 +Women,50 +Women,100 +Youth,100 +Youth,100 +Women,100 +Youth,100 +Women,97.5 +Youth,100 +Youth,100 +Youth,100 +Youth,87.5 +Youth,25 +Youth,91.43 +Mixed Adult,87.5 +Mixed Adult,50 +Mixed Adult,90 +Mixed Adult,93.33 +Men,100 +Men,100 +Mixed Adult,100 +Youth,75 +Mixed Adult,100 +Men,95.59 +Men,100 +Men,100 +Mixed Adult,98.92 +Men,100 +Men,100 +Men,65.85 +Men,100 +Men,100 +Men,100 +Men,100 +Mixed Adult,97.14 +Women,100 +Men,100 +Men,50 +Youth,100 +Youth,50 +Youth,100 +Youth,98.94 +Youth,100 +Youth,100 +Youth,96.43 +Mixed Adult,100 +Mixed Adult,100 +Mixed Adult,100 +Mixed Adult,100 +Men,83.33 +Mixed Adult,88 +Mixed Adult,100 +Youth,98 +Youth,97.5 +Youth,100 +Mixed Adult,100 +Mixed Adult,90 +Women,97.3 +Women,88.46 +Women,88.46 +Women,100 +Mixed Adult,100 +Mixed Adult,97.14 +Mixed Adult,97.27 +Mixed Adult,80 +Youth,75 +Youth,96.3 +Men,96 +Men,100 +Men,100 +Women,100 +Mixed Adult,97.92 +Men,100 +Women,100 +Men,100 +Mixed Adult,100 +Women,73.68 +Men,97.01 +Women,91.59 +Mixed Adult,66.67 +Mixed Adult,95 +Mixed Adult,100 +Mixed Adult,100 +Mixed Adult,90 +Mixed Adult,66.67 +Youth,100 +Youth,100 +Mixed Adult,68 +Mixed Adult,100 +Families,37.5 +Families,53.85 +Men,98.15 +Men,76.47 +Men,88.24 +Youth,83.33 +Youth,92.86 +Women,100 +Women,100 +Women,100 +Women,100 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