diff --git a/GMSH_w_topo/N34W119.hgt b/GMSH_w_topo/N34W119.hgt
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diff --git a/GMSH_w_topo/Northridge_mesh b/GMSH_w_topo/Northridge_mesh
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diff --git a/GMSH_w_topo/build_mesh_w_topo.ipynb b/GMSH_w_topo/build_mesh_w_topo.ipynb
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+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## 1. Mesh generation with Gmsh Python API\n",
+ "\n",
+ "
\n",
+ "\n",
+ "+ http://gmsh.info/\n",
+ "+ https://gitlab.onelab.info/gmsh/gmsh.git\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "#load modulus\n",
+ "#pip install gmsh #if needed\n",
+ "#pip install pyproj #if needed\n",
+ "import gmsh\n",
+ "import numpy as np\n",
+ "import matplotlib.pyplot as plt\n",
+ "import matplotlib.cm as cm\n",
+ "from pyproj import Proj,transform\n",
+ "#import sys\n",
+ "\n",
+ "#load topography data from \n",
+ "def read_elevation_from_file(hgt_file, lon, lat, SAMPLES):\n",
+ " with open(hgt_file, 'rb') as hgt_data:\n",
+ " # Each data is 16bit signed integer(i2) - big endian(>)\n",
+ " elevations = np.fromfile(hgt_data, np.dtype('>i2'), SAMPLES*SAMPLES).reshape((SAMPLES, SAMPLES))\n",
+ " \n",
+ " return np.flipud(elevations)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Downloading topography "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# Lower left corner of the selected area \n",
+ "lat, lon = 34, -119\n",
+ "min_latitude= lat \n",
+ "min_longitude=lon\n",
+ "\n",
+ "# Download it from NASA earthdata https://search.earthdata.nasa.gov/search\n",
+ "# dataset: NASA Shuttle Radar Topography Mission Global 3 arc second V003\n",
+ "\n",
+ "filename = 'N%dW%03d.hgt'%(int(min_latitude),int(abs(min_longitude)))"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Reading topography data"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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lD9aP0+1pXg/8Synloe692KS7LPpI1tZjblWesD53UsqBLgP/0mq8qm7++QsNp1wC7q28vwBcXjD2D6KavyIuvkjy//4OlAGUHqJQiohTqp+5eV8Xe1xRIsqjxyw6b5GY6y07v75NlCdrO1b6PtJ1cdIUAOm6SNeldByk61Lo/dJVPaxLo0jo9zg5OKn6z9NRtE4K0VX13mzrPgDth/DdgqxwidyCnuvS1/9FjkMkBF097qgoyIGu4+AJQddx6Jt9ZcmoLPGAq3lOLiVxWXIhCLgYBDwvith2XU55Hhf1NpEpQOxfmzAZZmzthGztRGq8g4TD/YSb16fcuDLm8jsPGVyP8XyHIFLX3NqJOHdfj93zHRxXsHd5zOggod0L6O+qcfKsJI3V3yVNCopCEkYuZSHtdoB2z6fd83FcwWSYkcYFQeTS3Q5J4pzhzYTB9SmTYUa3H6g5DlIO92PGo4xknKmP2RWMhxmylAShSxC5jIcZRVaytROSZyVbOxFR2yOe5JSFJNDzmQwzyrIkaqu5mLnHkww/8tg+FTIZZQyuT4knOa7n4TguZVkgZUF3O6C/26J/pkXU9hgdpOxdHtv7O313h1bbYzrJ2T4VEXU8RoOEbj+kux3guIL+rjp3sBczHCS0Oj7d7YDudkjU8SgciKVkWpYk+m8clyU5qH/1w1Ws/82lJJMS80nnle25JlZe2Wckq9GsaKBb9fi8YfuifzO9Fhfy6DmLrpFL2TjPpjk3zdUVwm7Pj+xdLp4+pz5H8xv0hGBalnPjVz/f+jlNr+v30iR/9qk/ecyZP43k9EUWceqxZlSdTU3nVt+fhEvScSiDAFEUdqwyCBqZdCIeOSlsvRURPQrMvtu7nkfXcei67hEWAYpRjsNpz6UlHEZlyaAo5jiUS8nFIOD+KOL+MKTvupz1fZ4dhmyjFLXD/ZjD/YT+mYhOP0QWksP9mMH1mMHelEfeeciVdxySZyVR28NxBd3tkLP39Th7QRW0vHZpRDLJ6O+2aPd8pXglBWUh7VoedTzLnrIscX2X3nZA1PHI0pLpSHHErMfm+pNhRrvnUxaSw/2Ew/2YyTAjzwocV2hO5ERtjyByiSc5eVbS3Q4oC0n/TAvHEcSTHEcb+qaTnCzO8SOP3nYwx5t2L6Dd9dm/NmV4kFDm4Pk+ZVlQ5LlizZkWO2fb+JHLcD/mxrUpvu/Q322xe3fbMnRrJ2IyTInaPp3tAD9w2DnbxnEEg72YNM5p9wK2dkLavQA/comlZFgUCxkT1zhiGLOIL/W1bRVfmthyu7iyjCmPJU9WccRccxVHboUhv/O873zXsv17e3v88R//8dIxmkQIEUspX7ziGB+l2P2klPINAFLKa5X9Vd1lkb5ySb+ub7/t8rgqd0KIM0CmFbsW8FHAtwohzlcaUX4y8JaG0/8IeLYQ4pnAI8BnAJ/VcNxSka6LKApKx8EpyxlAmAeYPc51GmNXpeM2ArVJzPWMLLpufZvU5xwXpqIoFCQ1TOeA6bj2WgasOHaJmAHUALP6nzeaB6oGbSQEkVcSOS5dDUtPCCIh6HsekRDEUtJ1XTwhrPLXd10L3ZG+x67jEEvJg0nCA0nCoCh4y3TKXp6z63n0XZcHfZ8LQUDfdXFzwXudVZCYIvm7NGHbVfNI44LpKFNw2m3h+S6TYUo8ycmykjwrtTVTWTuvXxkzuD4ljDwO92dGnMlQjQEQdjw6XaU4xZPcKljtnlJioo5PGiswlvuS0UAp2KODhMlQgTeNCzue5zt0uj4ArbbH1k5EPM5Ik4LudkgQueRZSZ4VRG113STOKbKSjgZkkZYM9qYkSUG3HRCELlHHZzRIiCdK0XQch7JUn0MQuowOUkYHCXmWEoQujuvh+S5+5BK1PbrbIWlc0NsJ8X2XsixptT3avQDPd+j2A/xQfZeM8gYQRK6F/6kzLXuf5jNOUIt9UQNoVoWq+TYuUOyqUofbcaBbPb++bxGAl0moLeg+Ak8IC664LMmQJKV60ECII/dSn3dVXCHw9X/xGmvBsntcep65Dz3vZfds7s0AJNfbFimusNiqvZHFUjrz/GliFMzW9eNKE5vM2NXrVd/fKpfMeKuZpL+RVR5VuRTsz/7T2wx3zAOnq18bFnlgWRQJoZiiuWLYk0tpXz8Qx/xdknA1zxlNJlzNMvquyznf58Ek4d5AGeqe14+4sBMxRfJAknDOV2t6muSMhxlh6LJ7d4fxMGU6zEhGhVVeXFf9lm5cHjM8SBgNUqKOh+MIrYCpzzmIXNqJbw15aaL+NsPtgJ42amaaPZNhiuu7jDV3rEJYSBxXWANnkjicPtvCcRxt2PQtZ4zhMI0L0jinLCW7d3do9XyG+zFpXOBrJc7wZjJMNVcLtnZC7rq3Q7vnK2VylOL5DmHLJ4g8wrZH1PZo93yScU5/N8LVcwvbvjbEerQMH7s+vX6I4wgCzZ4gVLwynDFezFgbq6pMmWPMEsWuKtW183aw5biKnSdUdFOVKXUDaJUpi+ZaFcOTpntY936axNN8ylFc8Fac4wkxp4DUj12HuU1SHtPxso7oYpA/Avy1lPI7K9sX6S4/D7xWCPGdqIIqzwbepAuqDIUQfx8V1vk5wH+57RPm8ffcnQd+XFe+dIDXSSl/QQjxGiHEC1HuyQeBLwAQQtwN/LCU8uOklLkQ4ktQJaBd4NVSyr9afUmpFn4jpTfzWNWOrEPUHFdUILro+EUiyuKI0nYcRa8K0+OIk6ZznjnpukjHpXSdOcDOWUVnJ89AasAZ7CvFTr/3/Sl91yUuS7oajKCUs77nWYupeeDt68VpVJYWpGaRilxXHe+6bLsuiT4G4FKWKcurVhgHRcFennMpy+g4Dqdcl2tZZhe9ruMQRRE7kcvWTkhZSmvFHA1SBntTDveVFy3PSvavTUjjAs93ONyP2b82Jc8Kwo5vPw6pIdfu+pSlJBkr66VRnAwMlUU0wQ0cXEdoyGZW4Wn31Jie7+D5Dmmiruu4gq24sMds7YT2OMdRYSmu71Jkyrqaxp6dc09bVh1XEGkghh2P8SBldJDOeRcdZzaH8SjD8x2itkd/t4XjqjCgTk8rjNpa3OkFRG3PKsLd7QBvNyKIPPKsQGqFr91Tn43jCILIY2sH+1Di+Q5Rx2PKzIoaG4uqgWsFwsa6WgXUEWtqg9VymaVyFajWVeyyBgXFQNhHPSyG+nt5zveVR7oouFkU3MhzhmVBUkprzKjPq2nuhfl8juw5KscBYi4Xz6N+73ULqwfWiANYT+zcMbUHjo1qt0w0p0qlLFSZUOVUE6NuhU9VWYdNt8Il47Wb4w9YJlnFzpvoCaSzf6vGRcOj9kNW2esFsf4uzqJBuporxpBoWHROKPZkyJnCp5lzwfO0J88jKUvLtat5br17AA8mCVezjAfTlJ7jsJfn9rfQdRy2XZettm8jSRynSzzJrCfNcKfKn/1rE/avTbjhTwgil6Kc/WI6XZ92L7Dr+XSiojnMthuXx9aoVpRK+XMDFd4YtdVjnuGO8dAZj2DY8QhDl/6ZCMcRlkmGOSoSRTGg2w9odwNcRxCEHmUpafV8psOM8WimiAodQtnu+cSal+2u+jxMpIlhTZ6qc7Z3IoQrcB1BGLm0diPCSM1dlur47nagOOMqzoBKGwCI2j5uoLyvTYxJGrx2TYrdIiOjkdtlMFwlRrE74/nKOKGZEkvJqCi4mmX2e2eiouqyiCf1tfpWpIkj1c+uer+GCUaxMwxpUlLN7+k4n5sK7z1ZxNsK+SDg5cBf6pohAF8NfGaT7iKl/CshxOuAt6I+ji/WKWkA/wL4MaCFanP1mLS6elyVOynlX6ASEevbX77g+MvAx1Xe/yKqdOj6IgoFgryr/qsC1LCpVB9DFZKLFL2qLIKqEaco5yyqJ1H0FnkWF0k9tOXIuW5lu1Px1FVBavdXgBrsgzdCBAP6rsuuF3DO9+0PLtLKGkDfdTntuZz3fELHwddWVBPycsH32XZdruW5tZ6e830bRjPSC/JZ/XDsCnheFPG8KCKWkkFRkEtJKAQHRcGgKAh1Ht6gKHhbHDPwPC6cCbnQDxkNEkYH6r483yEIPauwHOzH7F+bkCQFg+tTHOGTpSnTST6XZ2Ysg0YhCyKVF9fd9iwcjYJkIFsWkjQprCetKCSykAhXwSvPSjrbKp8tT0vKstReOrU4lYVSllzfpdNTxWW727MQHS9wtBcusXOKtDU0Geds7YQK4qW0YTdpXLB7d5sgchkNEhvmGXbUOX7kaqXPsUpm1PYpy9LCNGr7RB2Pw31leTYPA+2e+l2lcW4VTQPewlEPUCMD2Abo1hU7A11ogK/+ilbBe6tKXfX9KsXOWFibgNNzHC4EAfeHIV394PeWOLYKbCFKa9wYlSVTDaMjDw1HRl4si8C3CpDV9+Y3HDcofAbITWMbxa5JEaxamjfJdktEFLN1OO9aRoHm1ApGNclx+TQ/neVsajp+mTRxqc43pywpfDkfLQLzyp2TKqWuwqNdz+OCH9L3PEZFYUMvY62cnfW9Iyzay9Wv62IY2nWp77rcEwSc0kqhSRUwr3uOy/u225zxPK7nOYn+TcSaa4ZBe3lOPp1yzve5/xldutuB5c+ps0Kt29ojZvgTT3L2r03wg5DJKLbcUQqZCpMsS2nXed93abV9yx4jZi1OtbEwbCtjniwkXqDG9CMP1xU6z7uwnDK8AWrMCUmTgjwtiTozQ5+5Vqfrk8UFve2AMHQtwybDlE4/4O532yLqeMTjnKjj0duJ5lgThC7dvoo48XSUiOMI/EArh5P8CGfKQpKnJd2+YlRZqM9mqI1pJ1HsjsuXdZW66vsmZW+Z18687noeF8PQMuXhLIPJhBwY5Dm4LpHmSXyLPDkJS6prv/lNLJKmsEzj8VtkTGzizyJ5LDx3UsrfpTlfbqE+IqX8JuCbGrb/MfD82ze7ZnnCcu4eNxHlPBjKYPafkarCpz+Sua+mDuFsErkAoCak0w7xOCh6c6E0lbHmAFqUlXvzjoZe1r12FY/dKV/Sd9XnpIDqs+t59ge9l+cMioK+qyycXdflHt+npz18kYbt86JoBlrX5f4w5GIQUKQlZSaJQo9znsezw5BCSh7OUmIp2dULXGRCwoTgwVSF4lzQiubb4piBVviiPKcbBsq6mRQq1KTM8AKH3k5EFufKg7atLKjTYUo8SVXeWMeb85w5jtBwdCxgbUinVub8aPZz8rVi0+4Fdj/MrKee79pzAabjjOkoYzRI7DFR27fXERp2APFYzbvd823IpVHqjMU17Hj2XJM/YQBoQisBnU+hLLaykPZBod3z2TnbZjLMiDoqNEYpuxUgV0Mx9ecUhC5SqM9hWJZEjrBKmwGPgew6il0dusBS8K6y7i3KG2gCVVVWKXa5lKB/B6e1scLcl/mtGOB52jhhgFW3DFfvcR1Zds+r7qsqTUrdorFiIM7zxn11S+1G1hBRqjW3DBoVvJMy6iR8Og6bmiJNmuawbJthkookqSly5t4Nj4yhMbpqeeRpA+GFILBpAcOy4FqW03WcRhZ5QhBpFu3lOXFZ2txukckZh3yf50bR7CEaZWj8YE97w4TgapYRS5WXl0vJW+KYkWbQXp5ztjfLR0viHMcRdLZDglCt43Ev13njHmWZ0z/Vsmu5VfKWsCeIXFzNExPiGUSe5Qg0c0eFd6Yc7ifKGxYKoo5P1PYsc0IdoeG4AtoQtT0O9xWjjPHPjzx9ThvPd+ZCSU0OXVlIRn7K1k5oQyp9PbduX3njkrig0/PtvQehZ6Ne8tS1oaoqSsVDCixLIl8wlMdT7KoGqTnO6O/lcfmyii3HUezMv64OKd6tMeW873MQhjOO6HsMHcGNHLLa7/BWFbtF99F0zLLjFjFk0Wd2bH5ISblmutSdLk8D5U7OoJl3Z9srsGySqrUUlltBG3PyasfPhdYsUfRssrmG6aociKbrVs8rHccqhtWwTOm6s/urA9UbKeto9wF60aEKa/F8GxZgZNtTFs5dHcryYJrSzXObw3DO97lX58YNy5IDnah+fxgSOQ49DeJ78bj2riF5WtI/E5H5HjnKk3AhCOxifSnL6HseZ1JV/KQsJad2Qjzf4eFrAzzf4bl3dxAdh6t60bia53Qjh3PP6KkQydDlYD9mfJAyHZbWm6VyzXwbQmgSyz3fnVPwTMileW8gCVBks7+3eW1zAXQYSaAtm45TWMUuiFxOnWnR64ds7YRkaYmrwyyV103dSxB6VukzY5tqYlWPn+c71jPoOIIsK0l0CKnJDZw4gu52oSEdMTpI7D0HoUsQenT7WAuzHzg2xMjcz9ZOqBVG1z5wZEhGRTlLrK5Y0c3Cb/6e1fCXZdbUuiUVZiGYZQnPmFzkGclFPDn7blZFzP0rKJG2OlodHU3YWoyy+h6BAzgCcgQTAVNUtdgOkveS8F6oSrGFnK8mVspl11nv6o/vkUdlKjJ+h7/lt9y/oRDziuJGyVshQjaHxjcxSm+vM2qRrXwVn6qK3iI2zbGswqaTcGkRk0rHOarQVqNHtt5K1LrOGc+j7/mWPaAeZHY9j9OeZz1rPsKGZp7zfS6GIS2dGhA5jtoWBJzzPAZFwfOiiBuXx0yGGf3diEKzruU41nh4UBQ8nGWc832uPzyyBbJ6bY+H36kY9J53dyg62oMHPFLmnNuNaOsQdz9wONxPSCaZ5Y/KHVPXa/d8wraH78+8VYY19fdGDG+KTP+NVnBHOIJOL+Cue7u0ewFJnDcyx4TuR23fcqazLYnanvX2Kd50LG+626qoisnxNnl1hjVZVhJq759lzbYkCHWRm0pBMMAWdammHkyRxJozAJ7rMq0UTWkyHtYZYz+7Es4M7+Nsch+u/j3V18FF66Ko/Tur/ryaLc1jHmWKQFVqNUyJ9fYdJO8n4cXMmGLGKI7Jk9tNiJNypM6Q4xoKJdhqrU93ufOVuyryqvA07w1MzOumbVrqMDWyKueh7nVbpOgdR8kzUk+wt9dwKrl1FVg3hm2WwdGEdR3yEjmeTUjf9ZRHzSh4uVSJ6aZoygXft948wCp4F7WC9mCSEOnQy2yY8+xIWTT39yfcuDqhyEqCyOVMP+Qe3+ce3+fBNCWXkktpyoNJwmnP40Knze7dHeJJZit/jQ5S8rRkdJBw14Uup7QFcWsnwm0r75UqIFLS6vjIUuriKhmPPjwmTXKSqSoPrbxcqjJl2Ja02vNKQ1HKuXwIgCQplOexlLYdggGsUZomw4yilPjWiqqssaYCWnc7tFXADMBHB+kR66tRKG2YTliSJrktOW2st4W+fpYU+L5D1i5tqegtrRQbZRag7EnicU6aFFp5i9T7KFcKnK7eCSgrsg7zMXPLkHP5DtUwDgNXA92q0rbMY7cqROYFwxdxb3gfp86fQngOogYAAbYMujqvUv66ckz1vf2tyKPbZcMrM4q5lim3DqrktqhcwxOqBHoqpZ2LAXG94MjxFM3muT8W0lQYRUoJecnOXp9njE7zw97vzO3P5aacynIpjyp35t8FPKpvq6cZGGnik1HM1mFTE5egWckz0sSlVUw6ItXiXtpz13PdOR5d1MZD4wU/pfPrQIVHn/Y8fJ2vdF7zaaDzlU57Hr1C0MoEZ/yAg+sqFy4eqzDAs6cj7vF9znkeDyQJsZRczTJ201RdV1cVPtxPuPbwiOHNhDxVedbn7uvS09ESO2fbAAx0MS/Pd2l1fSZDlRN99V1D4klGloJJyykLSRGVNvIDVB5bnT2uI5hO8jn2VAuwRG1vjjuBTh9wfZcsKdgqI82ClmXOROdjA3OMqIZjqmIw898pwxvPz/EChzwt7bl9WuRZaaNNwsglHquIEsuaSU6eFVahNPft+S5eezafrJa73dHh5NUCKutEhZhIhWcOXsD54BmculhhyNK1X3/HWY8tt8IVYdtIqX9hxhSY8SZHkpVS8YRZq6G563JUVq3JjxVHTsKQ9QbeeO6M3PnKnUm+TnfmtzUBc5GCB8sBWynSYqQayrIof89W49SWhnWUPGAu/KYJitUCKsCRIiqF76t8u+DRWWnpaiVMHfYiJxe4HuzjtTJb5fKcrlS563l2cT2nPXd9DV6z31QtGw8SHMfh/l6Ij2CwN2VwPdZtA1Thj9EgwY882jpExPMdds93eERk1jO4l+c8mCQUUhI5DvefDmnroijxWCV0l2Vpq4LlWcnO2Yydsy1dAERVlYwnOfE4Y3SQUphWAmXJZJgghDPX5sBxBIW2SHqBYz15aZLbHDoDKMCGP1YBOxmmdr/rO7ZIiQGfsarGk9yeE7guQeTR911rBTU5GDBLIi9DdS2TpF5WwG+qbJrcQTO3LCnwddilURY93yWNc6vAVfP3TJGUqmJZfeDIpUQKiEutuIENfRqYuVStphUP3joeu2XhMTvZaXbuO636PlU6FAmtbFUVK9NHry6N244JNQN6T0O4xBRCmQd9pkNtpL6u6tJ1+5S6k8z9OLKw950Q4Ltsn93hOaNRo5V1o9wtkSqnjLHtdjGqgU+GIOuwaRmX4KgBEhZ78IDGwl6WSaZgSr0aZnQV4nNcz0fQHnFB8+a053GvDsecliUtbTzc9TxyKS2vIl3w6PBGTKfjc38YIpOSvWtj4rHKZ1PtDGJrcAOlTJw63+aBJOGCrwpb7OU5fz6dKmPnlscWoeKKZhBAEudkSaFZUdjQRBMGaQyTWVboisgFyTRHSkma5BWvXLqSPaY4F2C5VTUEwow7AO1uQKfnq7HinFiHehovWn/XYzJMjzDH5JGXpWJmrhVKIzPezPKtDUu7/XBOMUyTXOeie5Y1xrtnWAOV6BRHkDHPGRMBAtgCIYYZqxhjlD2ArfQ0p+87rRZwvTA3KV7Vtc/wRb2GgvXW7eOtzcIqb2ZqVaYIfQFXqL6Mlik1xe6kPHk8FTtYzZBVaQWgFMTHIufuqShPA+UuUf3Y4nMKnEbJqwKx/npRKMyqY4xUYHokX0H/WwWpBW1FyTNtFpbB9MgUdchLVYrAt+MUvg/BQO2oVh4z73XvIL/3Tvquy/WJuu9dr9J6QP/gIiG4oMMrt12XlraeeULQEw6DvSlX9hPKQhJPMtvXByCe5AyuT23fuMHelPFAJV8DJHHE+ft6ADxf9xb66zhWie1FwcNpSstxyKTk/e7uqEpjO5EqjKIrkA0PUqQuGZ1nKtwziFzuutAljQsGe1Mb5tJq+wz2plbB8nwHN3DmCoLMks5TGwKZZ6bFQGkhNFf6Xyuv5nW7F7Bztk2759PZDmm1VTnosJIfYXIMAPKsUJUno8gmyNevoWCrFdqK19B41Eyuh8o3nD18mcboRpFTHrlQ7xNa8fRt2I0bqL+vEALpcLQ9QWXhNYuwybPz0GWStWJXTZ4+rmJXz4sAAU4zMIzC5WgM162qsBpgyyy3s+sI65HLpMTR24w3rq5UGi+WCd9ZNPZJ2PpYKnYAK5vPOuphpAnMm8DMJWI4NXmGYpQp/gXHY9QyI6SRBRWjV7FpWU4erOZSU2rAESa1H5rN33juug9wJkq5nqr7NzmtXZ237aKiRO4PQxVJoj156O3DGzHX9lXUxniY0urosL+0tCH6ZSkZDRIGe7GtLpmlJfe82xaeELy402GQ5zyQJIzKkpt5zqgoGBUFL97p8Izn9Gn3Asug65dGNuqi2lagf6ZFuxdYJVKFNHoMrjukyZiicGz4Pej1fQl78qwhYqjCiCp3utsB3X5ojXZGiaoWKynLEi9QLXmamGN4k2cluV8u5I0pjFKVWYinR6m/m3XWBJFLofniVVhToBQ1KiwwMjA9Cyv5y02hmMkCvqiJiDmlbn7dP+pNq7NFHJMtq7ki8PSCmTcwpfpXz6W6vgntb2povvg6j7+chCHm2XIdeYyqZT7l5Gmg3Olmp+Y1zBdUWaXMGVlmOV0isvIRN/XXMyBdJ++hOg4ctY6WlW2mKWzh+0jf/KxrzWCrryv/mebiw/BANwF1Vf6AlExlacNcdsEqdtUSt/EkZzLMbKNUY03cvza1sfzmGNP01C7s2tN0uJ+wf00pYLvn27yoF+G1HIZS/XAfSBLisuTN0ylRT3BuZ5uL737KVsbcuzxWZaaTnL0r40r/HWWV9UNX5wP4BFECYJWgNCl0ywNhlbs5z1dWIrUiZfIXZCl1HoPqE1SUkukwJdEhKNUEdwNCxxW47iyXwihZs/yK2d+33fORQqXmGK+gyYEoC2FBb/aZ/d3t0CqfZhtg8yPMtqjtz+Xw2XxCRyl3U62U1StmgVLiTFPUeuJ2JlWoZlN/nuprM2aTYlf11tVz75oAauDritnrwsKv4byyhNqD6bpglMweio3ObQBrlLd6Pt26AYpNIT1Hri9BiMdeqVtX1Ndj1o/JiCdWIv3pLYZThi3xuZMxak0uGanyqe7NW8WmRQbIRVySjksRaC6F5ttQYVKlX101FDPyp/TdgNjLGJUTkjKw1S5BtR44U4seAfWdK9KSyShjsDe1ofsDV2UtmUqRo4PURnPYSsWlCmEfXI/ZuzzB8x3uutDlA6I2ma/Gv5SmXM0y/nI6pddxOPfuMwYN9mIevTSy3kCYKV3tnm9D441ipYygKnUgnmRWaTNRLEaJSuKikT1B6NpCWfEkYzrJ8X2HdhQc8eLNFQnToZrVCA4jhjmykJTOzHiZZ0IrpqVlorm/Km/M9eoKYBB5C1kj3EqlxQobYL7VTZ0zcVkSV14va1he54sEq9g1eemaxK0ZDYuiROr7W1epO/p+ppSpiBOVH15iWKCYUs3rWzTXpims4smThSVNDFlXsdt47mZyxyt3QkikAUXVGnpMCB77+AZpqnLm0BwOY/cvgWm9jHU1DLMMAgXQ4Mb8Q4AJuzT3ZKqPAURXEdGjTEv1Q7o3CHg4TXlY571d1GV4r2Yq9GRQFOzqpq6gFsv7w5BTCGvBM4qb8mLlMwUqLphOMrK4sO0FRoPEhnHkWUmhE7JNyX5VLtmj2w94n/Md0kQ1V+1uh9wsC66VOfmWy7mdHls7Ibt3d7h5fcr4QPW3M+0AhIaOr0NEAKv4OY4gS0EIH+H7+IFPEscc7o9wfYcyB8/3cQIX4TgUWUaWJqokdE/18dnaidRDQ1v1o+vqZuPCFYShy87ZNmHbo9XxbWhKtZpZFcLGgqvyDJTyHAWz70fguJSlnFP47HfHcXRCvW8hWvVElpWHBMcRNq/BVCETQuDpcBiT4wDNlbeqlRaruXXV8Jjq/jp05/Yxr9hVvXVNlbiqLJpZVNHnKI+Ri8AVklIKigpEnRs3Of/ij+LKn/w65c6phjury9HrKsVRQdgBClkpdLCmYlcH7//zSZ/Dx73sE/hHn/2yozOQy98/HlJnrai93hRQOZ40cqoebrlK6obHEyh69XSCRWw6CZeKwCePIuWpM+kA0MykSiRJAYzKknuCgAeThCuaPx5Ksbukq1WaSs0d12VcFFwIAp4plIfONuIuJE4545NhgulZ6riCeJyxd3liOQSwc7bN4X5si4R4vsN993Z5VitgNEjo9kMOKLlW5rDlcu/pPls7oe1rNx5mZHHOeJTZdjiGP8Yb5vmOCrcsPRA+fhDgOjA+PARRUmQlfhDiBJrzRUGWJgSRS6cf0td94SbDlHZPhT3unG3jBg4t3c/UNCk3oZBV5lQVPpgxJ3IEnv67G2OkUfIA0CnpJg/b8z39XszlnpvXnu/gROpaddZMpWRallaBqzfCrq7/Romr53BXGdPUuLz5u79YWTLvjMJlEFvoI/0bN9l934/k0T/5DfKd/tw560v9mhXFk3mmVI2Fy3jyzzRDPlkzZKGBUja/fqzluAxZJywT2Ch3Wu545c5K1SJYrZpppA7FZVbRkyh6ZaByCnRITFPCeR2kQGNOnh2ysq+qEJZBoMJdvMHMGgozaJr5VP+NrhK1rnMxjKynxDQiN/1+HkwS9vKcbpLYMM1ICBUio8Nhdj2Pc52InbMtHEfYCotR22MySpkMMxxHWGUL0HDNrYVysBeTxDmykEyHGdd0Q3BT6XH37g6TYWaLobR7Pv0zLXbOqpAXWZR0t0Oitk9/t8VklOoGsVNb+CTPSoaJ8h4aRSce52RZSZGXeL76XJQF1yVstZVS57pkaUqRZeRxjB8K2zrBNARXCeouaZJbC2p/t2W9clHHo92dtUhQ1lPPFigxkJUCm8MG2H5oec1TGrkCD+MR1ODXSpyBtR3LfE0cQSTmvVXmWnk5K9NfLdVftYZWrw9HS0kvqlRmjjlS+n+Jx86MWVcCoQK5CoFLY93Ue1U4i7T5bdVaOK1f+FW8K9do/cKvMf6cT5+b0zJ7aD2sxrzXv1T7/sOf+wHsPXodt+LN+OTPfhlf+92vPDJ6VX7o536iOVTzNsL3o573gXzD938rH/iSD1l4zCIdrQ7i+j4Tilv1tG58d2tIlVOrGLMouqTpuFVjaT4ZA2RTi4NVSp4dqoFLNgTTm9gedcBiJum0gXtbGR03JClLTrkurSiyRZse0Dx6IEm4GAS8pZJv13UcOq7LxVZA/4xiULcf2MJQB/sxhY7SGFyfAi2SpCAZz1SJKocmw1nec7vns3t3x+a5PXpphOc77JxtWwYVstTKVMDO2RaDvZi9y2Mb+p+M86P8mSilNc8yXN+3D6meHyAch3Y3mLEny/BDwc7ZNlFbGTx3zrZpdwPyrLD526boi5p3MGszYHrMRfMtF5qYMwV6lfXLc8B3Znl4MM8bM85USkz5YA/wK7zJpSRBNrKmkLN8ulWcqVddrubSVatiVo8x7w1jzPq9LE9NGncakkKKuWNb/+tXcS9fI/iFXyV9+aezShZxZRFTPvQ5RxnyKZ/9Mr72u7/Rsq1JfujnfmL1XG6RJ+swBJo5sg5DqPzd1zIYysesiflTTp4eyl1TD7cqSJqqlDWNsS4814Bp1Ura1O5gkSdvbgzXtZXQGpPTjRiraLCvchrqMNWhLy3HoaVz6fby3JaLri6s07Lkhi5sEjkOkRBcyjLuD0N2220L292ex11R11rtwo6nIZlqRU2VX251fAbXp1x5aIjrKOgc7icksfKm7V+bqFL+YwW+/pkWo4OUU2fbZHHO1YeGFIXknmduMR1nhJFXKevv2URtVYXSob8bWcDGY2WxNQpfPMnpTyLdgDUjnkwY3syIOl262331GWQpWRLT2XLpbne1BdS3FTGjtocfebTaHls7oa08ZvINzJyMojdnOa0rYnIeZn6tYS6oMt054OkQTyMuKoSzaSyjWA31mEaawl7MAlFV0GIpyUoVnutVjq3nxtUVu2lZHoXtEuja42hW7OqhmSa8pqjB0hHq/ps41n3N6wDovOZ1jD5nEZibLbnLQ2xm8/pvr/9RC79bqRn5eFlVzVeiWjDg6FwkUkqbu2kL2Ah1fKRzYjEW+E1Y5npSb+DdlG9njlt0/jpKYdMxNQNkCQvZVDU+1qXOJVOd2aYH1Kszdx84osyK9iVCIYicgItBwFjP42IYzvFopHvJPaB59HCacm8Q8MJWi3FR8ECScK7nWxY5rsCPXO6Ku6RxzuggpdX1CSOPJM658s5DkqSgpatgGg7tXRnbSJSo7XO4n+iepC5XHxoSjzPufrctpuMefqAqNbd7PkGo+GN6wpkS/2lcWAOl4c9klNpqxaqS8xRZenT7fRzHpSwLJsNDy56o7RFVoj/a3YAgctnaCeeKc63ijuc7CFcsZ06e4wqBr/sDegLcSgTJIt5MKw/ay1hTfRCtMmOoOVNd/Jo4c5ziXGaMalTI3PfX/FvbNatSKStsgegn/of62/7E6xiuodwdvdJRxa4uP/j6H+WDPvJDGittnlQeS55U9bBFHFnEECNu9e++blgmG8+dkTteuXMQFHl3VkilChHTKLbJG1eF5yLF7bgevDnv38xKWrczLGqhUJXq9rlS074E8lmVsfZDs5xDk8MQHtiS0qDy5goZEJel7VFnLGmqiAr0HFWZbFyWXEpTWyhj23M5yFVp6bdMpwx0I3NTpnpP5ozKEsYqry0KHfptl/t2d/ARcxAC7HvPdzjQLQ5GBwlZIgnbba49FLN/bUJ3O8RxBYf7MXlWMh1m7F2Z0N+NGB2kulSzS383on+mxdZORLvnMzooSYcq3MYLHLxsVjTFSVS4iWmt4LoBp8/djef7lGXB4f4+rpfRvyuktx2wtRPZ0BYTquL5Lh1d9avdC3TjVWfOOjoLwXQqoSyOrQhWBWw1FHJOqXEcFbIiJTEVJUzWLKHl7BwLtMpYMB/+0KQ8VcWMk5QlSeXc6rGLwmOKhvFXQXelYkczGKvbClnfokQcjgjf9GcARH/4p4jDIXKr1zDCckVulYetaf8bXvPTvO7Vr+U9X/he/OxrX8+Zc3fxtd/9Sj7gIz4YgJd/zKfzCZ/5ybzs8z4TgNe9+rX8+Pf8MFcfucK5C+f5th95Fe/xPu/Fo5ev8k3/+uv449/7Q9qdDp/zpa/g5V/0+QB87zd+J29/298RRiG//vO/wvl77+Y//eB38vz3fQFf+Yov58rDj/DFn/b5OK7LF/37L+ef/et/wZv/8E/51q98JW9/299x9zPu4Wu+4+v5+x/6gQB89se8jBd9wIt502//AX/15r/kf/3xr3Hfsy7O32ftZt3ag9lGmkUgkHl3FpIZ7M/YZCJNVjHqpKkDRxTIeQWvKs1mxpk0cckaG03IZXRVcanSnLwXHWqlQXl5+l6LgTYw9lyXni6Ssut5czw6KArLI1Mhc6SVulhKLmrl7/4wVCwqShir+XVDh7P3tHjPZ/TIs5JHL42Qer2sVkseZFMmw5TxMMMRPmXp8Ldvvs71K2N837H74knO/rUpWzsho4EyYnb6AafPtunvRpoXs+JdR/jjqLzuwfUpybSk2+/T7qr1aHQwoMjHjewBrDdOKXwebV0Zcy63TlfENLl1hlum4nFcXasbjGqR8dZp5pjtx+HNuqwxXDguZ9YJ9YeKYmi+qzWD4CIlqs6X8mBYY8ihZsgiZeTkXKkvo294zet43at/ivd44fMtQ75OM0SiGPKJmiGSeYacv3Ceb30cGfL3PvQDEIiVDDEimBkDCinXV1TkphWCkTtfuRNQOCm0HyLyp8SFqwBmqmcaeNY9eHC0AMsq75051rxv8g7WFDxg1p8IoPQay1TXpV6ZTLquCnmpeuUq8DQJ6n54YAuinNM96Yz3LZeSC74qEz3SSoUnBNuuS89x6Gqlz0DUtDq4qnMeTKPxvTxn1/N4OE1JpKTvulzU7RH6BsA6tMYNBRff/RR5VnK4r0JXRoOEyTAj0flx/d2W9vipMMh4kpNo+BpvlSnecu3SCKmLs2zthIxHCmZ+qB40Up3jN7iuEuwP92ObWzHYm+IHLdq9PmfujijLgngyYXDjKp2ejxCqQllLW0BNXmB7QcGUNM5t01UTBgPMJa/XQ2KqFs9Cf05171akramR49hiJr4QFlxJbTGs5yxU4WekmrxcD6+sSt0rVydOHapNVtT6NZqgW91XHc+8zpaE0NCwR9wc4D18eW5v642/iwx9RJoiQ5/ej76WqVau7P3cezflqf4a16pcdcFBda/dX/zRm3npJ/9D/uDSm/nVn/0lvvQzvoBf/+vfo7/Tnzvul1//C3zfN34X3/u6H+Y9X/TePPSOd+H5HmVZ8kWf9vm85OM/hm//8f/CtUeu8Ip/+Fk889nP4oM/+sMAeOP//nVe9VP/jW/6b/+Z7/mP3843/quv5X/89s/xba9+FX/ye3/EK39gFlJz7ZGrfOGnfC7f9iPfzYd8zIfzB2/8Xb7sM7+AX3rzGzl9ZheAn3vtG/iRn/sJLj7nWaov0QIxD2Om9QOsbXx9WooroHRS6D6A7xZkhau4NHmGWseXMWqRcbJJEVxYQbNBwYMjvfNWsanKJavomRw7o6QaJmku+eEBIDjteZzXTMql5JIO+b9fe+tGRWGrM/cch77ncV6qdge5lDaFwBT/uppljIqCvudxJctI9LGGRZGu8HyzLIhFyfl322L37g6jQcLelTGDvSmTkTIU+pFHP/KYDlMgwfMdbl6bIBwVMeFqQ6NikIPUhVNMLrnxlOVZYas1jwbVXHDVGqGztU1n6y62T/ukScyjlx6md8pHStVuJ9StakwuoMmfqxZMydKSVse10SLzPesqzGlQ7Ex7IxvuqP+WphKlhwrVrPKmqK0Dq3izLJS/KtWw/nU5U8/9NmMvigipDl1V7JqULOfmANcyRG09ypCfOsKQosaQ6pgneV99/ed/9Gd87Cd/HH9w6c382s/+El/yGV/Ab/z177G9hCHPf1/NEO/4DHnVmgz51h/5bj70BAyRzKvF/jGhIdkUVDFyxyt3EhDehItBwDm/zc2i4FqWcLPUoYqLoFkVA8p1wjKblLj6uSuuZ5qlV5vPznnwnBycZP6aJrfOWHyrienBPlHrOi3HoesoBQtUTt39oQoXyVFlo1/YanEhCBgUxRxQTXNyk7Ruiqg8nKac830ix+FmnnMjz9ViCoy1NfVCEHB/FCGHOdPJ1OYq+L6jmpemqq/Pztm27RHnuII0blmP2GSYWXjVS/vnqcqdmE5yMl2NM2p7BKGnYehRaIuoCYUZHaQMdNNaRESr06OzFVEWBZPhkMH16whH0t0OOH9fj+52aJPuAdtzyPQagpw8nX/kiTqqoIrq5dOqVSzTFldTYUs0e8pslUlmXi0cB69iCfVgzkJat27WpQq22ZducdhL/ZwmhateHXFRaAwchf8ia2qjMrhEodA30viu/x3fT/8//wBlGCJD3+50hsqM7wzH9L/xu9j+pu8CQCQZTpIw+Nf/gpvf9NUNI6/22Bn54k//Z7jebKn9d9/81Xi+z86Z0/zTL30FQgg+7mWfyI++6of4rV/+DT7psz517vyf+bH/ziv+1RfyXi9+AYC1dP75m/6M/b19vuir/yUA9z7zPj7t8z6TX/zpn7dgftEHvpgP/wcvAeATP+tT+Inv/ZGmDw2An/+pN/BhH/sRfNhL1fEf9JEfyvNf9N781q/8H5uU/ykvfxn3v8dzK5/BYkt0tWohLLZlb0RzKhjw3Cii56hqkJeyA7J8f7Vi1hRNsizapDpW1TO4TPQYhk1GyVvKpWrOt4mYMQW8vBF+5xG6mkkd16UlBOc8j/ujiKuZ6q36/CjiuVF0xOtvFLS9PLdtEUyLgue3WsRayTNGynFZck43JL8/DBkPEoaVPLpezyfxVcGV/pkWZakKezmOID+veGSahZsqxar9zGIGOU4wZ/CbDFMmo0z1dtWK3d7lMa7XIYg6dLaUP2yw9yhFnhO1Pc7c06Z/JiLXaQNVr1tRqp54MPM0goqCyZLChmEa7ljmVAp2STjKAi0mh80YZyhLcm3QjfS2eAVvmtb8VSGW1ePr7Khyxp6rj6vm2zUxZmnV5aNTO7K+b33H961kyPYChgwWMKRpW9MxX3SEIV+D73tHGPLqV/0Qv/kYMOTDXvoShIBP+qxP4TUrGPKhH/sRfLhmyAeuyZCmoH3zt27p7+1q9gOSTc6dljteuSuktErMhSBgVJb0HIcHxYjrpuQ0LA9nWbavngNRL8Zi4FkNAV11rUpRF9kEapNDZ8plm2tWG8Aa62j7IU51bnAxiIg0AHc9j1AI2/Kg67o25MJYSruuS1yWXM0yQsfhvO/bPC/TGBYUZLu6sMqDacqlNFXNq4vChnJ4oAqxdBx6vRYyUYrW3uUxg+sqab2jE8/bPZ8L92+zc7ZtrZMmT88ofgagpkqkUfbGw5SpbsEQT3LVS0hX98rTktFBojyDB2q8m4/GbO3sELU7DPau0+pIZFmQ5zmtrkurFygvnS4VfU733isLqQq2dFSieqj7Ik1HmW747dqwUHOcgqyLFzhzFSpt8ZTKV6AOKE/ntlWtq64Q5JUecuYB2lQQq0qT922RNIW92NdVz1kFrMAcFY+ExFQUz6Z5LYLuIsUuQ9q2A0cDM2dbq7L/yq+i2N7i1H96Fe7h6MjxAM5wtr1sRex/w1dy8G++qHG8dRQ78/b7XvfDfNBLPmROEXrDa36as3efU41btdz9jHt49PK1I+NevXSZe9/tPvvenHLl4Utcv3KNv3f++XZfURS87we9v8p9E3Dm7F12X6vdIokT8jzH8+aXfgFcefgRfvkNv8gbf/E37PY8y/h7H/oB9v25C3fre6srdVKPM/sum++luZKzUe8WSiFV1MSzw5Bd7WkKHYe38wjZ+B510DJ2LGLLKj7V2bRM0auwSZr31ess4xLMmBRdJeq9k2dHkVXKLJO04bDjONzQESDPjiJ2Pc8qbK4QnPd9+73qex7nPM9Ggxil70Fd5dmySH8fL2UZ3Z7Hmb5S8vYuTxjsTW1Y/e7dqkhJlUNlIRkPU6RmTjzJSePc7kuSgiwuGA9Txgcpo0HCeJThRwlu4FiF0Fwry0puXB6zfXqXIIrYv3aV7dOB6osqSrZ2wlkBFMdh925l6Myyku1Tka2w7IcuhZ6P6h+nfn3d7VDn/LnzFZgr3KlKdU2HGXNAedAKIciEoGXCLyvet3jBum6kqLFhWYilfV3xyMHJObOIMdVz64rdPFFmrwav/CrK7S36SxjiLmFIk6z02OkN328ZMpM3vOZ1J2aIkcsPrccQc4l1GPIrb/hFfvOYDFmHH7lYhx8bz52RO165c1ChHcb6dMH37SIfiZRL3juQeXs+PLMe5lIFZ5NFtB5uUi9YYsI/m6ylBrT15upmPBOSY/ab8eswrvaq0wAlusopX4WreEJwIQhUSJ+UnPZczni+VdRyKRkWBZlerO/XP9yuDn9xE6VonYoiPCEY635yApXCkIUuzz7btt69i/pHaRqMxmXJBd9nrNsaGMvo3mXVi67dCxgPUzq9gHbPJ57kTHURlTBSCeFpnM+UNR2aYspb2xwJvT+eqEIm42Fqq5DF41wVaEk9hOMQttuqaMrgBndd6Kq2CwcJ6aURk6FKnK+Ww97aCemfaVkFzips2jLb6QXkWUkQubbkc9TxLGBNbl3pyNlcK+WgmxSgqrg6HNMozQAZgJQ2fKFeZRKOQrQuCy23DR66qkeuabymazWFXjZep2HcuWtjzp8/b5k9z+5zHA7+3ZcQf8QHcfbTXoFzcIgTJ0eOL8OQ8tQ2137mR0hf/MIj4y+61iLFbvb+6JnXLl9FSmnhfOXhy7zk4z/a7jcoO3fhbh5+x7vmzhXA+Qt3c+HivfzKW357wazmx6m+V8VPhH2trnOeT/qsT+aV3/9tjecBOCsAW71PD+z3VJ279NSntbg63B0gdATPDkP7m35EXGaYRqsZVWeKEXN8E5/KYMaWOueWsclEiBi2NXHJKHyGS5pJveiQruvhgWVSro2w53yfe3yfU57HqCiIpcqhuz8M6fq+Csl0XcREtc/ZjTx8hO5pWuA6gpsknD7TottqWf5UWZRLyTYOwxuxZdH+tSnxOMPzXeJJRrsX0N0OVHqA9sSFkfr7JHFu89jyrCTX1ZcTvTCZMMhknJG0PYb7McP9WDVNv5kweDTBDyOiTpd4MmF0uM/Ze7t0+wGD6w6PXhqpiI+2tNU0O7oaZrUfqmEPYBll3huvnanCbCpRG+aAihYxipmnwyzrLDDMMTIFu9iZ0Mzj8KYpxNIcVzce1otvLbtGU972kfFr51bHlbIpX7vGF82Q6QkY0iSruLKaKYsZUl9qmxhitt9z8V5+9UnCkHruo3lW38jx5Y5X7gwgfSEIHZVrZmLtbRKwnxHLlGFxoHLyYAbRqlTz2GCmeI3un8Gz/RAiGABqwXRROVCy9ObHMRZTM47JAawD2Bup7ZNnqH91/iDpzuzfvDsrntJ9wJ53JoALfsBZ3+eMDo+s/li62kJ6zvM46/s2tK/vushEWSRPuw75NCfWDbKrTbBNn6AkznWVypR2z+f8tg71zApORyp8YeyB1ErY4X6ilS5VrdI2Mx9nFGfblKWqqnmwn5DFOVHHp91V41TDWkx/vLk/USEZDzOiVo9HLx3YnAbXd3CETxC1EE5BPB5x+u4Ove2Qdq9nE83jScbu+Q5R27NtHOJJrqqMuYJ4nOMFjq2oacJeTMXMbj+w/X0WFU0RrrCVxSTzcKqHkEAzIKsNxQGqiGkEasP2RcfXt9fDX8y+JgWv/nDQpNQ1huosGLPJW1e93kJla8H25P3eh4f/8re48P4fi/Pgw0f2F+fv4vKbflUnxR8dRSwZ+7iyf/0GP/F9r+azvuBz+PWf/xXe/jcP8KEf+xK731zn0z73M/jWr3wl7/uB78d7vs978dA73oXvebzg/V5Id6vLD33H9/M5X/z5+IHP29/2APE05r1f/IIjVcqq/wpg965dLr3zIbv9kz7jU/i0D/kEfvfXfosPfMkHk2cZb37Tn3Hfu13k3IXzek6yUVGtSy7lnHU/l3JTV2WJePqvEDkOLaEiKjJmv52xm5GTcTNfwigbDjmaD7+cPEMdW+OTicSw45njl7Gp6oUDNbbJCzQ8iq7OGyO33mrPi/wp9wQh9+ow/wtBYI2PoNjTc13uD0M6jkMiJaEQdKQgGef0XUE+ycmygniiPpuykLrCZEaqFbHJMCPqeJw+FWmvWcEpX3m7hq7i0GSU2Ty5eKxC9UFxq39mFjVyuJ9QlqX1pMWTXIVYDtU5dQblWcnoICXqdLnyriGAbTwedbpE7Q7xZEyv79M/E1n+gDJAXrh/23reTIEx2xNPew4Ne/zQpdXxrZfOfp90ft0i7uQVbSYuy4XMqYb7R8yvvUntWHtuw7a5/QuUO1jQvmAFZ45wqnpOw3FN4zUpdrfCkEtv+hXkVq+h3H9z64KTcqWJIR/2sS85MtbLPvcz+BbNkPd4n/fiYZ1z98QwZNmne1TMd2AdJU9KNp47LXe8chc4Kj6877r0HNcW9KjGcI+KgmFZEgnByClVMQv3ALNUthzHFq8w5f8BYim46gyQ0VULTz88YNdT3sHQcSiknJUQrihWuRwxKA7sPPfyKwyKAhnfZZU1358SCUEWHhB7IwXZelsHo2BWwjFP+dIWTNl2XU7pUJdt17XhlS0dkrnreVwMQ8IShKcW/zQpyFOV02YqS7Z7Pt1OaLcbxSWe5ASxCkMcXJ8yuD61VkUj3X6gvGJxQllKlYuW5DaExNXKUpoUDA9Sm5MXRi6+BmeaFLaS2N7lMQc3E9seAbBhL2UhQToURUHYapPGMWGrDUAynVDKjO2diGc8Z5d2N5jzrOVZYRuNt3oBHV22Oh6rwi6tSnJ6mhRK0dOeuHiSzVUsM1KtSma8dLHUBU9kMwhNn5/699RHPfwNisKWj643eTXSCMQlwK2H0kAlFIbFileT4lgda5FCt8gS26TUqXEW39danruqBD7u1Ucbj3evXceNAoQQqi+efQYyIykMH4nqrxSFrF/zCz/18+Z6FH3gSz6Ej/yEj+G93++FvOuBB/n7F17I6bt2edVr/yunTp+qD8s/+NSP52D/Jv/mc7+MRy9f5Z77LvBtP/Ld3HPfBX7gZ17Nt37VN/KR7/5BpEnKM5/zbnzF1/1bHQK5GIYCwRf82y/mlf/qa/n2r/lPfNFXfimf/xVfwPe/7of59q/5Zv71P/0SHNflvV/8Qr7+Vd+0cJz6vZqHlExK0GFyZs0rb5tafOeJKTHf1YWr+rWQp4Oi4GZRKEa5JcOisIwy5xqJ9Pu4LLmeT4nLq1Y5i8IDzniqvY3hkwmdN2PkcsSwPLS/3b38CjczMUthiK4SuQW+EAyNV85e/OpMITRcAnx/yjnPo+9F+l+PbU9x6UIQEApBT3PqnO/zTN1nVAplFIzH+REeRR3f8sgY2dJYKV/jocppu3F1Yj1uoKIvtnYiG9kRtX0mQ90U3Z9xaDzMrDdMVXJW0RjxJNcFVybsX5swGaa23U+VQX6gDJyO8MmzjLDdIZlMyNIJXtvjvuduqYqXFf6kSY4bOHS6Pu2eytebTlSfPXMcKPYkOuy/yEqmY3MvnvXQ1RW7dbhjthlPnae/Rya0lVoRt7lzlyhOdVnGmkWRG8uUOViPM4vmuEyxW3gXKxgiwwAH5fk0q7BkpuAVDVwxZjN7XIUpX7AGQ3bv2uV7NEPq8/7YT/14bjYw5MJ9F/ivdYY8+934iq//t3ruxjPXrJTWGfKKr/jCNRgyP84ihgyLgrjquVvLOrjpc2dELKt4difI6fc6L9/39f+Erutywfe5GIZkUnItyxjpnmHDouCgUOX8R/phpKsXMhPf39elmI23z/Qbu5plXM0yFTbjpJwJVE6aUeS6ulecUQq7+gdqFkwTZncpy7iUplzJZgrLKd2MNXIclRyui5yYalWxlGRZS4HUwFR7784E2DzDc57HPYHqF2RaIHioxd5UDwMYlaVV/MwPqqXbFXi+w1QzsqVXThMWaSyJprKY0GEfyUTt29pRDcXjSWbHUlBNde5CYRPDg9CrhJ1UGrNr6+xIh4MOrk8VaA8SxsMMpENZlLS6swXQlIuOJ6o5eX83oqOhubUTEmjoG2jmWUmWlfg69MU0fJ2FszhWcYsnOXlWKI+dzr1zXEGgC7jMn6dCeIyiUg2FqYc8wtHiKLmUcxXMRrWH5iZpBOCS38kq792Rfxdcpw7Z6rFN4yx6Xa2GuUixy6XkX4w/kXue84y5OS9a0cxl2v/71zj7eV+GOxxRtluIXLUccaZTyl6Xmz/+vWQf/9EKtHJmaTTN0UsDYTlfAbLpI5Rzr2fv3vCan+anf/Sn+Kn/84bG42cPAkpmFtP5v7l55wgshA0cTcP2JnjC8rnXz1lmaa3vufK3D/MN0Rus5dCExP/fT3kNB395dRNj0yCGU8bYZsLbr+cZB3nBqCwZ6TY0ptiVYVSkoy+6mlHVB/K9POdSmnIzCcFJOR+qoiXmwd0oU6a9gFmTDJtiKbmkc6mv59qLpI2lHdcl0Xlw1UIXlkuTZ8wUwq23ErWuczEMeXYYck/gc68f8KwwnGvLA+jiZz4jbYHvVvZHQnnwgsjlAGVs9TN1XcMREx1iwvGFI0gmypjY3Q4IIo/pOKPQIfSgPH3VXO5FHFK53Rnjg4TB9ZjRQcJokDI8SOYYVOqKzf3dFgCjg5SubmFg+BN1VDRKnT+h7U2nWxxpZc30qIsnStE1lTLnWh1E3hHuGMWuaiisc2cZc2L93VvmPTkOb9ZhTZ0fqzhzK4z5Jwcfz4XnPIO6urWQI2iGfO6X4ViG5EjXw5lOKXpdHv3x/0L8cR+Fi7C9PwXCrtNmXZ5xZeaxrHJlGVPe8JrX8boGhjQdW+XJKpYIoarhzlii5mZY2HS8vV7lgNvFELdygV9+znf8iZTyxYvGef57vId8w0++ZuF1FslzX/TipeM+FeWO99z5QnAxDO3DcKT/KzyPXJf/v5HnDMuSsOLNMkAZFgU91+W059ISjlXuRkVhIQuQySm+ENwftrgYBGzr4yPH4WIQqHN0sjfMlDuTC2BCJHc1eE1hjEyqnLndKCIuS7qOM1f6PpGSB+KHuZq/k+zguTakJveHqoiJ43DaUxA+KApbLtgoCQbi6O0d17WhrJFQ5alPtV0ksKdLS98fRUp51VZC07MnaqumrQBlKW3y+WAvxnESsqykyAqdP6dCTMpSqnM7kU0QD6OZh8x49/KssMCKOj7d7YDxKLMFVPavTXAcj7sudPECR5WV3lY9hqphLFs7IWHbp9X2bCEUWUqrZHqV5Pc8Kwlc10LUQNM0RjeV1oynslqFzPOr/Yvm2xxUQxWbSko3WVUjIfAch6l5gNLANZZ7aAbrMgtqff9K6DYcV69CVj1ublvdSrxge91Tt+jYqtV1lXmqflu9175eQbkVcfi5n8HNb/hKdv7Dt9D7sf+OGI6IXvt6kn/40VY5MmwptceuCmYhZ827HTHv37Pzs9cXNcCuyl9bfMSc4lc7yFzO0Qc2KXd1v54URx8E5j+32dF1SFfv1Yixtlcf+u9wO+ItSZ1TXetFk4wLtU4PigJXCFu52BgKp2XJGc+z7DCf+V6eE+r1ZVoaPrW5GAS2l6kJjTRVkEMhSCpsMgzpOg7nTAXlimX8vFZEVT/UGZfGZckDrbdzJXkABi+EdIeidZ2xVjhNu4M6k4xCcbMoGOvrhY6Drw2Su57HbtsjAfZStdIY42SAir4A5loAGBZNhplmkbA52lFH86qQuK4g7IdLOWTCPn3tKYsnEaOBaqmzd2WM5/ucudBFFpLJKLP9VSe6Mme3H9DZDgkjl5ZONTBzM0W4TA65cAStjk/Qda2xUPWw823Yv8mpA2aFUnwsq2w+d4U7x2WO2X8zzxu5BevxZhVrlvFjGWdWKXGrGTOjSF2xW3Q3vZ98PaLCkBv/8Ss5/bXfwtaP/Xec4YjuT76eycd9FKDC0QVqPfa0B6zOlQLFFStyPaYIhC1UNZvz/KwXGQyrVSqripo4cq7AQVLW9q3DEZjnX/XaVamHpUr0302Ipd+po7Lpc2fkjlfuIkfwvCjiwWSWlXRaK1gDHebiCUHPcTjteRaSqlmqINEKkLFwGnAaxciE0hjv2q7n8YJ2m2fripMmJDQHBtrCacB2Nc+Jy5JzcpZM/rY4JpezIih7uil4V1tnI60AmlCaWEruD0MeTBLe5r2d63lOnGxzc3iem8E+uUxwhWBclFzJM5JSEmrPWs9xbT+6G3puXaPcOg6erlj29iSh77oMtYLYzTKVEyIld/V8XcQkm0swN7kCjissGFVYY0C7F5DEObKUNunbWEjLygpXFtJ67DKdtJ5nJYVWKJNxrpPgHbrbIb2dkDN3d8h0PqC5/qmdNqfOYktUu66qcNnq+LZpeaLLWjuOavTq+g5+4Ni5mYcFk+cXVEJ9jPVUChB6+lJwNMdBi1HKYR6usDwspQrTyHHIioJEj1VvRVAdo/66Lou8bPX9TWEwc3Ndcg+LrtfkoTsy7iJ41+a5igESIE3p/PL/oex1ufqTP8Dkoz8cgEe/85WMXvoSzn/2F9H6xV/nRpqC7895v4zlsgomo9iZ8e0cGsI0q8cunB+w7DaqCedWVdTzUmPLBjjPA7hqlTVFTqoKq51H1SLLUUivAjSsHz77dJfIETwrDHkkTfV7x1Ysrjb3Puf7tj+pMRQaheicjjABFYXRdRxCR0VitITgqm4b8OJOR1U51tzqmlBvzSHAthGoXuuBJLGKZ1yWXM1zPOBiGBIJYSNUqlx6WxzzQPBm9vKcbHoXDwOjzg0bNlpn0nnPZ+p5/NV0ar2QpvVO33UZFAUPpql9XTV4tjzHesNsiKXuawrzLGr3fMK2Rxh5xJPMKlI2tFEfZ0Iuq1WZTRGWUoeLToYpjivmGKTCSNW5UdujtxNRZIUdL6rxp8orMwfPVywyIZlpUtjIEHNsta+qESnAqxXqghl3TB/U4zAn0hE9xoNXzb+mNk799cJjluw/TsjlKk4sYkzT2lRXMOzr6ps0pa0Zck0zRALXv/OVjF/6Es599hfR+aXfoEwzSl99H5XHTpJrRU8ZCWUjV8ScErScKaDWfaNALpo/te0zRbHGkwUsWcQRpfitx5FVDDkavrraON10c2WxCcuEp4FyFwjHllF2tSeq57oc6JAPA8Fq2Kap1mUqS97Mc1qOM1fZqxom80CS2PAFTy+CJtzxnO+T6YVbdCNlCdVK326es6dDXUybggu+z0jn/xlFblgWHOSFtYQb0JkcifvDkGeFoVJi05S3xVNyOeFKlvFgKrmSZZzRVl3A5jk8L3K5kmWMy5JRUXAxDLngugrOlXAMU2UsFIKCWRU8VwgSX3Kh49secKpMdGbDUuY9XirxO2p7qjiLI2yumyqukttQTcB6xYpCkugQzOFBSmauM1bW0K2diJ2zbVsEZXSQ4DiC8UFqm5zvnG3T341sYnuroxrMDscJjivY3lE5EkZxi9qeDcs026wVtxL2YgBa6IXblu3Va5JHs8cOmMttwJ7XAFoqoTN6u6dzVAoTPlWxpjc1JLfjL/mtNIHVyKICL8fJbYB50Kpxj16/8TqLHgrkcqWuvksUBYef/Wnsf/VXkJ/dnTti/DEfzoN/+dvsfPN3UeYZ+Kqfl8qPqEJwJqWhYf06sglews71U17+6Xzyy192ZJ71ocz1muBaryxmrtmkP9pjrGVV2W2RCszGQiylqMF/dq1S1L16iwFdL3eey/UKsTxdJRAOZzyPQkrbDmBaiagwlSXvCXyeHUbco4tkGU/asCg45Xlc0A+Tw7JkXBRczXPeFseMChXa6aEqIF8IAlW0RCovVtCK2JMqj67rONwsCm7kucrTEqq1zQXfJ9aGx0grmXuVY7oVwyMoj9qFIOB5acrb4pirwUA3GS/4/dHIMhYUk+6PIs54Pm9PEms4fZ5ul2A8kbH+1xQrA/AqSueFIKAVeUxGU/K0ZDJKj7DI893G4legwu3jcc5klNpcPBUtoqJNJsNZERaVn2dSD+YZNGBKeU0y2JviuILd8x36uy1c37HhoFX+9M9ECEdYg2K7Nwu5DKL5EM06exL9u6qyZxV36uGV1VDIJuYYRTuXkpGUNmQWTsab47LmOJw5LmOUMjKThUqdFsOQm1/9FeRnz8ztm3zMR/Cuv/xtTn3zd0GeI33PzqFE4AqJA0u5YlfK2rXrTPmUl386n/ryT69V+pxnwjKe1DlRXaEXsaTKkRKUR28FR26FIYu+V4tEsvHcGbnjlTtPYPPeqk279/KcYak8Ys9vtbigvXKmz5uxQpoHZ1cI+rkgHmeAIOpEjCNl0Rrp/SZ8ZaRDTy4EAVlcsHd5bAHTaXv4kSDJCs60fbqhy6gomEppw2VMrzhXCE5pJW5QFDwQx/ZaprdPtfKn8b69uN3mnO9zNcvYy3Ou5jmDPLeL9lXtDTQeSdMbyDxUmLAYwBaEOeW6hKYHkS7Ssut5bONwoPPfqg2+8dFWxvnctajj40euLdxyuB9zuJ8wGhjFLbcVyEzFMFUJTeXzDTVYw7ZHu6fCcdo9n52zbVpdn0JbWNu6LUGe6pDMMCEIXbZ2ojkvYacX4PSFLXqiQl1mYZZmu3BnC43nOlahQ2KrV6rv2+IwgmpugznW5FHWpSlE5cg+qXo3UfmeLju3aV6LehI1hs0smUfTNZpguwy0TdsWKXX149ZZ+iUS2Yp4dEmBkPzsrt3vyKNWyHlYLQusPDqj+QcIObe9/kBhvhLzYZzLpQ52dd7RmM1ZeI06o6xAtirznj0VmmPnKmaAtqE9lTmHQqjvkv49bMpZLxdPYL1uRim6mmW8PUmIpeR5UcTFMLQK1POiyDJqWBQUUtL3PORQ5QIHUYDsurwtjhnk+VyEyaAoGOQ5hKFdfz3f0YY3nyRL6UceLR2uGZclzwpD+q6rQj0dxxbkGhUFl3TeuVfj0kjn7F3NMh3R0qKQ8HCack2zqcqk0WTCQPex84XgnsBnN1dRLiYXvcqjbddVeemaRec8j2yYc3iQqLB/rcg1sQig3QsQrkAWktEgYbAXMxwkDG8mtnqm5zv0diIb2m+qO+9fm1hvnee7tHs+u3d3aHV9Mu1hizoe8VhxcXSQEHU8+r2AaEcpa038MT1VTd628cxlqM8pqrGnKZeuLnXuAEu508gcvc8TglCoPnfVcE9zTH2sprkYWZc1x+XMugbD+vtlSt3cvlaL66/65tr+ynzO7nK9gTES47mbrb6LlMomkdSjMuYJtEixOwlPVrJEX7oAxBocEcIwpHLfCxii3mvlpMKPtRQ8uamWaeSOV+5cIbgnCOgXhQKPtjYCtIQDngp1uagVOphViZLDHDnJEEmB4zvsZyWjgVrw77rg4gUuoQ5DOeN53NChLK4+PxRKGTQNT72JSzzJaffUdUyM/dleQDdyOaNDX8yXuZpDASrfgHx+Ce06DjnqYarvuhb6F3yfQVGoZPgsw/QsvZErJdHk9V3VYT/GC2nCNQbaw3i/zqnY9TzbsLzrOCTjnHSUMTBhKlp5tXlxWvkyCd0jXQTGF0J53lLl4TvcT3j00ojB9anKO0hy8lRZQmNfvZ9Ocm5endiKmY4j6G2HdPuzMuCe79g+c2lS0D8TsbUTkujeR44rVEGWgwQxFLZ89M7Zls2xM55Eo/xlqAeJKsAWWT2beuvUpZqwbs6DShWzhuOhuW+P+Z7mUuIyq3RncjXnvGUrrKPVuVSvu3D/mh62VbBdS7lbtk9KHTY56/Nj5KReoupZBfNhKU7tuKrFdFHeWxWmTXOqKnbm9qogXmQ5pbavPnI97Ka6x8DTXMs8alTPtY8Nclagpem61RwN5ZmUCKEqDE/L0j5ZHDu85mkmToVTxhB5VSs0xjh5MQi4qI2TxlOVHKQ4k5wyKxn7js3d6p+JON3p2CgL09jb5p7rAl83dDsaUF6r7nahW8Koptj3boc2D/0t0ymgmoabnL2bQjDUkR9GqjmDZu4XfJ/7I9Va5uE05ZE0JZYSV8wzyXjl+q7LjbzgwSSxn0XkONbwWuVRR6oWNeNk1rfO8x2caMaiqKNaBWRI62mkRHFMGxT3r03YuzzmcD+Z49B0mDIdpraQlwnN3DnbZmsnnMu17vQC0kApdLvnO5SlJMtKGyY60X1Xo7avqkifiaz3sOqlM8ZEIcRcnnW9kfM67GnijlXWGo6Fo8ypPmib6qy5lLboziLeGGV8WW/TI/NdocTVXy+qqFx/vWibCZGsr7bLVqzj8qVu2GviSsm8UtlkD6vOsokpJ+XJIpY0RYqYPYYjktUcEdI0J5dHxjXnGl9hSQkC61w5Dj+U524TlglPA+UuEKohrPFqnHJcRo563XVdIunYD8HkDRgL6hQFvJvXpzaUoigknh/gBQ43dNI3zHIkzOK37bq0HAfXd+nvRhY6eao8S9V+cWUhafcCWyHNA67nue1PZ/IKPCEgjhmXparsqZu8GuXUNH7N9Dbz3/M10Pd0iM5AexUvBoH17J3TuRaX9AOFgac57pzvK4iOcoZZamHU7gVzpaCjtscUtehfLwvIC5sz4meSg4OY0SC1gFThnLntodfuBnYso5hNh5nNdTMevajj0d0OCSLVhsHXlllj/TQ9iQALzzQu2L82wdVtGsx+pdB59j6qYnIMqonk5kHGVHEy4IpXLEBzcJXzuRCmRqpfWdGbKoPVF7lqmWBrCKg8UK/qmQerFah13y8Kh1lXMWyaz6rzR05MkeS40a0vZU1W1CooV9kD67diQiDryhGVbbLhPLN/kXW1PuY62Ksre2qMeUWvOufZHNS7suE6TRbhMsmZOrH1KFcVvCNexI1YMZwalSV9bUAzSlg11NGEZ3YdBx/BtJA2VBCYi0AY6FBMUI3RI8chlsrbb8dve3h+2xbGyrMSp1R/J9NAu90L2HZd7gmCuZBLT3POrFlVLpmKn8bYaMJGt12Xc57Hs8PwCJOeFYWc93wuZZmNJhmVJaM0tSGXJpz0nO/TyiEdFYyywla4jNpiltfW8UgcpRTdKEvIdSsjx0FMCvb2Y131WFV9NmkFTRwCGA8V94LIVYVR+oFV0tK4IKxUuFTFu1S1ZsPKPCs53Fe5/1s70hp569WVjeRgeQ6L2bNuX7k6d0xE0jrMqV/DBdC88RbwptHj1jCv+utV+1dFghyXMSMxpYhz3MhvXEtvNZz8yLrJybmyiCkn4Ul1Hovme1TlnVcq1+VINepjbvwaQwRQJoViSMVgvTRZvTb5jedOyR2v3BVZidhPOd0L8COXeJwThoL7dZjJg2lqf+hd1+WU4zK4PrUKWJ6VqprVKGN4kNLbDqxnxytL6w18VlniCngkzXjLdGrbLTy/1aLTVqA463kMb8SMDlLytLQL+mSkcsfaPQWuB/V8eo5DR4e/GMVxoD13xoJrtpmHAJNzAUrhvKAriZnzuo5D3/MIHcFzo4gP9jzeouEK6Bw/5WUzoS7brktPOOR5qauLeQgNoUFRkEnVqD2XJXES22t3HIee6+Jn6sFhpD11w0GCLKUC43aIcFR4y2SYIVxh8+RMVbN4krN7vkO3H9g2Cp7v0NVwVT2LXJvL1+4F9gGnqxuqH+ik9aitG8d2g7kQHc93cEIxV9DFSL0ASrWJeD0ufFkIQdVauaikc7EsRLNyflXRM2NVvbxH6vQDifbqrRq/vn3R+5Pkz62jzK11bf3+V9w382mPtLnrnnM4oXvEg7dMTJWxsoLvRtitwfb6MabktZGS+Ty2KtyrMm/FVHNUx1ftns2KVnWMpgeKOfg2jFnNCTTHGFtB0zXNdY3FtkwyHn3kGr/r/4VSHABPr1vTstyodkukzErcQcY9/RAkyEL1Kn1hq8WDrsuoVI2mTYGRA80owCpl42GG7zvsnG3ryAOs1+3ZofKaPZJm/Nl0QixVRcz7+2p97Lou/rRksDdtZNPuTkTh+3a9Mjnf29oQOigKemXJxTC0Hp1RURA6jkp50BzyhGotBMxaHWgm9RyXF3c6PL8s+bskYVyWXNBK5FQrexd8n67jKB5R6jY0vs0/29NhneOyJM9Tcv2ZGRa5SUlZqAiO0UHKZJhappg+paNBeoRDk2FKMs45rfPq/MijpZW5rZ3IPi8YprQT345rmpEPrk/xAse2RKi2Wajyx3HE3G/NMKfOnqqYbcfhjmHIKuYsy9OuGxSrczbXXDRu0/amfety5jiMqR7zRu8v6D7S5uw953BCDyGae7odR6psMbJszW6S4zClXHBOlSfVNjlzaQE1OKxiydz4LOeIvZ6Yj3SpimFIiUQmGdceucbv+X9h84PN7389ZUVulDstd7xyBzC4rh7sTS+Yvuvx96I27ypU1ccrOv7/wSQhFIJu6DEapLafDGArUpWmvP/1Kb3I5fx2i13dR+7tScBbplMeTBL+fDLhWpbZyl4GTPfvROxEHqNKXkBZSCaF8t1s7ajcir72wiVS0tL5EqYHkilPfa6iyAE21LIa0jktS8b6HowCeNpTQC6Ajg7lfCCO2ctz+p7HBR1yAdjE9kJKXEdwkBe2gpt54EgqoT5mnqccFylgPEgYDlVoqsl5MN5KpZx5Fn4mr86EcxrPnmkg3u75Nr/BgDEIPdXctvL3BaxV1Hjyoo5HvJNbAKtkdedoXoOK1FUFUmrfo1xK651rUuSalLCq1MNV6mDKQVlBF8iq0s/mO2ClAtxMShVCLI82SG8a5ziAXXX+qpDPpvMb59BwzN+4V3id/L+89NIL6ZYRy/xD9bNFbfvR0Zv/Futgv15iev68o6/M0XULa91DN4/Rk8jReS0+6qgs/gwlIyfmN72/4B3uVTypWs6YMG/PdW3+3kaaZf/alDQpdCihz7OjgAudgI7rciPPuap50nUctkNPhQ/GhWoT48yUkbJU1YqDQvLcvjJintVRHG+eTLiUpvzxeGy9Ztuuy3mda37mfIdD7dGqsslxBOdOR7Oeq5oBLUcVgjE5gk1cAvVbrhopjUfRKHamj2wuJfdoRfBtOlTzYhDM8cisca4juJHNVpRqL9DQcWwF7Ltc9ZgzOpixyBTMyrOCIPTY2gkpy4B2V6VNxON8jkNB5NoWPIpjs8qaUVvdr2mMXi28BUpx6++qlgh5qhTSqO0d4c8UCQ54HH0KXoc9J+ZOxTh4ZB2vHde0Ti8zKCLlEWPkcaI/1Jybj62/Xxbquezcv/Wu8LPy9/nISy+gU0ZWMYP59Xl+rZ6XW2XL7WHKfKCmqPGk0bh4YpaIhlfLjpqJXLBfIhk7MW/0/oKHvGt46BBvMestvUqkZBOWqeWOV+5c1yHqeAz2phUFwKO7HfDMC13rGbuqK1eGacrFdsDu3R0Ge1MO92ObT+aHLh0d7mcahmaoylGm+qbJBzBJ62+ZTol0PoUpcPLCdpstN2IynIUnloXUVSJjPN/hbOSxG3oMNcxMyKh5bRZ6E/5pJNcWWVMFtOU4yqvGrOhHSyjlzcDYtHkAVWgG0wpBqGIxD1TaSJhFuqurakYa5saC13ddwlSytz8GsJXHHEcpXm3dOgGw4ZOxn+mwSdcqbyZksiwj2/i1+p/jCpsQD9CVM8W7KlWAljtSJ9k7NjfQiOlDNyxUxbh6tb9q6WiT1+aZz0NvX1ScpCpNCt3c9gWepyYwVbc1laauWlQNuAsp5/InmoC7CrCL5rPwPo9xnp3DEiW3/rn+nXeFv+OKfe8KVbG2KTdyWpbWAm6KfiwKa1orvGfBw87cf3pOTY2Cq+eYPN3qPa5T9nvtZPPK8U2vm96vHKvy2jabLVUIWT0/6KkiQogI+G0gRN3iz0gpv652zDbw/wHP0Md8h5TyR/W+PvDDwPNRzzKfL6X8/WXXNF6jvctjq0wEoerb+e7dSOWcCWFbATyrHXLXhS771yYc7quwxHbXt+HqhnPCFcSFtOkDF4KA057HgW6Qfj3POOP53NBFtl7YbnN+J8JxkyNsKsspYejxrE7AAbO+saZ9QpVLxrhoxBgZ3bJUv01mCoux0ANcSlPrnbyg0wb28tx6Ck2YphHzvTc5hOY4Y2jsFYL9vQllKS2LTLGsbjuwBkGjoKnWOy5RhzkObe2E1kBpqjibtASTV276z5nQTiPmeiY0s4k/GdKuT4bnuVRhjq4xkhjlleOzZxl36qxrOqcqi9bmJg9edZx1WPNYcGad+3ibd4W3eTOGLMphNGGsc1EyHI8tJ+FKnSlVTphnu+rna34Dy3hyqyxZxJHbwRBfh4YfvxDXxnNn5I5X7nBUGfyykOyNxxwOE4IoZzpWpYz7uy3ObLXw4pirqIeSa1nG2He5eF+PIHQ53E9s6J/xGDmOgwgd1atOqjyGC77Ps8IQX+cSGGVuVBSMy5JEQ6njujw7DOmfaalmp1rJq+Z85alyQ+/6ro3JNj/YXc9jKqUtDFPoH7PpTWdKVxvr6BwAdW7gSPf4s4AVqtLZQMN0wNEfbB2gJvdjm1l/Oy+QDK5POdxPSHRfuTDSpZ1D5S3b2lFJ5G4w8xA6jioHbZSvKnC3dlRIkbGiVhPQhxULsOMI/Ej1BjJiEuhdoexYob7nsZQ2Tw0AiVV+zOfZVN3SzLeaJ2f+BtXPuv7abqu/rzzo12HR1CKhLtmChbl+rnlQMHNoUjCaCqAsuv7K92seu45CfBwxil3fdVWPL+HYxOypLJXnWc4bZKpzMp9bFd6LPvtF2815kRD2YcD8dnL9u41ptpo3AXcZ/E/ynVk2zrJzGqvr1c6tAqXeMLkh4vnJKgnwEinlSAjhA78rhPglKeUfVI75YuCtUspPEEKcAf5GCPGTUsoUeBXwy1LKTxNCBEB71QWFI9g52ybPSvYuj5UiEapeaTtnWzx7t0XkODwQx7iaUUngce8zt/B8h8P9hDwrbMi6KSRyRefAeTU+XUpTy6dYqp6rOToMKoo4t4RNaVzQ8x27fkcVJW9YqbRsWgx19Xe/kKq5eVL73lfz1avRJ13HIdfVm6/WQhFNHrepUL3reZz1fU65LiKTpNMCL4DDQcz+tekRFtmWN5VCKzIpdQVMHUKqvXK2DYFmjpGyVDlyQ1mCVPcrXEHgzBgkhfIoqqqCEAaq+mcC5LI88ntNpKTQzerrFS7NmjQty2OzZxl3TG5TXZatBfXH50XrTnU9OwlrTsqZx4oxplWIaWdlelFW2TKosOV2cgVmTGnp35StfsusfVV1nGWKdf16x2VJk2FglXK4iiEmntMU4oGjKSzLRMpNKwQjd7xyJws5s7S5Qof+ufTPREyGGVs7IYOi4LTncdrz2BUuhaNKM1/NMnbPtggil/1rUwu5spSkiQrxu9DxCYXADwJOOarRaFlIwl6Lq1lmPYImafx6nttGtYVUhU92t3w6QlBMVIhNtQy/cIVtCgtwr+dzr+dzs1SVME2/va7jkLkuPQ3TqpXvep4z1iWtAdvuYFAUygNX+UFW35ttJpzGfFn62rPX13ka+wcT2/fHKl6u6tnj+S5bO+EcKE2PHhNG02urcEtAl/H25pS/RP+mEyRe6Oim3Q6PFrlVxIwiWzUEGoWmkJKpmCWOV5U2W7Jdiw1ZZDGYYD65neqxDd/BdRSjWEqi2rbjeGOMGHjUQxjMPZv7M5a+ddsUHAeyq45fBttl+R1mnGXWvKjywNfV+UDm2j7ag1nJPWyCn/kMDTxBFdapW0fn5qX/9ah9F7SCY0JMAGuJr4Ow/jer/g6XQbNueZ27n1XH17Yt+2xXHeMJMbuehnNTGfYnu0gpJTDSb339X/3Dl0BPqCTPLrAP5EKILeBDgc/VY6VAygqRupiGUSQO9+O5glEZklAI3rPV4i5XRYxczXMeLXLO3NtVBVT2YssnU7r/fE+1S7gAlk8Az9tS3kAT6vlgkti2BpHj8GCaWjZtOw7TQ93zTXPJ8x37geSoiJXzNS7ZSoqaScZ4CLBXFKogmP7OdxzHVpu2PJMzo+MiHploka7rcperInQmOvTSiGFREHo2b7vdCwhClTqQSRUmeip06W6r6pdpnNvepsIVet1U45nfoifUg3VRzh5E65KX88W4YJ4/1QewuVxumg1wuV5P1mHPqjXb9FE0qQDH4Y2LUvCqeef1Nd7keBulY52CW/X3x+HM7WDMMr6YSKVtz6XnzD83zbGl4W9WHde0JIH1uFJdow1ToKYwcnRdbuJJdU6L7r96vP0ONh5dYUL9/aLfwyrOVLdXlLrj8GPTxFzJHa/cZUmhGok6s14yRlR4pUfXcW2C9dVCsrUTckY312Ybwu2AfiHZvza11bU831Glo7OALd/lcH/KQ3qfyfHa7gbs9iLeFsfs6dCVaVnyYJraZuam19yFIOCeyLPKjyn7n+gfmKngmcYFaZyz3QvoRpHtI1T9kQk5C3MBuNf32ROC3PQ7knJeAdTHuszCDiJtmTLwNIuRsfRd8H1kUjKoVBwz+Qvd7cB+PoCFqbEoA7Y5ugf0Ax/pq2s58UypzeWsWby5N8B6Gm0SuU62dYVq7G1gMhd6ArYoivms4rJkRPNCZ3vGme+RBvKyCpnLFLI6eJoqlNWBVH0oWBamCDPY1pWFHGy4SDUnZSrLx8xq2vS+ej/QEDa04tzqvmWWRpMHOipLIv0gWS3VnUnlPWh6cKqOZcqOz4XiLvn7Vu/DfN8Guqx7pMcz353q99CMb+Zd/V7Yh64ln4m5ljmuSalvEvNdrnoA/JoCuQgOTVbdute4/lAC88UFnuwihHCBPwHuB75PSvmHtUO+F/h54DLQA/6xlLIUQrwbcB34USHEC/QYXy6lHDdc458D/xzg7vPbHO7HllNgFCmVp+wj2EqU0nc5K9naCTntqK5RcU9ar9/hfqIMbanKu0uTnFbbZ3SQ8JA2wKlweJ97+iGdUHm1B3nOsCy5oitVVtl0MQg42/Hs2h1Pcjzf4Xqeq0bqQKFb2xguqWbl+ZyxxJeQaw/dPb7PDaGUpshxOOW6jCsPunnlt+ALgacfiKuRI1Vl75zvc3hjVonZVJ40ESOGRSYVwFarlpKbOrc9chy8tjt7aK5waKiPAWUQHGv2VPubmt9UnUGL1qt6X9K6rMueRYpBfVt1fcmktN63JqVoHebUr13lTVKWc4bEDLk05HKpgrdge9P7W2VME1/s+oZa01X1cvXpVdlSbwvRNNe6Ir6MK3nl3zpTYikZaS9eXfnJWc2TRfd+XJaclCOLlOi5z14sjmZZKHLjuTNyxyt3aVpw9V1DWzXRcRyltAFe4JDGOY8+PGKwN2VwPcYLVPJzEKkkaxMa2NVVxSajjHicK1hM1DXKQlZKUc/K8TuuwC1VnsO08gUdFQW5lDZkM9ftFxINyndlKZGrfrgHWc6263I9z5XSFTp4haroqYqD+NzfCW1PJLeEOFZexX6kqqx1XZdYSrb1D8VFLUqDPLchNJ4QdBzHhpCd9jzO6P52XcdBSJjqvICOFKSTwlpJ1X07lQRzz/brMZAtCwn+LBzDhNSYHBIT1mOAOipLBQkNB7PQzHnpmFnTTJEX8+BeXZiOhCiy2NVfB2jTglzNv6svPquAaJadpvYEbgNQC5hZsGpjuZXX5nOqKgw2B0DKRtCuUqKaXsNiSC4Drb2fBdBeNdaqOZr3uZTEwEFDk95lCl19TrmUUPseLTt+2TixNmLAvLeu+j0EbEiwDUdZeuWZeJUHtmXhWk33Xf2MTNW8puv7dRCv+O7UPY25vNX6c4+vSCkL4IU6f+5/CiGeL6V8S+WQjwXeDLwEeBbwa0KI30EtDy8CvlRK+YdCiFcBXwX8h4Zr/CDwgwDPvf+cvPbwSDW1rrTJMa/3rozZuzzmxrUprisso3bOtuhGLqUL/TOqZ2c8zm0ECWArNYIqu+8Fs8JTZ3SRLmNsM2tIlU2qzykclAWDoqATOlzJUhv+n0lJz1f50oZLrbbPxXbAVf0wWqQqf68TuSSOKp/fdV22K16LfqkqbJp5mJwhY2A0rX2qPALwM8nwRsxgb1Y4LWqr+1SFU/x5Fuk+eKYxeMtxSIrCNmLf9TzCGoeqiqf1aOi/o/GajLSCuIxB5l7N88Ay/tR/tzbXTh97HPYs4o53QuaY0NqqEbXOG/N51ZXQuixUhhqOaTruOF664zCm6diRVIbDPZpTH1Yp6jDz1i287ortuZTkRcGI28+TZSxZ9tmtw5FlDGlS9o77PAAqnGKTc6fkjlfuZKn69RzsJyS6mpWqwqialA6ux+xdGfPopRGH+wme71AUkrMXuoCCahoXFqae7xKEmR4zZvJwasNggtC1Sk27FzB0Je/MVFPysc5x8xzViDWXkitZZqug5VLaypQmly4SMy9XJiU9bb18ZjuwuRBprKqane/5TJGUmdQ9ixTcO5HLWEg7h4EOhwEVXlkXk8x+r+9z1vGYHKbc0J65dleFT17dm9pqnyZ3wSTfV/PdjLcO1N9AlZ12CTueDcnxdIhJLgRRqXo8xVIeUeymUoV5hHK+b5srBFN9PyP9ublCkFQsqsuA2SRVEK9KQDZiLKEnVUoAqOU+VB8imuL0qxAYaIOBWdxNSEwVOrmUc4pddUFdZfW9HeEwq8ZZNI919jeFLTbN8bjhgcc5ftnD1aoeiFVZJ7fAJp6LWUNh9G9jlQJblabPqBruU51TNfQsowbrNf6OTyXlzoiUciCE+E3gpUBVufs84Ft0COcDQoh3As8DHgIuVTx9P4NS7pZfp4TxQcrNa1MV8u8I4rHqAToZZQyuT7n6riH715TyVBSS8/f1KAvJ1XcN8QKHrVORCuUMXSajjNEg5dFLKrrURpS0lSerux1yJc8YxBnDSo7bRV2p0hQyMWwyRsAbeW651NHRJC0hOCgK7u+ETIapKkoS5wTAubYqrJJkhWVS1PHAEUeYZEIwjbLkCWErRZt+q+NBwg1dydO0Hbh+bWp5GLV9nTZRzLW1MUVmTGGVNM6V4daflVk3CknXcYiaOCSbjT2uEPb7X2eQ5U/ltwnH489J2LNqPTTvqzlg1fNWMSfWETWLeNNkRGwy+jTNbREjTsqZ4zDmJHw5CVvWPXYRUzLWzx1cddztYEmdI7PQ5ZMxZF1+bWSx3PHKnRCwf23Co5dGlIUKX3FcweD6lKjtEU9y9q9NGA1SDvdj2j2f8UHCvg7hzLOC0UCV6O/2A9rdWYn9VsdnMkxtmErU8azyODpI6O5G1gN2KctUqwUdgnI1y1RybiX/zTaYdV0u+L5NGvdgth+VpK0gVuJohSCe5LiuIE1LvMChLIT1UHYi1YrhZlHQ1da0CK34gK3OZVo2dLWV1FhDB9en9h7bPV+1cNDWz3YvUBUwdSUw0wi2ClYpoLXlU6Rqu+nhdLViDR3oh4emPjzTykITG09j7e+8aLH0Kgoa0LhYNcGt6fiq8lS3DTVZ7pZZourvc4CapbcOxbrUk6erYT7Vdgd1pa567XXAd5LiKKuUunWvvWz7qmOWWYJXST1PZt3jq3KSxP3jKmUJ2EiA2yXrjFX3Mh8BdYM8VXitC6RkWrFrAR8FfGvtsIeAjwR+RwhxFngu8A4p5Z4Q4mEhxHOllH+jj3nr6mvCo5dGPHppRBC6nDrXRhbSeqP2rowto/zIpX2QsH9NhfCPhymFXntNSLwJ7/RDl/FBOsenNFF93qKexwWtoD2gc+5MSwNT6MSyKUls4RJTWTkSyrN1syiIUN+bKpfKQuIkJYn2IAaRp8JFx6rqpKkqbTwZfc07wyRPqArRhkvjQcLgesz+tclca514ktu8+m5f5dKp6ssFeVrOlbMRrrAsAmghyLVBNZdSFejKskYOZYZB1TW+8jdsXF+kXOhts2Ms4E/13+Owp4lh9df1fN76XJqYM8dCKrmDNd5MZak/u6P3u+i13Va7XtPrRZw5KWNOwpeTrrfH4crtYMpx7s2wZN3z1hmz/j2qvj8SqbTiM1knTFiFZW5y7uBpoNwVueTRSyP2r02I2j6TUUo8VsvAZJgRdTxtEdXA0NUxd84mTIYpfuSRxTlh2yOIXQumNC6YjjMb+pImhfZOZfihy5m7O2yVcJergOaJmfIE6nVfN6e9mmWMSlPgQkkupQoPSZUSZWKrAS5lGRe2fBJ9HybExjRSNXAzXjNQHrme43DgOOwKVSyi47qc0snuBrCR43DO80h0aE+elUxGmW0J4biC/m6LnbNttnZC23vOJNmnSUE8zvTnq+oImLYFQ1eCC56Q5MXMs2YW5Utpyk3XpWUAwywZu1rud5XSZMdtAIIBYzWk0Sy0y6yK9fObwGMhy3xhjSPjNW2TklH13gyEzfENDxSxXN9TV51fff7HmeOi98sW3nXGWnjusnHl8kIj68qyuTfBeB3ILINwkwFg5d/jCdCMmv7eyx7+jGV20b0/RXQ7gPPAj+u8Owd4nZTyF4QQXwggpfyvwCuBHxNC/CWqEOJXSin39PlfCvykrpT5DpSXb6kYTplCKsP92PKkfyZicD3m0UsjJsMUxxWMD1JGA9WE29FVGtu9gMMiset+muRIXdyqyidT4v+U45JnJdKfFSEyrYEME6psqioD93o+aVLQDVyb3301zznX8ygmapWs9jS1LWx03p7jCiIxKy5hwi27FUbaCBPXpZXDoTYcxpOcwd7Ujrtztm15ZJuRh67tk1rqqp+AbbUzdPXaURa2cIv5vl/NlDeziUNx7XMwsopBJ+VP9fxF7FllsLPHNoyby/kKt3PKaIVB5nzDwmpxrlW8OS5rTmpAPDLubVBQ1uVL/R5WMeIkXFmHKesUTVm173bLMqPtIs/eSSuaSjZhmUbueOUuTQoefuAAUN6uG9emDHV+3HiU0d+NLDAct0WWluxfm1AWkiTO6W2H7JxVpr+9y2MF335Iq+uTJcqrNzpILLjaPZ9Wx7cevMkwJQg9dnse5z0VMjIWylNVzS2AWclkI7mUhMBokNDvzCpKHqCg2297treQB4Qdzy6wOOC5KjdBCsh17t05/aMxrRP6nqesl1mJFzk2j2G+T48C8zSbee+6/YDudkjU8Sgc9aMaypKpJ+nthIQlVokOIlf1oyvmm9DWK37lqLAfTyufVYugqexVzQcw59l5VhYKtwbD+nHVsJNCqjzEdXIWlilI5h5gFoa3LGkY5svFmwVtUeW1I3OqKJNNkFXHLPbWrevJWmW1PG6p6dsJlqUAW3LeWlbAExx/3Ht/IpS2W5FbUUKfKll3Usq/AN6nYft/rby+DHzMgvPfDLz4ONdMk4LL7zxUSkm75NGHxxzejGl3fSbDtjKcxTlSBpSlw/61iT4vp7sdcu6+Hkmcc+2SYtv2jsoRP9hPGB8kOI7qq9bZDpQC5AjiSc5kmNI/0+JiEOCWUDgqX7XOpmoIXi4lUkAa57ipwxldiXosVK6e4dJUSjxf2PL/UyRRoJgEqvqxMSaCqtTc0ZEtbgmldJG+WqsdZkwyrM2ykshXrXW62wHtXoAfufZaQ6ekteWzJRybGx5Equ2BUdSM99F8b01xiiqHqvljVSULeZQD6zCoatC0hVhYUvyoYYxF7Gl6yK8fX79OtdjTKjFGRHPeKt4chzWrvGrHXbPXkZOuZ7eLLbfTUNj0fp1zHm95TJVOuelzZ+SOV+6KvKTd7ZPGMYf7MWlS0Nk6RVkUDK4PkYVkdJBQ5IJWJyKJY4RUIR697ZCtHVWO+ua1KXtXlHIXtX12727T3Q7Js8Lmnpn+bKoRasFokGhLqX5o73gWgEMNzl3Ps/HrV7PMKjMmLMZ8UavN1Fttn37HVwDW92nL4Vbu3UDJVAgcFYX1Kpmedx7YEJbRQTJnaTV5DVs7oQ25NIBVYZgFeebg68ItIx06ekNXAvVaCtj7ZQl5aRcpk1+RS2mLoxhlyIYWGoV3jQpU5v6b4Nl0Xt0iV1f2msZfNpZ9XdlWr4BZrVJmxHwe9ST3pjEbK05Vjl9kOW38t2GsRfe8zvbHW05iSX0sZV0r40k/vyfL516X487ryXkXTw4p8pLO1ikmw0MO92OyFPveeKnGhzndflcxQQqbO9ffbVEWkivvPGTvypg8LTl1rs2Z8x1kodZ205/VD2Y556oxuWQ0SIg6PoXu2zqqsWlQFGTZrLxCJATSFmvJrHGz3Qs4t4RL1by2OpNMrzwTjlkUyjBqCsNMdb6cCb1Mk4JcF4kBxbA8VVWscweGurdsI4v0s18uVbRELlU4ZiFroe3lrJL0tCzn8tqaGLCMQU38qb5exZ9V3rmqVw3mOVOvfNnU4Hwd5jTl/9VDMBvneuSujt7futvXlXXPXyc38cjYJ57V+rIOU07yGT3ZWPJYzGcTlqnkjlfukBCEEUEYMToYsH26h+f7xJMJSIfJyKHXP0sQRaRxTDyZ4HrC5pDtXZkQ7Cc2FDOe5AwPVIjHZJghXEHUUXH/KqzGw488JsPA5qNFbV+FgshZRbIzOndhqPNlrJW0LBkWBQ8kCXt5rsJVtlzOexH71yYq361QRVN60Sy4w3EFhWCuKqLJ04Plza4znew+GSpQx+PcFokxYTS5zlFwHMFkmHH5nYe0ez793Rbd7ZBOxyPyPFUMpmLtNcVhzLVAA143ajXeOaPweUI3adVKbcF8OOaihbgOzKZj6tuarJvrFBhpAmF1e9ULZ6QJqE1jNO5fMFfz70k8dcdZVJuOvd1W1NvqzbttIzXLY5lL91SV2xEe+7QWzSnHcUjimP7uFmVZ4PkB01FBu7fFufu2yLOUw/19xShXkMYFVx8a0ur5VpFTDc1Lq4AZdhk+RR3f8kmF1gdIX3BTs6mrwySnlZzonusyLArVKkFKrnoeux2P3e2AbD+xXsA8K+jpCtOgvGxTpC1OUlXo5pjE7HcrJLZAl4mMMQbTKo8cV30Gg70p8SRTiu4ZVVTmTOBBhT1VFlXXUqPUAZaZcxUDKxyqGiWrchIGLePPSdmzqAJ0U2XmkzKnqtytCvmvG1jXkZOy5qSewSZZtpY9lmy5lebq68qTeZ2+HXOTcuO5M3LHK3d+FNI/c4ayKOn2+0TtDnmWEkQtutt92r0eAHmW4fk+juswuH5dtUbYU43L+7stZS2MlZfOxO9vxyH9My06uyH9XYc0Lmj3fKvQAbYoSzwRRG3VeNWUdU7GOa2WLmaiq4SZcM1c6nLUGraDouDi2RZ+pnIohCtsg/Ypqg/PODsKzlO6Kbn1lGlAmdwKWchZTyR9f+rhQBVNcRxB1PGJOp5NyDchPXmmFD6lCPpEHZ/zoaraGesKZJ4QXM9zDorC5nUYOdD3aRQ8pDxSahmawWFkmcLisXwxzqW0uXGrcp9WKXRUPvN6CXpzzqLk+2UwN68XPSxUlbr6sSdR6pY9YMCK0NWm+1h6tZPJ7YDAun2cnmh5soK4Lqu+NxtZLoZTeZbhOK41NgZhRNTpEIQReZaRZz6O47J/7aotLlIWkt27O7i+ow2QmS2m1T/Tor/bor/rkmUlrbani47MVqN4kqmQRiFs0ZRiUkCFTYCtbGwqHe/lObuex8V+wK5uFVTn0vU8s71Kze+tJVRrgzqTDB9y3TPP9OkbHaTE48zyyI88yyOTXz4ZZnNtd9q9gLvaHpmrokPmWJSr9kImp85Eh4Ba3+IFHDLHNskiRWYZg07Cn3XYsw53bpU5TdEhJ1Hqlh2zrEfn7ZLHYr16PNhy0nk/mdfn28IQuelzZ+SOV+5c1yNqd7RXTillWzun6e/eRVkW5FlGlqrtaVHY7vbDmxndfh/Xg6sP3aR7EKim4nGBLCUMEjpdlVvn6mapKoTT0wqRV+n75lsLZtd16UjBwfUp3e2Qw7LkQhDgCaEqdul5V+P8R2WJVxTs5TmegLiQ5PnsBzAq55u/mpCabdfljOchpFqQTc8hk0chCxWSE09yDvcTZQEd5yoJXRdkcVzlxTQ5DY6j+gQNBwmu7rNXPS7TvfBMmKb5ocb6fdd1Z6WuzdzlzNtoKoRCDRysBt+R7et8QWoFTFaNUb/WwspdDaA7TmGRZZbfjOo1K+OvYTm9FeAeF7a3Ukhl2bFPFKBO+lBxK/N9KilMGwXv5GI4FU/G5FlGEEV0t/vsnD1HnqXkOiyyLAv78DIcZLR7W0iperkGkWrWXRSSJC5sbp1whQqvj1zdzsf0f1OtfUzetCcF5z2fw/2YIPKYliUXwxBPCK7qCpLVHLVcql6pe45D5rqqZUA+U34Ml0zLm77r0te9U1uIRiYVqao0PRqk7F+bMDxISSaq+brhjO87czxKE1XcLNRtiExBGSkgLmdRLLlUERWjiodyzounG5Wb7/EiDjXJugyqN5Zexp9V62cTe26FO+sw57hK3UnWglvlzK2uP4/3+vV4eOyMPBXW51uZo2RTUMXIHa/c1eVw/wZpHNM/cwaAeDy22/cuX8YPBVlaELbaTIaHADYM0nEE2zuRLcLiuILRgeqvE48z1bTcd+n0fPq0ABXGqHLYXPKswPNdDpOcyVD13Ntp+1CC9FXlsG4QsKebixurn1GWHkySuRLGML+wRRqSplx1RwqyWH3R/UgpVac9z/YOElKVp1ZeOFMZM7UVQUtH4oSOfQgwxVRMLh5w5AGh2gzXhFuOKkpqNeylCk/b8FQ/CNgQkMr9raN01HupVLfD4mIlTTkPyxS5+rj14xdVJjty3TUVmKyWsbQsr27da68jx/XU2evW3x9XMX8cAPRU8d49FYBclafafJ9skmcZ+9eu0t3u093uk8QxRZYxGQ159OGHKGVGkZVzjEKUVmnb2olsznQ8yblxeUwW55ZPve2A/pmWNuDp0ueZyqceAaODlC6w4wdQQuaraJOO43BNK5k2R1pKLqUpe7o/VpVLRkky7X12PVVULE0KUiAIG5jkYPvRlaUki3Ob/uA4AnyO8CjPStsCItAKrMkDNz30qizKNIv2tGIJ860BDIOaOHQ7GNQoaxTeWjbeMs/eSbnTZEQ0x6wyJD4eSl31utW5HTnmSWYk3MhiqXqxTyRy0wrByB2v3JVlieOqMBeAyWjI4f4N4smYqN1hMjxkdDBgMhzS2fLo9kPdq62geyqktx3YMI+yVDkAJlfBhCXmWcn+tSnTibIe7pxVil38UE7U9lRvPUcwGaW6KIry7h3uJ7Y0teM4uFlBtx/i+b79go+Lwi78owVfWgPQvuvaKphdx2F6mFGWpa2yafa5JQxvxFZBBRU+6vmOasQeumztRLZXnastocY71+6pRrcmDCYIXaSAmzr8smqxNZCvlk2e689Wu5dcSvKG+zxOmeBqA/Mma2S9/C409FxZMv46VtpFVtDjWDXr1tIj11ui2DVdr35/i3rt3FJJ5qVn1o49AXRvJ5CfCordU01uGc5PUzGcitodAEaDAXuXH2EyPNTcucnoYIAfwOkzHcuo7dORbebd7gWMBqq4ye7dHRuiWOVTq+1T3N1WzbwnOf3diK2dQofl5zM2FQmTUUZ3O8BxHPyypK9DLz0hrAEPU02ywVpuQi13PdXIvOu6SrGLcxxHscYwSWSS4TC2TDXVPf3Io11KutuhZZWrPXimiFm7F9iWREGkev8NtfI2qvDItDQwTcmPrNHV1yfg0LoMqp9zq+y5ndxZpNA1jXUc3pyENcflzOMRFbIq1eOpIHe68W3juVNy5yt3RUEax/Z91G5TFgWH+ze4ef1RZFmSpVN2zrdptT3CtofjZASR6pljwjyMhbDdDVSPHr0PVCVLz3fY2gl1YnmG40wVQMfZrMm59nZ5vlTQ1IoRYL16gE1kL8yDkl5EF/0oPSB0nLnQxVFZ0ul4TIZKoZSF5JSjwnamca770eW2GllZSFpd385xayeyRWWMOI6wUBWusA9yJhG/2t5hTpnTMK0qe01SbQvQJOuWBF5lZc2lPFoJrHLsMg/eumE560C27o2rS91auuiaq6yniz7Pkyg3xwnBrM/zVuV2A+m4nrtb7cFzUnmqgfipNt8ng9Q51e5tcbh/g+uXHwEgmUzYPh3S7QeEbQ/Pz/H8GaOitgpJbPVUg+4gUpU0AUYHCcIVlk/Dg9QqfWmsQvJn4Yw5/TMta+gDxaYgUitmUjHUgX6AWJAvFgmBK4QNt5+WJV3dyLwsVcGUU75rFUtTwTPV0SZB5NL3I4pMhWCavnlVMUpihmJRLCXDImdcllzPc8Y6B91GhlSYZOZcD5VcxqHbwaA6f+rHLOpVdhL2HJc7x2VO07amz+24rDkuZ57K3rnHmytP9s/kVua3KagykzteucvSlAf/+q8IIlWJzHFnFSbj8QjXd2h3fUJdVtq0QHADh1Ana2e6auTWTsTO2VlBkFZXFU3JspIiK9g526YsJMODlDByaXV9iqy0nq9eP7SWRVV4JUC4wiZwD/KcR/J0LvkcsAqefc0sLMaEYraEYNfz6LoukRD4CBCqt19ZKuVNFUzJbf5Ctx8wGWbWg2dCeQDVy04/HBjwqrk7ds5GYRvUwl6MUmd6Atl8QFaHmjRVmjSS1z6DRZbXRgW4prDFS445DijW2bZOqMsiWWZxXScU53Z5p07qrbudIFnX4ngnWFeNPNlBvJHbI1ma8q6/+Wv8QHnKPD8gz1KKLKOUGWFLhRyaYl2GUa22N1OGQm/Ow2Vyvk3+9M7ZNnlWMh5mdHq+zU0DrPLkuIJ2V7HJDRxiKZFScrMoGCWJ9YLB7PdoHiKMcgWKS54QnHJdtl2XnuvSQoCEqDNT0oxil2elVTAnznyOXVlIoo7H1qlIVwit8MhVuXuxlEx1+wPDIZNnV2dRtd2B/fxrv7NFHLpdDLod/FnFnpNy57jMqcrt4M1JDIiPpzyV+fJ04MkmLFPJHa/cBaHD9mkHSPF8R1sHVd6AKQNtKkA6rsCPXFptUxRFV7x0ZrB0dQGVopC0Oiph3Q8UJI1Xb+dsW3nldM+7WQ889XEbj51ppmpyAqpVu0BZdFwhjjS5jhzHFivx9DHm355Q95hkhVZm1X2VpQqhrN6TqT5myk4bUYBXsJ8i6XU8tnZ0grqUc945o9xVi7oAR2BaVewWlWxeJEstk2sct24vm2ULX32M44QOrhPqskwWXXfRvd+OBXztv80tX+moLFPi1lHwnqrgrcvTAcQbURKEDlunwHBqdDAkz0r8ELrb7UrRKucIo9q9WVSFUegAG2Hi+S5lOYs6KQuJFzj2OOWl8/CC2XuTP10Pa8yknOMSzCpINnEJoOe6+JlkEud2XouYZAyNpt+qkajt2bzuVlulDRgemWqcpl/sQFeZXsWiZb3fmuRW1uF1+LFszavuX1f5W5Yzt0pW3evt5I0JTb1d4f7ryMIoqNvElydjPvfTgScbz91M7njlzvNdzt3Xw3GUslWU0vb/Aay10HEEnu8iXIGrc8uMUubq5q+e71pFz+SfmaaqVQWxqlSZbQCFoxYGAbZdQL1Jd6QXcpND5wrV2HVQFAx0Q9a+6855yG5q5XBcljxKzpmOhxML8lSF3Zg5mXvNkCj1VtCLIoq0tE1gTQntIHJti4VBxeuWa4WuHuoSlyVTDXnT7LW6f5FC1wg587dbsL1J1rE2Ljtnlawz5knCXU46h9sN2cciJOSJgslxLKtPRghv5OknhlOGOYZTKkfbtdtNURS3wh+zz/Ndyxw1poMXqJSCRXwyCp6JxvCABI6wqdqM3ESHdF2XaVlyLctsIS/DpbgsGeox9vKcvufSilxtSCwgo5FJnu/Sb3s2XSDPCu258ykcuFkUqtw/84yZauNndc7md52swaLbwaHjMmjd9fFW2FMvvHXSa99OQ2ITa26FPyeZw3EMuSeVDVueGNm0QlByxyt3js41gJm3yniporaHU+m7ZhQ7UKGWoHq4BYAspS2GUgVlnpWQzYqLKMiCF3gVmOoWAShozvWk0dc2yed9z1OwKlWj8ywuyNOCcz31pwqF4JTjso1jewl5WWbLO0e6l08rcOj4HqOB6l0XRFCWjr2WAWMM4ILnCbqRD6hmuMJVzcQNGKuWWwPRqsKXa+toVQGEeSisWsDr0DRezKYCDesobCeF5zrSBNNl4S4nUT4XjnWMYx8rwNyqJfVW4LkqfOm48mSE8NPByrqRmdQ5lWelDaes9qRrZJRWAk1oYxB6cyGNaVHYMEc13qx1jeMI6wGrKj9VNkWOQ8dx6LmurSTZkYJ4lLPb8Sg89V2tcmkoS65m2Uz5KktyV9APPMpDSTzJ8Hw58xbq3Dy75gcCTzh0hGf75g2lykOvexKTSti/uV4mpW1rYP9jcdRI9YF+XQ7dLgYd97d+HPbcTu4sG9vIY7GWnpQ1t6LAPZkVvNutzN5RIqVtZ/Z0lzteuZNSMp2o5cHVFk3VvqCwOXaqMXlG1PZsDoCnPXWe79DfVZUjw7ZPS4e9KIuja71yQMWCqprJVkNpgsil5TtErkuuAaUnSOg4+NpTNz3MEGXJTlslxue670+UFVw4Hal8PCSFblbb7gXsBurPmMtZHz0k6r5GmbXw5mk580iC7S1k+s1d0mWuATw9vVAIciHIgVHN3V0FZ1wDKdAY/mKkXio611bjW6mCddKwFyOrCpzUpQmo64ZrrgX9Vftv44K9Kixm7rrrHPMEw+S4eRFPFgXvif7cNvLESJ1TeabX/bZP1C4oSslUt88xrXcMo6K2R3dbVTBW1ZYz/NAljLwjfAq096xqoPR8lzByiVxnIZu2cZgcpISaZXlpGo1nnD3TInGY41J3O2TX82y7gVOui8gkRaHa7Zg5GCa5gUOkWWNkUOn7anhkUhDqPKoaGk0YZl2xW/TbqrLoVjm0LHTydvLnOOw5DnceD+asy5onK2ee6Jy74yieTzeeSDaeOyOPq3InhIiA3wZCfe2fkVJ+XWX/vwG+HTgjpdxrOP8rgH+G+hv+JfB5Usq4flxVykIy3I8pConvu7agCcDBvjp1Ovz/2fvXGMmyLT0M+/bjPOKVGZmV2ZnVXX1vDadm5g55YZIQTcsWLNAURRO0TOqHHwIk2bIJEzYEkIYtkKIMmAYEAhRMiBIsQsJAD5KgDJkiRVAQOJZIQwQ1gIYGn+KIc+np4a17b3VXVldWZmTGiYjz2nv7x15rnx0nIzMjq7K6q+vWBhKZGXHixIlzTuxvr7W+71sNZqcrAAj6szSjwO5wgMW8hqGsaD5MMD3IQzsAoMugTnZTqEQiy7sAkGkn1tpgM62Ur76xEFwLgQFEcBFbzhtcnlWhEsiCeaCEThSSSQJHWdliVmE4SXE8TDA3xtM6HbCc1ygufM+6fOSDVgCQKgstDjJyvRQOoaHrylovSt8gms+kDO5j8dBCIAfAoeF1AMcgylqNK6YxQHAGfV0ay+tSMO/iXHmf73tl+223u+cs7H2O+ziW+8icbgvCbzOou+tnuO+q5IfxzRiMUwBCUlEnCot5HfDn9ItFZ45VGd+2JlfYPxpi9tLjVz5KMKY+dgtZA1jHJ+4D5/V6GmmmgraNq3l7yQZsIg1ccVEGqijjUjHzWJVN0oBLl2cldvZzQJNDtBBorMXlWRl6vNaVb8Gwo/IrmAQAU62Djo6rdTn107sOj2IcyaXszLw2YNHbwqH7YoLEY1tWyOsew1cdSN0lmXjd+DrnyPvGlruci7t87ve97cGV4d6O5k4I8SmAPw3gGIAF8HPOuX9TCLEP4P8F4DGApwD+F865c3rNHwLwe+CVSr/POfef0+P/CIA/CWAA4C8B+P3O3f9F+qordxWA3+qcK4QQCYBfEEL8vHPuF+nk/ZMAfrjphUKITwD8PgC/1jm3EkL8WQD/DPxJunY4610iy2UbqlaAd+kqLiq0jUVTOewfHQMA2qbGcLKDuizRNjW++P4rOCuQDYcoF+f46NHYA92zRXDlMcZhNElx/sK3O8iHCXb2M+QjDb3s3DG5mTkHmOxoCSDQRa1xoQcR69/884mvLo40lkUNKQXqyqCt/TGkjcLBJIVtHIp5DUufu666KSjNFeqsDbTU2ORFJxJ5IoCIpsqZ0Tm1ZQhZ0yh4i6t2/BgP3nYQVQiB9UkxrpiYDa+Nx20T1ducxJTYzt1ym3EjHQQ3g8brfMb7qEq9iyYl7zJ15k3HfYNyix8DmsY3eDjrQmsarqq1jU/0caVr98FH0EmCuiyx95HHqLoq8cP/3zmEUNBJCqXnOP7WJLBTpJRoGrOGT+NphsleFsxL8qFGzpTOXMNah0RuwCYKLJfzBsu576GaZhpn5QpprgLGMi5JJTAY+vY6y8sGbePpoZ6SqUguoIJbJoDAiAGAwVCv4RHjTYxH/edW1l6p2gHrWLTWhmDDtbgNh24a7/JC+qui820zn36V5ik/7uM+seTHGEdaAP9n59zfEkJMAPxNIcRfBvAvAPj/OOf+qBDiXwbwLwP4g0KIXwsfn/w6AB8D+CtCiJ92zhkA/zaA3wvgF+GDu98B4Ofv+4C/0utE0WlB/yb0w3fdHwfwBwD8xRt2oQEMhBANgCGAL7Z537o0aBqLpmwp4DEY7exh98FHkEpBJ0loHmuNwc7+A0glsZzPUZcl0jxHXZb44vu/isuzBYqLCtXK0WcyGI6TECQNJwk1ALcYN1mwrm4bi7rywVLcOFyQVsLQ/wyuALCc+zYExjhYUyPNve11uWgJbC2klB3FpfFg6wG0myIX8zroNJaqQV2akH1NKxOC3jTXGFDG2DgHrbvbY2YMqp6b51h6q2xYiwadkUp8sbgHUh4Hhm69b18MBrf19XtdJ8XbJrgE4tbsacRwuhLo3aXictOxvK22Apuy1P3xTc+mbhrbZFjfZmD3rmROf0wB+Rs12saiaSyKWYW6MjCtwPTgIxx+MoKUEvlwBJUkME0TMGo+m8FZC50kuDx7hWef/Qq+fFZgWTRQKkVTVwGDAI9P+0dDGOMw2fX945it4pkiDlb6IE7QMQVsynTQ9y2LGk1tYU0T5Am+sbrHJZ0ozF6WSPMGO/sZrKGEZe0xqy67byVjEgCklQr99djVc5or/x2N2hjNjFmr2sWUztY5lNiMRRr+OxljEaIgcRscummuf10Mug1/bsOebXDyuvd/G8HUbQHem2LNV8EOufV53N+5u8v5+Dox5V3HEU/LvH/NnXPuOYDn9PdcCPHLAD4B8LsB/Bba7E8B+KsA/iA9/h855yoA3xdCfAbgNwshngLYcc791wAghPjTAP5pfNODOwAQQigAfxPAEwB/wjn314UQvwvA5865vys2mGcAgHPucyHEH4Ov7K0A/BfOuf/imvf4vfCRMR7sjmGtg6mtD/JqYDJ9gOnhR9g/OsZwPAm976wxyEcjjHenkEqhbWo0dYNqucDzHzyFThKk+QPsHx1DJ56WWS4XuDx7hWWxQFOVWM59llVKEUxW4mDOU0JbWKPCTcjBWao8nXO865vTso4i7IdczrjPD7cy4GCQg7a6MgGwd/Zz3zuI+tkt503YnyWhOmsD69Ifl7YSD7MEc+fbHACRLiHKiDLI8e8EgJJyzS0z7s+3Jki/Bji3BalN277Jc/74r9571wHudWC7aSFw10XAdeO2hUM8rv2Mve36AHxdQ9VNVdf++Fr0D/dAY3yblbuvM7B7V7KsfN9untk/DMBPk9Y6NGWL1bKF1jn2j/bx4OEn2Dv0FTumG6V5TsGdx6i6LFHMZiguZhhPp5geHOKTn9yBkBLVconLs1dYzC9RLZehDRBLE7gHK+vvfBWtu1KMFanyTdJ1Kr004TAPdE4O7trGUEVvHZc40cjBn29rkG/EpDRX9Bk9PtalZ7Mc5AqV8jo8oNPexe134qAtF+LOWBSPN8Gh18WgbfGHsaePO/39vg77ZdPxboM5Gz/PG2DNu4IzbxpIvSuGKu9KkvFNxiZjvSvj9WmZB0KIvxH9/3POuZ/btKEQ4jGA3wjgrwM4osAPzrnnQoiPaLNP4CtzPJ7RYw393X/83sdXjv1UlvwNQogpgL8ghPjvAPi/APjtN71OCLEHHw3/BIAZgP9YCPHPOef+zIb3+DkAPwcA33544DyoGNIerDcyz0cj7Ow/gEoSKOmreFIpD5x1jXK5RFOVGIxGePTkp7Gz/wCj3SmcNSgXC1yen0FKhTS7xLKYo5jNsJzXqPc97cU3DjfBDW28m1EwZSJBuwxUFA4AVSqhnPIOX1Qx85OgA1KF8V7qs5X0OVgXwRW85bwOuozhJMX0YIDiokK5bIOOjwNBrhjqoQd6az01FAKBdmk4oPMXowPMaLCQHVifgHIpg1ai/1zrOnc24KrmgR97nUBu20AoPpb+2AS4wDro9imbd8n03nVsu69tHUavq+i9TpD3dQHINx20No17uVfu4Tjua2wFzD/GwxIts20sHAVFUio4YmdMDw+RZoOAT/y7rWsUFzMs53Ps7PvE4/TgECpJUS0XKC5mkEpCJwmWaYr5+RnyYYN638A0BquiweKi9owTm4cgC+gMwlijJ5XHJZFJtPAmMDE+IJUY7wyRC99WIRdeesC4VC5bLOe176N6Ayax6ydXG5kOCunxrozwIhcCJbAW5AHXY9FYqTBPhR9cH6Bti0NvikGvk3C8LsjbJrm4diy4OZjaBnO2+Tx3wZqvAmfua469j+rd22hFFI9vOkZuix8Orx3cnTrnftNtGwkhxgD+PID/o3Pu8rpiFLBx4ehuePzex9eG/865mRDir6IL2Lhq9wjA3xJC/Gbn3En0kt8G4PvOuZcAIIT4TwD8DwBcCe7i4UXgXluXpAOkee6BUSpYY8KNkCQp0jxHkuUAANPU0GmKoVIQylNijDHI8hxSKdSlF79bosRI5YNGv88VlvMGZ3KFqjIYDDWGkxTlovWau8xnQNNMkR217Bq2Jt2x8yQWT4acjS+MwQxXtQWofDB1sJdil7Obzver29/1TdtFJmGWBsVF5QO8iKY5nKRoEoHKudBeAdjgKBYdmwHA4bICggU1sBlMN414/yHQiz/zDeBxWwb1uvEm2zPoxkB7E8huGhszq/H73fLa247xttesfZ5rMoz3QdXsj/sEmvva17uou3tfxjd9YfFVDKY61qVBPhojy3PolJgblvVo+UaMGu9OoZMUo90plFJI8xxtU9N+SQogfcKyqWtYY7wJihQYT9vQ+LxcNiGIY114jE0h6CPKYr9twk24pGuB3UxhbzgI896ZMTjYzzHedVCpxOqyQXFRAfDVPu5vJzKJlXNYXYNHTLVkvV2MRfEyr49F8evjubYfbMTPX1eteh0M2vT6bba9DXtuGzfhzl0x53WC168Ca+5rzvmq5q63gbPv04iZYjcO93ZomQBAPiF/HsB/6Jz7T+jhF0KIh1S1ewjgS3r8GYBPo5c/gpeRPaO/+4/f+/iq3TIPATQU2A3gA7Z/zTn3UbTNUwC/aYNb5g8B/KNCiCE8LfOfAPA3cMswxkGqAXZ3RsiHnnKpkgRZniMfjlCXJS7PXsEas9bzri5LNE0NZ9h8JEFVlkjSLnM6nEwguNonvaCdtQ9ffP8V9o6GaBqD5ONRaIbO2gPdyCvHqqE6SidRW/JUAtQ+gW/wcXSc3EC8oGaxpbWAMb7XnRDBMQwAkCSABKq2xcFQY0fl9Fk7QXvbWGSJDLbY2lpo5xvMXgHFKLsZZ0n5OK/QX6LX9Sd74KprWR+Agasgex1AbpNJ3Wb7+LlN28daiW0qeHeixFzz+H0BcH9so8sL73PNcbxuUPu64z4y0+/TuM8q8ZuOD9W67Qfj1N5HHqOGk501LXgxmwEAxtgLrykXCxhrAkYpomn6BGaKwQhQlHTk4E4nCc5enODkh/O1fq+x0RhLCZi6Ka2AhvJavMiMizXXPN/n0XzPuDQjLDLO4bRtPYsjukeNdlBSoGp8L9dpKinh2IaKnW4cJokEJLCwFhpYw6MwF1PQ2cciwCc8b6IpxvpvYF17x4wVDmC3waDXxZO7bHudTu9NcOeumLMt3myD+dcdz+vgzH3Ng+8DnfF1x7uAJXfHkLfmlikA/HsAftk5969HT/2nAP7XAP4o/f6L0eP/TyHEvw5vqPJTAP6/zjkjhJgLIf5ReFrn/wrA/+PeDxhffeXuIYA/Rbo7CeDPOuf+s+s2FkJ8DODfdc79TtLm/TkAfwv++/63QdTLm4bSGg+OHyIfDpEPRxhOJhjvTgMAmuhGKJdLpNYizTkz2mA5v0S5XJIIvERTldBJgiTLkaQJRpMJdOLLbW1TB3AVQgVra0XUSykFGjJVGe9mwRmTAznvJmYCqKW5Qo4EmRIYSIlGOE9zqTsB/CBTgZYCdBmgylos6EsZsqrWhqxkaS3GytNrsrHCoc5Cs1gngJdti1dtey1w8Q9PzrFhSnC/pNddm6F0LojZeZtNTmUaV0F20/62yYRel1G8aRLZ9B7xpN8P8PznwJXtrvu/f+y3jU1f2m0Dvm3eu59ZvS6reBPwbtpvf5ubnt/2fGyz3X0Hdu9ylvXHdSHyTR8xTg0nOxTgTZBkOZRSAaeYMZISg6RcLrCYz9FU/vG2roMJmE5S5MNR0IezPi/Ncyznc8xOV0EWwIZgbWMxnqZoa27hwxhiQhLQO2wmSHOFCeGSFgKmtqgaT/PPc4U5BXi8kDfOBc3cjZikgOkgxY7rmqyfG9MlL2nEycW1cwkEh+YVO1pvOOfXzc2xTCAe+R0w6HXw5C7b9rHndXDnbWHOTXjzOljzJonENx0/zvPp1/3ZXyc56Nxb63P3jwH45wH8PSHE36HH/hX4oO7PCiF+D3wB6n/uj8P9t+To//fhb99/kSRpAPB/QNcK4efxFsxUgK84uHPO/TfwQsSbtnkc/f0FgN8Z/f+HAfzhu7ynThJMDw4xnEyQZjnyka/gpXnuK3hZHjR2MU0zHw5hjUFdlkgyi/nZKyyLOawxGO9OMZ5OAQBJCji6mXSSIslypPkA+XCEpi5C43Tu7TOcpJ6OySYrUXsGdvLk9gZ1ZYKLGAOwyrkHkn/N3HU96fINXwYOwkrnm9PyF+bCmBA0jZXCq7b1tBXrs66FMZgZAy0ElBCoSNOQSwkdgUwuN1QgOQsKn5mLNQ3xb56wGYATIa6d7G+q4sXve5cRl/q3AeX+9vHfsTaCwTYG2v573JUS2j+O/tg243pT9joebxrg8X6vO97r3neb5+467rty9zYCu22uybs8PlTp3mzoJAkGX2meIxuOKHGYBikBjxijmqZG1jQwTY3LszOUywXSPMf04BBCeoIiB4a8rzTLKYHZhJYLTNP0SUgZKncxNjFVkp0x2YgrzTTUSK/jEvVLBRAqbUB3X9+GSVOlMFYKue0alp9SYJhJiSrqw8r7zKVEHp3T1vnWB5uwaNN3iwO7Pg7dRRN213l8W/zZBnvuijtvA3Nuw5vXndduSyRee4zfsHn0vsY3EU/uB0McrHkrbpm/gM16OcCzCDe95o8A+CMbHv8bAL57f0e3ebxLmvu3MliDIKWCTlMIqbw+TioMhiNkwxF0koTsaFOVaBvfw6euSpy9OEFdlrDWYDm/xHI+R7lcoG0a7Ozvo6kUysUCp8+/QHExAwAyYlkgSQXKZYNy4XvfWeOQk/6OKS8AIjD1wJgP9ZrOYd0B0+viKukznQ1lEpl+qWni1wRqK+fQGnOl2jYgkxNQIFcAOG3bNfAtKKBjPUMiBPJekMZ/X0evMLgKMnFgx1SY/he73/sufp7BVkf76wPfmExzCvrsV44Bt08mfeDYZvJhsL0tm/omlIe7UC83geK2AV5/3BTgYcP73GXf9/m6/vgmVO7691pMFXuXx4eg7n6GikxSdJKEYC7N8ysVvBijmrLE6Refo20a1BVJDKxF2zSYHhyGNj4vv/gc8/MzAEDbNKhWSwwnCYqLGvlIo20S6EQGd+WAP4RNPBiP4r99Hz6D8TRbw6VcCGilUBiDBMCE8K2kCl5shBJjkoZvdTCLWDXX4hHtM/7OrOzmxV2MRfFr4vlh0EtWXodDmzAoHoxBLeErP7Yt/myDPZuCvG1w521izjZ4s4mi2U8k+uO/WsHDhv2/7njX5tf7xJVN9/m7OO4bP9zbq9x948Z7H9w556CTBOPplKp3namKD+pkAFadJGibBov5KxSzGarlAuVygbMXJ7g8e4XVYoHRZAe7BJol2UyffvE5Tp9/jmwggsPX0adD7OznSHOFJFeY7KYY72a+txwZqsQBHltA67QDF+4p5MHXhopeuWiRjzRypULfubkxaAlQeNIqjPH96tCjnABdtS9ysSytXWsC2x8GQElAddtkoYWAQiduRx+sou0ArFX3Nk30DACJEJ1mA1cDSyU8hZUd2xRVHq8cH14/0IvHdUHSXbKpdx3XZSiv2+Y6wL2y3QbQBTZfDx7bOpxdN94EYLd93ddVuXvdzxUnWN72uC7JcFtV9cO43+GcQ5rlGO1OMZpMkOQ5siwPCUmlFKSUaxg1P3uFcrnEspjj9IvPUVzMYI3BR4++hTTLYY3Bl89+hNMvPseXz34Y8EkogW/99BTjaUZuygnG0wzZUFMjc3UFm2LqJuMSY1bb+HYF5aL1UoJUBS1eYUyoqGkhUBjjE5JCBDolY9KKqngturmdA8VNmLQtHm3Cok1MEL6vS3c9DvHgZuibMAjwgawWAoVzyDaxW7A9/tzGJlnbhg7jJtx5G5izDd68CdZsWzW9a/Xupue+6oBoG1z5OpOkt70HcDsNt7/9/Y+3o7n7Jo73PrgT1Pw1yfJgJR0CuySFMRZAHagrpqlhmgbzs1d49eIETVVCSoViNoN1DYAdOGtx9uIExcUMJz/4PkY7Cg8fj5BmCvkowWCSIEkkhuM0BHG+t49GmvlTrhPvlqkTFQI6I4GEAFO4zgJ6IRxW2iEhystUKTjj1sCPgx4ObuJJfy4EYAxAIDs3BpVzmBmDcfTla5wLTpcMAvwl3PbLuFbRo9/9fcRUzr6Ggit5/bHWBB0IWdGSFwTR5w1gjS4Tu2mSyaMgsHEuUH02jU1Z19uAMg7yIDgDvH5O7iOLug2gbQuIm47rJvH7dVnW247npmO/77FNYHefTplv+pne1jm56wLyQxD31Q0pJfLRyLtkJimSJIVO01DBq0qv9QZRME3ToJjNcPr8i+CMubg8h1JeX1dczHD6/HOc/OApkrTF0afDwBrJRhpZpjCYpFBKIM0UsqHGYJTQsQgyWemSkEYCifBzqaPgTqUSL9sWSS4AiIBLbKYC0FxvbTA04XkoiTChdS5gkjFmTV7A+3odPLoJizipucYmceu9V/s4xMfPwR/j2CYMWntN9FxcpdoWf67Dnv57reERf/R7wp3bMGcbvHkTrHkTnHmbGHMbttwXrrzJZ7jvz38XHPnKMcS9PbfMb9p474M7KRWGkwmyPIegfj/c586QwLxtGqR5jtVygaYsUdFj1XKJsxfPoZMUbdNgspfg1ckXgZbZ1Cscf2uC6eEgOI6luUI2TJDlCjllQn2WU4eKHZurxHQXobrecQwiWgkoJVA0TdAm8DZKCJi2o5QYqlIlwtNSqgi0gA5kyxjwKMCLAYhBWQtPeVFYb0bKgLaJasmZ103juoV9AGt6TPeCsXXA6v7m8xTcQKOK3toxRCAYZ0hb5zAmGtADIUKwG1N6rtBCrsk+3jaBbaLM+P2/2eR3XfWv//hdQfe618YLk0HkPncdDao/vg4azH2C720Li6+b+nLdou/DePeHVAoD0tt592UZaPpNVaJcLELVrlwuUJUl6qrEcn6Jy7NXAEBabosvvv+rEFKiXBR48PEIhw+nGE487dInGf3fg3GCJGUpQBLwa10y4A1NWtfNuVoCiZRBV8f3XGEtsh4uaXQL85hmydU77dZpkaW1aKN5PA7s+ni0KdiLWShxr7t4xNgS/15LDPbonvF7cBUyPq7WOZTAFQzK0aNPRq/NhWfaPBACC3IWjeejTeZi8f/XDX6/t4E71wWV8WM34c11FZ7+YzyS6PxuizN3GW8UNN3w3H3hyteFKduubd618QZ97t678WMQ3AnoJA0BXds0aJsm/L2YX2JxMQu968rlwlfqLmZBY2ddg8HYa93GuxnKZYNsAKT5GINJgvFuisl+joyAMQ2mJ2qN5sKCc+9QpoJoXaqOhhVrCTR84o0DqtO2DeAwEiJQKzkgGyuFnB4vCNwAYGHMFSF5HziB9UCQqSyxDoJfx+/Dmc5Yl8DvUbr1rCgL6vu6h03BY3ycpVsH4PjvkZRr4K2FQCY6MXw/wF37O3pP3seB1iit9T8bghrDC5Jr9rNpbMym8uhlVeOhbthtPwu79rmwXYb0Jse3eNv+vpjyquk+W1l7rTaiP/pZ503733QMd30ufr/rxrbg+7YpmPc9vmlg/GH4IaQk6qWCsQZoEHBqWVyimM28zs4YLIu5f5z038XFDEo7DMcphpMEbWNRlwY7e2MMJwlG0xS7eznyyPSEaZZxwrH7UWuGKo1bZ4iMpXfR1NIn1GY0X/L8G+MS40XlvM5uRd8TNuiKq3xAR8WM5ywO4jbhUU7/Mx7x/mMsatFhZIxFIchirfs1OLSpIfpa0pT2P6bjZAwqo2NA7/V9/NFC4DhJruDPm2BPGPeAOzdV/vqP3RVvNmENr4G4srktztwFY94UX64b22DLu+q2HI9vJJY4fAjuaLz3wR2EQNt42qWzJlTq/I+v3C3ncxKom2A1XZclFvNLNHWF4STBYJIGKiUHbDpRtK1BtWyQUGaUnwvBXI/mAiAEdZwZLfsLZWuhKcgCuomRgbZ1XmA+VaoLsIxBS6CUc4DDgR9VuEp4gAz6BrcuKt90Q2gAU60D+E2VukKTiA1SAG9ksqLFgAawomPpA14M1LwPfp/SOYCD1Agwcul7LHGAqghgmY7K2dSB69zY+g1teV+8H15oMKhrbHYf7b9+4/miKiH/HZ+Xtf971JlNo+/CCeBKFvbW94mP64asavy5+p+Hf8fXpnVXqUvXNahl7ed14Hvd+74uyF4X2N13UAe83cDutnPwujSrD+PdG21TYzE3nhVSlWjrOhilrBYLVMslAKBcLgB0GOWcQT5MPe2fGCPYBXKiWTalQV15PVwyVshyHVog6NRjWj5M1vrb8e8GVwOw0jmMlVxrQdA4F8yrSqJhtsBatUULgQSdydWa87JzMDE7hR/nc+O6ahTjERuJjaUMZhRKiJDU49eV1mIetWTgACpOeMZz2yYcKns4BCAwP67DoCljLh1PH4Ouw5/ASonm3X7VahP2xOyU+Hzxc/y623BnG8zZCl824M22WBPLMOJ2GuEYN+CMic/Ja+DhtuNNsOXrxpVt8eSbOhzcB1omjfc+uHPW4vLsjIK6OgRyvicdV/BqlAScTV0jSVM0de31djSrmdpiRV/r6cGAev340xdcw+Ze+yCkQFNzY1kRjFQYUDuqi4OBQ+v836x3QxScTVSQgXvApGblcUWI3bgSpXDSND6LSq8pe5M8j4GUXWULCAFhTHXh9xzRMWghsKsU9pRCAmq0rvxnYZxwgsAwOm6gy5wWBKwrykbGmdC2dzycNY0pgPy5GVgLCvD4fwZJDWBmbaC+bAomAs1ICJyTzXagpcJXQsdS+kx0lA1isI0F30kERjEoceDcz1TGn2dDH9q1cV3l7zpnNH4P/n+bKh6f903b5BQsZ1IggcCMFmcAgllCvL9+9TU+RwACjfbKcWy4T18HgL/KwO5tj03nJz4ncWXjXR/iWifpDyPGKaZbchKSW/RwxY4xqi5L1GUJqclRuTSwxmF6mCMfJkhyBUWBGuOT7JVmslxjZz8DgJCMXMMmIMxhHFCYXmacv+8zY9BSo3JuX6CF8PRNYo/EmjXdmyNyIQIlM76vY432WKmAR7mUONA6aP0gvLzhChZZi+PoeDmwK4y5ondbwyOs41IfhwI+XINBPKaRyRmwHf7khLWGjhNR0BhjzyZd4MpaXxnF6+POtpizDd5sizUc0MYVO6by8n1wHc7034eZO7cezx2TY19VYPe2Rv86vUkC9aseW2Hch8pdGO99cGeMCeYn3KLAWgtrDIwxSNLUA+d8DiH9Tc4NYa2xcM6F3j7cs873q0uCW5hKFFQEmtWyDfoFzoj6/dH+4VDaDjR4YuCAAEAAuYoAtSSqJQMSZ0dB//M23KPuinsXAZFGZ6gSZxV5Uh1JueZMGYONhs9WAt7spW3oWGuLtvFfKG7pMIiywDqRgFQBbOfk4smTd+McMgA6CoZ45BGgBr0f1jN8u0mCAf2/on0tjAn00WkUnAK+B1NFlVGm7BhEgR1tl1FgGOy2jQmZVs6qxlbcfaDia8UjzsBWVEW9adw0mbXuqiMnsL399cbHsJk6w9nxsVIhYF17Xog1BzrOILfR8ceW4UoIIAp67xrg3QRGb+qK+S4A8HXnoP87vufexfEuH9u7NowxwfGyn2xU1Ie1XCxgjE8gVsslpCKDE+s8TTLpWuoMJ0nopyqlDIwRaxyaygR84qRj2xjoVIY5Ok6umShRBRCln5KBjDdFxMpARLnkxM9a9YtGXLliTOI5M17oj6W8Fo94f9b4c2BLh7YxAbNvwqJCqaBPZ8poBoTAqD8X9nEoj+a/sdYBG2MMmlIwOomCMz5njD+FMVfwRwuBCQWFCghBMwc+wGbs4eMp4rn3nnBnE+ZsgzfbYk1cic2lRNE0a0E+P38TzvBxxu/xOhjzPo3rPts3AUvufkzuQysEGu99cGeNQXExw+WZb28gNUIgVpcGdekn/GzQNWBdLVtYmnkUPSaUwHCShP+lElCJQpLINSpLrFvQiSSHzE6kbo2DJkoLA2ecIQzBTbQYfqD1WuDAPyw+50BPR19gE20LAAvKEk6VQiIELgiQg9MmgawBkADYI9oLZ1sBD1qnbYuC309RJjXRKBdA2xgK+GwA25jiw7TUjzKNc2vQEq2UM5glTdb93kL8uYGrX/ZMSgyi4x/Dg2VFn3WqFEYEgkl0rkoSsPNnATr9Hy9ETO99eSEyljJkY+PrMqPgL1BolELu3BogMTAXQkBvoKnGY5uJjQG32ZCG3ZQt3raKB/hrz9XcIGp36zSrWPvS3xd69/am69o/zk3/9z/v64z7dMP8KsdN98DXDcY33VMfxt0G49T5yy9RLoorbQZUIpEkEtnAUy09Rlk4Z5EknaabgzUAQfN9HT6luW+DEJt7cdWLJQLx9zckqiiZqImqX8TbECaF73Ckh4vdmAGPSbMo+VYYg3kcvNEPM1hywocYj161LS5o3lVaYC9TkJVAuWhuxaJBrpAnCqdt65N4jLmy6xELRNID5wLjIL7P+xiUu04OMFUKU63XtOALYpTMrfXHrhRgDBQlVmPNYggk6XcfezQQtM8DYpmMe9jE57MlrL8Jd24K7OJ5OTZq2TbAi/eF6DryNY0D+r4fQHh+A860vc/C66r+59oGY14ncfhNqdoB11/fr2ve3lT5fZPhnGdBfBg/BsFd2zSYvfwSq8UlRjtJ0MmVywZSCQi5DnhCCaR510RcpR5UWZfAAWDbWGDZwGU6CNUDhdM4SGWpIa0MGrw0anMQbmp0jVw5sFuzkQZClQ3oFtScjRtQVrOhUjRXqrgq1g8aS2uxS2DK++R2ARy4jKXENMpExtSH0jmcEJ2Vtz9KEkwmGjtI6Ny2KJdNV91rfDDMAn4nOiF8S1lMRfuKJ9A1iswNE/Em4ODPxwuPsZRhguVgb+xc0GrweSusRUl0IoWOOsNmK1xpHCuFAwqAAay5mXLGNb5mrSM30YgiygsBpgVtAo84wxlTavq0im0a2F43NmXuWlrA8YLtlPbBlKb4PsylhBIe8HVES2pd13iYx3Ugd5cAb9O4rWJ3nRbwPsbbyPreFeTuSi96k/e679d/GB6nzl9+iaZeYmc/g04U6rL1WAJ4DMp9rzuVyisYlWVqzQmzaSzKpZ+nN+GTTjoaZprp9aCQjwnr2MSLZhUFb6XrKvD8w7i04u8+sUZyKbsqX8TSiDGJ9w90i/2xUkEOAFzFo6Jt/XwtBBZa4yDVmOQ5hAPqyqBcNKgrE7AozTsTmQYOU+0/MTNK+LNP+TzcgEO3LUpXzkGTFp4Te6NIS8+fmZ+LaYiNc9CEJxPlg9A+9rQAwFRY50Kg3EZU1hh3NOv53LpsIB6bMIc/66a5btsAL+y/jzfR/jnhupZMQHd/bcIZWIvihsCu/76bxusEdTy2wZbXaVB+n7hylzn6dbHkTXDgA4bc/3jvgztrGji3xPRgEAKzuqQJNHIIY9tpJQVk9LjPmHbZT8BTEpvGQkpPZ6lKgbaxMMb5HkDWYryb0ftzw1dPXdSJghqqjSARV614UQ0p0ZJLZuN8Q9SSgjaDdXtpNlSJK0z9DNc50V5ioOL3ir9gfGOwvi+TEhN6nl/PffVetW3IRo6VwnjkBft12QbqJruIruCgHTAgzV5igEmShO1UKuFIPwKIEBCbqA8sT/qxAQ0vCBa2cw5lGgfTN+LzwJ+Vm81y4MbnZEx6Dp5gY0oiLzrYzpuz23y+OeCJK1UzY5AIEeijUCpcOz7/rP/g18TXgu+PeOK9LsDz5+P2BrY3VVw2VYqBCPSveR3gKTv9hdBdA6v+ffsm421X7e47sIv3uy3ofR1B3Ydxf8OaBlrXGO0OoKSAsfQ9Vh0eAQgBWOfI3GEUb2MDDjnUVevb7PTwaWc/D9vmIwtrtacw7iQo7YaqSO9/kCSAcWmt4TQ6XGJdN9MJcykD7VJTlWojJtF78XeXNc0nRNVjPGoogQT4OTs2axlLiXEmkSMh6ikl2yhZuwJhGGH0R4kOCck0U/78lQZSdcZoPL+uVTTp/WMM0ui0dn0MinE3NDu3FrNIS39AydXS2qAx5NfF2AN0QTCfl9hhkwMlxp2WNeToZBxx4M4jxhx+Dz6GGG+A2yma8bGjt7/+9psCaE4i9uerTTjD1+EubWtuTX7i5gDvbVXu7htXtsWTrzKou+8hBAJd/cd9vPfBnU4UDh6OACCarH3Q0IYAzWvwmLqhE4lslCDLFLRxMBx4JBINBYbDSQq1741STGPgjISIdHerpZ8OsqEN7+0DHIvpUOPEtGuuXfHkGkCjF3TFDmK5lGh6LQ5aIdbcuEIGLCpTc0Y1CK7pvXNxNQDglgqltTjibKPrKjiatART0qVpIUKvuEmmkGWp19IJAWccKgnMiAKTCIG6NL7CZxzqymA5byCloOvUQic+Gx1fLwDByCaXIjjCpZnCPKIMcrAVC8/jwKmwZOpi118DeHomU2riiauIFiW8H02LFgYABlleXPDihUE+j17PlcrWdU18+Xq10fEE8OiBbT/A89v4X9tU8bat6sXnpg+0bLLCrnrtNVXobcabZCqvc/4ErpoO3Hew9zYqd7zfb8I+P4w3HzpR2D8ahiBktWwDy8SSpq5tLMplu4ZRA5oLm9Lr6Hi7bKixu58jH2o449Aat4ZPJeETO8uxRk2nEivtcGHMFWxa+14T9R1YxyVmPPS/+43zFbw57zdalIferMxecJsX7bOo6hfwiD8PUfzHRMMfUKBXWotpptewSDjgnHQ5WkoIMptpG4u2sSgu6jUc6reM4HVDmisIAHukq2cMMvRZAYQEaL+6s4jwh4MRnrsUncupUr7iJ2XAkLV7RnA/XLX2GBuIzejzx4F16xym0dwcV1HjtkMx5qCHMf2/N7FGNtHtbpojNyUdeZ0DXI8zfX3olf3iqrbvtRJhfGwbnovx5V2m/9/n3P8u40jfNOrHdbz3wZ1UAglVfxoK7IQVkEauueqErCdlLbvMpwlgqhIf1HHWFECY6KX0rwGA8W6G4SRBuWxhiB4jlcDOfobhJIUTXWasP2IADZmzXtDHgcKe1iiMuUK/5H5APJiDr9BlUlkkD9E1kuV9cyaxsN6ZU9H25xFtpXQOMAbP4A1K9oh6AwAXxuAFUTfjIIeBZqwUgWiFy7MKq0WDpjJYzBu4aBGSRFQiBlVrHPKhhkoklBLIhz64y0ca+VBjZ5jgIE9gZAfkK3STfzCSibK93KaBK2N87k7aNtA1OZt6QBQeBgluCxEHalw1DdlaY4JeZET0In49m+Tw83EFkRdXfL1CcN0Dwo0TbXxrRX2NrlAvN7x2030ZZ4njYRxQufWAjvfRD07XNJRXj/hexptmWV+HPvOujncZgD+M9cE4xRiipIBTAmiiwKuHUQBCQBJr7sa7GXQiQ8VOSgeddPve2c+RZApNZXyyU7bhdWmmANNej03o5oci2ibY9xMunbdt0IMXxCjpNx+PMWlmTOh91w8MctpPSXgEAAfOBVYJL/L5f9a5sR5tVlWBfZGLzu13Sk6bi2WN2WmJ5bwmSUGLtrZXcIg1e3XZGdIIKTCapP44RxrDcYK9XCMfJmjgAx8nEPTtbCTGDteMP7EUQ9M2J02DkVKemiklJmkazl+MPbxPDvbGSoX9ayGQYx13uDVEHPDNjPFavCiZ3MecTXgRgqUt8GbT2BZrbsOZTc3fN+HAtsHmdeMmfLkJW77puPJNwRIhEBh2P+7jvQ/unHVYzb242liHhqiCaaYxnKQQ5IIplUC5aGGt7YToBJh+0vYNYnUikeQag6GncFSlQVO2Qd8AADqV2D8aYv9oiHLZhoBkOElhMunpF+iyUsC602XfYGVt4gJCsBd4+VFApgGA3LeAdcolUwtnbbuWbT3QOgBfLmXI+HFWjDUJFwSKcWWPj/3CGOwqhUEUpPQ1Z3kv2yqlCO5t5bJFtWxQlwbGunBNeDu28+YKaD5MkI90oNiWy07XON71PQmLixrWOIyn/v9prpFmGnNng0sa4LV3a+e/BwCFtcEtkgE0vnZN77PFn3EsJT5NknC+cqp0Ap5W2g9+ASCjRU7QJLp12lPsNBnuuWhBFFf0/Pb+V0Kbd+Yr2wPvlX3SCO6uvddcqTre07iO5rO2Da4H4Lelj/g6x6Ys+YfxzRrOOixovvJNyNugU85GHUbVpQn0/oSogt4YJcVg4it5OpFBH86asxif8pHGwcMRdCpRLlraXiMb6ZDA62MTG53EuASsf7/L3v23xjix1ptICXErJmU0R46kxIT04wU93zoXEmyxPo3naaBjnHDCLQ4MeduRUhhHx84Mnrrk89VuxCGgC67zoQ/imNlTLhWKWY18qDGeptR+ognGNWPp1xKVBOZSruHPRMrg4hxjbGV9j7fpLdgz7p3zsVK+/YPWm3GHzgm3qeA2FMH8awPm9Jum9+mXm/CGsea2QO82rLkNZ3jcNm/zfq/Dj23w5bpxG7Z8E3Dlm48l4kPljsZ7H9w1jcXpc9/0VUqBhibiNKNKz34OnUjMTlcAEAK3NPOAyQFdANBxgiT1InTAZ06rsoWjCb9tbNBCDCcJpoeDcCw6kUghoMm4I87kaaqg8e81LjyuTmb9yZD/X1nvVhZPkKVzKI3BOem+4uwrOCgU3s4Z8Do7dn58lKbBTIQzfKwHOGmakBkEEPYd003X2gtYi5ZooUnjqUFV2fqAzjikmV+YlMsWDQXjPBwteqxxoYrXNgb5KEFbW1hrgwU4j8uzEnVpUFwkSHONtjEYjlOMpymGicQO0T6tdTAJ6Qu1XjufgfpBfzPNhj8Tf67+teFJnltQtEBYTEyEtxwHgIqCySZ6T3YvVUDQMsZgp4RAhq46y+6cwd2ud/3jwfdX69wa+K6P9cnxun0Bt4PtdeO2Ctutr3/NzCvwdsxV3hY1c5v33fT3uzaU+NDl7qbRNBZnL5aBDtg2NgQPk/0Mo0mKYlZR1UiFVgfjadZhVOZ71vkWBzrsa7Vo1vApIYrhzl6O/SPS8klPnWfGgSI9M2MTa95ixkmMTdfiEm3X0N9rjcE3YJLmShQFJFr4HnCvKDB7lKY4TpKARytrcUja6NLawFpRonNe7mNRTuZafNxeHuBxqGksEmryvgmHTE2VUuXXEm1j/fWKMGg89RW2ujK4PCshpcB4mgXs2tnPMMw9LgwniU8SJwhJ35jOGidQx1SpA65+12P8B50DDoLHdF4HRGuMewlysMFYlglxLeaMe8G5EsIHo9fgDWMNALSEM1fxZjusuQln4rk8DqBuwphtaKJvI8C7y/i6MIXf+10aatvj+VC5C+O9D+7guqAAQKC35CONg49HmB7kPmNXtUgzAkXiz6e5wmQ/x2Q3DYCZD3XQf9WlgbQiBHtxo/I085UkKQVU6rNhBpT8ou8r99cpItCJb+L+JNHPmvYnPA4WjXNoYkCmgMQ4b8Pc30fJWVVjMEXnkJZLGTR5p22LFVFsEG3TRhm9QPMgjcAF6e8AH+Rwc9vKOa9jyBWyXMNZh3yYYDjxxirLeY3ioka5aFFXLZbzJgSCTC3Sqc9OD4laxEE1AHz5rAjnrKLn0tyD9+VZhfFFGlpVpLmCNQ7DSYJR1CcqH3lqZ6w7BPz/u/RZYn1dP5vNADNr2yuailZGbTBou4EQSMgSuyU9Jd8T/VYNTH/i6xD3P1xZG7K4cfUV6IT3PFjTeSWTyX7o6BYSfdDlhdt1WfxNo5+57IPvTdnU6+g7NwWc141twPeblGX9ugefqz4Ab3rsw7hmOBdYCAACDXCyn+Hw4xHSzGPOFLiCUTv7OcaEUfkwCZpknheTVK7rl+l1rCETyn+PBAVvoLnptIdNTNHrs0luwyXA3wuceLwNk0rnfKWQaPEGnvr/MEmCmQgfG/eIY1wy6L4X08iZmLEo1kfx3Mn9/jKquA3HKax1azhULpuAQ3XpP6FQAtUwCWwT1j16Ouw8VAPjINAah+KiCv1v86EO7JJRaFfhr9UKLlQ0Q7WTqpmMPRxY9c91YQxWPdzhfoFcMWT5AAfCjNWjDZgT95vlKqhPEK6fzxhvYn15SDL3EqF9rOmP18GZeGyDMXfFl5vGN5kV8nXiyX1hiMAHzR2P9z64E0KsBXZCirW+c/kowXCcYGc/R9NY704mPf1FKIEB6bvGuxnykT9daUZiaZqYOdNalwYaEjIToTEsv69WvkLWUpWsiSZYoAsi4sabg2hCXdHr+pNjqO71Mlqtc6iA4J41YLqFXW9i2kaTPx8HELl2wlNDAITeeFzpi3sRcdDAxzgQAkZKnEbvw8c+a1toDRwdDUMVLh96t7bT54sQjJdLD6b8f5IoWGUp6DMBdNva71cQdZMD7Lh5fOw2V5UGKgrCAeDiTCLrLZrSXGEwTDAdJYGq2qJz5GQhe9zEuwWg6XoBCMF2DNAzPifRee8HexOlcJwka66UIaDEek+o1jkopbBL23JD3CLKwAMI1FvAL6BUj2rFf2twT6TNFE4GcR5xH7/43olB7LYJup/xf1tj24XBXQH4q8ywvi0Q5mvUv27bAOym5z8EdtsPEZ2rkCDMSd+beJr/eJqtuQ8zRnHCkVkoOpFhzmODljV8Cn1evaVWKlWYU3Q8j/WwCegqK3FyCWxLb+2NuMSYxK+PManobcfU0LI3N5XO2/mDjvecMCkEKrR/ToL1scg4h5z2yX1bH+2m2AdCNTTNNU6/WITgeFn4AI/PfZpr1GWLaul/VkR5jfXifN34XC8uqrDmqEsDndY9/CmR5XqtuXw+1DiapFgIF2QEpfPmW9dhD14DdxjfJ0rhgdZrDdfZdZolC6xX5NYVwGa8UUIEJ1C+bjAm3CshYUhYw0Gen2+6dUTMMroNZ3i+uS6AetsYc9+umV8FprwNLOmf/xhXbsKEe8GQD5W7MN774E5pGfoGjXdTlMsW+VBjejjA9CAPgd3+kQzmKVIJLOe1r7xF4MnVOJ12wNs2JgSPbW1D9tVXi/z21jgfTERZtoGUGKC7AGMp8axpvOYB61mvuCdcSYFh7KzIVtSbhMQtBYycKY1BuIGDdiJU3lrnaZczosCU1uK8bTFRCivrXR8ra0MPPHYn4/3zYHE70zNZV3acJCEYbAEshMPoIEdhLZSUaM4qahuhQv/BuvLZ0GJWhUXKMmtQXFRU5WvWgvc4e5okKlBlQssLJbCcNxBKIMtYWymhU4kqa7vKLlUSed8jJbCXJUGvx83OtRBIaB7jzDaEwCFRYjgx6YTXiHCQOI4MaACEbOgBaSQA4EmWYSI6EwUpO3E+X69KCO+oRvdMcN+k/Yb7SylkQqz1TDTOrSUT1kBXXG2vEO4ddE5t6L3+urERbPn3a4Lu10VZedeO4U1HH0Bv+//DuP/BOMVaubaxmOxneHA0xM5+juEkxf6R3ohRzEThXqxSRRpl4yAlYRJRCstluxZYAJ3TJX/3pzSvAx5/ntV1SFjFjBBu/l1aG+aX1rkgOwjUveizts6h5V6iESbG3yV+vDBmzThlTsEF45FxXq/Gvd9i3ORxEmHRiHArNsaaG4O93RTNRPtkcOGDunzkE7scLFvrUMwqAMBy3mB+UYUAL8ag03Lh8Sbt5ne+Tiw7uAl/kkxhQjROKSWyVGKUKFTK9+K7Dnta52m1SZSI6+MOO1sDPhi5IKYIB7uP0xSHWkO4DnMadHrGFQXHQM/tObqPAASdPl/DcB6itUZ8v8Uuz8B6AjFmm+AGnHkTjNlIBf0a5/ZvIq7EOPF1Jfs+VO668d4Hd9lA4fHP7qMuDQ4+HgLwervpYY7pwSCYbQA+o8aTrT0ahIqRr+Zo6FQGmmVTGq+BqEzYRiqBdK1xeRdQOOOQGAdXem4+v+ZokobM43GSoKXAKLbdz4TAhDJlXPXTPRCLbYzj3wBCy4McvpLHVEzjIn5/20KT3ozF6Cx6f1VVKJ0L/XtiegS7SQKeOsPUi1gnEQNuab0F9ECsB5RTpfBoP8M+mJLkdZBMtzx7sURdGrII7yyp66oNGVYAaw6niiguMhLF16UJ9JgVVek4gOdrpRIVNH1tk6K4qIPpwHiaIUPc89CioLYNHBhqei/hPLgK12Wy+TqPpYSyCE530zTBgdZIIHBufTY6F11vJqDLSPE9MabznpGGJDinkbYxEQINZchzup5x6we+N3j0A7sGDsat0674Xooz/Hw/xPcjC/3j7OpN7mXxMVz3+DaAdx8unNtmV78pAPwhOHv3RzZQ+NZP7wEA9o8GsNZhvJth/2iI6WEeqJY8H27CKA7sGM8u52Uw9GJ8CnNUIkPAAQDKAklpoYxD25g1bBoLgaMkwed1HdwqufrGGr3rtJ+tc75aE1X1AAQX6LGUAZPm1vi2LVEwMImqdyUFFq/qOuARJ7T4vUZUeeIEY0PBxUnThGohfx/Ouc+oUkEikUuJR5M0rBUAYPayDBXQsxfLcA14HRC39OG2FXXlcSYE21IEmiZfs034w6ZgzjrUZRJaX+QjjfFuhmnUb7dtDAoy15FKYJApr+WOcCe+Jow7ovHHqBOFvVSFBN4JJXJNvRlzciGwR22M4nm9jzcTMn8pjFlrLh6Pm7Am1hzGWNM37OH9Ms5c55K5LcZsM94EX94HXHnnsUSID5U7Gu99cJfmGo+e7KKYVRhPPVh6s5QEw0m6FuWnuQ5ACEjkw3WKRQOHBp6bPooCDM6IAghuZ9Y63wiV9se0GA4u/Pv5IOLRQY7PyhKFMTiiAO+kaULQp+F1anHlr6VJjbNwLWVKgc0Cdy1EEFLzaJ1DCYRWCHOiVMSTC0+EDOp5BOacQeRgEEDQCCy4whO9F9MIX7VtyPqxOyUL38c7PmAZS4nj0QTWOFyeld7e+0AGkXq5bMkwRcGOO2qsNQ5NY0KbhOEkCcYCUgpUlfGAbAwFbx4cYyOcNO/ouVI1kFKS/kLg8qy6QvtsaxsCf3ZFtdYhyVUEYF0/HM6utobvnW4xUymByTDBOPEmAQadQyiPXHhTngHRNJkys4qu3VjK0Py2irQQDJKxK+imjOXK2QC28b2Qx/dgdDw8GIDj7H7YR39xh+2Dtv54ndfcRpu5KxXzqxC89xcid6HRvPNA/I4OIUQO4K8BvjUagD/nnPvDvW12AfwZAN+ibf6Yc+4/iJ5XAP4GgM+dc//Ube/JOLWc18QqGQRrfe7l6bdDqBLpVAeMkkoE7VxFB8SNt/v4xOwIAGHuqSPtsn+fDpu+V5YwzgVWwWnE7CgjVkmMSzxXFG69OfZ1c078fCOIlWA7M5HYIRLo8EiRLpy/F+wuCXQGJUVUOeT9FlRR5IqUoeoeJ8GmJMGYKoWPJ2kI7KYHAx9IjROMiwaXZyWW8yYYc3FS0JCMYDhJwrlec+RcthvxJ82Vbyi/1vrCtw0qZnW4NlyZ5WvPBnD8OiP58/rfmRABd2rr3VjLhX+yoiToo5Ffe/B6ZS2wA6C1Rm690yZrvAPlv4c3XLnlChxXb/sV2k1Yw9cyXjvEZjxAhzOD3n0B4ArOvE5V7q7z+n1iy9vEldcJbL9pOPKhcufHex/cKS1w8HCE/SOfidvZz0gw7Sfh8qINVEqpOiBkqgu7kAHexIMnpws47O3nsHYV3LIArFWTOACIf7P9tM+cya5fHjx9omUBNRAcqSY0gfGEyl/Mkipn/QVfP4sa6JuRU1VckVECgPE3Q8bvZW1oEQCsg/IqquCVzqGNXLz4c8RCfB4MurkQeN40SKIscOkcXgGh5UApJUopcZwmyIeeOusSgWbuK3fzWRWoRXwuz14sMb+ofT9DqtaxoxyAoONbSq+RKJceaDk4SzMddHuGsrBNbTEYKWgoVGWL5Xy1Bnz83uPdDONpGgxhuGK4mjMga0wSCakkYAFIrOkAfdbXn7O6NEAJNADdp9zHqjNBgOxAjyusEyEwEFfF70aIEPxfyZ73rlG41hbe4YyuWWxpHYZb70kVB2xxIoKvPWd8YzpofI+uvX9vvCnYva3msm+SBd5mv9f9f9v4qgGZv9v98xwbLnyD1ggVgN/qnCuEEAmAXxBC/Lxz7hejbf5FAH/fOfc/FUIcAvgHQoj/0DlX0/O/H8AvA9jZ5g2VFjj4eARgBCkF9o8GntJvbei/xolCa1xgmbBJSmykwvPyeNe7NvbxaVnUqCsFOe9hU3AhpvlmV4bEW0yNZPfLhBb9THnkBTfjUjxi+jcP7oEXzy0891DTH2Q0lxXGYESVQv6MQBfMzdoWbWSgwqyG87Zd6/kWv38mfdufp1UV9H+5c4HGyG0adpXCR5nGzl6O42/5QPvLZwVmpyu6Vn5twRh0eVatJQtHuxkyCvCq0gRMWBb1Gv4wJTfIPBpL1VWFVd0EJkuMPWnmtZZeg0kJWHKQbhuDNNcYUfC2jjs6BPq8FrKX3TntY06aKbRYd3XOhYAmV84Ybyq6Pl3KMroP+owjazGADFjTwCGDWFuf8Hvxdd+EM8D6XOPvp/XE5NsKmO47aQjc//G+KZ58FeM6p9H+db1pCPEhuOPx3gd3DJRMxdOJXBNIl9Rbje2NAYTALBtqjLgdwrKjsuxSr5pzazDZXRe5+15EItAzOJvHtL6d/RzLeU1UiwSLBHhe19AAHqUpntU1TpsmVGcABJApaVHMTbczKX1vGvoBUyM2ZEvjySKmSJ62LRbGIlGd6HXlLBInAq0liSbW0jm01gbtHZt8JATA3LOopUwvm4Kw8ybo74lSQZe3q1TX7kHrAOgAcNI0aAfArK0whsK3RwmmBzkOHo6Cnq5tDOrKQ0maa5QLH7z56pkmJzmN5bz2lBkOvKWENW0AsTRXQQeRkYumo6qZz7oKGOrNxxpAAGFRVJUtRpM0LLr4uOrSoD0tw/3BQWc+TMK2gA+g+rSPDMDQIlB+OCvb75PIzWt5rCIjlRZATtSZYF0uJVR0j6xVbIVYy8YD6JrUCoe+i2a/urdpIXcbUPXvz7tsf9u4b6H72xivC7bvQlY1Bt+7APG7OpxzDgBb7ib0079BHICJ8E4oYwBnoHyFEOIRgP8JgD8C4P+0zXsyTsXj8rwMbI/lvO5wJmqkzQwUTiqluUKSKIxHGjNjsLebdclLCgqYyWCt87Q/JXzbnoMB8mEb6ITNwLe7GQhPy/zVqkJhLfao9xy7UbIOF/AJyBiXmLa5sjbY4vMo6DucI0pCCkFVOYkJTW+eyu97qcY9+AIeUZ+2oBUkDGQGSdnDoowwC6Am4tYG2mbQsysVcMg4h+dtgzJ3KMoVHmcZxrtZaLvDGMTXRyUKDQVa1jpkucL0YABrLS7PKjSlp3RKKcFBbJppJGSkkpCximcAWaR5AqU89gBAcVGFa5oPE6KBtusBfmNRVwazHu5we400V5CZ13CXvevSx5w0UyEAH5AEQJNmnOetGG/GiKj8RJEdK3XFAIWrvHHVd91g5Wac2fR323uPbccm6uaVat+G172tpOF1x3CX1951fF1Yct/48YGW6cd7H9wxgHH2sly2wYVRSkH2xj4Y6Ad342kGQ5lMdrDSiaEJV2OaKxTC4uDhCIBfnCvb0WbKZYPiog7704mEySRq7UFh4SxaS9UqKXFC9s5TpfAky1BYi++V3tuSNQSxiUWG7kuck6lGsLZHF9QBXdUvFjfz8wUHjkKsfcFzQY6d6AxfVs7iUCce+NBl1JgCwz3ylFg3ZGFgZ+ogZ92YetpGjwPACwJbDWCkFC6MAdoWL1WLyUiidS2BOYCBwkPtu+0t5w2W8xrGOBi6btPDwRVdZVydTTNvgT3azTCadABpjEOSdr2IdCJhJz44HO2mWBVNyKq/eFYgSWTXR2+S+GwpuvuBK3M+yaAwnLQhu84NixMykmERe8HX0znkSvpegcZhJCX2SBy/KXDnSZLpUQcRpSbeLqZYxkCyCYi5ShhTaXhfLSUewn0V3af9ffK4S6+7bYDudcH3PgK7uwSy/e3vOr4qEI4zqfz3+xC8bTOIVvk3ATwB8Cecc3+9t8m/BeA/BfAFgAmA/6VzjsVC/waAP0CPbzU46cS/2XrfGq/fWs7rSDLQYVTb5KHaxu0S0twfxm6uMHcWe8dDOONgJNbwqbiosJw34bX5UOPSkxz8PE29TsdS4mldo7QWj9MUR0mCf1CWgdXBFEnAfwe5HxpASb1r5gMlfE+1GJNiQw1gfbGnRefeyHjESUSWKDCtEvAMkpd0bDEWsVsmbzeQEi/aFi2Zi8Sar75uvLDWa8QTFeakqZbQhEHWOuzs55iT8YppLMbTDNODHMt5Q03SWyjZBhpmPkww3k0xnmYY73YeAMY4DMcp+QAI2IlPFA/GCVZFg2JWobiocHFeYjD0mrzRbhpcn2Pc4b/TXGO8a4JZWJprJFS9Far7fEHfpgTQ+vMxJbdlTX1v4yrcgIJkPldTqubpHv0/rrzx432siR0+OYDn69/Hmfie2jTvXscQ6ePJ26rsvSm23IUZ8q4mCPs48jbHh8pdN9774M60jmgSJjiFBQt94r8vC6LOZZ43X5UtBsNO58DBXeyg2AVsCnYkQjUFEoD0k+RJ7nA8GeLACLjEP3betqFiBXSUOu6ldqw1plr74M4YnLctPqdKXh6yml3VJvSWu2bSKijQal2ns1o5i4HwQOiDCA+EvO+F8QFm6I+jVNDL8T41OrE7m6ic0meLdRcJT/bkrDmr60DbZKdPbpg+t9bTUiPx/VgpgI6LP0Nswz1WKtgyTx8OsX+E4GjGlBKRSbiK7cDbUE3LRhrZSAdg9HbjadBNsilOPtSBPrOc11jOm1B9A1KoRKGixdhyvsDFeYnROEFCjqoZOa3yPcQCe6DTukglkEeVQCklBkpgN9dYiM7FdEXn5SWApyBtW3S/T7VGJroqbJzxVLTtOMpcB0G76xoS8+MKkc219S6ha02Io0BPuw6E+sF6HLSvfTd7i77bqne3AfKmYPFtNCy/bdw35eVtge91QBufr/etKrftcM4ZAL9BCDEF8BeEEN91zv1StMn/GMDfAfBbAfwkgL8shPivAPzjAL50zv1NIcRvuek9hBC/F8DvBYCPH04xO12hqS0M4RQnjox1WMxqNI3BgCo1jFFB90vtZIY2DSyVuvT45Dbg02nbotiReHwwgbLeufh524T+cUoILMjRkhNMj9MUj+gHAP76YhEYAycUaHH1axxp8YD17yq7blaEATEmTaRCJd2atm9mDDIp1jBhFgWEBbNYaE7ShJOnbYuKMIKxiF2e+XVFJCGY02vnPX2YFmKtWsjHlEuJwhiMSUMOrGNQ1zNVU/VsRYF6g7QiMyzCH+/YPfS9XolCq1OJ4TgJ7J9lUaOY1WtyA52o8HgxqzGceBmDd4uWgRkS447v4ecDzXzELBZf2UsShSPCnNO2XcOcmMnDc+1UKYzos8d4wzrIPDrfPHh+qXpYw07OvDYY8zXdEOhtwhl+PJ6nbpIA3IonW+DLTeM+2SD3iSn3jSc34Qg/99Vhh6CK+Ifx3gd3bWO98UblF+d11WK1bFEt2kBv4Mak2SiBItGz2bfBtph1CTv7OcbLNNAaAF8CZk46v994N0M58GCBpsGpEDhZNGtNPFmQDvhA7YHWeJgk+FQnqCsDIQSeti0OtcbjLMPDJMGzusYvLhZ4Vtdd01bKXALrWgdesAfqCk00XOFjSkXrHMbSBw8nTQMtBEZK4kmeB4rLrG3xgsB7LL2NNANmvNg/aRq0QNBGTJUKttO8fQysJVE5LoxBSRN5ZS1Arp38ObiqyIuCAe0/nvgXxmCqNQ60xsF+htY5/KCuUboWx63GnomMcwgY89p6S+q14EuH4G68myHNVQjoiosKxUWNy7MSq2WL0birzrGZCoAQ9Delp/6axgeBUgnUVUvbd20Z+tn4bh8S5dI7tX4y0jjINeZETZpRn7tYh8kLMSVEcCNlCi+PkVIYKRVMVvoaFj6fa9QnAmlODrQAcufQSInKWuROdu01xGZdXpxd5YArbt/Rp3L2A8KbAHntedxcLeyPr5uOed3YFoDfBmj+OAVxtw3n3EwI8VcB/A4AcXD3vwHwR4nC+ZkQ4vsAvgPgHwPwu4QQvxPeoHhHCPFnnHP/3IZ9/xyAnwOAn/3pj10xqwNOceVuWdRhIe5pl56yZ6yD23M0PzWhCjQ9GIQFPi/mY3ziylIh/CL6aV37ak3UsJwHB2sPtManSYJD5408Tqklzm8YDPAoTVEYg18oCnxWVWu4dJwkgbLJxk9xP0+et2JMAuD11lRB4nng08QHlYxHIYkY9Wbryw1O2xa7RB9kHGIs4oof6wVX1mJBcgN+jxiHdJRw5MG0VGbblCRVONYa0/0Mc2PwedNA1y2+k+dR9UxhaFOkWYc/PgDzP7XsmENtbXF5XgZDlcuzEouiCdhjrQ30XHb1ttaiXho0iQSQUksh0rcnas3hm5OY/jkJnZiAOd8eJaiSBHNjgpto6RwWxlyh4TLeFNF50kKE88/uz+zsHGN3nKxdxVhD77GiQK+wNlwHxpmW1jyeyrk+b8UY008i8v3dx5jb8GXb8a7hyteBJ18Ljnyo3IXx3gd3TWVw+tz3nVktWzSlwWJeo1q28GDaoioNtM7hnEa5XMC0PtjjhbckqtzsZYmdfc+35wbn3g3LV3YYSK21OE6y4C7G/WWCyYgQ+O7A6yvYmrhtLMpZgzPTYP9oiC+NBwRXeUfFVCu0SYLjJAlVnHPTonWdiDyTEjkHXfQ+exRMMZByNoVBNpcSOqoe5lJiCrFGlZkR1RLwwaESIgAl4EXrP6KK3JRdHHvZE3ZzTOi1PCmPSXvHmV8tRKjUAUBJx8WjdZ3Wg4+HgaIg7QU3W+WKILSv0O0r75TKgVrbWO8wRtfXN7HtWl5IJXB5VuLyrAoBHv9flwbOOOwdDbG7n5FZS+vdzsiNrrioQ/adacDBgpzeA0CUXc2D6xrTsQCE6nKaKezkGjpROMh0yLLzYoYz0cHsIArgORAfRFSasejoRpwBXVHAt5YNjcB5zXXTejODjLYtSVezggXQM1Uh8L2R/hI/3g/aehnXeGwCZR43Ve6uA+AYCL9qkN4GhD8EX293kEFKQ4HdAMBvA/Cv9Tb7IYB/AsB/JYQ4AvAzAP6hc+4PAfhDtJ/fAuBf2hTY9UdTGZy9WAJAmC94zlnOfdDnrIZzCebnJZq6QlO2KC7qrul5pnB5VmF6kCMhuh3T9EL7g1SirS2e7GRdQ2z6jrC78XfyPLQ5EI1nqdSLFktpIPZSDITE/3A09vjYCFxmvocpB1R9XGKKXh7NN8D1mBTofpTEOk4SlPQ3gDC/c2VoIP37szb9pGkCCyUR4soCnqtREylDwDgmTH3WNCjNuhVI0ANGCce4V9xh9HxhDGZU2WOJwuM09RpFkgfkQ43iokK5aDGcpOHacFDOj9WlweV5GRw5i4sKs9MyYM/BxyOMd/NA5w3uqI3FpfEJ7bpa4fKshE5kuCeAzmFzZz8Pwd1NmJPmGtOs08kzvp5egzccyHFD9H5T8z7WZHS/ceWOeyYCfh3DScuQFLcWEG6tOswYc+Pga4jNTsSbWCZvUr2Lx9eBKz9ueCLwQXPH470P7trG4OUXCwyGCVbLBk1pcHlWBd3daGcXO3s5hpMdDMcTtE2D5fwSy2KOl5/PIDUwGGpkZEfNWQGeEAGE6l4+TJDDB3rLHxUhm7q3m63RE4SDn7CLBivmxVMmbWc/gxPAsDB4eebBPh9q5CMNGD/RjchJsrGGKjgGAyFxxOJkOi52tGzRUWEABCpKrC2YKoUCXe8fADigiS6mkRYUMHFAwYEfC9LHxMtnWk5BVEsN4CVVIrmSE1fyGufwOQWIbK+thehcOa13+xwIGbRouxTI8nsW1qKo65BpfJymIah+1jQ4zvSV9hfc4L5tDHb2c5xbgwsKcrOFv1cuz0rMXpah0ruYe0dOaz0VakJ6iT5Q5sMEy3GC+UWN1bxGVRkKKAXaGhhOvAsoH483NvAai7o0IQBl8XxdGqSV8fqYUYKHGVG0JDBumtA+I+grKbvNiyUOikcRTYaBLCyorPWNYun+0RTQAVgL7vh+YhfOkZQYSel7IdoOwMvouxh6JN4W5AFdoBcBz0aRu1unfjIlaBsA3gb4ttkmBmrOFMe/b3vdTdt8E4A3BpFN5/0bCDIPAfwp0t1JAH/WOfefCSH+9wDgnPt3APyrAP6kEOLvwa8p/qBz7vR137BtLCUhFcpF07V6qQyEyDAY7SAfjrCz/wDWGhSzWcCoJOtasAhKRg4nFm6YQKoGTWUCPg1VQlrwCmmusDNMMBn6pOEA3mBjddng8ny5hk06ld5wRUicPl9gTiyDnX2vdc6l71eX93BpIhWm8BWd8L3cgEkzY9bas/D8zwEjT9l5hEeaEnlTMngpKKg7JYdM7uvGjbu5EsgteLiyCPgkq9IaLYCnVRW2jVv/xHIBADh1HfOhj0EzY6AAPM6y8DlapTCZpOH1+dCbg3EFLttNqTG7xUOpKJFY4uyFD9BYTsJ4UC4aTPay4NbJ2FMuW2RDjfm5T0quyHOAcYbxCsAaxbNtbOjd28ecvNEYDBP8RJLCCY/ln9P53oQ3GWEIz4F97eRGrJESc3qOtZMrawGSfwBYwxmuujYC0G69TZQWvvXTbYnEvvHXle+lc1eCwG3GbbhxF1zZFlO+yXiySZPbf26r8aFyF8Y3EHfvNqSScMbh7MUSVWVQLRosLlvs7O9j98EIw8kOsuEQWZ4jH47QNg2y4RA6Tam/2Rx11QY6Q1W2axTMatkgzXwFT0iBNFfBCjnNFcZIYScO2cLiVeGXuuyAVldt4Ad3jUwVLl6ucPZiBQDB6r9tLKaJwnGSoLCdM5UHOgcoL/5+hW7yHBFtjr8wV+h20UTIlbpECJ/NhRe3H+rEZ8cQfQGd64xQ4B0tS+cwFpGInibWWGzPFbgFvTYTIvzNGdaWMrQjducSci3AKJx3TptITy0MGkQCUA5OD4l+M9UahTF43jQorcVPDTO0jUE+8hSY8W5GfQc1frkqUTqHTxL/mZNcYLybolw2yEe+TYIzLrQ84GsDgNoh+MCxmNUoLqpwXbNcQakMadlCJQqDofb3xm6Gnf0M+TAJpj4AUEkAQ4X9fNjpBKPm63XVubuy6+qjLMFISlxEGWM+N319p27bkEEfS4mpvjoNBIdTBmFyO8v5OliLirSgU+rNGCjHQNCssHlB3MsoVPM2BHn9/zkMDfRNsU7xvBLYbQjw3rburg+m/P+bAPxdQfi6ifw+mrpv+163PfdNGc65/wbAb9zw+L8T/f0FgN9+y37+KoC/us17sgMmswKKiwpSDTCZ7iAfjTAcT8LvtmmQZHnAqOJihraxaBrre3jmBiqVwUWxj0+zU49DeeMrenkjUVxUWDQ2JJPKZbOGTRw4nPxwjmJWh15rbWMwGaahcseUu5k1aB0wEG6NlRGol1EVLF5cxywNxqu5MXjV+gbnx0nSJQej7QrWB1KicUrteXQ0x5y2LWaik0M0zksCdpUKOATgCg4Z11Ew1xqq075nxkA3DcZSrmHQ4zQNplccBD3JfTDHTctDkCUF/na5Qi58s3En4OUdyxb5sAGQYzi2AXuYvg8QzXOSoG0sZi/L0LuQNeE6kQF3sqHG7n6Onf0MUongliqUgJES+0dDCu7WMcf35aMeiJnGR5MECSUMX7YtXhHmMA6UWMf5hJKwu9QEPR4x1rTOAVIiA0IS+SXhVR65sxrnoCNdZ5AF0PUqre0kARuCvCANiB7jqvF1+BIew1eDLTE+bIMp94UnXwWWXPce7wN+vCvjvT+XQiAYqRQXFUwrMD08xM7+A+gkgZRRFSNJkI9G0ElnpiKVwmqxwPxiSVkug1nj+9ukuaaMqfMZU6LxsQYio0X85VmJYlaHII0nTg+angefZt68g7n1q0WDhHqaeXF8i90kxU9mHgy0EHhaVYHGsDB+8awEsKd0EDnHDodhUQ1g5boFPwMlZ7F4n2OnQpWvn8XMabtnde21DVoFZzVumDqiyfgZZfg0vQ+7aU4om8r0Th2BZZiMNTARnbYBQMjEHlMQ1jqHU2PwrGkwkhIPkwSZEL6SxVQe0lMAwHgkocYZXlqL75er8N7fK0s8yTLsVEBxsQwUlzTT+NZPdzblxUXnXLdaNBhNUkwPcuSjBLOXK9JwGkoGGJjGENUmDc1mh+TKyf37hpMkaD+1cRjsJDixDZQWmOym2N8VAXTLpTeFYZ1fW/us+GHenUduUcFBXgxupbUoaLtTADk3BEbXFDaXvn8RV2B1BHR8f2ghglMdL4bi5AHQUa9YQ8HZ+Zje2adgtkIEd1V+bA1EN1T1rgvw+DtwXR+2r3LEAHudacm2Y9uJ+7aq2n29z4fxZiPg1KLF/KJCkg6xu/8Aw8mOxymqtkulMCaMctbC0vy2nM8B1EgS6angiyb0ThtObMAnnp88fTxDPtTkGN1S4qjr+8rYxFpixrGqbLv+rI1F3niWRNNbBDN1T5NmKrA5qGVOf8G9EZNomzkxRmI80oRHvKidGYOntTdHGyuFiewcNJn+95SqaiOqBnHbnrm1oZ8s45BnnfigsaX3KsgVOhcCY5ImMPvklGidU+WTsIkQeFrXIUhpAaAsMR1oZMMUF9biB3XHbXhW1/hNwyHUrMF5U/lqmxT46NE4nG92N2Xs2d3P19osVGWLatkGrGCaJ1d2h5MEw3HincAlQmJxMaswnKT40rUecyPM4Upy2bSU0PRtFvYoya0F9Ve9AW8Y109EJAvgqiclGBnXOUlcWosZ7WOX5B58ndfomOg0/KzjK4W4gjFrWANAR+shIMKYCF9uCvB4P18ntmx67/tKDF633buMI0KID5U7Gj8W2B0yU8YhyQZIsxxSKlhDfYOsn7C8ODnBeDqFVApKKaRZjjS7RHGhcPbiwtNZMkVW9gmAHCqV0EmLUomw+ObmsuWi9S6LRR0E1QA8zRK+ihf675HGz1rfX62pLZq6M31ZzhtMD72InbOVrXPQBKLsJNlKFwwzgK5a0sD5Kl/0GNDdBBoIrpheW+cBNw4OV87vl+l/XB0yrpt0mY45IhF76TyN71XboiBLbba8nkgVApEHUQXpedP4ap4RSLBe4VGi4+E/axrM2naN9loYAygFQ+clFwKfpGkI+oxzeNE0YfHBQeMp7edgoPGQ2ltY63va7eznmDu/SEnzFVFu/fGylo6zrQACtZL7U7Gegqm6w0mC8W6GFVwwSTkm6q81Ds54+sWrtsWCNJu7iQSvBTiw48xv21iY2uIw1Zg4r0ucKeXNd0gjEVoiRNlOvo48ONuqo2w4gJB1Z1pTS1nP4NoqJQ6ibXkwtaaia8uUqthcKL4/K7sOxm20rz4YM73rVloN1jOtPG4D47uC5F1aBWyzXX9ybq95fNtxG101JHhec/8fxpsN1oqYxmK8kyPNPeWxbRpoANYYWGMCRgGAkBJpnkMnKS7PXuHLZ0WoCg0nKQxhS5qt49NoN0NC+mMOBHiwgRgHeW0jQ9XGWgtnHRZzr1cvFz443D8a4tM0wYJwiE2wGJeUAMZQa4m7uNLC/8eYxLq7oA0XYg2PmJZnCI9OiJ3BFby5lMht57zIGvjCGLwi3Jpbg+dtgwS+YsbGK4BnpDxvGt8OiIJL3ndO7s+tc3haVQE7YgziHm+nAI61xuM0Dc7Or4g+GuPPrG1xoDW+uzfAvuiCOZ1KVClpFs+q0DaH7xmXCCiL0Hi8nVgvIchU6NXLuDPezTDY8eyfojUYa4UBBXjWOAy0xLO6DpgzifRLfE/5Hq6+yruXqBA8j5UKlFbug8imbLEL5ian8FmENbweiCUmE9UFkn2c4fuG98FSka0xBt39tzaiYHDTuC7IA27GlrvgyraY8rp48jpz/buOIx80d3689zguhIBKJJJEIssVqlWJuiqRj0YhwLPSg2bb1KjLEtlwhNHuFGmeYzm/RLmcYjydYjmfo1wusJzPsSx8xSfOEvgsVxsmWa4W6kTCGIemMp37JlWF6tIESoWQAkkqgzsaADSNheqJnw8Ocsy0xkvKkGW0wC5oEj1tW8ylwMLYUIHZJYfEmTFYOYuWC2NR0JRLiUMh8LJtAzUzboxdWEvBVouXbYNXrc/AxhWehibUFQVRY6UwNgaH5GjGrpolgX4lo4A3qgwOqKrHx8jAOiOKhnF1AIdHaYrv5Dm+k+chUMmk7wOn6fPsEWiLpfG9fjIV6KQccBTG4GlVhSol4LOKj3dS/KBcobAW38nzYEFuMolZ23pNgXUU+CmklaLeir7HEWdLuVG6SiVM7QPcWdvihD6TEgJJLlBah1fW6xkBhFYSADCaZhiSbmMhHH61qX0VM9PQ8JnHuTHegTSiOMULJ15gGKaz0POsVeTtZ9HrefTNCSrn1q4P0NFsODPLjp0tAX4RL86oqtcBsUFGzWsDCPPx42ogp7BOp7lWy9d7rA/G9zHua39vk7KyaR8xEL9NQPgAudcPIQQSmhvSXKEqSx/UJSmsNbBWwhiDtmkCRk32HxBGzTEYTzCeTlEuFlgWc8zPZ55dIAUUJTfZhh/wC/VVoaCiVgrxc9Y6MvxI1lx8mbXAuKQTicHYsxAOjgY4IFxi2iJ/FxfGAmhQUXLxQGt8kqZXMKmvb2LzLTbxiG31OckY09BzKXFAFSCe31jbNybnxmOikc9ojoxxJmYfbMKhXEo0ZF510jR4RpXC4yTBd/IcP5PngSGSEYuE57ddpbBv/b4npMVj/OGg8zNqFM/jcZZCC4eTVeNpntTDrkpFaHOUWI8P3gzMV+3yYRJaK6SZDm19rHXhPWfGYEpzcjNWOHcGRU1aQ8YcBUwe5BhOPBX0edugqKugZ3QASmPXdJB8/cJ+yJV06iJaK839MY2zP+J9XYczI6rQls7hIMIYxjJm/Kz1+ZUWGcRGmUB/ML7cpP2OgzzgfrHlPvbzNvDk68CRm5K4PMQHzV0Y731wJ5XAYJjANBZ1maBtKqwWC7RNgzTLfZCnPHDWZYk0y9FUfqqRUnqjlckOpgeHIbC7PHuF2elLXJ6fB6cyqQRmRIlgiiVromKhczGrUC79ot0ah3zknbOYolctfXNZ3qZc+N/Twxw6kfjymcXOssXPPhwhH/rmsidN4xe4VLHy/X1ccNYsSFfAk+mhTvCybQALZFIEjjr3FQKoZw2dw1xKgFyxuOE5Z+A4+OOsJQd6TFdhofmB1nhKFM7QxiACZu7Xl0kRALl1XTsHwAdap/CmL+fGYI+avf9MnuOn8hyfJAmQJL5RrRAwtQ+eP819dbV1Du1Q4cJalMYbsnw3z3GsNWbG4Htl6SklBNh8TD+qaxh4Ouhp2+LJyFfLXlBG/UD4dgnn88ZTb2uL+ayCs9SEliq9nDGdNQ0Ka1CWLug+2BhgpFRo6xD3B+SgmI1rDrQOgSFnmrnSxlRYzmQHl1Y676/oGsRZ6tJazAgk15oKu/X+d/3AiQE9bmqbCxG0doGCw/cJgXxYXBEwlq5ruRAoWxEIl9Yix3o/PP4d6ycYiPvbXBkxON80gWwY29JT7nNy3QbYNo2Nn72/79fac/T66By/7nH+uA/GqWZsYGqL2WmBIk2xnF9iONmBlArOWrRNjbZpIAmjuIo3nk7R1jWWhcenNMtx9uIEUlXkxtgEfMqospdmOrAOuFH6omjgjFvDJmYZtI0NJk+s7xvverfh0+cLlMsWP/PxCHogMKlrPKtrv8AnrGAKPn/3pz1MOmkouBQdzXLWdFrkOAkJY0LT7MJazGnOGqNLBh4nSaDpM+XvO3nugzLWidMxnBKrhF/LOBTav9BPJruAb2UtBrTP7+Q5vjsY4BOiY3L1qSkNHpB5VgMHpxDMR2L8OW1b/FJZ4nkkJcilxHnbwgCB1now9NXcWdsiEwL71ks5XhCtlt1Vx1Pfxof1lnNncdrUa6yJ07bFMwBHSYLK2uBuOSW9OgfOrGEct54JwnP9STS38Dokpux31Fb/WRlr+Ppz0MXzR4w1cTISuIozmRAoKaHH7SsAhJZLvMYorEVubcAYDV9B7puxsEZvE3b0nVw39cyL79HXpS/e9rr7XqzfZa5+mziySXf/JuND5c6P9z+4kwLTQ1/x4uxVcVFBKYP57AKXZxr7R8fY2X+AVim0BCY2yp7pJPEgujuFTtIQCC7nl2ibjjLJIvTxNA29ZBrix7NurqoMLs5KrOYNBpMkgOr+0TC4Zs1elphfVGioepePdBA/p5lCMfMW2UcPhzjeG+GzqvI0PDIOmVsvPtdC4BHZSL+KLIzZVjpUnaLJKx4zquAlohOhxw5nnAmNG8xq4YXT3FSWqaJjrtoQcPHkyYv5U3r8gBzLFrTA58yVFgKZ9JP6hfFOZ4/SNAQNGsAFAcVASggI0jj6/YqkO8bS2lAtexABzkFMHaT/SwLxRPhGq7GegKuG9dKguKjx6mSJVeH1lkxjujgryZlOY2c/Q5opfDLNUGnfs25BtKLTtsVTWlxk0WeeW4sBZaT5XD2t6+BcycceZ075fw7sD7ReM03ha5mRvoGNAZhOyxlRHgvT9dJbWYt1o/BuMCAXlKHle4cXY1qIjm5Fv5VzIbPLNKYZ61rceq+9WEMRqDS8r+hchHv5hmxrfMyvS398G8HbfQdJ/f3e59C98/thvP6QUpBzr4z0bAWMBU5+cIbp4SH2j45RlZ6GKaUMGCWlhE5TT8+kBuNt02Axv0TbePfD0y8WKJcNdKICa6RtDNpGUVN0b9K0onYvaaZQVwnKRYO94yFUolAtG8xeloFqHuvuZqeeWVIuW3z6aITjyQjfIwONhbX4rKrCfMVzfFw5CwEWV6MizOFRRHMxP8eUdiUEJhFVksckwiI2aJlSMm8W3bNM819Z3/OP58vYdMxry3yQddI00FLiEVWw+P6/iKQJHCS3jYG1GgX8/LyKEqkBfwAcaY1XEZNjCu9Kye2DZlTZA/z37ThNURY1Ls8qnL1YBtkHY09dttBJSaZdGt+eZljoSCJhvWaeK5PHFOTN6RwwtrKWkRuNj6XE90qfXOBzwy6lgcmjVDAr4RZFLVE3+fjH1uIUHdYwvZavFQd7/cGVvMqtG9uwnICvJ18TBQSMyQlTYxzaFl8YW/q9W/vJrXD/9QM/3n7DZ4rHvTA07hlP+oyd+xrxWuBexofKXRjvfXBnWhuAaHowQJppTPYzKCVweaYxe7nC2YsTlMsFxtM96CRBmueermlNMFfxgnWgbWo4a5Hmvn3C5dkZLs8qKK1h2ta7UEkRHKZ0ImEa747J4Dkne/1RlSGLnDe5ce3ZiyWKixptY6AT3y9t9rLEeDfFzn7uHazIxWq/sfgNx0NoAJ9VFQZSYk/5dgMj6XsAPaLMJQB8ryzxvbL0mUyaADmbyvo1HkzX4yqeRudayLQ71nABXfWPJ2eu4nEgyfSTFghOltwYtXUOz+oaz8iBMa768IRZWddRCV1n4MEOokzLmRGl9EBrHD/IiQLpLa6Z919Yi6MkwWlZdv2T6HElBEpj8Kz2lMcRgfeCqDifVZ6W8t08R9I4LEmvkuUaWa4xnqYBaHf2O03ccJKiLn31Ns01klwEcwHAA/mAzmnpnK9UGQND5/ecsp2ztsWcFjlaeOOYmOPP16h0vkUBV1X5Z07gzs52uVIYCxGyqSOlcEiVw9K5QHsJWpcYBCPw4MA/ZF/pbxBQTyirGmsr+LzzfldUDeYAjc0Sj5zC9AABAABJREFUFlEWfaNOh+4Rpvf0s61AB9TXgVP4LBuffb1xV9DatP1NlbFtgfbaCuZrjA+B3P0P01pY6/tj7h0PkebUjLo0kGqJ8y9foG0ajHenSCiAY4xKsxxt06BtGljrE49SKgxGI8xeLrGczyGEhHMW04NBaF7NTomsnyoXLVnvL31bH3re1BareY3ZqX9uOa8hpWemXJxXmDAuRZry/aMBvvvAm1B9VlW+kkLzD8/ZB1pDA/ilssRnZemxRAjsaoU9pUO/uqCbwvV4NIjmOL7XmTrJiTvGohPSW3Pl7zhJUKpOD/icGRK0H56nggY9CgAYMwJ1lDDolAK04zzBbu7XBLPG4GXbhmQZM0H4fRdUVWPn58J6rSAHs8+p4nigNX79YOB74JIEhDXdaa7Q1t5Vk5OM+TBB2xgUswr5KEGhvIEMV6/m1uIht4WQcg1zVvS5GGPiquXa/UvzN+MNS0EG9FlC5ZOSrwX8eoGxhqtyU+ePrdqANcA6zjDtsgSgovsg7rHbxxhe3YyVCoGgEgKV7TSBjC8xW6VFZ/TVD/KA7bDlvnDlLvPvXfDkq8SSt4UhAuJD5Y7Gex/cNbXBF//wMgR4Se51Biw0H00zVIsGl2dnSPMcxcUMepmibWokWY7BaIS6LFEul95ymih7ksxWJnv7wTL68uxszT4aADWybkL1zje1bkKj2jRXmB4MsJj7/c5erjA7XQXNnW+IrUNPtOmhd8fyDUxTpLnXODBdEgAeUbNzbuoaZxa/k+d4nGWekkGf5XGWrdFPVlRNCpb2WBfJ8uTNFbtz02JP6RDwMcgyeHDQwEEUVxlj4TNTN08isDuIJn2enBVlzNjIhR3Ufmm1CvsZEwWEj/0g8bf5ypFbGmUljygo5MUHBx6zKODioM7QeTlpmjXL4WOtcbSb4MF+hv0j/5okVyFrO1c+I707TrByFmrsg+zP2xafFdVahU0LEc5d67zmja9bEN0bg7m1WNjIWS7KLMd6hGOt8UBrDKjiV1AVbSIlDAX7geokPJWliEFKsO7CB1tBw2BMcGGN+yXGjpZsf90QQCvaHlICtnPDm1L1t9U6UJA2NUvnz8QLvPhnDYxt1DspAmcAaxW9W2mb0YgTDZue4/GmgdxN+7pu39scV3/b/nMfgrWvf8Q4xSwTQ8ESa2yLi3PoJMFyfom6LNE2NfKhN34K/Vnnc7RNDZ2k0EmCnf398B6XZ2fhbykFjHU4e7EKzs3lognOmct5E7BpWfhK3dmLJS7PSnIK9ng6HmYY72aYHuSYHg5w8HDkK0WjBC9M52w5VgqP0jTo3Zi+DQDfzXM8ybKgYRuT2yS7TMYuuZvwiOd7JRB6vu4mSUdrp8odz7WMR4noHB55DgZ8Gx1DAWDrXOinetGagLFaeP33c5pL+hi0S0ELADRaYw9+H58TfZETbow/POcDCBpE7YidQefglJg2HCgcJwmO91M8OhiEtQRXZV3inTo97jgoSiL/oKnxy0WJV5QgrKwNTpX8OXg+YApn6EEIrGm5Y8xhvDmmZDhXySbkKMrYb+j8gLXX0dzOzJkp4UOsxY7lBYwrWng2TUjkIWIWsW4SHcaUpMVjjCkiDC3oc5R0r2zCl6BPF1fdnF8HW+4bVzZtd11S8Lqg76bj6G/7TuLIh8pdGO9/cFdZfP4PC+jEA2S1WgaDlaaxMERhUFoT1XIOa0xwKrs4fRmAtFwuUa2WYXtrLIR0IUMmtbdh5Zvr5AdzXJ6VaBuL0TTDgFym2EY/zUdoKk9zkdRDzVqHJPf6u+EkgZQS+0cDfPRojPHU0ys+ejTGS2HwuTEoXYPZqsvyPRoM0Dqvt/vZzH+G523jg6aei9RPZpmv0BDNIqcqH2ce+33SgliWv9gWMORcyT+s4yqsxdOqCjovprxw89G5NahsR9+bUeDG2gIGXACYAaGiyHSZwlpP62hb/EJRYKoUntA140CCj5+Bc0FZ25PGi9Nf0N9PI8oQDyWABD7g/IR0fH264wm6AIe1ca1zKFY1Vs5TSsvGHwdXThn8+TOwzo81Ikyt5eAtrrByJnNBGWIAFGTLYF5zpPWaCJu1Hyw850XFOKLIcgJgLCUeaI0Lftw5KOcrbmP6n8GTX6uBEBjz8fXBPw4+mbbJz+fwtJyEFkTBGY+Of+W8JvGcXEPjCh/3cIyDQNaQrlUWo2Avpm0ytSY+RmAd0G4CYP4M2zy2zbhPcLxpYfFOgPCHsTaayuL50xWkUrCmgjH1Gu3RGgchJAVxHqPy0QjL+RynX3yOuipDgGfaFkJI3+PVmTV8UqmEov+//AczXJ6Va83IrXEQUiAnbCqXDS7PBIZjMiXZzUKVKB9qfPxrdrCz7wO8g49HmGmHz9sWc1vhovGBwHFEXfzuYICRE7hA10aHMal1Dt8dDAIT42lVefZF4hNjL5qOFQKs4xFTLpXw/3NfNWalML4x4yNOTLH2i/9XlAQ7JhxklgMHOrFRFDMKfnGxCBjE78866VxKTJQK+MvVN65MxvijBEJLIy0EHkcBcRyEntD+59b6XnqpRNnWOCcqfNN6KQZjR2xwc2EM/l65gnFdQPVZVYUAro85c9sZX+VS4ihJwjzN1zYkCWXnnMmYwuczVMCAwPoBV/VoTuLXBFMZY9BEz8VV2X7gMohxMsIgxpip6GiwA57rgXBd+PrzZ+7jy5yuzetiy5vgyteFKd80HBH4oLnj8d4HdxCATlLkwyGGkx2iXBos5/NAweQeQt4xswn6BXYmW8wvUS2XkBpBt+eF6MmaoUpsnnL2YomXXyyws3eI0Y4Xt6+ymqgTnYV902TY3cuCq6Ln6FuMd1PsHw0hlcBwkmK8m2J6OECS+6pXDg8+jXMhoBo533ohmWgoCzz95XOkucLOfoaHuwP8Sl1BU0YSQNBDcXXtgdZ4SJM19wMqiG/PEz/QLX4zSRoE0jWw1uC0bfEZWSJz9YjfZxJVoGbGeBMY+An2goCTKTtP6xonFMSEyiK6LBm3QihIgxf3XntEmjx+7UkclBFV57RtQ3B1zNVOAh1uft46t0b5eZSm4fV8LjjDyxnqqdahPQVTgJ7VNVogVEXHSoVKIAPVKWnNAARNwEhJTGSXVeUs4ljK4BLKldC5MXicZcFAQAsRnDM5cF9dNpDKYW+YYE4BXkmLH67GAR7gd5XCR8qbKohEYTzSweiGq4ytlOGawNpQ2e1nHvuVRT53Lbymj7fjwcL4A/hMehFlf+MqMNN6ma7DyYM+vaakip4WYq2lAlcFYnvnbWkn/c8Sfz6+H26iVG4ad9m2/5p3ccSf4wPkXj8cAJUkGIxGobddScZfce9VawystZBKQScJ6tK7Py/nc1SrJdJcIUl1wCRfwVvHp6Y0mJ2WmH1Z4eDhJyiXC7x4dobJrm9sffixrwYyNu3s58hH2jtkStG5MOZeZ7ezl2Ow4xNToaUAUf2OtYZZ+gDTJQLnzxZ4NW+wfzTAr5vm+IFqgn0+6DuvhMA5zfvfyXMcJ95s5aFuQ6Wrj0eaklgcXAQmAm1/2rYBi2IKIAdsLwWAtmtszvPlgdbh9StKEJaEcxXNMyekFXxASU2mej5O04BBHMixfKAgLPqsqnDSNKGqyfjH833MhgGAE6Kp8px2QZpDTtjtwc+P3OqHk3Dc4mgiJU7aFq/aLrH3tKrWnA53tcKE+v/yPAr4/rnfyXM8TlO0zuFl2+Ih4SyzbBhvxlLi0CnUK4M0l9hLFc6Nd7DkYDbGmrGUmBiBcu7XSFp3s8VESgwoWGKcCcFiNF9uizFaCICCf2YMFYTXHDjy34wzrXMYm83yhJuwZSsn596IMeQmTHkbeHId4+Prwpg7B5ACkErevt2PwXjvg7skVRjvCazmFzj5wRl29vchyThFKgmpFAbjCZRSkEpBShlMVYwxa03O2a2sqQxlRRukGTeXJdexFwZN7QPKnb2uWbq1BrOXL1GVJSa7GUYUrCnpK335UGP/aEjNZR3yYYLx1DstprkOWdxq0UKV3u64bSza2iJTAqtE4vMXS5TLNmRhz174KmNxkWH/aIifOBhApwK6aTDmCoy1OKfKEQcLHKRw0KeFwGdVhc+qymunogzaQlivQ5C++jKSEi/aFr9SdebGLXyG8ED74OAFZ2utDT3rlOjctVjTxu6YrN+bR9U4zkIWRFOcE0g+ybJQfWTqTEHVsF+tKjxvG7xkh04KRPnYjpMET7IMj9M0BKNABwjcSJUb9jJFhXn958bghCieHAzyezwjOg5nqpmWxIuLloP0qAJ42ra4aA0WonMfG0uJXMmwCOCA/DG6quChU6gLAwdgmkpModGuLOaXJSULMnxp2rVeSzNjkAmBT9MUj9MUR1KjmFU4rSq6H321+aPM0zzZ2IDvIb4WKxfpIvn6x5lOGjGdB9F2oOv9MrrPtPB22ky1ZSBml9WxUtB0HKzRYVOc8N6RbjDub8RgvNYkHRHt6zUAuf/YXQDqdbKh1x3jTbTP295zWzC/6Xjf5aDzXRtppjAcWyznr1DMZhhPp6FBOTDy/VaJmaCTJGBUkuVU7TMQUsJZi2pVoqkB03ZUPcan8nkL0/qgb//oGOPpNCQyZ6cXpOvO8ODjERLCnOE4xd7RAIpYKVy9416fUooruGRqiySVeGkcTr9YQCUSk2kWmqgv5jUeHA/xydEQIEomz7fc2/NxluE7ee4DrLIMc6UWAr+0WuFpXa+5KbN7MxtLTamq9llZhgAFAB5ojSmxJGaUuAR8UiqxnSsj41AuBF7Se3CgGXSArmvl8rSucWEMnmRZ0J4Bvjk5J9C4J17rXGDT8Nz2KEnwJM/xiAL5eGHOwdujDdjDWPGsaXBMusXHaRrcMJ83TQj2MhlRLiNKJicDN2EO4xgnkdkJ+wmdz091guW8WcObetFiaXzboSYRgTFTRBj+iPD20CkUZxVmTWcQNMgV8kTjnKqg4ZgjnGFdXowzfROemAUSn9Og/adrNGY5BNbxhT+7htfEX5hOYsJBXh9bAnU3qubxKvIuuHIfmHJXPNkGS27DkW0oqTfte9Pn3n58aGLO470P7nQi8eBogHo3xfyihqkXqFYtqpXzQZcxmJ+foS5XyIcj5MMRVJLANA3KJbVMyHMCQLKh5qzWchHeRyqFJM2RpMBifgnHfO7FAnXlBe5pnqOpW+QjjcEwwWjsdXTZUENRhY4rg2mmgk7v8qwkHUTtm55bh9nLFax1WC1bKBJUl8sW5aINDbSlEsHgpS4NpBQ4Php01AaaqFqixfHkPRE+cFhZi1+lLCm3J6icNz5BXWOqlDcfcQpG+S9p4zxVZWH8xDcQXb84BQ/cM1qAB5EzLa5jSsVTcgUDEDKDc2PwomnwtK4B2fUfAvzEP6CJ9VnToIW3Z2YK6Od1s2a9PGbRO03cPAlztk4TcHIFTQsRdHcD2RmsrJzDKYE3U1k5cNOUSQbtIzhekg03Z5+PtcYTWsSwhoSB2wOZxadJGmhGMT2los/0QGs8JvpOA6Agy+4hnf80U3DCL2h+pa6CeQ2bzzxKUzzJMjyh/kutcxjsZ9iB748lMp/xRWvDsVW9LKYG8DBJoIFAteImrDENKhbjM3CHHofoqocLOj9cDYx7D3Kllc9tHNydkqaSg2bOgs+MWXNFA6LAE0BOx8SPXTFk2TC/3LXCdx/jJvC96XiuWyxsWjxsM27b9l2k7byrQycSBx8PUS5SMtOaYTFvkA8msMagXC4wO/0SaT5APhwiyXKYpsGy8BRNbtlTlyXsxBuBlctlCBAZn5Q2WC063Jq9fEnv779L2chTLgdDjenBIGDTeDeDTmVo8wMAdWm8e2ZRo1y0sNYFGcJq2SIhHCsuaghacBky+5BK4MsfFdCJxPHDYbgPWYvNlaCpUvhUJzgY6+AUzFUvxhpuocA6qgNqLdA3yhgInywcKwXDFTS7boiiN+BQC0/jO0oSDIhy2A82AT9vTaha+LSuUFmLX3Jd2wEObgCs4U+/Yfdp2yKTMmgCef997Il7/M2MCf1cAd/LlNGRGTpF02BmXEjk/WSe4XGa+c9Ec2suBGZSrmHOEem2eZR0rMdEcVzBoRhexZsGHhNPKKg9IVw+0ho/m+d4kufhs48OciiLoFN/ZQ3KursefZz5NElCIDaP8GTNGIXwuo8xiCpuM3pdjC+5EBvx5YCw5SUlw8+N8eYwPWzREaa0QtwZV75KTHkdLLkNR94EQ+L/X+czCvGBlsnjvQ/uHDVNVYnE7l4Gax3mFzWsqTB7+TIAXbVcIs1zCCmhlPKNYgcutCBoG4vBaAc71Di2mM28Q1lbIssVmsphfu4F6/tHQ+zsZyiXS5SLS+QjjXLRQmmLbOCrdj7zqVBXPghTQx3E6tPDge8pNKtx+nyBtraw1mJ+UWMxq1GXLZaFb3Se5gqj3RR16Wmey6LG2QsPtONd/1i5bHHwcBRE8ke5RpKrMFGyqxgHKJMkhbhsMATw3R3veJZLiU/SFJ9TwMSZOJ6YHlEV6ZCyeuxayQCqgeCOWVCGVQuBlfOBYBNNDDHlgqtgj6iHHYPMSdviR3WNPQqI+LUcOJTWhgCmML5v3M/kGV40baBIcnVwpLw99oT2/bxpYOC1e9wzLyftQKhWUWA8NwYv2hYanvrytK6QQITPr4Sns6wFs0Cgdh4nCXY1GahQYMi6h1+X5zDw1EOmqnKFkT8rB04La3FBATGDGy8c+NwAfuHwo7r2QbbxbRIeU7WT9QhsfX3SNCGQQo0QOK2sDc6XTB06ThIcJUlYXMTBFdubc6A8oOvLZisAUNIilAXyVwCEq51SoqRrMYi2C1oPSgTEi6lMiGAzzmY0fefNtWAPG5zREDW0jUfvOLfOqGJzsLjVa28A320zwttmjeP3+RCsvb3BOJXkCtMkD3b2xcUlNTNPsJzP1zCqXC4w2vFMj7oyaCqH6aFni9RlCWvmWFxeYDhJYFrg1fkZpBI4eDhCPtRYFOeABJQUaOoG04MBRuMkVOXqytMplVI4e+G16nuHHg9Ov1hgflHDGYcl2fGXiybgUj70rsHj3Qx16dv91JUJTJe6NNg/GmI5b5APaxzlGiKTYUHNPTwLY7BKHNy8hWoMvrOfh+/jJ2kako/cU690Dg+0xqdUYdvVKsypnlrpA4YxOVUCCOZfAFDQYzEOwXkmyyHNvTyvsWYwnmeB7vvC8ygblz3JMjySXt9e0tzv9dAy6NxKa3FqOzt/rqhxsAd02MP4quHxkPvRza2fS5laGcsGnlG7neM0xUBILCxpy6hy9TM9zIlxB+ho7AsKtIHr8aZ1Xb/V502DhCqKj7MMR1ES8FeqCq/aNqwfitrLKM7bNrhfcuDdx5lCSoxtp53klDDPVX2M4QpanEwGsIYvYymhKFnMwSVrDadaY0rnOm/bK9jCFVXGlspGxiu94O9aXLmmkvU2xptgyTbPx+NtfxYeHyp3frz3wZ21DuWiDQFaPtTIMoXkcEDtCRq0jUWSCQhR4+DhCNlQoykH2NnPQ/VstWzw6oslnj/9hxjt7KJtGggpYRqLfD/H3tEAWa7RNibQVqT0VY9y0WJ+UWF2WkJJgWrZ4vSLBU6/WIT+Zyx6n1Crg8W8CX2F6qpFW9vgsFkuG1jjMJx4Cs3+0RDDcQqdSpSLBpdn1ZrrGoCoxUIVLJP5uTRT+Hbi/3eJwAp+38Wswtj5Xm78xbwwBo/SNJhfnJAg/BkQ7PlHSgadGQcHhbUoOSB0noI41RoHQuNUtIHrHgulmRPPgMHi+NY5XzFjMTYQaCuHERDlUuIlieEfK4VPkxQPdRIqlA/IfCQGpHifbM3NGT22sJ4bE4Ijzg5zFXFhPHVkLGUIIoEq9G4Dui8d03EOtW+2y8ElA8pe9FmATlAeN30P2Vs2v3Gd+yUAIMoMzwmQOevMLnDnbdcD8ThJwmKJFwLP6JqFHoXo+jnxeRxLv1BY2M7hM+7XB0dGKW69uTnTWbh/Hvcvuo6K0jqH87YN4Bwqo+hcXGOhP99PWgi/cIgWRQyuF7T4iXV6sTNajvXgL6Zvhl5GN4DWdZPsdY+3G57bFAheB8x3qeL1/75t2zcZ4oPq7tphrW9AvVr6Kz0Yaox3M+TDBOXStznIBhJAjf2PhhhMNJpyHDCqbSwuz0qcfvHKtz4giqbSGmmmsX80QD7ymu7RNMVonMBaR4GXx4aKKJWzlyvMXq4CNvFiaXowQLVsUVxUIdHYNAbVssVq2WI1r2n/GaaHA0wPcgzI6XNxUaGY1WQkpihp2oTWCn1Mmgw19pIE2ci3hRnsJFjMLJLG4WGSoMpzfFZVeNE0eJxlgVXyvbLEi6YJZhhsHHXSNNTSJlmr8GshQsIsxp4+DnE7HDZa4QX886bxWmPSjTG27KkOq2JN9xEl5nIh8EmaXqnOcZI1FwJj2lYTxlzQ3BdjT5yoijVjJ03jsSLCHcDPKw8iauWUkqP8PhOlPC7meZhTGXNY93dhOt36TXhz2rb4rCxDe6MJtfh5SgH5MbVfeEEuqWw+w5TRvjv3TTjTRhjBVUgeMcZUdLybMIYTpufAGr7EeB3kFsKbs3AD9YcU9HMlNfYFKK2XrhjnqZqltWu40pcFcLDH9M1N4y4L923w5HWx5KvEkW1eLz5U7sJ474O7pja4PKtgrQ+OOAOZ5Qpppqmpq0Q+FDj+9gT7RwMMJynKhW/4Opz4TGJxUWGym+H0eUrZR4WTH86htMZyXmM4STAhS+jxNMOQwJPdyKx1WFHlbGc/DyDKvY0SErp3/fRs6HPE/3PjWZ1IDPdT5EONfJiEmznNFPaPBjj+tiMBPbutGRjjkKQS+ZD79vlm2+PdDHXlAXuaDpAIifO2xd+ra2AALJYFjpPEN7yW5KZJX7KZMVBliYIrdLT450wlUx1iXUCcRdRCIKfF+Jj47qW12CWaKMBukJHTIlXkLghsAq0uqvZxli8Gam4SzmOqFPbo9UyR5Iwui/FbCl55vyMpsUcUFaZ98jHysTEXv4wqlxkFbkdah0rgmjDbWhyTiQtnajlry+A6IhokN51lAGPw4HYDiegoJVOlgj6DM8hs8MKfyVAGmTOkhfFubqdtZ5UNoj0BnTaB6aEcTMVaQra1fpSmONQaJVFqGVhjTj5noZky2wBrjWv5OEH3RkGPMxhzxhVACOa4CXtC1zHue+SB1uGR6do5nDSNF/vbrofVpqa2DLaxaD4M/mx480l10+vXdCP9567JoG4T5H0V40PF7/bR1AbFrIa1Fot5g1eUnMuHHqN04it0H306wsHDEcbTDOWiQZLr4MJcXFTIhhrVssVwkuD0iyXOv7SYX1ShlQ5X0/KhRl353mcAsJz7O2z/aAjA67UZmzjx6I/PN+X2bBIXDMCa0vd0zXcT36KHZAWe0pni8ONhcInmBuwN6fLyYRL6wjKmFRcV0twnY1vn8EtliVXqUNW+OpVRIPU4y4JW6hlRNp/WtQ+60Lks51T5yqRY01TFlRmuovHczDjEASAXBGLmCrsoc6PueF6P2QnnNK+unJ+vj7MsJPNK51BEOBEn8eKq2AHhxwvCMmaFrJzFRevprCXNgUxVnRKtknEn2P/THMwBKeuWeT5nzFkQ3nLAyZ+P98OGJI/SNODNKzJUe0aGaOemDfIMAGE9UVobKnszY9C23czGlNwHWmNP+555e8qbsryKpA/HSYKDNMUe4VJw2USkr+tjjOuao8dJu1iv18cXReeMna1z6U1e9qjSzOf6QOsQmJ63LV6weU50TxQ0X8cskRgTw4gwBXh9XLkLntyEJV8XjtwVPz5U7vx474M753xDVaEEzl+sMGtW0DpHuVwhHyY4+HgIY1wAoZ39HPtHQ+hEBpexy7MSxYWvhh19e4LpwQDnZFaiU4m6NDh7sUTbWBw8HCHNFSZ7GcYjT3EpFy0yAjCdSDz4eATTGAwmCbJMhezr7OUKp88XAUQbouYwVWZnP0dVtkiSdROXNFeYHuahYpjmCuNdT0GVUmClybTE+qwGVzOHkwRfmhYXmcTuXoLPrcGzYhUW6i/bFi/IpOQ7eY5P0hSfpCkWBFTfK8tgOc0UlwtjkFCQMiJA4kU3Nz+NKRFMvSw44xZVy0prQ6asoKoTvw9XtJ6SyQtTN8dKeTc1AsWLKJD5UV2jci44ccZBzidp6vViotN+cCNapmownbCwNgSA7ArKxxi3kMilxJMsW3PijCtWQAcqT+saeduGzxuqlEAA4DkB1Jwyp/z6uKF8JmWoXq4oK3oSGbrMIqDhyiEHlCdNE9zOzuk3T+jczH2qVDByWRiDXy69cQ4HbhlVHAG/CBJSwVzUGALYSfyCL80UVoiCcAqgobreeyFQd+uVvjiA58GLs3iBMKLFHC/aYlptQgsSDu5yKbHbtqhcp4MMCwJj1oM859Z6GQGe+qOECL0hNw21JUBdoX1uGPwefVCOx6bK56ZxX4D9upqLD6MbDz4eUn/MAotLb3zSNhb7R0PkwwQNsUIYo7jSZY3D2Yslzl4sMZqk+PTJrjc1MQ4HHw/R1hZnL1Y4+eEcH9kxsmGCnVwFF+bl3M8ly3mDg4+HUIlCNtIBmwAf7J1+sUC5bAM2ZZnCYJJgPPVSA0WBm1S+5UI2THyyczdDPvKVSHbtdImnSmaESZy8zEYaz5oGGGSAEPjb5SoktJhq/ZiMvz4hh8nCWnxWlqHyE8+xK+dwqDVGVM0fiK7NTuO6BuWtcxgp5d2fpduIQ6yTY7MmTnQ9I/o3Y1AuJf7eaoXKuaAvH0uJGb12qlQwZeE55XGWBZ1h7OicEe5w1SywNoTvY7dQfv46NyY4aSoKetgxehPuhIQsBbF7yrsjA9iIOXHvV8DPr4daY0SvZbz5nII1DuwK41seJdLjDTtnXxjfyonPZ8ywYJMsNgsDgM/rGk+dW8OZw4jJo2qHpGzxgO6/NFeoJDZiTDyXN9E+YznIJnypaB8xpnDVNYvwZiwlVhQMD2jtw9XVubXISTO6KXnYH9dhyrZ4wvu4afTx5Dos2TSvbwxKX3PcC4aID03Mebz3wV2SSnz8a3aQDRNMdhfYOxrg1RdLHH26i/E0w8HDYaBeto1FVRq0jcH0IMfOfo5yyRqCBEffnuDo0RhV2cI0BsffngAAnn12ASkFxlNPr1zOG6ikRJJK7B8NQ/XNPRpjPE0xPRiEDKiUkvQNbQjU2BiFG5Pu7GeYHgwC/SbNFFQi4azPdvKxA8DOfg43VHjetnhmavxoVWNBC9jHaRpohJBAWZRoneuspSkzxVkuAAFYWZ/Fei+2WW5o8uEJ8BFVjKYEjpkUgaLJQBLMM0Snl3qcZWvWzf0G7HNr1qpDrE/gitWMAhIGYwYNboz9vbIMGTd2KOP/H2jlNQQknmcTE8DrFqZA6L3HbRXi6uOzusYzIGQVY0E2B3VA14g8BrA4aOHHeHsGRz63ccYUwNr2HBTygkMLgVfkoMZU07HyOksQUL9s/aKOA0VNmd2YoggAA0GaBzrPoN9M+elnf/kzKSGiirOFTqzP0luHVnS9iuJGw/H5YA0DAyGPWA/DASBr9uJqbUx34mCPXx8y9sK7oPL7l85Tn7i9xAngz1f03nGQFz92H2MTaBsKHvnvcB5wvW5v22OKQXTbz3AtVehDUPfaQycKnz7ZhTUO42lGdMUGe0cDPDgaUrLOMzm8qZbFeNdLB4qLCst5gvFuho9/YgfDSYrT5wv85HcfIM0Uvvj+JQAEfFpcVMhyhY8ejTE9zDF7WWK1bLF/NAyJzcOPhyFQaxsTHJ0XRYNqwZpu7/icU+Wwj0sAgjzg4OEI59bjwNNVjdO5r748ybKQGGmdQzn3379fJf1w3NuNq3OneR4o5Ezti4MPDWAgJY45eUVYpASCqyTPO/w4j0dpiqnpeqyyc3EufDA6i+b/0EPOdu19zo3BoRConAsulYW1WBH+8ZzNQV5OxzmL5jlueZNABC04Jw752Hlu/qyq1nCbAyJu4wCs4w5j3jEltwA/f48oiGRHSJ5j+3Mvb7tHgR0Hzow37AjNlbciui7P6jpgBlcRY31aApqv6X01PIuDj4GrhIwzMSOjrZnlZEK1GbIzYtmEMXzfcNKZq3m34Yu2du39+1pDxhWutk6dQ0vXeGy96c4zYA1X+L69Lsh7k9HHFMaTbRKJwM1YEksmgK8fQwQ+VO54bB3cCSGOAPx2AL8ewBS+t/TfBfCXnXMnb+Pg7mMkmQqgtbuf4eQHc0x2M+zsZ8hHvhFrkinMzytcnpWYna7I5UtjOEmhdlN8iypibWOxs+fBNEk9pfH85Yp0bwM8eOj7A83Pq0Av8bQaSX3svEaO91Uu2zV6i5QC+TAJgZq1FoAKmYjhJMFwnGI8TYNGoVz4qWBZeIqgVD6Y+qWVz3h+VlV4Wtd4QnbTHDw9bxtctB4wPytLPCVBOhtQ8ER3TEHQU3LHZEfFFQUaHEBwk3I2FoldxICuQsJ/x3Q7BoJjrVFS9pApIIAH5IWxoW8cWzjzdvPlAU7FKabU7oBF7mMpkRPIBS4/ZXNborBwtpL7/rBbJfe+YeplrL3jLDJTd3aVCv2GWucCzaIh0J1xECs6S2v+3LH7JYMPB9fx9YqpQ/3ghKt2j9IUE+GNEKwxOM6TQL/hbLCm4ygAvGi87TWPONhWwge2YylDI9fC2jUKK4MXV//4tfwYA97u4QCmtpBKQCh/bnIIPEoSCIdg3GCNg7W+un0BTwetrEUpBJRzV+ia2PA/ax0AYEXvn9BCgrUgMRVrLCW07RzsONDjxWIuBEohMBZdtY71E2sVRqyDYKzLi5vK3zaaDeAYg3MflPv0mjgLq6PPu+mc9ceH4OzrG0nmE4Hj3cxjUK6gpMBkP0eSSIx2U6yKBnW5wsV5SZRNXzXLDnJ8a5JGrXNU15qnNLg8K317g4cjOOtQXNSETxrDcYq6NDj82L/3eDf1zI4Im2qmXI4S1JXBivAK8FU3xtjxbhocnxmXvMabWBZ17VsYVBW+V5Y4TpJA52eTKa6Y/9JqFSpk8TiI8OhA+75rj5IkOFeeNL7VjQElx6zFmPAA6L6zPAfznAb4+/9Ya+QUQAAdDjXOYRZZ+ceuy7mUmBf7AYP+QVkG6vxUKRwlSagyFdabh/H8wiZW3M+VqZET6QPAZ6sVPqOAEOiwp3VeJsBzFSfkeG5gjTt/BsYdDkofkLyAMSU2B2Mqa4w5cUJ2Qvj4SZLgI+UD+7YyeDRIA96c07VjycXMGBR1vWZ+BnSBUYw1wVmZzpMSIpjZMM6MI5zRQgA7EvlIB3aUE4BzXnKwCWOSXAVXba6gxfPqJnzhuZmro+wxoDdgy0jKQNllnPlEKSyMwVO6BtfhSqz33tSTFdgeU27Ck7tgSdjmlqThBwx5O0MIMQJQOufMrRvTuDW4E0L8LIB/FcD/CMDfBPDLAE4ATAD88wD+DSHEfwng/+qc+/u37CsH8NcAZPTef84594ej5/8lAP93AIfOudMNr58C+HcBfBe+7+v/1jn3X9/0nvkwwfG3J9jZyykrWuPRk12kuf/oUnraZV16vv8o8Vmfctng8qzEQT7Cc9sAhymmNEEfjEahwXiaKwxGnjrAxiinX3jKpu8xJLGz74MxD5IK+Uh7CuYXC1ycVWjKFouiwWreBMexYuZpoMNJisuzEtODga/gkZPmzr5DPhzi1cDrCqaH3vTkR6ZGU3el8rn1gMetBVoKbhaUsSqdQ7M6BNoxJjtPQ38cOIeyGaCQHoi5LxwHjJyxnBMoKCDQNBKa+IzraC+hyTVNfP3qXTw0ZUk5CDyh9gfcn25O2dNmdQjYBxDDZ2icwN9ZrQB4cOQGshpdU1bOKHLViRuJM+2Gj4UXELy4L6xvVBs3XmWgPmmakE3kx/kzLKjytMsZTsX98LwGIaMqYqu6huMVBYSNc8GoRQsRgI3PCQMGP85ZUihAZx4wV7SAYLcyziLzMbbO4ZwAKu5lFO+TwfRl2wb77ZUlLR7t47RtMTcGexTk8UJjRgDtaSsClXXInMCeUnCVxaJs6TsoqfpsoBMFJOvVNV5QhHvDuXCurqO1GALr1rkrDmoMbgMpMUO3iJmLjlI6jyiprMNkWmdsy81Z9tx2Qvk3qeL1++1tGtdlXbeha34Y7+bIhwk+ejSmljYNDh+OcPDxKCxWy2WDqvQL1MEkXcOoBx+P8ExZjB8NgwHEI+qNyprvtrGYHuaQUuD0+cJrzZWATiU+ejTGzn4WjqNcNnh1ssTstERTtigu6tCKZ35RYzWvIaXAzn6O5bzBzn6G1eEAbTOkfQzxIvffh+lxhs+Nwa+Wq5CoYu3SZz1MujAG50SPdsWvAfITfDroEoelUSiEWcMjnn+ZdTAzBgZe/8SauZXzmrYYizQljbgKlEBcWQxpCuxC1ZDohkxpLJ1D0wyA+hjIT9A4h7+zWoUg8Ume45iOjV02gY4SGSc7O1fMjjLOyTvW6/WxB/D6tZyCIoDYEoSZTLeMcWciFcZ0rivnkFHFahZprBlzHqVpCFo4odpP5p1bgzyRyFONFVUfWQJwEuFN67q2BBwQx1jD++RrOKPzy07LAALOsCN3C6yZsOVC+NJN692xk8ZhsaSkt5Roa6pgphLCrS9+tRCYSnkjvsSBzU3YwsnEV3SN2eGZK6F9XMmlDEnJro9fF+jFrXvuOm7Dk22x5BuDI2/JUEUI8e8D+KcAfOmc+y499n8D8L8D8JI2+1ecc3+JnvtDAH4PfPH59znn/nN6/B8B8CcBDAD8JQC/37mrF0AIIQH8MwD+WQD/XQAVgEwI8ZJe93POuV+56Zi3qdz9SfiA6591zlX9J4UQKYDfDeDfA/Dfv2VfFYDf6pwrhBAJgF8QQvy8c+4XhRCfAvgnAfzwhtf/mwD+3865/xm97/C2g08yidGnI59hSSQOHo7w0aMR0lyjuKhwRo2/28ZiejDAR4/GyEc+o8n94sYDhV8uS/yIMmHMTz9UtF3mBe/JpAsYi4vaUwWqFjqVUEOFwVDhpG0xFS7o4trGYla2mL1cYXFRo5hVWC0sxrtTZIMUbVPjR78yw5fPCuwfDcMxfvTpyFf58g4omV73QGvvaNW2eNG0gWrB4LCyFmUzANo9YPktYOfv49PJOZ7kIzwiC+lfXCxQytq7RzUCP5HroC/gKh/gv/Q/S811merI/Yda5/V0SnjKBoDAQ9dAMErhBuYA0DC4oMuocRPwZ02Dxiig9sEo6n1g/BkyIVBWu0iyixDUPcky/GSWhYxpTLN4RhUsAAHIgjkLEOg6B+TutbIWn5Pej4ONp3Xtq38UPIGArKSFA4M/V4JK51C2PjBlDQUfV0xtCI3NOfMpOurPDAhN5DNaMLCZybNerycOzBiY4+arc6oycoWSq34c1HKmmffBx8PUn1gnURB1NtYJhuy5cwHsAl2TAHycSQyTFFIKNCDXtYHXKlw6A7guuOcs7RqdRsorgSoH3wyIsRYuBmkWqnOAmkmJgfP0YtZf8HdlTCYBsasdV1hbACulwoJoRQHs6wZ5vP1NWdngqHYNKN9E6blP+mh/v+H9XZdY6msoviHLg69lJJnE4JMhhk4gzTU+/okMBx+PUJctZqe+z2lTthhOUhx/exJYHDqVaEoDrTz1nFuETLXGgfRmJftHIuCTFr7JbzGr0TYWNe0z201xbgyWsNhJFCbTDE1lcLZsMHu5QnFR4/KsBESOwWgfUiq8OpnhxbMvcfjxCNODAZbzGm0z8YZkyptl/B2qwPHc8JwCpHgOASJMKj8F2jHyvb+Hn8pzPMlG0ELgF4sCPzL+O/2MdOC59Jrn75Vl+H6z1iyPWBncj5Pp7jyPM+7EicZwLxPuMA5xQMYaa1dPOwxKz5Arg7IZIElW+Mksw+M09b3c6DjjwS7KTHOP8QdAoJEyrZKDJcaLGHs4aXsead4XpjOKGUiJNsIdo7vvaKieic4gbeVsoEcWxgT2A+MBG4Z8FuE5YwBfY5ZFMN5wgMbaPNa3c1XzIUkXYt16rLFknXiQHxAuz+o6zIOMMxwszY3BXuJ1pVJ6B3A+v5VzmJkuWct9Xvn+2IQv7LQZB1sckG3CliBVofVAIXotnnq4wu/dOoeSkriFtTg3LbRd159vO27Dk9fFkreBI312yXX/3zbeIi3zTwL4twD86d7jf9w598fWjkGIXwsfmP06AB8D+CtCiJ+mqtu/DeD3AvhF+CDtdwD4+Q3v918C+CsA/hCAX3LO64SEEPvwhbY/KoT4C865P3PdAd8a3Dnn/nu3PF8D+I/p57Z9OSAY3iX0w3fJHwfwBwD8xU2vFULsAPjHAfwL0fvWm7aNxwpeU/Yk81TMg49HaAYSsnZBv9A0Fhm5SEolMBz7PnTn1mAGi6JqwgKudQ4JNXqeOG/R/LL1HPuiqpBLiZ+IWigAng8+zBSet00AtelQ4fhnpzi4GOLkBwXyUYJy0WBRNDg/WaJc1pidXsC0CZIsx3JeYGffU9vYaayuWjzeGaAwJlS1SpoEWNQ8o0zX4zQN1Y/T1rcv+H555oO74gmK7L/FrG3xvGkwkRK/YTgkQxWHRFgcJxm+OxgESkzsiPkky3xQ1+sZFlPheGIsiNIw1jqASDz5cGWEaZy8mB4rhbauPaC2Y6A8BmwKFE9QlgUw/GEIVPhnT3lTF94vTxCPM+r/Z7sWBqGJq+waZcfuWz8ih04+txxAjSl7fNq20MTdZx4/V/9YhxfvmzN6TMnMhcCuVjjUyVqgMiZKKQMy7ycRvgJ5SnpJPnbOZvOCgdsRsAi/pawtO59ygMifl/sa8f/OOAykQE49fvjanLa+DxVThAAEPQVrHJQQ3v0t0gU6pnNBoDUW1jgkiUQrELKlnN1c0WfmzC2ft4bAMdB76VoG7U2UIeXj4UponJFk8CqNwYKus44WfnzPMJhxX8hALYKv/g2kr8Ky2yZTywK9ZksgvCuNchMov0n/vLsc203bbfr9Ydw8VvAW8d/Jc+wfDTA9GGAFB7tsgu47yXUwJGGM+tL4xF3Rdm6AXIUvrcV0pLHKBS6sRVFVGCuFh7tZoKgBvudcM5B4RQmlCy1x/FM72D8a4OQHGbJhgmrpW+zMXq6wKAqcPV8hGw4B56mfvKBqaoty2eDJQY657Vwludr/jBI/Y1rYc99SDpye2zOgPEZZ7aJMV6G69zjLMNUGz2qHxHlTrO8OBsiFCJU8prk/TtOgSeM+Y2yswfjImDTgeTVaXMdJpNL6nqyB5i8lXCO6wK7eB2yKsh0D+QkOdIND3fV7HUdzMH9W1q1z4hJYxx8tRKg6ltYGSUVJDBJu1J4L0Wmq6RyeNA2yqHrUxx3uXcp679jxmF03+X8+5jyaA5+S7CEORPn/A63DZx0TdvJcyCY4jAWs3+eK3URIwGFNSvFJkuBxmvq1DAW3LSUaY70gX5ux9P1qB/CmcTHGDBKJlUBImnKQFs45/c7o3G/Cl8JanLctctdJE+IgL3a35HmftXoc7MW9ctmgrY8ruRDQdM9xsvd1MGVTku26cVcseZMA7yZM6D93Z/wQbye4c879NSHE4y03/90A/iMqhn1fCPEZgN8shHgKYIfZhkKIPw3gn8bm4O63Oeea/oPOuTMAfx7An6cC2bXjKzdUEUIoeHrnEwB/wjn314UQvwvA5865vyuuv5i/Br78+R8IIX497eP3O+cWN71faf1kMNMa42mCH7Ut2rrFT8k0tCXIh0losnr6xQLLeYPpYY7pwQB5kmBOkwb3bPleWQbDBdZe8WL6WMq1PnFeWN5idrrCwccjHOQ5vleWgdr46W6GR0+8acrlWYXlvMbDb01weVbi5IfzoHs4e+GbwS7mNfaPBkjSzka5BYKr1D8oyxB4PSI3sUdpGgKD75VlaJadKINm/BlQPMH5y9+Ic134oGnn7+NwfIbjJMETCmQ5s/WdPPfmJ7Swb+AwEBKP0jQsoAGsLYhP2xYH8BPSLNKmNegmB36OJ6OCzmlc2RpLiTnggzqbeoDVBTD+DJ9mAk/yfK1i9bdXS+wpHaqHe0qFChXgM1dHSYIFUXwYjAAE2kfQklF18mlVYWUtvkN9gJhy86yugwOnsb61waM0XevXw+fF35c2tEzgAOK0bXGhTViExJM9g2IuJRS6xvMc0Icm8ZEm40R0Pfz6FbdcyrBQyKTAQ931VIpNbQCs6UsepSkeGIkHIsWTcY5TSgi8an2FeECVvwlVKzmTmwkB4YBWAspyqw8X7NET47APby60ilzQYkrJJDJsGURZ4RhkxkoFDV2fxmTiuSUGvQio4uxrnDX8/7P3r0GSZFl6GPbd69cfERlRGZmd1ZW9XdWo2anF9s72DnqhwWCNGJLgLikt+DKJhCSAImFYUQQgUnhINBNISBQk0WAgTCRkAEgKWgCCABGACMPDQMEAGGBaEcDgscNZTGNm0NuzXbNd25U9ldWVlRlZERnh4X4f+nHPuX7cM+rV092Ybcw1S8vMeHi4e7jf755zvvN9vMDJVN+EnUeuFHLx2en9ITzWA28bOD4tsHsW2uY2euZw+4/bh+cB3u+OD2/UvlPozfZyfK1e41qeo9IKk90SJs+wvmixXraJbbJ/bYT9/QqjXCcp/reIwjd3LikbLwU+TbIMbR57ux+d1rArD9tGq4RXr44Svhml8CnCpskstgasFi2aT13B+0dL7O6VUJnC/CSgrS1V7SIuad1J7l8nwRMW/phlGSZVlajsjEksoKGKOcL4XeDRZ/B2fRrneN1guv91vEyMDMajWZYl1cyo8BuveE5Y8eKc73OeAw/zHAtK6KSqi7gP2BaF5+FKBHyVUlC6RZAYpBtg/C5ujFrcomNjr9cvX1wk1sEki7YEN8sSIxXpoqw6zPhzZm1HQQdSAvGQGDV1CD3sYeXnNkQhGk62DjEk4TEdM18ThpKEzC7hITGHE6RcUeOE6I7WsBRQcqCa8MZ1AmhAxJ/bmw12Mo29rGNhDAXUbAhJ8flTeYErG+DWJAa3dwXOsB/fVGssfEeTr5RCQKfACkSsYYy5lhmorLN0ALoKlgxkR8y+8ZESbOlcTrMMcA6WcJuDRMZIAAlbpCL203Cl0jrhEO8PK5GXfP1xUP0cmPKkOXuIJY8L8ICnY8nzfO5HOz52tcz/lVLqNwD4MoB/P4RwBuBlxMocjyN6rKW/h49fGjKwU0rtAbgBEa+FEP7BtuBPjmcK7pRS/xlij93felIZ8FkGlSZfp/65v6iU+iyA/x2iWMvT9vWXA/itFBD+AQD/AYD/aMv+/ibE0idmL+/i2FrMLy5SGfwwz3FXW3zqpR2sJi1Wy2iuur5okRdRsZJ9g8bTAi+WBvdsmzI7D2mRzNk0prdxpmUEhdVFPO9M7Wxqh/fvLjG7WqEaRTC+s9mg9h4HVWxuj7LWI5zeX0fa5qxMk9S7PzePRrMri7u3z7E4bzB/UOPF6xN86mqF8XSEX6AAb0SZMabUJcNrMdECMVi6rR5hYUkPpzhN1bAHjwo8uPImvm/3HLMsS/QPbsq+nud4bTRKExuAxKMHumrJueukm5MqFU9eos+Bs1FSqp8HT6xGqRjMaVGwtRNg9Qru4l3UYY3DPMfae9wOIX5XmUt0kinRNYBu4Q8gmazaEH3tDon2wTSfXWqEZlXPl4sCD6n6yT49x5R5XnqfJKilYllqZqfvITXBSwAQmVwORtehU8i0IaCiv7k/goO1A2OS3POZi0IpldYotcK5dSlg5u+qVIIqSdfEnc0GdyjpwEEMEAGY1VYBpIXVhXPR+iDL8F4TVVlzpfBe0yTzYF5UAkjU4JkxmGQarQ4YFRr3bFdprBBQeiBrA7LGo6TvyHuPTdtiA8DkGmVlcKPM0ZrOmJx7NYyKvkQSYCql0KpOcbJXWdpSkUpVPQ7Cxev5PmfQNkAvcOTXzNCZISeAF+NZwfEDZ0ixHZQf9znP877vjg93MN2Q+22nlFy6tVfiYCcmHx+dEgtBYFT0WC1Q5fE+YPEK3hbQiRwxfpUeqKnaVmRRnfnRaezxLl8sE93PhoDDUY7xJAqDseVPNTZ48foERZXhvXce4d7PP4JtPe79wgJr2taL1yd49aDClf1xokiyRQvQ3SM9A25Ef8pv4CgGT8Vpmt8Xx/8M3hq/ixt7d1MyTSoWvlpVyXInJVspqclYxD1QD2yk5TMOcZAjFWm34VAbOjpja5axagckJsldHTHoep5jkefYUDDLAWWmolDZfWFjA3T4w/Pzdep756COX8cWNIw9d4iuedQ0uLPZYERzNCd1OUBj3JkTVnDCkfdhTZ+bqdjb3CL0MIdfz9WjFMRR+4fsIeTkIP9eeI+rpvPO4z6yI2L/yAQuf097FLQbpXA4Nontc9WYHs7cb1s8pACLlbrvUE8kG88DwGgUMaZSCjNtUAHI2wDVxuQiY0yz2eACHb7crKJAjLQHskxvhaC3hr6accIWvnCUuhQkSVwxqhNlkUFhMoanITElJS4H88jjkoPPwgZ5knrm0zDhOwVH1Aev3B0opb4s/v/JEMJPPuU9/zdEPZJAv/8zAP9zYGsHQnjC448dSqn/GJGt+E3x2gDgR5+yb89cufshAL8WwB8B8G0FdzxCCHOl1H+LWML8FACu2l0H8A+UUp8fqHAeATgKIfw0/f/nEIO7bdv+SQA/CQAvfval8BZ5cSWhDHER74w1DnbGKMqMhEoqZEVXLv9m06BqXZogX8pz7BmTePBAXwp3ThOL3dGYOwoQXijxoooKTgBwtlolNasTa3GzLHF4JX4VVwN7gRnY1qVq4v61KKiys1vCtSRHf7LG/GSNF69PcPMH9nDr6igqWT5q8eikhtaxGb8aG4ynOe6qFteJ5sATdaU16p338FpVYWYMjna+ETOB598PLG/h7XoJFKfId96L1Jm6xswYfG48Tv0Nk6rqggbKuvG5OCEKzqRt8famxtIPJO/pe1h7VrL0KZgwgwCEq4128vMIugEefaYDWADz7J24iA+xgni9KHDBYBZCoqNsqNrEfHf5XQIRxGbUJ7IkygYfzwsEMheu80Njqwfu5TjMc7xaVYl2wsG1pMtwVpNpF4lyMqhEXTgPF6KyJ2e6uQeOe94WdJ6BTi2SM6YyS5iyq1qnhnojgklJQwT61UY2qF16jy+vVqkqKYM3SUfl6iFTSmVV9kCA0w71rDGtByCj9DzDpDQJ7DIAxYaqwnmsDgQFIJAHn7im5taiVqr77uk4OFgdDj5OOS/weazEdcrfUe09anFuJ1nWp+SIc576Lb1Pr+HXPcsYLi6H42mS1k/KvD72M5/jtfwZsjr93fH8ownRqw2IOMVVJVY6PDioouoyebFmRafc+3bbYGKzNMfdLAo8sNHo2tF9xdfxuXORojZWuKgiNe/G1REAQAXg7WaT5hUOcA6vGGRK4comKjQXpUGziUHcct4gu6WSVQMQPfHmD9Z46VNX8KkfyPC56Ri/shpj/mCNZmNJ0VNjPM1xXyncLMvEIphbi1IpTGfv4rXRCEt3itubezhbvBSTePf3cbc6Rr7zHo7bFrc3myTKcTga4eWiSMwQrmxxoHFsLSYUSG38pscKsUEIWnjfwyGAsEeJHrXRgxjgMT1zeSt+H4RBHJAA4v6gRBgQlUG5f3rYUyctDZbep74/Pp4LYmuwPdCdpkHtMlw18VzeKsto/k3UvsfhDgdwZ8722ikk5syyDDW99sx1qtXxom3SnCT9ZPl81SEKt42UwjG6YOVJWFNRQAsgKaomirHAGdnyASCJ3fF3yVhiQ/Qv5D7EGWH0JMswG3X2CBbAhBImUQgvVgCZes9Bm+yxk9TOJ2GLxIQn4cpS7L9RCoapwriMKfy6D4IpPIZ48mFjyfPsz4eJHfox38VTxkkI4XPP84YQwn3+Wyn1RwD8Zfr3CLHSxuM6gG/R49e3PP6k8T8B8GlqQ3uu8azn9PcD+N3YUiV7nqGUugqgpcBuBOCfB/D7QggvitfcAfC5oVpmCOFYKXVXKfX9IYRvAPgxAE9U5wQAjyj1v2uicWilYrM5e51dz3PkoxF2qUp25h2O1mvMjEkNz3fXa+zR5MGVHx58c9ch4KiJAiRHFDzxzTMlekNJweGIAHvuHI4I1I5ZLcoYVLP4d9XopFR27ZUpysokRU4AOLkXKaR5meG9n3+E937+EQJR3bJcYzorMTuIdMJm43BYGoD6FA6Mwc22C/YOjMG13OCQ9uMNfCMGePUhsLyFtn4Xd/a/jJtFgWvUM3CHRE6klL9RKk2kpY5+OgYxCLpq4qR94fylTM+GsocPbQSJiZj8eDJ+gRYvc+dwVpwC43cjqNaHgJ2grQ9xtzoGqmNcrWwKYBk077ZNz5iaJ9hjqsLuaI0bVJXiwMwohQfWJuUsoMvsMrWU5ZpnWYazNqqbMVgPPfMOqY/ggGieHAhxlfOMrq+poMIMs5ug6ldrWxjVSfevvY+Kls5h3QsQXVocAEgiMGYItvT6nsAA/c+LnveaJqmmyipWLc7JXAblLvaDMpjL7DqAFDT27ifaN6bTsupq6ukIDhvbiaesKZjnIFI2ng8XcOznxPvA/RpAzIhmQPqueWHHj3GSAOgqp0lNT4CvXLTE94ceTWzbeBpdEng8JfNx3ni97fN2t37608fTgOK7gd23NzyiZ1mlY5VhpCK9mas+r41GuLFbArtRofCYWgNYxXFZ14naxp5dOSU4OFHJ+LRnTPL/nGiN20T35gVxwiaiAR4TBe5qHrFpN8/RPIhUzCv7JV68sYMr+xWKMi6+3z9aJm/Xd372FAAQqPctCryMonph63FQRjsDxqTreY5rVPVipsAsy/Bl3MOZL+Jcf/p5tM1tHO19DaXWuEn31ldWK+xRLxnf55yAYiwCkDzymFbHI6P/l87h3MZ5ZCLmDslMWXqP47CKFFKmZ85fjxg0fheojvGpqpvbAeCEAgl+f6Yie4XxhxkmLxiTcIixSs4dHFxtiMo7yzLMswZzp1LFr/Ye7wFoETDVsR3hJrUk8LyeLCMo0GShM94+z51r7ykIyuACcEgV1zPX9UgvxHnkQC8l2wiHeXCPm/yMHtaI6iBXNSUdXiYKGWdYPRXo7Cu2YYxky1RKYSfLkiDLVWOwU+qEL8Nzzx6ojA9G9a0M+Jrj/WM7hIVzycaHr0dml/SowUDvM3vHKTAlUldVnDTwZHo/j2dlf2zzxLu0bd7mM23x8vs+yqE+op677Z+lXgoh3KN//0cAvk5//zcA/rRS6vcjCqp8H4AvhRCcUmqhlPoRAD8N4DcA+ENP+ZivI1rPvf+8+/dM5zuE8NcA/LXn3fiW8RKAP0F9dxrAnw0h/OXHvVgp9T0A/mgI4V+kh34rgD9FSpk/D+AnnvaBGagvjfy8XqOKSsqWeI+3N5uUleNFNjfwrr3He6QQyYsrrggsvMNI6eQlJxd4QOSkXzUG0yxDqTWmWvduVgZiWSE5VAo3TI6Texe4d3+VVM2u7Fd48foOdmZlqjLdnO2jqW1U/pxvMD+p4V3A/rURqnEOnSk8KkF0lAC0caENREVNnkTYRPW9pk3Vtvbi5VgZ0036CT7u6SbExuqjpklB0k6mMVI6VXKYr89Z1etFEbNlbZZ8gngwmLRC0ar2HgvV0Sf5OzsJsU9ullkc5d9Aq5soClMfxgxqfQiM38WJ+XL6jjOlgKbBUYNUSZKZs6OmSU3eXN0DkHrUZB8AD6mAxjLWF87hzO7gG/UcG6JK8vd6sygwyuPE//ZmkyhKRkUjX5YCP6TJvg2x4V82+jMVmPvkRkpjYrJen+DcuURH4UDvHB2oMF2XBU+kqunw2JKaFy1qZHM+92xI0JaZU3kf8N8GwHIQUMrF1Ua8XwIg7wNTLstBZo6rqCmgUwpV1tk4ZEr1Fhy7WYYZVSf4OtjJMlxDF7jLhQPPE1brXuA40hpr2oZcBHAwPxwSnM2Wx+W54/6LFNDTGCqfPa7/7mkS198d31mD+2hruhe/b1SkqgLTJGV1/ty5hDlz5xITAegWiGy5chRCMt4GuuvtwBhkPOeJ5JHEpjm9b0JJnL1G4b0755ifrLFatBhPcxy8FK2B7lnCpel+tHAoNE7vr/DotMZ4UpAVg0Y+NRTI9jGJvUV/oKqwDh4PbaRZH1uLs1ZFPAISLZ+rbQvncJtaHAAk7OEEEas4H5Iq400KnFhwbOHj/X4h5qKUtCUcAuK8ckieegDw/VWF9/QdLHQTk4xcwaO+9XvZN4C2xZ4xGNFcKcWxuKpzRB6yExKtGlHwxD3VXL3lwaJSQMRxoxTuNg0WqwN8XT1M7AkbQuzvyzsmRRIco+QlB4e195cwhwOMu20TbWzYpkEkzpY+9lO/gIg30nOv0jomBUw0OudAkO0neBs8jOqExXgtwSwJQ3M4f+/82yiVqlfJrxBICVeJMUapXpLWKAVjLTLEBPy5i32fO+Jcu9DRUmuig450J66TEe5366DOr4+DVfYyZAySAjUjETiycmcdAmqBKTVVkodjSLUc9vXL57bhybNgyZOqed+ZWPLR9Nwppf4MgF+NSN88Qix2/Wql1OuINMk7AH4zAIQQ/pFS6s8iFp8sgH9P+NP9L9FZIfxVbBdTkeP3AviKUurrQHLeQAjhX33aPn+s308I4asAfvgpr7kp/v4WgH9R/P8GgOcqnSqopBKVUYaHb1TOjN3ebJLvGYMCD74hOCBJQQZlyNbBY952ghNMnQOQ/MMO8zzdtCdU7ZIUHPaPea2qsNcoLFfR+PXgpZ1kaj7ZLWDyLPV3zSmja8uApavx6YMS12clmtoi2y1Sj9zxuu155Jw51wtO2cicG8yTcXezH0H0yptQk5/vKSjW3uMOVW4kTWCaZwlApemqzHryIuEIkQ7CgepE60QNkVnKnUynAEL2jbxH9gOgSh2Wt2KQ1+wDq1cQgCgQU5ziLXuKKovnQ1ZRR3Q9sMyyUQrr4PH2pkaOfmAyQyfNzzTMo6bBQxv7yJKCl1kiLL8X74zfxTzfJEDlQIiDSFZflQEG++4xCB6LhRWrdHJfWVywhNRzx0G1peQDVy25UsnfU1LppOCHgYuPn7PJfNz8U4mgiitWfH88afAiptT6EpgYpTofHXQB6OO2wwsjFzqKrVEKVlBwuCLHz3OgywsDubji18m+VF4YyYrf0jkYOp8tzR9J1lopODpG7m+RPwB6wkG8D8Nzza/rmaPjcnZ0eL7lOd1GswGe3EvxYYxtlcNt4xlf9k/kUIj32LGNvpcn1uIEHb2NFXkfh1FADBK4En1m23gtIaQqPc/fkgrHSSYLJGXLtzcbXFDSb2Yim+O10QjlhYdHwJX9EkWVJTP0ospiNVHgUq0DEIBXX5ngyl4FU2jcz+JcNF81qTcK6DApzVm0WGbsOG7bOLcDwOQ21JW3CI9iAHzuYk8UY4MFkCnghil6HqSyInVA89rdpoFtu17nSql0v3JFPiVjCce4AliHgPeaJvYG7n+pj0HLW6h9AegG96pjnJTnKVE1yzLsZFkPfxLl0Fo8oMptWozTXMZKzEdNg/eayELZhIAz52IQA+Ds4gVYIj3xd71wLtkQLF3skVvQe3ge43mTRVsk5nBlby/LsPEhsWF4n3k9wcciGREjwg5OjNaiTWEb1jAThIMKmUzbhjXy+5HJRx4SY8ABlMC1TLyWcfgSvohAnyuEnBCRCVLeJuMRv5dxdiQ+1yjVw5WaMLrSGvAerYq9fJKxwz9DPOHtlVo9F548K5Z8HDjyrBjy1PERVe5CCL9+y8N/7Amv/z0Afs+Wx7+M6NP9rONPAPh9AL6GVKt9tvHU4E4p9dsA/N+3edyJ15QAfnMI4Q8+z4d/HOPCd0pddQjJb40XdCwbnUxBSc1KUtgW3uHCkXcWQqJDyBuaZeU5uOHP4EnnBeqj4H432a91QBOuQWwMtwWpn40NfsnVEeoLi6LKsDbACfnZHZOqGRBv2DtNg1erCreulCmYOmoaHFubOP287zKTxT5u3H82RxTbqIvTlIUM43d7E0FNValej5RYdOxmGW6WJXKlEj2Rj3uSRZ8a/vyk+Og76wOLbnI5t91zB8bgkADREI3FmLjdxZU3I8jOX+9sEoAowFKcoq6Oo2T1+F3M83WPisdB41wof0nj8YmmSuRg8c4Lhwe2xaTNKJBpcbdZAqtXsJ6+g5tliZfyHCUtrtjYVk7ab9H1yd43DBbcH5GoQHTNLb3HfLNJ1Tdu3F/SeeSJnOkt7F3H3kKyP3QInJxV3MmiNDVX+xg4eZ+534C3MawKSLAdvlf2qAJd9pYDQX5MVhB5ccLZZb7eggu9TN1C9MpMtEbmo9T7PvVxIMSePe8DtFFoNg5aqyRcNClzgF7LQHhC12RJ25QU2EopgAC53nIOYpVOAQo9YM6h0uIB6PdmcKaWxQe2BXk8hlW9D9KX96zjQwPg745L44ISZjaENA9xv9UwETPEKA6KuMqzk2k8tBFPLN1D2/CJK0kzojt/o65jwEAB1m3Cptp77GQZbo6jKqUtgOt7Y1whyx9XatyjnuOjpunh0lHT4LXRCIe5hrE+qSezEMg6+B4m8X61IQpipYRPcRqTjYxH2aZXuWCGCIBOiZMW6DeLInmtJrsUH6ntrDJtaf9rESAwDqX5jpJB14sCNgTc4YrbKCZPz/SbEW/mr8cAj5U0V6+grY7R6gZ1cYp69AAVzVFz5xIeHFP/HCdCD4zBhPB0Qskxnt8P8zxdFwbx3n87PEB9/v1YFKf4VKWTCflell3CHWYn7ejOVgcAHtgWD63reaQCSAH0LtEYgYgVC67Uhc7fbpZlSUyMPfskTdIqoYYtsCYJ04mgk6/5ubW9PmdJ5TRKpaS6nHu51xC4jDHMAOE5cyoqbNvwxfsAVahUJJhmGUaI+LGvDbSJ1lfGRGwBokqnySP9eK/MU6sPX1sSV5KgDn2/qYePjl8el0nVOGAdPEqoZCvFiYxteLLxj08a8n3EYxuWfBg48lFjiPoYaZkf0zj5oHHVs1TuDgHcVkr9FQB/E8A3ACwQ1TN/KWKp8tfgsrnfd8RwiJmtEV2skoe9oMmIqyoGAEilaSfTuHBdJosnnPttSP0Bkt4GIPUlzbIM319V6QZlMHXUn1bpKC+csl1Ng7ttk/xcStWJQbxgDPaMQdUo3Ltokxk1AymP60WBDJ0Bt1y0y+b4E5IS5sZgfg1XfmrvUbss+d+xYMnZ5Daw87DnT3OdeiK4usQB3yzLkhQ+V5p4cv36ep0CwB1RCZQTGxCzREuiBgHABNH03IV4jDfLMgVb8Tu0OPPUhwcg+eFJXzwdffJa3cSeveIUL41aHBLV5Ou0KNmlRfdeiDYPHLRyMM4SyQsfAfF+G9XLjq3FvYudRA2dZtGrqFQKL9HCakfrnh0BgBT47po4MT8k09lNCKmixY3YHBCcuU56WVIl+Rqc0/fM1x/38C2dw5KuVV4M8uDrMso908JP9ylb8nXch3YsaFUMLkzpfJkEiHoLStXRjNYErPw+vp44CGSAnmgd1c08YPIMzdrhfMVWI1H6mj0q9zIF21qsXUCzcan/B0DyCePBQOxdFB8qKrK+GOcYjQ3WiNd2mecpk1xaiwvnkLvOUw8ArHM9W4XhiAuL7rOHWeRKKWR0vqUKrVxkPWn7wPP15Q0HA7c0Bv4g43GmuZ8oyP2QB+MUL+Dl/HDUNDhWHb3MUmC3k2mc267Cv6N1onNxle7AmEv4dC3P8X20DaOiuvMi+OTJxh5ljE3H5E13g+Z7Tp7MsgyzkGG+6WTvJS4Z1fVrVSJpZ+nanov59IG1yUanY23E+XPpXJxTuU0AwNnsDZjxssMi+s0J1UPqXeO5xwIJiyaE/XdWq1Sh4ffOncNSUFgBpGoiJ5xKrWBCpNrzvBjn2hZn1XHEoNUrlzEIAKpjtPUhWrPEojrGS6M2VdS4v2zoF8fXxBHN60vCHhei/+rdtsV7TYP6/PsB3aDKHEod2SKHAneOCbc4cLpDPZ6csOI1gsQcIN7PHMDx98pK3IwBQ7zhJC0zWub0nMSsHa1hsgwXzmMn08nMm+c7ybxYe48Tuq6GODOlgJsrlXwMzJhZeH8JY3ju5SrhNMtQkkWP1hp27XG2qNFs4hystUJRZdgb57Ctg4PDaR0F79gvcogtbMHgXUA1jh6VoYzidlbgyiZE43L2ys2AZKnjaA3wuDmfg7rhcWGAJ0vvsUTXz8d2CnK7Rl1uAXgcG+RJ49vFkcfhx7OOj9kK4aMeP6OU+r2IfXySlvkPnvbGpwZ3IYTfRY2BvxHAv42onDkDcAbgq4gu678rhPDwg+z5Rz0U0JPW5aoZZ0rubDZYh4BDEyV336prnFiL16qq16D72miEa3me+ONA50PCMv+JA47Y58ZgyZkrXtTXPtoBvEAA9JAymbfdJvX7cFBmQ0j9VZxdmxMfH0CaBHlBfJ8yZ0wf5AnzelHgzNk0oXHD/NI5LKwGmr2uv+7RDwEnX0gGraiOgeK0N4ECSJW465RF5Owwc+p5IT93DksCLgb/TCncoCZvFhU5JuqrpYlHWiwY1Un672Q6NYczjS7+tDjOv4a2iEa4qQ+PgZV9/HQTj8sssXQ1ToAETCx4w1lIpmqObAQdlhiX52DuHO42DerFp+L2J7dxdbzEzaJIPQcTzU3oNlV+OdBnyi9nrFlY5SotOO7Sd71HgPrARuNiRxlGBmoAqSL8wFrULsPUxIDvjlhwAV0/gKHMPScqSq1w1eQp6OMFImeZ79J2OHhnr8OpzlJli0GVKSmcVWcKCy9gmA7MWVD2JWK1WiB64nHmdLlosFrGc+FdQL2yWF+0CD5AaYW80FjOo62JbaN5rW0dnAtJaEhnCkorBB+SMBEPk2eoxgbVTlSq9T6D0UiLw9p7WKLXOK2j31G47MfH53nY4zAcMrliZWZ2S9AutyMrFtu2L/uHn2dIEH4SIH+74PvdcXkoxLnnVlmmuR+I9ykbfx8QRt3eRJx4jTANQDL15gSb7FUdWgS40LUVTLIMrSIPM2txQXPQLMsSNh0RBTCxXij45EU+Y9/S+xTYcWUMiDRuFothDCt11wPHmHRiLY7aFgvnULcjJB/T+mbEo/ow/k+PX6egxSiVhK2uC0EsxqWkXgkknAEi24Up7q9WFW6SBcFx2+JMJhpd7N9KrAXrU3DLAXalFEZKEQb9zGUM4jYHPgb6WboTHNN+VUrhBQoYz53DiPaTe43Zdkdiz4m1eKf2wPyXA7pBvvuNxBZhcbRYZdz0BFhAn8n3+SYE3GvbJEhzl/BkT7zWhoCWGC2c9ObvWuLN0nssB3jDtgwyMb6T6YQ1LGjCbS9s7yArjRJnGK/4M5iZUiqVereZWTTEGJ0pqDyuyUrfBQOrixbL803yX10tWmzqrsZVViZZkHgX4L1H2/hL2AIAmage6UyhqR2qHUMMkQwmVwlXct+JvlXeYwFBpXzKnG8Gc7F8T7JZUKKq51zCGumXJ7c3DPCA58OSZ8GRjwpD1CevcsdtbD8iHgv4sKwQSLnyP6WfX1Qjp8DsNVKJZNBkMLlVRpeTuYu9d/co4PnKeo29LEuLbEuVCKDr35lkGWb0OTL7ztUkzhhdiAz9REfPH+6dOG5bXHifgq918HjY9ulynLFlJcCUwSVAPURchN+mpvvhDQ8g9XBJagnTEL652eC2fh/h0asxO8qApJuODuMLLJ3FGwS+N8hL59WqwnValLC62d22Tc3DUhKaTb7rEPCgbXGfwOpWWSawjJXDLsCTNgRAZyrO2VSmRzL47mQZzs193DPL7uDrw/hbZE+hY1/hwhexId4X2Nt5mAI4putGJTqXAug7m03KjPN3cMwCNMtbHXAjKipW3mPKFUymTdL71jqqa3FwZ+ia5ImeExF8vXG1VdIph1XP4E0MXLWH0hZA17vBSrFAvPHZmJ4prxyATUV1ecrZUKIOs7ceq5oZpXCzKBNtkvtJrprOqHaiNfZ0ligsCECzsNCZwsQFrFdrXAiA5CocECmVTKNsaofl+SZV4kyukwofALSNR9s0CD7Ath5N7eB9gKPManABKlPI6DO87yidJtcwucOmtvC+pEythysjXZcXMrygqimTzf1BQFywGpkRpez1MPhiAJaAvS0AlD0TPHoT9pb7fBsw97YpsvHPG/w9LyAP56FPFOR+yCNXCq9VFV4bjVKVhBda10Ui7+3NBu8RRn29rlPgxhWPSnXUPaYl8kjKtnQPL7XGxHd9rjsikTPEpoXvqmyGttGGgDu0r3PnEruA5ziez5Y+KkgPxxCTbpYlrhcFlt7j6+s1Hqwa4PTzsQq2eiXO2cLndO46UZmbZYmXKYn0alXh1arCjtZ4j5JxlqpMpdZYUsDK5+EuveZWWSYxMOnzBtX1ZnHydUIB5YWLx8rnjTHovv4FnHESkdU0+TdjhJ1gsYo0KOgGs/Ey0R9Z5IyDOaMU7pCPqmz7OG5b4NFnk4hLhk55uqbAW+JOOiZxLMxEMUqhpjlriDk858M5PLQ2MUs6vMkS3vBgaiOfn0PCBMYJFpljrNkznZppovxTgGtDuIQzrFUAIFXqVNvNaU/DGJNrXIjKXL2yWC1a1Kt4rUp8UVphU1tsagvXejQbB9v6x2ILD53Fz2EsiuwQjyzPEo7wMc+p+n1BeN7S9co0TAtsxZRha8XwNw/GEzkSngyCx+H7n1XI62njeTBk2zr26eNjNzH/SEcI4Z/7oO/9zhS8+RDHjtb41dMprpP0sQ0hcebPnMMFAQxXPm6VZZpUeTIFgLcpW8oXf7QOyLvJF0g0CKDLgGy4/K+j/O8hGVzLylx3M0Vgu2q6xfsBZcm42gUg0cPu0D5VSuEOOln9VLGjyZUpcqVSmFN2lY+BA7SJ1ngDb0X/OG5e58wj9RG8s4zAqq681VVWVAcyXIVKYjNUGWVgZ6DnbC9nUGVAw4pkXPmrReDSVama3nmYEXVFVqWujpeYlz8T7RwkLcYXXUVSgCyqY5xtljjzBfLyHEapVM27LwD2xFq07QgnZoWwIssSVuk0S2D8LvJ8DaM6kQ9u1q+9j/LRYkGVKZXoSJyd5aw7QL44ANp2BGVWCHYMNC8CuomLAu4tBACzRF6eozI1ZcXzXlM4n1umuxoVlcmums6Pz4aQZK0rHU3fH1K2m4Oc2nsYWvRdz/Po0ygWhZMsw05QKQjzzmO+iZYetvEpcONKHQNuNTYoygwm7xakJteoVxZNHcG0KA0mu9EOhCkvXlThOKu6WrRY6ag0y59TTGNljodzAS3RNjmjW9C+xWDSYpzHfp05Hb+Uq+ZzVNH2tmVVuTeRvRd50fskIB42zPO2pFjAkKopP1+Ox1X1hn9vC/qeFYg/GAh/d8ixozV+1WSCG+QfydV0DkA4+dgi4EZR9ESd6hBSJf6Igp1dk+Elk6dgjJ/nxXAdAirvsVRd79FUa1wdRc87Zk3IhR7bMrAYWawIxV61Ha3TfMxJRmaszLIsmaIz1Y6vM4lJqa86z/H6aIS31AXueuqlBjpVZLMETj+Pd2j+rqbvAOiuV66+caKOvU8lFh3b6Kc3MwYndY2j0O/7q6iyKHFo7mIf48wYnFibWgYuvE/HJBNamN6L9H8OUDnQY/wpTjv8Gb+LBzWxIooac1rEMzYapXBmLeoh9jD9k4TFRroT2zmxFnOag7bhzoVz2CE6ILNs2LrBAWhdBsAl/OQkaBq6QT56gCxbUz/3qIc3XF1jKxw+pyzOlqieRBU9sRZ3myYGj96lHrEDY3CrqnCrLHGdfO9YBTVvY9JPZwrrR5tLNHyJMSbXqHZMpEjSXMpVNaZXmlxj/9o44UukaarUO8c/j07rFLB5F1BMM+Rllip2zgVsVjbROiU+NbXFpMp6uMJm6Q4d7TUdg8CVrZiiLrNEtuGJTBRKPOlVCZ8RSx6HDbzWbJ/htXJ8aBjyCancKaX+TQB/OoTt0ttKqU8DeCmE8MXHbeMTH9wVSuPTZYkfHo3SBbS5sPAu4FNVjtPCY0dI4Z85h/sEDKwede4c/tF6nSRy2VyUs1n8Xg7aUjMwANCimitLrLbFPPQ2BMxcNxnJKsytsozKlNQUzlk4FlQB4gR8FNoe3QKIAFTRBOBCFJLhRQAHEfdIzORmUeAWUXze0ndi0MBUEgYk3US6YdXgMB+lC+e9pgvcWByFM6ncUM0UUN53rj4ZFdXheJ+uE9WSqRk1UT9SJlp1lFc+Fj5XDBabQTD4YHK7k6jmY+HjYZoMA5adAMUpWrPECbps5tr7SBMCAB2iGmdxGqucvgDG70Id/vVER6xUnpQlOSsq1SV5kmQQ5f+DN0D9cmy8H17IdtIt+QcBnRofJX+kvWzcE2Jg6hN/BlOWAPQUTC0F6KXW2PjOz44rdNx3AyDRZ24WBW6VZUpY5G0EOt941MMUIToqpReLKJNnmOwWmOyWGF3JE1VYUhOvz3bi+aojAJc7Jn3/qiU6DE3owQX6nBarRQvvA2zjU3P7eJqjGsfjXy0bzB/UqPM2AnSV4cp+RV6SGUyu4TSwsSHdU0A3aUpw5MCfExSpskqgfe4clgR6LoQui65U75qwIaS+vAi223sW4mP0vTKQitc9jrYzfJ7H44K+beO7wdyHPwql8QNUuQPidVxfWOjM4OZOidt1nRZ9D6zFfVJA5uDv2FrMLy5SNeTQ5zi3rkeF4x7pRC8EXcveI6dFOc8NHFwkhgKQaKFM1b7TNDgwBgvvo0AH9ecBEZfuhCg4siQ6ObMEuCfnnCpKvE936P2197hZlvjB0QjAGe7yPM0MDCApOb9UKhyYKlUk3yJRGE6oMb4xFjH1c+kcjlzng2q9R01UQsah64RDSwqgU98dYcwJYRefEw7GWQnZKIVpUWMxud31fQOPx59mH6iOYxAFm/btrFWA3UltBUE3nS3E5Daq6TvYI7GOSptOFZyCNqCzFGLMAWgOaFuEZgb4ApdqqzIhKs97dYxpURMFeJTmYok33NuX1MJVp9YKoIc1d3je1JElcdS2WHuPkdaJFXSLaLMSZ+zaglUHuO/Nu0DBWkenlBiTTw1VezuMObxSYV917JCKeq0ZX0yu0SIgh0qvmewWsXq3BVu891ieN5g/WKcgcbJbYna1ShZVKlPYtB2utKGzSJCBHDOWJIZLLQMAKNFVWEEJla14goB2y9SdqdhDmnrxgEt0TWD7vP84HPnHhSEKn5ieuxcQLRB+BsDPAHgAoAJwC8A/C+AEwH/wpA184oO7Uke1KNUG3L+3RFFm8D4C52RWYO+ggsvzVO5nPzue3Nlg9Jialo2K4hjXyZNmh8B0qBgJ9LMfLgQsQ0g0A65w/ACBKi+g2VCcRUOO2zZSDQk8U4YGkUbzUulw3AKL+grq8jwGGIiTOG+HKRmLtsWJczizFq3L0NoJTvQiLVJ5cja7vxBtBLg/bf9LwOQ2boxaGKVTVtYohaVS+IerNYB1WhhIyiJXEA0BKnP1X6VMHC8GhnTDwzxPi2SmlUhKCveoGaUwkRQaxObr2mWoM4epUVFJ0xdd9pQHU2WYespUzmYfLRBpNZytlNU+GSyO34WafTVNvpx9o5wnZT/jiLQVJL/AS/vBv3kQ/SgFpDzMEqiOUeVrAMCNokx9bUkVDEgLKs6UMu+eF1mS2nlElWq+XmW21YZO3OM6ASz3qPDCKWw8Vhdt7FvbMThHF2TvaI29aYWiNEmwBBDZ1HGeQPeIVetCQIaYSOHv/tAYVLnGO3WdkhmxkuBw0th0Dc+yDHu7JSa7JWVyLbSOIFvumHRsYxREz6xiFpYCvKIyUKXGOgSsBfWXFcj4fEo/qDZ0lWdJHWZTevZXYrEUmWmVCqeXMq+hn3kdjh5I8nuHjw/GMCv7LBW/S5/1mPGk16jvEjMfO0odq0jrRy0endWoxgarRQudKRy8tINr1D/2gjH4JvmyzrIMLxc57redIvK9zQY3yxKvUQJmN8swEj1KQxsFHnwNG1JQnGQZbmUZTFV11jcAXi4K3BDVE07cOeqPsoiCVLaweNAYnNkCtqgTrZ2rN0AnmnVibcSkdoQWwHEWmRIvEO3O7lzgnvmpOO+aZcSjK2/iRhmPYy6CgyPypOXjlsfKWARKNN6hpO7nxuO4HQrIuHeQmTaV1qg5cUkBE4uOpDYP3Sluc0WqtRpV5pHvvId2KKwC9PFH0PnR7GPRIAZ51D6Q6JzMEvEFcOVN5NN3klk79xU+F+7wPgxxRz5G2KjGRyhVFB+5WVR4wUQPX2A73nCiYSiWddQ0ScGcGTL8XfFxzCihzeuEm1S1kzgzupLjAfWJGqUw2cmxPy1g8hqe9l1ijCJ/RU5UOiCtjwBS6xwZ3G1i5Zn7V+dt02NDHY4N9sdjeB+wWjTQWsMUGqqMa6OZKTB2AUWZpfYAU2gUpUmJSfaPlLhi8j7ThhOu/DqgwxQbAmrB5JBiN9yu8jx4cgkDtiQMh+OD4Mi3iyFPHZ+Qyl0I4Q8opf5zxN66XwXgswDWAH4WwL8VQnj3adv4xAd3OVWEVqebJLYAgMQWPFaLFtXY4IVZiUkRb5ZDErK4s9nAkAcegx9XLF6tKsxMZ+gphSdkcAN09Kw1VdKWziVp/M15g9YF7O1XWGaxf+7VqsL6UYvNosbL0wIHlYlN7c7hiLbLQM0B3wnmaDcz3FsXCTAe2qgmdmgMaqrGLOor8cQsbwEAzppTnBWneLs8x1XKzHK2CMVpUsuEneDuOoLPXrlBRdTKO9S7MMk61UsG7ztN0wl0EPgt6iuoynMcGoNreTx/bRDSv4i+R7wIYIW3JQW/nA2UE2Dyc6NJOlcKNQVotnofqpgjVMddNVJmUWVgJyt4nF0F+sEdKW6mhUazj3D6OSz4/SR/3Qrzd95+YPD2BXKyYzBKoTaPsGiqvvgL0H0+kCwdqvIce8ZgN8sAlLhgYRaudKnORJ777Dh7Lz2ymOrLCxrup+H/+bpl1S7uabguAjoOJlUb0DYek1mJc3jcd922Qe+7WRR4aZpjPM1x5mNgphhvFFIQOKHr6qRtk8Q306Jq75OkOUuI2xCwDgH3Kdt71USZeCBWTY1WuL5bpOvabjapj/ZgYjCaxilw1gYszzewrUd90WKsC4wAjKBxtTCp2g8A3nvY1uKCKD8m15hNC4zKElOlUyb3nm1TAoID65LOKS90gY7muc32wKgofc1VvGEPHr9G/r2NmsNjGPhtA+ThNh83vlMreEqpHMD3Iwp/zQF8I4RwuenrO2jkKio8LlZrLOcNVotOOMg2HkWV4dpuiZ1xnKMYo25vNnBhneiZI61xg6odXKkDOnzipKKsFgNI19+SFrFGKTjCptkLkbY/K0vcgMHqUQOdebw2G0UP1RCioBQtylnh1oYGZ23EnAXNiyfjExwRhta00D9bT7vkm25wrznFveoYV4smVcRhdy/jkY9z69UiprTlnHOd6K28eD4iLNrLTJrv2s0uDqbrxBTJlOrhEGPKoTFYuE5N8oiCQinXz5VDxqAMQNvsozZL5Pm678fKeAJ0+MMBFQdcw8TisK2ABFtaX8QkJD3fMmaI/sTAtNYB7syzc7QS2/h9/DcFndPqEfVSV4naySqejAtDvJlQH92IztEdUdVlAZaHQh+AAzQgJoevExuEK647Otra1AJn3tts0nfOgm5VWWL/2hiLEL8T9n0L1D4yyTJUlICVlNelczgwJomVnTHjRqw9mF3Eoi2197i+G9la962FbWxK5s32S+SIeLx+FPv46lULU2jkWmF/gCvex3aCtm2xoV7wapzj1jSq2rqmwxRWyubvgfefH2M6NPfsD20PDNRj8WQ4pyfrhi1YMmSKfBAc+U7FkO+EQcbnf4N+nns8d3CnlPoXAPw6AC+GEP4VpdTnAFwJIfzUB9mBj3qUSiHbeNy/v8b8ZI1N7eBah/G0gG09xpMc+9fGqMY5JpPIg2YKYeIiA2nS5soFN/PyRc/USx783mR2LPaJL+g6BGRaY3leQ2cKN3ZLrI2BazzmJ7EqY3KNSVWm5vhJluEWyVjfbZvEbZ5lGZb5BWq/wNnFC8DqFTxYAQ98ga9RYIDVp/uZOlb0evQZ1ADu7n8JVyenMEqh5f4GX8SeAR6zN3BWHUdAYWoigMXkNupyk0CSm+V3sww32GMMiF5z7Sia2IrKBpvpcoaKg7YZHS8HsqkBnxYodQgAZW65mpdGs48AQFXvd8CavqDJZUDlwcfGwCdfx+/lKh6/jqucdIxpO/zD7wOgijkmujOYdfJz+f38vuoYFQXeMTvNHV70ddDjQEez5GuTq4nc63JAQT5TaLlSlqhJIrMeRWq6zxmprh/mgIJLG6jRviigcoNfoMoz910uvcdNUq/LlMJd2yaaKi8y+Tvjapfk6rMo0Z74LJlE4GsMQAJiHpxMMEACvuQdNqhOsi+T1gr1RWyqX57H74L7AWMiKD7GfReSyglEOsjJxmE8KRBy1aMUZ0DKYPMCkpM+AADnAB37YyeqE8UYZl9r79Gqfv8EA6sMynkMgz0zeH4b+A/H82Zft4GKxUcvqKKU+pcA/BYAPwagRWfZkyulfgrAHw4h/OWPeDc+0CiVQruwOL2/xun9FepVi6IySVwoYpTBNCP/ULrHuO+LGQ5yUcxzKdAZNPP1NEw8tqGj/2Z0zeR5hvn5GibPcOtKiToErE43eHS6od6lHKWOi8mp1j1ccgmXHOpwgeN2jrD8XizmUcTqbZ476+/rBy/VcQzyTj+PB9Uxqqt/j0zZJ51B+Onn4w+xSh6YJR7wPLy8BVTHsJNvpfPCdi0s6pGudzvBiV3grbpOSSJm8EjF3xpIJtzvUVKMt8cYxObWPQwiXGhxHBOMLAYjkoBb8YdfN2wZ4N+MD9yvN0xE8vv5R+DOLDOJYWJD6LYvfWEF5kQ7ijLtWp51VkscXAzxJn7vWa9nm6t1zMLha2+INez/eZjnuMbfA2IrxqjQMNOIM8zw4KCLA8yFc7hN8zzjocQYee2zSBizUphWz2uPc4EvMnji13PimXsVZWL0bttipKKK56zQsOc+CbaYQqfe86Z2qFctnAtwhCs6UxhPc8wORhh7j0XtUFQZyt2YEGEKJldRmRHC1+tSKVg6lsfhiQ0hJg0Rev6BQyxJl6TAEX5d9Rw48u1iiN3y2LbxCaJlftvjuYI7pdRvBfDbAfxRAL+WHl4D+IMA/qkPd9c+nFGvLO787Cnev3uB94+WWC0amCI2zV7Zr+KibdlgPM0xnZrEFeZmdb4ZWMZZTgiJ5kFj4z1Ai0pJG+SyOwPNQ7GAvjHNMT9Z4xGBplw4zq5WGE+LXi8bL4LnzmGkdAKdCWXDDIDZlTmW/hQn1sbGawbPK28izxzaxacAX2A6+zkcGIOjtkX73r8EvP+jeLC6HX162K+HjMzjNsYRYPk5BmIC1rmLgh/3VaTo3NsE3PMad/Jl9M6rD+PrzRJv4zaOi3UC0kqx50xcuHLGNhms04I4A7CwGgsbwMpc82BhiJIS+9YOu8woDxI7uQSkMmvJ1JhtWVRJYQG611AAlig1QAJYZVYxUN7spn6+mDntArvkKSipN3R+9/JAGfdRWoTxBCrNyJmS9ILJEi2RlWH5mqkIlDiDypYUHCyzdPiuybCXmdS4ztd+KbLaa+/xDfIE5Kw3gCTVfY9U9g6MwZqynpwlZUGDwzyHFb2jvFDqeRGFgDn1vHJGMgGYczgJkUYGIIlCPLQ2SWEDSBRmSfvlc5mq7ZThXbQRgJfnmyTUwr+B2CQfqHqnMoWyytDUDo9Oa6wWDYoqehiZQvcq4MmqgxYapdYY0fczp+M0SqFC5xFVi/3mxVAt9p37J7ZRNeWxp3MgFvPDvo7nqfRt/ZwnPvvsr/l2hlLq7yDa8/xpAL85hPAt8dxLiH6sv0Up9R+GEH7VR7w7zz3qlcW7P3eGb73zCCffWkXRhVmJ/WsjjKcF1hct6pXFlf0q+V7dIYoZzwkZkBbPZ85h17mkdgt6Txs6H8xaLNAsOo+sdQi4agw+NS7gXcCjsxrzk3UnalRlGE8KrA3wsLGpIsLVAk4EZUrhIc3j1/Mc2LsbJfM3ux0WTG4j3/1GxCTd4OqVY1RK4e75NeD9H0VtJ6gntyPG8Pwt8YgFVmZv9KpaS++j+BRq1CFELNq0eDurY/90HRU4zwB82R0lPJZedoxDx22bhCJkJePeJiAuJzOcOSDPbMQgO+7bH/Coji/3DkpMYXom0E8mDv/mbXKADPTxyCwjzrejdD4YdwAyiefvgJOSxWnspasepV46iTksJMPHzzgzI4GcId5wdZSv0SOR9OOWE55/JdZIM3Ku+AFIgZmh5DvTkG0ISSSM+1IZfw7zPOGcUR1dXgpTJQE6OgYO6iW+GErcj7RO7KFhMCSrgHwOpiauJ7kPcP5gHXvAk5XCZVwxhY4iYhcWp26FR6cZxtMc42nRw5SeRREnGuh41hTYgpKoEk/W3qfgMN3zIWAd/BOxBBBFCcFGeVYceRK980PFD6U+EbTMD2M8L+b+DgA/FkK4o5T6nfTYW4gUmO/IUV9YfPXvHGNTW5zdj9WwyW6B+sJiZzfgyn6VgqjUGCyolaxIyQ3aEfx8qoTIETNhHuch4Iw43bX3yRfvwnfqmHLBdO17duBdpIWdPVij3TiMp3mcAFxAleneF8VGsDYE7GQas6zsNXVzlePEWsyL9zF390TmSgO7v0D00RwZTXoPDr4YwXb+evypjrdQBMfIFnvwFy8gcJBXHcfnl7ci/cMXOLOnHQA1+6hXRXoN96nBTlDn617FyCiVvHgApMX4A2sxUiqJtHDWul1fBRBNP1pfoBX+QSnr2ewjcJVy/G58fNgozkEVPyapl/K1MrBjIB5QJ/PM9Sa3SinYYo5gJ1BmhUpFFdFNCLGRnRcB1EyvZl9NAceMPIDqEFC7zvNvJoAVAHYyjanOSFAlPnZGIh5SopuviaOmSYEYgBRgHxKda0ZZ2LXvvK0cYhM8b9eGqDrLCwCWTmeaDFeJlpS5lYHKLMtwoqJS2DEp7S0pGKxCwFpUEtfBw7oQ9ynL0sJU0h1LrbGXZanPBuiUWSsVZcw3tPDkbPMki5YNnHmOEtgWtnXIywyOAj22Ushzjclukfz0qnGOospQX1hcLBo46rEYT3LkVYaaemdLFb39+FqYq05YCbQgkNlkprS1Wqf5w4rqP59DWRW0IWxVRAMuV/GGvzMFmNAt/i9lWOn3VsB+whgGlB/D+C0hhK9teyKEcA/AnwHwZ5RSr30cO/O8o76w+Prfv4/VIor8FFUGU2g0dYH9awYvHI4xnuZoQRUTShbU5Ad2YqPP2J6J80WuVM+OBOjw6aH3ScoeQOoD5YqE/N4Ym2ICMiZ0TF7Bew+jTFKBBiIucT/pron4uJdlyXuO55+TYo35+Hbqm2VMilRHWoDvvIf6xZ+KWHT84xFnBn1hypXQZzfg8ryjKtIcH+i1i2YZKfNAxCL6zUlG2AmCHcOaJql3VgMc4mQtswikovaivtJR8SUGMYZQBS5wIMbtAUNxL648UhIw4ZR8HR13onLyoESiHJXSQL5G2+Ay7tQvdpgDAJPb2Nt5iEpr7GZF8jCtRXJqJpKwHChxgGE4UUV4syPmYGaI3KG2Eu6TPjQmtbawnQcLhPC2eJ6fZRlQFKlHkrUJuNLGjAzGSg7EOfBJGONcSkbKnzUJEs6oDWTe9un0rOLKCU6+HoA4Xzt0XoS7VLHk87OnM5wuVmg2DlmuoUmQZRuujHbypObMlj/VOLYyFFWGR8Gl/TingDR+1yoxWmqtYbMsqW4ynnB/nmS41CGg1VHUpgo64cnj1DV5bkh9/c+JI8+DIfLz5N/PMnSmn/6ifwLG8wZ3UwB36W8+0zmAZvvL//GPem1x+6snycjY5BoqU5jMHNo6KvcVZYYwznCnrmMlI8TF5GGe44wCu9ZluFrEisOUAIipB6kniADShpC8StZ0w/HrOKvDAiptCECeY1ZkeGFnBybXeP9omdT6eEyyDDNxY061hqG+Ba5kvEaKoHMCUaaLcOWPe3tYEp/7BvayDLNsjePq67GJe3mrRwsEEIFg/C7co8/ArFoEvwPnyTKBg7xmv1OQHHjk9ZrHaVScTaL9XHqf+OxJmYxubJ7YucJkQ8ADpq5wIMo+c/y5HOBxP1xx2gGnXCjIzKgE2SGwyiEzrlwVRDcBxawxUOfrpEYWmllcaPDiQlYGq2PgyptJfpsnNM7ES5uBlDEVQd1V6oFjE3RWouNEwFpQGfk65YBql0D6Gqmaza3FHJ3f0CHtTzRTbnHhPHYynQCWK4MLAmWmyli6j3hRB3TGsnebJvbJBQ+bmRSUcba3DgEL7+ACMM3idbAmqgxfG5xt5/5TrvpxRndNlXTjO/W6WZbhUFCAXzJ5NENftVQtHyUxi3plkwCT1gpX9kvyLcqS91590aKoMngXolraTg4VgKuhe99eHjPZwYXUR7qQPRJaYwakhTIHoPxdcqYUQJpnuPLC32daqMCDCZAygVmpeH6HNgs5FHLFj1+m4vA1/SwAK1+3bRsf5XhcYLfldV//SHfkA44hThVltO3YkJ+W1go7sxJv1XXqc5tlGa7lnQIkgHRtG6WS3yTf63y9rL3HhagCWF4Yhk51mJM6jE2Hr0wBAI9O66gAKK7VHcImGwKmWgN5nqoE3DNlQxSHWHiHCxcFnNjXiz/3kEzJgXgvnJj7uGe+2LUFcOBDvXehOoZ79CpMXcO5lxB2aI6f3I5z6qPPdNUzDrrk3E4BUgyMDDY0v2woyGMc4mTQMXmzXqN5x4YQ53PGINE3mHBO2h4AXVJQMktkHx0/x7gjE6w8JPZwshQxuAvexMRpeR4rdxJ3uFoq2woosONkdk4VN6l2KcXiWDCF1Zn59by+2KGklGQv8d9GqWTxcTjAGsYHZkgxtqT7Y7Pp4QxjCuOiUQon3uPMWexlce3GQeDCu4QxLQVv3I7AIm18/Mck/Mb4cs0Y7AkBrdr7pJ4KIK3zgLgeZCXpwzzH1KkYpG2iAufsoEo6D4wfWivMrkZaP6s4c3Wc9SD48X2vk+3PtIim7N4HKFZvD5FaXVHyZ4gnbOchK22MqXJN8CQseV4ceR4M+TDwQ6lPFi1TKVUC+NcB3ISI10II/+envfd5g7u/hSi/+XvEY78NwP/vObfzsY2cfEv4C+dS+HK+IfnaAuNJgRd3clyj3rBdWgACcZLahIClX+NBXeCvunP8C1euwIbYR/MDVRUlomlCZPpXTYHduYumlLzwBjqK2ISyJiywYpQiM+Us7attPWZF14fGN+yaFn5DHjRPNLxo5AmSKTmgfTxqml7vIIuYLK+8BVx5KwUZFrH6smiqmEUF4NofhPa+CwAZqKS8M2dLGZykGiWBH9MzuPqThFyAXkP2Hp3HI6J3sJJmXp6jlV58/NksdsL7JoOzbRU8oN8HIfd7GNjJqh0D5PjddGzBm6ROhmYfrRdgPWyQZ5ClwO4qFxKBtMjhYJ7pQjsiK8jVYz4fNVVsj5oGCx/pUSOiVN630cvxmJ6XlME92h4bqp9Yi3Xw2PiQpM6ZkuQCUiB+buM1c0yZu40PPVXTCWVOOfmxazpTXQb8SmtYHRLNmT0TZTDGiREOZDIFzHSnTMlVSabX8PUPxIzqkv7mxcEOvacOAWfeoRpnuJLH6n1RZdjoDmirsYk0Gh+wKSKVNlPASAM2ALMX4vvYF89S43vIFTZE66qUwubCxoZ6mnMsfZ8TWthu84cCkNRlQfch3/esVDjsATFe9bLRI9U/HxX6/RU8cqgn2i4wZWcb2D6uQretd+PjGEopA+DXA/hhAL3VcQjhN33sO/QMYxtO2dZj/mCN0Th6O46nOa5fiZMEJ2QA4MLF+2vh1vjKogBwASCC+49MJjHYE/jEC1Ip5MP9OYxNMwAXLhphW63Rqhhwsj+YbR0qbxJTJFcKN4uih0uSAs2YeJjnvQrhmjCp9lGoJFnoUCWnKs9Rv/hTUTSFkoEJj04/H4OX9kY8iTKRWB33+s0AdHRIGXyZZVJm5AUwe73lXCGlY54Zg/lmg2+QefyBMZgaHwMnbk/gz2E2CCcSZeWNEoFbAzze521JxSH2cCXQLBPuKG0RfNG1AjwOd8jaaDr5Fiqd9W0v6H5mzJEKmByYHZCgz7m1uNM0OHM24U2GmIy92za4R0FaHQIOKEBkNskQa66T3ROvkxhL+Poc4gzT1AHgbtskPFrC4Y73WIcOo6zuAhlOhtQ+JiknWTz+o6bpqnh03HsiMcEMmAxIgalU2pxoneyylt7DmAyTWbTV0ZmCKqP42GQ3MrPYg29t4jW9UtH+AUZjvxrjyr6HbXwS8sqKWH11ChhBYbVo0WwsqnGOapyl3tdcKdwc4MmeztAi4FiwRXgOmGZZb+0FXMaSHP2e7ufFkc6j+fEY8jiseF4M+YTRMv8SgHNEO4TN87zxeYO73wrg/6OU+ncATJVS3wDwCMC/8pzb+dhGUWX4pa8fAADyyqCtLeqVhfOxJM4gCsQszAlNVqyQZCmLN9EaDxDpXW/VdZI+vyqVoqhKwLTIpfdYeIccKk1QBrExZErbLbXGzbJMNytnadlPpSktdKawV2aois5D68TaRLvhSVBS0QwtiplGwYvBE2uTXxlXPSxlpEYqyk9PdacElrjk5QZn5BkX6kNgsdcPgNj4nCtjgmqIyW3gypuoyvMkHnKzKFImjEH+3LkkP72bRTUu5o9fpwDmqG1x7yJ6/lQZYK+8hbD83i5jCnQgOazSMSBypWxbgMeAu61aJwM52fcgpaN1EylBMnjjYBPo6J6yz2L8LtE5dQoGzpmGSVk3zsCxrDlfc6yUyfQX/r7Ye26iNe4zRdc5LIheNHcO1+g8c4V3RkHX3Dnca1tMswwT73Gn2WCkdO8aA5DoNAzGLvSza1YAiVEKdXu55ZpBgoM6BnwL4JAWjtICJJmkC+oP9xhNeXGCWDXY0AIA9N6F9wBXy4EkUpMpFUV/CmBp42e9UBq4EDDfxD4OKKDedP0nHLjU3nPbDQ52i1ThrK1PFTeWzx5nimh3a1TjHL9kJ8eGkihuxVYMBvWixXkbr6+9cY5yh/z/BotyACmjvvQeme/ENSp095bsi5B9EumyZtDeArAJwEWmtkW4BNZPy6wapZ7UdvFhj/8KwA8B+KsA7n9sn/ptjKLKcOuzL6SqWL1qEy5FA2WiCFJV4w4laJhaXVEirPYFjtolJnWNTKFnkVJpDVCQdWItJQs8aq/THMOjpoXq9aLACLEC4X0UF/I+oNm42NqwY1ARmwJAD5eYynif9pETMbL36YDud148MyYBSJV/oAs8eH5DUWNBSTpXH0Jtym5O5TlcJvjIKDxhUb5OUvgvGPL2o3mH6YGMQ0CknEp7ogd1gUUDVHkbrQ6ADoNYYIt7sSUGcQDIlb4h/kgvPDk4KJSUTEn/BKL/3ZB1IpOVMtHK26LzLNU+K6qwyZ5u/u6Yerj0PtkKsCrpTRI+u0+KkxfOpzUVgFRRZqzhHrEH1mKP+pGZ3pj6tOnc50/AmblIFjCWycEYc0EV6we2Tcn1HCphCBBbHPaySC3loE4ynhjB0hzMc6aLVlWsEcDHOssyvFAaXHiHetNGcbGxwntNt04f4kqldRRFyYDZJMNUkfKywJRZluHwSg48QtSRqDWuTgsclLH3Ltt4UtmNeDJvG2itcG0nhyt1bDciLJeMsm1YkjzwxHgeHJFBYE4PPy+GPGuAp5T6RFXuAFwPIfz4B3njcwV3IYR7SqlfAeBXAPgliBTNLz3ORf07YSitcPA9O5gdjCJ9ygesFi3WFy2CDxhPC1Q7Bk1tcbhbJP7219dr3NlscHuzwTu1B5p9XJ2c4vXRFF+YTHC9KGIjMU0CTN/kqgQ3q258gFMAmFqlFEATwIYCGva2szsak2kVRR3mTZRlX9kkra4zhQsAJs9wrTJQWfSIWVL21aDrn+KRlKkA3LNtCh5mxuAWZUlTH5TtzMHPnMM3N5socX3xchcIUbDmL34lUN3rBy3FaQcgHNBUx8D+l7CXB1zLS4xUVHqbO4fKd5OapItWWveyv2vOomYZrgO4h3PU66uo+TNF31+vWscAxv52UlBF0jWHFM0nDVnhY6Aebk/SZrhhXfbxycwuPZeJj+DgiXvomGLBIFtpjTNnkUOlfjWuytkQcC03qUo1dw5vb2rcb20CuA1VlR1dfyPdJQ2YmnFB1ygbygJdz6gMGHrXmKjU1M7B0DUJoK8WC6QG9ZroJLwAYMrilK5Hfl+lVFTmE7Sx8wGIn7t+z9CworRhwCLhIaZfjaiCzsfE1QvexhDAOMgEqIGdrk8AKWFx5lzaZgrEigyT3RKn91d4dFZjea5o4R73azzNAWSoxjkJK7n4fOj6UjP6bP4OOGCXIzXMi+MZ0mPkd/Uk4NxWoavE/2tQVlfrXlP+8Box6mN1uftxADdCCIuP7yO/vaG0wrVXptjdr1CQUM9q2aAhpbzxJKo7H+Yl7hJGvVXXeKuucXuzoYSXwqtXavzTkxleH40SBa72PlHZmJ7JGfmND4D2MF4lEQYAqESVY6I1MDWYjfOESxGbWtjWpUw545LTXRC24eRcUXRBhLimMtVVtw+oD4vtUGb02yDOiSwGtVh+T39Orw8R7Kv9ah3T64Furq2Oofa/TGyHKlUUYyDienPUISV+GIe4l4sToKgaPKgL1ItPda0ArNYJ9Omgw/8Zg54Xfx6HPUBf9EuyabhlQeKOtF8A+nNU1llmcNVu10R0OrEWMAb3KRhnaqMURZs7h7fqOgl7cI8XB/ulUtECCbiENbc3m2iyTlWllBQEenOznLssXR/AdozJKWiVGJO2jQ5rDWL1baqzHr5sCzqGmMD+jgvvo0olnc8MwNKYnvL6CQWv23Cl1BpT2t85XW82BMCYpCwucQoAZlODwkfT9HoVCwFc6avG0Ve2Gudo6ogRJtep13aH+s5n/P14jzMrz2LEEr426sFnfzs4whgSk6MBIxUxrUVnzzD8rGcdn7DK3d9VSv3Qs7YdyPHcImYhhADgS/TzHT/KKsPB9+xgPMkx2o9yzi8ohUCZjfE0x/vO4p22xXodBT6u53nqW1t6DyxvYTr7Ofz3xhO8RFzxSmvcKAq8Nhp1NyoFJkDMNi3lTaw1KvqbM2SGghkbol8RECtaRZlRBjdepNKbz+RZElrJsiiFy4FPapSl35zl59t1LzPYywxqMstM1L/Q9eZJ4ZhKa7yU53iHq1yPPgNWK8vaFpaDPVYqG2YURWZxnZ3jwjk4rXFGioZ8w3JgM6Hs75Koe7xvcnFqAOwZg7PRA9RrdGAq/X2YnimHpGoCHQhKX5/HDe7XkKAse/O2qWzKhQUvOphCKrO4QmmTezRZnj+n66emyVAGFLz4eY8A9l7bwoVYsbtq4vfLGfGH1qVMvfQD5IAhqW5xgoJey1YBTM+VinE2hBSYW3RS61wtSopkAyDjx12gPkB6PFL/ur85YJFKqRsf4ILrXQ/x9du/tnzA/beIWcW1j/SXpXOwOoIdn/dE56TPl59j6Ngn9BgnQ0Dfzdw5TMBJna5qKIPNm0WRevRiEOdib1+VYTwtsNEEokajGmc4dQ4b23lpsTQ4L1BYECl6gcV7lwVp+B7u3T8MyPS9GTwFlOXfogLIxwPfAfGeNum7ZqD+6A0Qto43AewjWiE891BKVYgtCCXiKfpzIYTfPXjNLmKF8BV6zX8aQvjjSqkbAP4kgEMAHsBPhhD+wNM+s6wyvHA4xpW9Cmoaz+N1pZN0+qZQOGoa/NxqhY33uE5KgHebJi7Imn28eqXGD49GaWF+YAx+cDTCSEcbGRB2cRIHoPvYhXSvMMMkVwrX6f8TSoa8NhqlwFOOIS4ZorplhEvymrDoemKNUj1MmmUZSqKHLmku4soQs14OjMFyfBQFvRiPlt+LrG3hfAFcebPfJ85BDc31wY5R67rHdhnikKw8SlEVQNCblcJeucEZhHedxCCgU5bmYEsyOIaqy48bMkCUgd027OEgTga423CnOo4KmplDG4Azmuf5O+thTpbBhY4eningzFk8tC6pNDKT5MRa3G07iwJef/B8CwB7FEDx98vK4yyaBsSWEwDpf044Pw5neiwKdHMc48nJIGABIsacOZfmfL4vZE9afN32r4XvlxSoKZWwBVQhN0rBUVvAkIq4DVdKxACREw0GSPvHiRLGlLixeFxXx7FvvBNjiVW68bRAmxNrjPxc7xNm2RBS4lhSsydEl+VtLwUOXsIQeQx4Nhzh33JbvdYToIcfsiXgWYb6hPXcAfgCgN+olHoHkZapEMOwzz7tjU8N7pRST23cQ/y0/8OzvO7jHnmZobw+Rh0C7pO9AQDcLEtUI4V/uLrAbarQHbctKqXQIuDCRVrmgwZAcYrXRiP80GiEV6sKh3meRCxGFgAU9soKi9BROWvKfPKiGd6jpm27EBeZc+qDYgNNXmS3uY5qmT76aBVlzMAASD4oWdGJrXCGhwGIqzA2RGnhW1qjJiEHNhC9oP3jfeWK4zFNzMzhN0oBfpQ4+tyUrdwG2cUO3KPPdDTHZj8CHXnfJaEVO0GtGyz1JmaON7vx+fI8VRm5esfCADyptCGkTBMrP1Vax6B2fIIFe+3JRnamQrIimhQxkUC6zcNO9gVyECcBdNhnOGzUl9TQbbQYCcD8HjK7VWbV0afoHLQig8rgc0LZQRsCjnynnMhVPQOk5AR/n7xQude2cACu53nqb+F+UV7sPLAWGwLPnSxDi64aJEnfHDxwlZD3Yx1CMt7myZuBeUjv4O0wvcWgo93Ic9EDNXQT1xBk0vYAQIXkm8Tv6VX1RGawFCDK4Ce3laELNDkDOwwAmWbCAXQSQmG6Ns0Fs6sjAKAAPUdRmeinpxUWziZ1Tb6HuWrA4wUSwWHjX34df2auFJxSvXMk5cXTeRP7nKvtgMiZdADx/A8XJWLRwteDzKTHqlE8Tx8j5P6bAP6oUuqvY0DLDCH8yWd4/wbAj4YQlmSI/kWl1F8NIfx98Zp/D8Cb5PV6FcA3lFJ/CvGw//0Qwj9QSk0B/IxS6m+EEN580gcyTp17jxMS9trNMtwcF3hoW3ztfI1vbja40zRpwXluHe63LerNLvLpO/iBahef29nBy3mOl6gv6sXMoNk4/ADhE1OcmX59AZ+uMfDikRbljE0sEBFcQDU2JCqkIzaRFx/jksk1ApAW16k3ih5jYQ324hti0pIWlSzQcUb7Ubss9TIHb8BiIFjegnIOumngyOMOQNcqwAEg2ynYCZZmlSpLoX4RbXGKvVwkpIBLOCSTjHwvVVpjWtSo976G9vz7u9YEKfDFuCQFvmRwNvS9kz8SeyT+DA3Q5XaA7VYLjDucpGz20eoGrVmiyjp/NmY3MObI72ZH66Syyv3SfB4Ybx5alwLyOfW2cU/j9SLuHweKx22bsAZADIrEPjDWGBWtCGQwshzMkfwdGdr3ZehHBL3ABBFjMhnYoQvggX6wshVfCFtScIk+tqRgRsyZa+/h0O8vY1yJQXTXB8ffQe07pVbZf1h7HwNxAG2ucPDSDtZEnT8Y56m/e+EpQSHWepyoBW1rh7/HEKJlgsCSTMX+upr2h6//S/j4BBxhD03HGL4FQ+T2Uu8nOnXPoYDLk8YnrHL3az7oG5+lcndD/F0hKrf8dwB+ATFr+XkAf/6D7sBHPS58pFhKNaATa/EW+XQxPeC4bfH19Rq3Nxs8qFklcQew17C3+ws4MJOeLwv7sSx0vOimrccISDRHQCzO+MYMITVo9xat6JQ359ZisldgnCnUKwuTa1Q7Joo8qOjhsdFx8S4Xd7xAz1THnU8KVayUZKMpNNNt+HlLE+2dponePctXgdUrCLpBy8EJA5WdAN4A2HSAyqIgQPeayW1g9gams58D0E0CS+87wCnP0/fEdLxNCBG8oak53CTqSq0bbMyqD7SZQ810SwZS7o2T4iqksJYqfVLpEuiAV3j+JPEVBk4GW94ug6uUlZb0GOCyD5FscpfBnlmmAKMSQQQHWdzbdk4LnhFN7DzZv5znuEE9dvdsG+lWdA2yie+JtWjbEW6MoihNqTp/HiuARZ5fziKmypsARKlQyc9ZrbEmMMopaOPARAIgDwmgDIrcZ5iytFuCLQhAlYGFXHhdor/Qe/h1HDzKwEeKHg0rXkBHSeRkiFEKWeiqd/Ker0NAFkLvsRNrE12I37NbZhjpDIsQKUqyD5VfxwsepnPzPiaqne9MalvxXUGci+FIFKdLz/QrdrlSCaA5aJfXxLYgj7drxDn5GCH3NwL4pwHsIfqw8giIVbUnDmKn0MSAnH6Gq4uA2HeuEEVbTgFYsl24R9tZKKV+FsDLiNXExw7GqaWPNgWsYPczFxeph/S4bXF7s8FbdY1765zmxSngC9ycrhOd7gYFTpXWOPMOyAHjA3agklor0F3jiSavOgEjoMOmxBgIDlcPxzg7XkFnCkVloMoYzBVZBqeB912HS9KyI1MKF3St2hD7e6xSmLctFj5arnDvE4tt3G3bGNhdvBytdnjeZEVnxhoA2nlkmxCTjTw3r16Jc/X4XeDKmwmLKh0xunZZCoxMsUznhJMzl3DITtACaM0yJj7pnswAtON3uwQiJzs5wOQqGmOHrKIN8YdbGfiHA0GppCmte4Z+elKdU7YDyD48gTuqmCNX/QTiEHMe0rphqVSqqu1RwHZgTOrdAjoRFGYByUB+6RyOfZ9VJCuiVmAN42D8vnTqwwSQ1CDPBB09Jb+2JBCHGAOlkgG4TErK14Kwi6+JSkfvw5HqAlp5D0HgNqt37lAFHOgCO9kH3fs8eq7HaqKCgNW6lyhpnUNN+73xMWGThMQQ16DV1GARfA8bhnjilELlfZqjHxAVVWKJPOeZ1qkCK8ez4giAZ8MQOo5KRbo/gEQXf+r4hFXuQgi/oJT6ZYh4BgB/O4TwD5/lvU8N7kIIP8F/K6X+3wB+fQjhz4vH/jUA/+Pn2+WPb6y8x9+7uEj9Qnzh1uJmWbioaJlUBB99Bpi9gRulwsws8HK+g5eL6AnHni2VUkn0g8UrbAio205C+JBohkBUj5ILRrkYYpXDE2uxk2W4qRTGiJxppmpxs3epFM4bl3xh+EbgwcfDVbkXuBpIN9GFj3LBnBWVAeJEa1wtHOa730BbEd1keatHb8k2AcrV0M7DZzoGekNBk8ntLihCNB3nKmDbjnoVLkmZaNnoHACKUwQZMNHfQTexeb04hTUrtGwYy8AvM6WcpWQ1TaZAMsAJs3PVKmjv4fJxvxdimyUCZ2ilkIoUSZEgLakx0jePJb3FNjZhlXoza5pkme4iJ+k6BDyk64hV85hmyBnpPRJKOWFgdg7tZheqmMOoIvWIciavl3UM/UpRLkCLgy4O6nifIIIprvI51afxyVV2PgADBtDZYPuygpsPtif78YbBi7zPEoAAaf/ZX2lC/RIMqnJhIANDrsCBetykZ2VaDPu+mJIMZKsQ+414Qcj7tlSx1yFlnH3Xp+joXMrFtvGRggtE2hIndoafJ0V4tlU3+fjSsQ2uAQ6cOastB88n3I8xDNjrEGBlFjx99scGur8dwA+HEH72g25AKZUhKpTdAvBfhBB+evCS/xzAfwPgW4gWQf/TYe+5UuomomLn8L2Xxsp7fHG5vORfyPc9BxxHJJqER78Mav/LaYF9sxzHJF4I+PJqlUynmcp7sywT/nEQd5jnyZsuiVcgYCYWrvzc3EVLgKvGUNUuBnZnrrMOuGg7f7IhLnGlUFoL8HVz7hwWvhN64fmIvfrmk29hUR1HXGY8oiAp4lG8H5RzQP1i/GHfNxZRoWBoYTWWzEjh+bg67olwRBz6nviPxCEgBUYBFOQVc7TeXMYgDr5Y1IspmpyIZPEUwhLVxnsjQARijBXDHm6JM8PAjY95GAwOcYdG8AZL9PvAOLhOFk+EEQ9pjcAsI2bacI80M0tqSlCE+kVMdh6iDSGtf+R8McQapiBWWkfPUsKBxP4QOFP72DO+2TLPtPT/NoxhDJPWBnL+ehy+yOeHrwOQ5m9pV8TG7hK7efSCSWpVcUCvagfVVRSHmGJEUJoSj7pTUh/ReRziCZ8X3s6ZSBa7LViSq9iTzlhSPSa4k+dfniNm5Figh8VPwpDEJBDjSZRPORQ+WSbmSqnfDuDfAfAX6KH/Sin1kyGEP/S09z5vz92vAfA/Gzz2lwD88efczsc2xlrjh8fjxAPn3/faNporE3gdW4v27IfSJDw1HjNTpqzl/dYmUQoAaZK7VVVoQ8BdontOaeLgzL70oEp+LPS5kywDXJTtPbE2KkLS52kdBVS4OT35uqiuAsZgCURpbKZLLGjieCnPMaKJg5ugz5yNUsLiBpRqhDdJjvguzlHjdpclpSDEty/A0LG2uwqYfLWrcHGQU5wC+18CdBNNXslUtmXqJqloti7r9yHIqh/QAZIEM6qsKbOKXnIcNHFAxUOCHtAXhAG64K9+EVnbQjmLwNlBrt4NJaT5c3g7MqCToipc+ZPBnwRi2ZMIJCAOdozaTlDT80r71LvJwxBgzLIsASCrjHG1jxd5Un1ysTqIixKzxB36/lhMRGbZ5USdqlsq2gewiipX7VoC2xNrsbAWU60TfSRR8wYTP/dRzMiMdUOBBAMuZ2hbBJxb11Pj5ABvuN0eaALIEJAHlRYqsprH6oEyM1xTVjVtY0vAMhEBkvQ2qtAFlw9EgMiZyd55yDJkIcCho+OwQTmAtKiVkuQM7rL6l/ZJR0XDA2PQEhUKiFl1TiwNAzu5gJPbWnt/6VxKsJYLnV5Gl855Am1+z5ZtfYyYex/Au9/OBkIIDsDrSqkZgL+olHpt4JH3PwDwBoAfBfBpAH9DKfW3QwiPAEApNUFktPwOfmw4lFK/CcBvAoDDG3t4fTxOVLX3mqZHqV56H8WtFp+K8zFZyUyo0lZ7n6p6QFft+HRZog0hJQT2KODjxM7Gd/ThSmtcOA+gxV5mAOdwN8T2getkFWBDoKpdhhMXaaFcoTGq8zzj+WhH6+Spx9TxGSkjHpO1zZmz0c4hxOrwiej9ZqueO6qJas1A1+NmJ/DtFMW6hity2P2TLoDiwEY3EYvMMs6BzX4KzCR9seVWAZmIm9zuB1kygOI525t+NU5iEOMGv0/24PFnedPDHwfVYQhvQzJDWIF6mxeeZJwAfWbIsD9PiLKEZoYzADBLKO1QUpVOjjaE5KUKIKm08nWT0xqGMae+eBkA0vUg8eRxWJMSb0LdteT9IFbTA8KZNSU+hgtYZkUwpuxo3cMYVoQEOvr8WsyD+WPmQCCqOjoEZIi9xpItIrFFMkFkgvBpuMKsGRlIyd7EIaZUWgNaJ0yRybgLPB5PgC64hAgmeU0rsYTZaunzaDwJR+S4FPDhyRiSKK5bvodnCvDUJ46W+W8D+JUhhAsAUEr9PgB/D8CHHtzdRuw1+IPisX8XwDefczsf29hRGj+ys5N6ie6TytMRUT5ubzYxY0mGnwAAO8Hi/R/B15jeMH6XKh7dBHU9z3GrqoC6xrFYLPKiimkHPLmt6f9U8QgBE+9RapUUmjj789BaTKclCg84EP+bjude26YgjrfNdgu9rJeopFzQBMZBLVO/mKK5dA4LqwGfox61XaZKghn9DuUG3hfQ6xpqUyIcRDXM6eRbkTKwvhoDEw6+hgAj1b1kLwADlpSS5kZ4SZck4JtojTZfo/YEZEOfO1m94/fzPjD4bWtk17YPgjKwk6Iqw/PDVBwZFAIdMMvqnhRo4WricBFglggA6uIUtW4wNbGKt3QuBsUZ8JCCfZ5gd7IMe6Qwx9n2e22Luh11Cxk7QVmepyzpmulJvgJ0gypzKUFRap2yp/w5oGtUVhWASPO4ECINTGthWjAHc1Mhc26Uwh4E5VHrRJ+WfHug4/S3lOkdERilPkO6/xjQZEAnqWY96iTIMkEETvz+dgDCKZij97MAS0ULbAOgVtHCQgakOe8XLZJlJc0hqopK+imAJCbD9zAP3i+mSS69R0Wv5WPgSs31ouhRmXhBxckgANjN81RlTdun74PfyYsGiN9R4SzuV+qPVJ3xOhDFAfj4+Tv8GCH3/wrgTyml/hMA78snQgg//zwbCiHMlVL/LaICpwzufgLAf0IUztvU8P4qgC9Rn96fB/CnQgh/YbhNse2fBPCTAPC5z/2S8IXJJBkvHxUF7jYN7jQbfLPeYL7ZRDquqOqc3f+VOGNK/Phd5PkaGeJ1c2AMPl2WyBSS6h8HWkDX08aiQCfWouZET4g95zuZxlRn2OiOtndsLW7sxm83992Ca4hL7F/GfUmp6i/nDvrcu00TEyYu+jg+tBYL51C3IzzI17hRCAySc7ZuEPIAV+TImjYuGGdvIH/hZ2LLRH0F8AVUMe+wiOdzpivKHj22L5BJPGZ4DKn5Zok8i/fugqmT27xWefD2uKqXArxBXXybOJfsqZNWPZLayTgi38cBp8Qdfp6Pm68nwsygm0uYk7xyARxbm+ZQAIluOZd4s9mNn12cIvjoBchrkRNr43exBWumdI1w0hGIcxH7yVl0OCPpmwCSgNDQM3SIMZwc5YQZq0YDEWNSCwHjViZsroDkrcd4uA1buN9v7X1PYXobrtQhANS/WNP+TDlgVApWEYtHvJ8raVKJNDFLBDZJPJHCZDxkILb0HmfoaP8SS26RFzGf01qcP+AyjuS0n4wjjDgSR7ZhCDPh2hC24sezDIVPFi0T8ZBk7tnhGaH0eYO7/wViFvN/C+A9xF4CC+Bfe87tfGzDh4CRjSqUM1r8HhiDm87hVlni5maDO5sNjsoWDyZfx0P7RhRRqQ9jhnD+OnD6+Zjtq47Rzt6Amd6DBXBns0lS0SwZzFU5Fk6R9Md6sECsfZQRnmokoOOqyCTL8LI2vUlpojVgDM6sjSbINDGckxpiphR+aDSCC4LmqXWiLlwvCpRaYeM7YY6NjzLB3AB+b9lAzb4aTa13HuKMgYsBwU7gzC0AezB1jfbRZ4DqGIviFFW+hq3eR/AGYXW9Ty9hgORgeXwEgLx5JAgNQU0CoQD2SmtMlMIZzrFh8AYu0zEZkDlYtBNgdb0Hql5rZE7eP+gD/BDseV+kOug2FTTeDn+uPB7ZPyJ7JvhcDxYUSz2PwTMlIU70PAHQkrLkLnQG4EvviV40sLEwyzTxt1YDdjcCbb7GnjGY6KLnJccBxoK5+OhX0BJtJ4ReABStC6IPpJTWHtJZZBZXCpTIYCteKB0As9cfm7eXuuttYNDlfU/ZzNDRP1IAKTPHdMz8ufyeNkTqzwbogYwNATm9/sxaTKlaKvs3+DxwUM4KdMOq47b+C2lp0sv2iioL38Nye7u0IOHeYH4/H/N88Jn8OG9zSI/hQL0V53FY4QOAUix0rAgiZcZ1m0H6RzT+C/r9rw4eD0DPdWTrIIGUlgK7EYB/HsDvG7zsXQA/BuBvK6WuAfh+AD9PPXh/DMDPhhB+/7PusPcdTiWzaGNwsyhwI49iFEdNg+PR2zhu34wYtXolYtTJFwAgCmRceRMbkvt/KIQw9rIMuybD/bZNRs2MA9yvzVX/tY+9PkaphE3sQzcjhcSSbgWjYlXfAumeYo8sVuk9JIsDDiZlJeEwz5MxNVd+zpWKCaf6EPX8EG9feRPT6hH2RgvMiy/H5kfGo2Yf1twCHlXIzq/BTW5FhsjOe8jLc7Quu4xFbDguguJWMjw4gGImyXDeptemhEa+xsb8fIdBQFc55JYANjpv9iNtlPHHG3jt+vgjgzhJ5X8a9sjnGLdk1Y73nxOeQ9yRQaTEnE3EiOOw6gV2zFBiO5Za4g3tBytyLr1HaGbxvJXnmGYZZlmHNRxEAZ1aNlfb+Fq5JBxH2MTz3QF5Dg/ZIkOMSW0CFNhxNYxFVliteogvMqhjbYUhtgwpmFIUzIj9SLgiaJWX5mVKyrOoStoe7UsSgAn9CmG6BAWuMGby58jXV1r3Wnn4PdzywRVJ3q+Fc6hozngWHEm4OQieh/vL+2iUSnOJTNo+0/jkVe7+OICfVkr9Rfr/f4iIL08dzxXchRC+opT6PgA/AuB7EBvH/14IoX3yO//xjeAjcDKip2y++P+QZKVZ2e2hdXirfoivj48Q5p/tes8AQEejyjubTS+7MzMGx5zhGmS6mT7AtBVDNwUbZfKkM8synNHEVnsPlXfcb77ZuTdITnb8fE3v5QwZEE05c6g0GTHVjSuLvCh7wJP/6hWE1Ss4m72Bl3bv4/tGGifXfhpz93cR6hdj34Mv4Owk4gL3DRSnqIF+cMLgBnSWCdUxVDFHqVSsKDHIMJBKtTCgo6iIx6rMYaKjhUTOCwH+XBlkSaNYWcXzJvU4aN9dui7PATPvFgJDERRRye01q9N10cu68u8hfZOHBGG5rzwYkH0RxQSK09hLQJVHphadhK5fgq+NYMf974GrldUx8sxh6UMEWjuBGh/hMM9xYKpEG+b7gjn4XEUDkGTSmT4x7L3je0H6JHFligMRCZIcTPVUGfkUiHuIm+CldPXSOSzFPb0rFgmO7ru57ewKhn2E6VjRZWp5u73eJ93RrHtDBDDOdTYSDESW9m8ugFkeU0vbS5lYepypQ5nqBG040FsMeiIkVWeSZbhRFDjM86Qqx98NB8py8cOLeqATzTBi4S2pNHJBYJRKti5LpQDnUuaWm+CZtusQ1UZsCMg+ptpdCOFyY8jzjZcA/Anqu9MA/mwI4S8rpX4Lbf8PA/iPAfw/lVJfQ8yk/s4QwolS6gsA/i0AX1NKvUHb+10hhL/y5J2OOKUQlQErHSm3PFhxkBdRx9bia+Nv4a3qOCYgWWCkOoZRnQn0RGvMjMEmhK34xAtTri6f0Pe7I+/NqH8ZqzNUVStVd99fONfDpd62ia7H9w+zV7jvVWISY9dEa0xNiwXPv+//KBaT29h74R/hVlli/uIbONn/cgzaSA3TNq/C1HU8B6tXYrAmq1Kc3AMi3XL/S9EOII/2R73XyQQd45DsVaPHecE70hp1q7ZjELcrcMXOF0Azu4Q/IcvgStXHBKBPv2ShsIF5eQ9vGIMYd/iY+Vh4W9IaSGIR7/cQc6pjBABLEjRj5WOZcOzhjaCH1qL9Yq/c4FpeYk8Ec1JFWYp5lTQXZQIrLujaSn58okeb11eymjV5Csak3i7CM65wDfFlQp/HgRonRRgThtjCxyWT9UlY7wm4Ymjbw0A3tdHQ58qKpUyAcuJV+kmyXQXjieF7j9adc6LYSizZzTLcLMtk/cXfCzNd5FrhaTgiGTUmBOQCQ1LgR4EsY1/63gZr6WcZ4eNLIn7kI4Tw+4k58gVEnPmJEMJXnuW9z1u5AwVyf/t53/ePayhSzxleHNz0yxfXju640yOl04TztpQjXr0CHP846sntqNBolrBVbKdYigVUyohQVlNOGBL8NpQRXXofF2NK4aG1uE2BY6U1bpg8BWYniP0+LB/M1TlevM1dlI3mSgHTYKaZ7jXlJsAlsI8ZKou7LKJCwdY9Dgp44udM8fIW1KaEdiuAm8lPvtDPKMpetStvRjAlK4XAfWXLWx0YcIZTAhT/jN9Fla9TyZ4rMmlSlJlO/p8zrgxYXM0TQzNdzLnYb8dN+DKDaSfxGM2q70snqZcyqJP7IM+BEJG59Jw03B2+Xx4DB3ziOFhgJmWeh8GoPH5fRNqsMLgtler1hS297/UMLLzHiMCAK3Cl7sDrxFrM6fqfCMDl4E9KKrsQes3sPIzI6FmxL/ybQWRD4JwCMAZ971GGCJjnRHNkQJLVNlnRk+AhAxemogBdv8jSuSSbLbOylj4jeYahHxTxsTGtekgv4ddJWtBUxz4TXuwOlQ1ZSY0XCvwZQFeSSgbsxARgCjaLs7AZc1r80HfJnyVBgSu1vJ9JCZj2aeEcJlrjAc0lHCTLoJ9/m18kmBtC+CqiEMrw8T8s/v4WgP/+ltd8ER+QgWpy3aMwsTT6hhZdpdYwoa9GeuGWuLs67QKKR59B6wu0k9tAdYxleZ6ugSE+Ser1UP3vwns4gU0j5XHUtqlSNx2NMFNZMmneUEJx6Rzu2RbnlloR6HPZoBqgiovuLEWWAr+4r/zlosCdnfdQp2rXIc4eAmfSqJxtd1avwNR1FFThx+evb8ei/S+lwA71IVp/2qkoSxwa/hSnUJOfT4vXOLIuOJDzLtDN21JoRQaL2II/26iXdhyrfJxUlLR/iZXA5VaHociXDBgH+3LpNRJzWGnaF7F3XjdPxhuR+GxF5TBa/eSpr42xhvurWE18N4vCPVylmjsHiATBhKtqIsDg1hee43gtJ5OVbegrQMpkFYBeEnMJJHyRqpl8fUrc4GtaYgvfa7X3qW8w9ZvyWmwLrhgVTdvrEGDa9gNhyob2nVkuGTrhujrEQseU1r88pGk8EANUF2Irgfx8iecyiB3iyBBDgM5WR2JIEotynfo0J2olJZMTCU8bAc8XCH6nDqXUlRDCI6XUPoA79MPP7YcQTh/3Xh7PFdw9yfPuO9XnTqmonqNExh+IFxb3k/DFILP1Rim8WlXA3gO8Xf1UByjz1yMAvPKnkZfnqANSs7r0wbIhoMqypHgnF1SSrrWmjAUrK9U0OR23bQRfpXoTnaGb6qHvFNTSYi4EvFXXyZcoZv+BhXe439qkBspc8dp73GmaaCCqdZedrA+B08/HE8iAwiDb7APNDMXFAso75BcXaPHZ+Npt/QOzNzpjWQ4Qh0EQZ0tlMMKvqY4xLWq04n7lST5NRkO1sCGgSXEV3QC6AFy8DtSQDiOoNco5hDwA1ft9zyGgD9r8OUOKi3wdPy7FWnghMdx3SSGSxyG3wZ8lXyMBedjfKHs9uBpKx1LTJM6DqSScIZwIimCcbLtkAVOpbAgpsJvTgj/dBwJkJ/R5hheYWYYJOvpymvjFBD0ENhtiX0OldZLPrj2w0SHJVa+FcCF73XG2t1Qq0qRDZ2jOiw3+3yiVzMAtut45o/Ul6o0gRV0acnExpItKOqtRUSJ6pKMAgPOdLQXQqeXyNS/pM1wZdQDuNk3yTeKKJC9EpLQ4Z6P5OzVKYUJgKoUMOPCUQJyCZ++xpMWKpD4xG0DSTG0IKD7CjKpS6i8A+L0hhP/uCa/5FQD+wxDCd1wbgRLnRlaVgcv3Al83ldb4wdEIeOGbuMsJokefiYk2s0S++w0Al/FJ0qlc6HqEZLWDkwCMTXPnMAkBZ87hvabBVGu8WlUpQJT0rAvnUysCAOq/C3gpz3FIBuHr4HG0aZP6J1f554jK0hNiCNSccHz0mfjDFgEi6MvWObImCslkiz24+p96MhYxZZK3sa1KJudO3QDjd3uBnRRLM0pdDnKAy/iTMMgiwADePxF/AADFvMPlbdgzSN7Fi2TSPxY+Dvl+6bU3PGb+Xx4HYxZvf/geSR9lsZoB1vCc8TisKekaYOXN2nvUQE8YjHGGE3zyemYqcSaCOMsJRcR1gxNMjmGVWa4PlzQPdvji0xoMQPJd24Yt5/SetY82A5sQklG8VOiUuAI6B4x/rKOwbUhMkT2GjFd1CADN9wlPgB6ePJQMky1YUofQw5LknczfG+0z90lCnKMJ/S0VSYEnYAitJe40Tfwugd52eR9lv/g/AeNPA/iXERWbZbSq6P/vfdoGnrdyd2Pw/yGAfxbAX9zy2u+Ioahy511ApVXyz+BsA6gqtqSsT4144/IFH403G7y9/6U4mXFwt7yFtjjFSyRAwos3AMmPzKKjZALAhl53IBbMMvPCN2tqlqVMfXAhvVZmLziTxI8zD3vhPQ4RKZkuxAXfQxsNRU+sResyTE20CG03u2gffSZSKjk7CHTG4Eyx4Im8fhH5xQUUGRNnbQv9aAFX5B21RKp2MQAxLYYVw5guIn16mHoi1cToHLKSJL+OM4eJNiKzpgx8/DmSKkPPh2yMGKbEIE45B9Xm0L6N9MxiHu8oBqdhFY3PlwRd/my5P/KHXycrg0N65jADKjO0XDXkz+Ft8f/DwFBSeYZZWtr+Rq+ivD/Q+eugqwJNic7BY0drTEH0QPpZOIcRLQaZrgwIqorvKJ1L5zAzpld5NUolj0O+rocBXdpt9O8pHpxUmSAGdhsft7GTRZDYFcEG+w2tvU/9qDYEVARODCEMhvw6WfXgBSoQVdR4DOn+bQid2JGKRry9qjP6i4s5WVlsaySXny0zpynjKxbtvPBJ5vCqEwBg0YIkqqM6AYMlncs9ncH7qIzoPRmsB5+2y5RwBu+Z8Ls6d1Fa+8AYzIyJ6meD7/EjGH8YwH+plLoC4G8C+AaABaJNwS8F8KsBzAH87z/KnfigQ+mIUxrdgpd/2GSY+4KAiFE1XSfXiwL15BQPrMCo5S20V97E3s7DnigEgFQlk0kWvnYOjEFGv+X1Vuru/TKwmWUZXsrzSB/mZIdzeEC4xHPAuXPRRkFF1dT7bUwKHZEqaMSk+Pqwuo4FJwGL0xiQcXAn51Y7AZoZzHqR8Misa+imgS+KNI+ngFBiEVfqpGqm9DqVCTSahxe2T11s5e9tGCQFVrYESC7PkWEL/pSqe+9Q+ZLHNuwZJvVkYMfPS8YJcDn5KF/HnyH77ofVvW14M1QEpe21rsESrpfQAvpG3iOu/CjV6/OSvr1tiArfRilMwHMselXtUQhbMUbO4fL6TqcQfXxhmmPyW0NXBGBW1CVsEYFIHQIssUkmWYaWkh5LgT/DpB3rNTixppe4wphSUWJlQglHZrVwD14NPBZPngdLau9hReDLLQAz6suXODKlooEBKWJ7YM/E79H7gI1BUtJlDGHaLVc8585hh3CK1UctgPkz4McnpXIXQviX6fenPug2nrfn7ieGjymlfhzAr/+gO/BRjxCQzMANLfTkzWRoYSsvfBc6mVxWgYJ2adJSmxKh2UeVr7GbRf44D75BpRwv0IGn7EPgm46zLwfCl+hWVeHVqsL1PPaWRRuDOEmUHJxmnVIg39AL6t0zSsGFmPViueoza2NzdH2IhcxWMjWSAxn+3xdRfETw9rO2hXaD3iMaXmvE5pFBgMMVKklR5OwibbfXKyBUMdHsR58hCSrpAwfVLqYsyh6EYUVNHGOwE2AdRSeUc1HZKc87eiYPIZndy0YOFwBAP0iTQixyn3lf+X+prDYMDPmcSMCU500GjcNMsTwPQ2ooZXqDblCL42h5u/k6ZeseWpvoLjUt3pmyufRRbXMT4sI+A1LmlYGWq2xAl72zlGkc9unwbwk+slJVC7CuQ+hEX9CBNMuqS7rpuXPYUMbQhtAtbuk1bej6SCTQMj0OQApSuse77SN9Vv/SMUoBKgqpyCCZFx7DY62BnhfecFtPmrCTKqHWqT+k0jrNYQyiB8YgbwO8DzC5wjQzsd+LVhATrdHUDk1t4ekgTZ5hVGWYFHlPbU5W7OQ+8r5LwamPMrgLIfx1AH9dKfU5RMueXwlgBuAMwFcB/Lpn7VX4xzGCB5qNg9YKJo9z/ERrtFSB5V4iHi4g9cwk1VrZF0ZzLlcUZLaf6WZSaVcu5C589FJkbKq0xlUTxSVeynN8P2GTUdH+Q1beloRLueovmOW+n1uXKnZz5/qYxPMhB0ScWEwiJ9d783HW9tv9lXdARgvxJFpSxKSixCLeBv8tWRVyzmVcEmrDvTHEoGFCjp8bVs2oJ927EhkFdxkAW1WAmXfblwHjkHXxOOy5VClsLuMO4698TlbehgHx8NiGx85/S5XpLSyTVjdoOUHLz+Vr5HSNHFuL3RBZTokiKVhK/P8QZ5zqqI+WEnIAtmLMVpqjWJvxY4wvvMbKVEyqcB96Re+X2MIsGItYRJBCVBycDnFF7hcHdsMAReJKZG/Fv6Wp+FY/PaWeiCcYnAcefD/z/MH4/YDXArRO3QkKtvU9HDF0vkZQqGuLpo73oc4UqnGOwwGGsB2L/C54/mAWEGPa08YnJbjjoZT6/4YQfuxpj20bz91zt2X8dQD/9YewnY9kBL6pWw+dKRjd7zHi/oIFLVJqseDiBRhT0Xji0t7DFadwAC6cSyVkeVExKB5Q5porblJ6V1Ke+D2vj8e4TqboU6fQ1g5zE1Lj+gPyrDtqGix8J+gAxBuBFYd4opKgPtIarjyPC3jZYM7GqtyULzJ/0YPHCfrIoAJEQzkH5Hk3ka9eATyd6WE/nPxfVvi2CYzILOE2YOG/hxWyISVFAo2oxnldJt8+IDa2R2rMOAZ5sodg2IchK298nBJY5Y/MmErAk8GfzJLK98hAmM+DzKbKKqA8J/ybFzbys4dVTiAdlzIr2AAsQydnXHt/iSaRFNLsBCjml8zEE0WE3l/rKBIie3z4delyoMUmG7GyAiP35vAwFDAm41V6L6tBAgQULlbxSq2wl5lIIUVHIQGQAldJy2HaoqWgiPeTKyC19wnca6AXFF4eKgXFnKmNsu8eLnRZWc7IyuBS7g//5gocZ1it+J4mOvotXS+Kvvmu/E68R1VkMCTiEcE5ZlInWiO4AO8CVosWj043BMrRvHqyW2JyJe+2ay1Ai5a0QAqd8XWlNSxntj8GzA0hfBnAlz/6T/pwRwghBdIFYsKCaY2pcvEYjJpb21XJi9M4f1G1vg6XlViNUphRcHdgTC9hwYssufDMVBRleK2qcL0ocLMo4FYOdpwlFWj2rGNc4uvBhUhJY2GG4cLLKBVVLYFOhMssY3/26pUk4MU/l/Ho8tDOo5d+lFi0jeHB501WwjgQfB4cknO2tNsZ9mfLRCTKdCzJZ7WZxcD0cbgjsUcqX8qk6fA4+bN5yGBPeurJ56RiJ+/HtsBVnh+JN5ItIhOLIuk4xBpWh+QeLgCpHys0M8AsURnfm6slzjAtfE4JcPkaoJs/5871vPtkewvQxxemkVaur9O0TJ/XYUuiwAt842SX/LEhoOV7UiRO8xADt1bFJOW26iIQMQfO4YSSaVwt5OAwVfoCHosnBuhZUAyxhBVDrxdFr39ermUnxqAglgfjiEPAVGnY1qOpLeYnNepVi/GkQFG1GE9zTGZlOpZ1CEmcjL8rtr/IVGS7mDzHyOKpI2wJjH8xDqVUBWAM4EAptYeuj/sKopjlU8fz9twNeZ5jAP8GgLvPs52PdSjA5DpdfFWVJdnzdQio6GLmsrXMEAGikfPRZ1Lwo5sGjia+nawzkWV/K5a3zVSkWckbxwKpZH1oDHZNBhcieN4sS7xaVTjMcxgAvvWwjcdeaXo+IueUxb3f2tSYy+VsqQ5lBxkPoxRmIWCZLTEvv4G2OkZVnsfjXFD1d/VK/E2TsSsLqLajj2w9xZQtDXms2qlNSRlVMgZvc3it+ybhMvO4LYAaBnuymrUtcygBVALb4/rX6DEtvuuQZZHGsy0QG4qmyJ4MWTHbZqHAY9iztw3whvRMBtThccjjlv0Ww2OVVT553ofZX5FdTmqbmsRaEMFkoRsoyoYbpaLVAh0DgxYnNViZaxj0VFpjDQC+t/xKQM40sY33GFGVnQdP9lOuAgbRr0ZZUqbRTAbBmgvAmbOpj0GCXR0CluTzxUkavm9Sfx7NA6zol75SpZChb7cgJ9UErFwZEa/rsslMj4mZYbmP6QcRiEe0KOfgbk6fwSqmFkjBFT9e0iKeqUI8T40I2IGY/FKICp5Nbaly51CvWgJpg8luCewCwQUY3VWXZDJJ7ndGC6xZlmFkAWe3V/y/O3AZp/J47qZaY6M1FoPgWXopWiAqDxN10dQ1bBXnnkp1arpDfKqIzgUgCUAA3aLuBcKmqybH9TzHD45GmGYZcii0LsC0sbLB3z/fG0y5ZEysXQZrOmVO3j5ASRTvUWdLnBRvIYzfxbSoo+8qz03MJAHgStXDoyeySPQGaGYUENaERTt9LBpiDXC5RWAbDqUPegybZGhgvo2m74se/nitI/7wkNgwqIClx3sU1Sf0DA5xhHFIMjuGlTi5bYlz3D8/PB4+7uE+D/vVn4Y1usFcdybpNoRko5BnDkbpnigXUzYBAFkWsYWeM2KutgBAczuLe9jQqY7z/bQNX7gKB8SKoQFEcvAytsj3X3if5msD4AVjMMnzZCew8B5WzJ02dLRLrhLKClvCU2JlGKVSK0I3KBZQ2/GEq/aVUnjBGIyo6s5JT7ZL4sQNgPRaZu6w6NIkyy7hSN1G5sdq2aKpHZbzBm3jMZ2VGE/zhCGGzveG9CcuxHkAgJGKlgw7QWF+usazjGeIAX8xjN8M4HcgBnI/gy64e4TO6ueJ43krd7cR86/8QSsAXwHwG55zOx/fCEC9auFdgMkzmJx6GXxUAbwAEs2Rb8AzZ3G/7RZf7cXLwMkXoB7+IIqLFZqdmLOvRFDI5XheALYuQ5659DpedHIQd0hGw7fKMk0STJ9hz5HrZZGyMsdUrZOiK0wjY/PQUL+IevQgZkIAnLnOu4Rpn6xaeLdtsclXuF7sYO4c3sY7qIvTpGiJ1SuJrhJ8ASureesKZl2nPgcgZkvNKt5WrP7l8jwGfHKSHwKkBLDJ7X5fAtDPKsqsJI8h8MhtytdcChJNpJg2Tcz0ZjpmhNfTuM+8HbktuQAARPYVl4FcfE6vuV8+z9sY7qf8PJlZlRVCSSvigHy4H0MaDb9XLl6YesOBoDyHW6g4gfY39ZlQ9rVSfQVMAKlfzQGYqE4OOaO/UwUdXX+eNEbn10u56KHKow0hqXjuZDr12vFrpE/SwrteUDUJAbXqeuds6FffDfdNEOBNaJ6QVDiuvslxCVxElUX2PQGXM7IjOo8y68w9EQzKk6wzTpeBYsvniyo5fK5mWYY9pXBG9z6rqE20TtW0pnbw3sO2HvXKor6waDaUsR4bXNmvUI1N8hDi/q9hQMfnmo+VK6LeB7k++e4YDsIpIFJgqzxSodg2h7+vXbqeM4VEmbYhxD674x9H/nAHgEvzSqmF3Y4wLAc4MYGkQrxHvnqHeQzmGJuYgQJ0qnsv7xhorfBw0+CobXFGmXb+vrn14LhtgeZF1MVposuxAq1RCjeLApmKxslHTYOs8rhqxriz2eAuWef0+rXtpI9HdgKzssga9PAoa1ug1VDuoo9FUlRqGNDwc+N3u3lRVuJ4HuQ+cR7D+Rboz7mXMKEA7PgS/mRtC5vNuqod0A8wZdC2LRE4nMPlkPsw3Dd5LLxtxhw+Fhm0yTYFianbaJsymJTMlG1YI85boGPmvkb+DjgoAZDWMrz+yoAugU7rLcaZtZh8lr7zl+MgZeminQsnBWXlkFUuS61w4eL7uFoHdGwIKbDDv1k8BLQfJa09AYErJELG9yf3evfo/sPvkxP4IumzjTmyDU/4/DGWSA88Pp6EJc4lFk1lDPbo9az0yclGHowjTe2wWrRoNg62dSjHJgV2Js/S+eBkJIDEVuBgu6S5J1dRM8P7pwNIQP+8/WIdIYQ/AOAPKKV+awjhD32QbTxvcPc7Qwj/l+GDSqn/DYB/8EF24KMe3gc0tYPJ+2Vy7j+ZEWixlHMM7Cx+tq7xzc0mBXZYvYLiYgXlHcLuLwDjd7Gor+DtcJ7AMVW/zDI2tBOItABQnGK08xDXiwKvj0aJ3hJNXGOG1iiVKnFcPciMwsOmTdSEu02D+2RUzVnQBfHKYSdo18DDrJuY75P57KExmAOpIvFDo1Gq8h21LeqiwO1AIiLDahJn/Qhgnf1emHWdPsPlOXxRUM8dgDyH9j7SV6H6ADX0c5OgKgGEztmlZu4hyMltDbOVw8whA5udRK8h1w9OPWJzt0PeSVPL/ZSeQbJ3YVt21k6QqEDymOR7pIT18Lj4ddyryK+TixF5zPz8ACR7Y3he6DiUtghD8JfnW/4vzze9v1QdVRFAAjXO5PPznG2VAM3ZTc6iOlGdKENnsmxDwE4WPfRYyRGUtOC+ABsCct1RLHmSr5TCiXOpF6+3CBXJDwCdfLXuFDRr7zFBV9Fgq5ETa2G8SqpuEmT5PPA2ORCTHkWy2skBJv8vRTBKWvwCMRG1Zwx2syz2eWgNeA/uPDKqs63gbYygEBQSEKs2AB7YtDYKprgA2zo0G67WWawWDZrapT4JIFaWdKagMtX7rjNeDNEiBUBKJh0agxwKq6bFYN3x3SFGD6eI9WrEfWMps31M19D91uLr6zVubzYIj16NVbtmH6Y+x/qFF6IyZLOPb27eS8nFevGpbl5YvYLWLNHq2HOrJj8fqZejET5dlrhZFHgpzxNtyyiFO02Dc+diMqXQmLcu9t06h/eIksn3/IwsEoIdA3aCE/t+En7gqvJhnierhQNj8Pp4nF4Tq34bnNllJwjFcybjEXnahc01KB/xKOgMdlQ9HotkJWuIRbJKx715QIdDw6SkTOzxGCbtJFuCMajZBzDeij+mrikQFUHStr47fnxbgMeKm5LaKfdtiAEyOOO/h1gsn3tCULYNX3pYY1ZxjSGZKxJr0g0xCFCLU1RUteN2E+M7tXCZAOFrtmfv4bt+NEdVqQrUt0pVZg60dvjaoQQVz6W196n/TGLL3HcCRTaQKnGWYUlVtYqwhauA23DlGiUo+ViYtm8D6SkAveCNq3mXqJY8F4fYvyfxhDGP8YSf48QNn6+1mNtnWYZreZ6wI4eCVZ1YircROwLhSLPpWB+rZYPVIhZWyrGhfuI+hhh0Qe8kBKw58NQae1mW2gs29bPV4z5pPXchhD+klHoNwGfQtXkihPAnn/be5w3u/iMAl4I7RAWy3/+c2/pYhrOxd6SoMlRjoKnjBTbNsxTQ3d5s8MXlEm+s1wmgEmCKCpbPAjSQgje8/6Ooi9NOxXF5KwLRwRc7vzggmabOqWdOes0dk3cQy83yczfLMpqWuyg9zYumkda4RgvM0sYl3dQ5HOY57hWnwPIWHqxewYMrbyLP12g3u1DFPPHYjTFoQ8DLJsNIadxpmkTrnGUZbPUISz+Pi33OUNpJBMLJ7TRRb/AqykcLAICtKoTpvZ5xqSPgTUDB4MjnT1asJAjw8wwIQ0+eYdCyLeiQNM9hkCfeZ6sx8ouLbjd6AR4QMI5AaVaX900GmpIOk37o1pJZWJnR5P+HAL6tT4/7UGTjvwRjOeTxDs+lrASSoXmivGxboMhzLIfYZp655FvEAkFc2WrbEfJ8jT0CLs6KWhFgSVqMpJ3JxnAGoakAVQb4jF7LghNcYZtonTwkS62SAEUtKoNzIIGxDf1eJhc6Dy6jOtNuoxRulWWqYIB/cxY1BGAQWO6QwMOFG9IWo5T2LMtQBY0zZ7vjDwEzAt7DPE80Ijal5qyqUSqZ4doQkhow9/pakGx36IJNnakkmMIBnW09Vosm0mq0QlFlGE8LYjxoFFUGk2fQ5HG4pkx1HaghXgSfrJLI2WxlQ2JPfJRDKXUthHD/I/2Qj2gwTlU7sTrabBSmZYa1itfMvbbF31ku8fcvLnB7s4kYNf9sH6N4mFWcM979N9AWp50n2eqVOIfP3oiVPg6W9r+EYMc4biPObHzsD31Ii1PGJr7edrMs9dixDYpRKuGSoccmWRYplk2DcPo5vFOcopq+EymkukHtNzEBQYvLQ/p9j3qXjFLYGy3itQZ0PXkDPHIAlDuAqWv4TMPtXHTVNwBOVP0uJcyGwiRPwyF+3XAuHybmtm1fYh4Ai9lW/NFZBt9qBD/r9le+Xyb2hglFObbhzvCxYZ+4rABKzJFjW0C8LbgTldCc2j/advxsWDPYRk4+twB66o+spF0VdVICZtVFiTGyPYD/nvuuBYfxCYiJfokvSfnSdybb7MmYKVzGlixDTbgwUar3XK11D1f46KekOnskBYIc4DR6WMj7mjDN93UVMtVZ3TywbQ9PJkrhep5HA3Pf9bOx6BbT6IEOFydZ1hMMbKOJBywQ/aNbD9s61OeXqfzcow1EzDGFjsGdwJClj3RwxpCR7lsNLZxDqTLUqxb1xdMDvE9acKeU+t2ISs+fAfBXEMXCvgjgwwnulFI/yq9XSv1z6Ju0fi+i5PR35AghoF7FRcxq0UZa5o7BC9+zg3tti6+v1/gigebdpkG92e0mnCtvRpAgk1O//gGUDx/CvP0SvH4ZWdvC5bswdcwa+uICq/3vS4FRdrFD6osxGAzNPh6a20m5jgO3FgEbH1Jl4zDPY1WAjmHuHI6pWpcqGfTc2pN5dAioRwuc4XYE7vd/FC0B4GGeY5dkhq/lOV7Kc0x1zERdy+PC+2ZZpgno2Frc0Xew0E2S1cajz3QVMF+AqYa6bZC1OSwvFCa3u3PGiw72J5rc7gcuQyAY9rTxRM+eObLaJZvKhxlFCT7DDGqido639hBq5+HEZNajVG4L7HjbvQyq6ZrkuWAsAVa+n/dfbmNbz+CQxiKPUy4e5PEC/X4HOgdVeU5ea1HJ8tJnbqusyuwzjWEzvA0hCqwAgN3tBeKcrWSAnVH1aylAmHsMJJhxQMggzUkOgz6lMYF06PzcWrAQBZK9CO8D6O9Sxd4FUBAYgyj25vIYqZjNZdqoocCJFwIWiKIi4jjl/ltE8GfaNx+HBGQgPj9SOh0bb2suEi9c7c+h0CLgU3mBNQJR35p0Dhbe44hEgiqte/0hldbItUr0ShZOOb2/Qr1qkeUZprsFprMSk90COlNRoj9TqHYMNho4tRbn9N0xhahS0d6FVYC5EmtDQFZkuLJfITN92u5HMP6RUup/HUL4f33UH/Rhj204dWW/xGZH4/Zmg5++uMAXl0vc3mywqK90c8bsjTjf1odxrkaGydEjuPs/BO09vN5NIiS+aHFx9XPxvatXkK1zuOlZqmCdmC8n8YglXUN8vzDF+Xqe437bYpNlOLMW99oW57TQlbjUEqvkwBi0O+/FBOijz0RT8slt7E3v4VpeJExiU+rae9woCuxlGW6VJdYUaN4xZ7iHN+IxSs87mmO4hy5rW7R8bqrjiOGMRatXIpaRwftj+5HlPLqtMibnQZ6bH4dBkgbJCU76eWwPu3MIed7HHhlAycf4s4gpErfp+v3t/JonBaLbcGgb5gz3RwbAfIyS1lkdY2o8AOqJlglMeZ54DHvu6bNsCI/BmSvpu0j0SLpmH4cxMsHHTJKSaJhPwhfGIU6kybmvhy20jUrrZDfCzxvnMOeqmRDhq1S0NJHJTysqj1ylA5hZkqU5N506gSmxXzdLCT9+HxcXDoiC/WJm0CJ0quzW4s5mk44lJQ0pISktdIJWKVDzLmB5vsHp/TWa2qKoDGYHFSazItL56XXVOEebqx6G8JwjlU4lXdNpYLJbpm08aXzSgjsAvxbALwPwlRDCTyilrgH4o8/yxmet3P0x+l0C+H+IxwOAYwC/9Rm38/GPANjWQXuFojQwhcZ4UsCGaKr6sCjwalVhJ9N4aB15NZ3hTnMf9y52IpjMXweW3wvlaiwPD2HqGlnTIl+tUC4W0E1U0LRVBZfn2OCXoLhYYXMlBw7+bpf5m72B69SoPtUax2wCzVke3ZmLn1iLOWVCuRIydy551vGij2lka+9jRlRm4ia3UZXnqFSOEd34Fz4al59Yi8M8jz0PhcJGUBwyovHc2Xmv87+jIM8sNfKLC2TtSexRI8pLyPbg8Jn4+VfeBPa/1AGF9Fnj6h9lVXsZ0SHdZKgQKbODEqAYCLZVz+y4q56l7GS/3072agQ9COyGla9hTxvQB00R2F0awyojH4Ok/Mgga6hIxsea9q/p6EX8etkHyNXK4hSqmKMk6opR2fYJcLgwGQbeMjDnhnhqdG/l+ddN+jwpic7X64Tpx4OsKYsZcWaWF4czElaRqoAtiL0mAsZEWbE2ijR4jwV9Fy/R4tFwgoQ+mwO7KstSvx5nWrniVonjYEqpbEznYwM6QOfAxnKmWMU+jRlTZCijy9tceI+KQR1xccwAO6Ne3ErrZA5tlMINkyPbeBwU5JdJdDcXotn0SIA9fKcO2iIkmjp72QFAURlM90qUVYQFnSlMdsuopImAc++xtF1Ax8d8SFQlNv5di++kpfNZZurjoGX+6wB+Uin16wD8phDCex/5J35Yg3DKIANyENMkx0QHvFwUuFmW+EIIeLWqcLITMer25hgPljHxiPnryBZ7qGeUIKhrlIsFxvN5lNlvW9iqgi0rNO77Ij69uIxzNd3T1/M8eRPOCZvusJ8YJR25Sn5Ii8ENBfjHVMUb4tLcuY4Z0OzHKs7Oe6i06WHS7U2s4l3Pc3y6LNPjc8LH2nssxydY4I04p51+Hpi/jnyxQbFaQbmHIqGWYWNudfMVYxF9fjxBRPeUc5ukofPrt+GQVI0czpVPokiKxyL+bHr408Me3qZM1g0DzG2sleHYFphuS4oOWwWehDlsEcH4MsSb6hh5vk52BUAMqC6h4vAz5PFyxVJHEa/H4Uxenqd+Msn8kHjCgR5X3FhYaJpF/9OrZEE1d5FmDGzHl+Fcn6iVdN+AMI2xxaILuHq0TWKXyMW3bFcoVaS6c5BaaoUlwRVjyoXrWCozalfg5xlbjO9E/BhPACQzdQC4S9W963mOsPE4KEl4i7Ak4Zp4D9C1IGScJPQBmp4fTwtMdgsUhCPVOEdRZVBZZKYtxXnioJt7/ljxnYNSR/s/Ijrns4xnI3D+ohnrEIJXSlnycH0fz2BgDjxjcMdGekqpPxlC+M4VT9kydKZw8D07mB2M8EDF5tB32gbzxToFUhllzQ1comkuTn557LXj4GP2Vdjxu8DkNqydwJ5+Hpv5Z5FfXMDUNcanp9BNQ0plFTYHDnjxL6B66W9gj5TqYrZmhJHSyVCcQfCoaRL9ihfeRwCWdZ2ySZXWydeEKyFL76NPkAwOGJhOvoB6/C7eIbrk1PgkbftykeNGHoPcu22TAts6BDywFhcyQEkB4ximnkdgalto52K/ndbQTQNXv9j1yNWHnQHt7I1uQmZgJKpmNX0HOdFRgzddhlXSRIA+gAyrWjxkVlUAqWoVtM/hdYmQZcja9pIgDBDB1WdRSS323K362x4C4pAmg76iaMye2v5rtu0vD5nR5O9QvmdY4eS/OVM6zDiLQC94A5e5FDgBMTOWFl69AHXLfg2C69inZ/rP+QIoTomCQ55pWefTxQAp1c04eOPggK99DuxYVY9BYE2N7wDJtWudFNEk+CxEEMS9Zwwga++xFEArPXXW3mNK+zNSkQL9fWWZsqxGqbTgPCalsB3n8AAB57YzPQeQGtX5c3s00yzDdT5u52AG1b+Nj4pvUpxCUle5AnhQGKw9N/nHQBVAL6jmwHBPZ7BtfD7SvyJFvSgzVOMIBTvTgpreNYrSJBNzED2I+x/5O5ICGhXRfmSAXGmNUQioMt3ne3wEI4TwN5VSnwXwfwTwhlLq/wTgzcFrfuqj3YsPNnSm8OL1CfavjXHXtnjgHL6yuUgUKCDeS5yAe6uusXj/R2KQQxjlrv3DONeaJdr562hPP4/N+TThk3IOZlPDjipsvucBcPjXcPXgzZSI2MkKTIhyyRRhG0LCJgC9RViPCi0o1z1cGop1zF9H6wvcq45xj6o6nGS8WRQ4IDW+47bFvbbFJoTOa5YH4ZFqFUwdTcsVXfeuqqA8CWPx/MeWBrM3+sGNUJBU46Mkid+6rI9D8hjkHM3/PwmDaD91G+DbKUKWRZXPLYlFHhF77GWWiJxrh9izLak4DObkY/I123BWJhilVZEURpFYJPHGF2hdA2QOC+fSXNS2o8dXQvkzH9eGIdc2QMSZPKoncvJBzjmcWADQm4OBOL+OtMYLxuClPMeM+lkrrbHwvmcDAqBT3MwygOY/uW1mc8RjbDGn+VhWzM7oPEyEl/GnyxJ7RLEHkKpmDsBeluEhYUwSzKL9ZmyUfc8V0aV5e8dt26npCjzh+/O4bdNczvP39aLAmnBaYknvXNC+qTYACBFHtE7U/WpskJeR0s84IvUumIrJ+z7EECnctA6dWFjQKgmxPGmET4gVghhfVkrNAPwRRNXMJYAvPcsbn7VyBwD4xRbYAYDSCuNJgXvK4Y3VCscUVN1pmjQBvEUB1Im1sdeOJ3WmZTKdkAFBTIYtPotitYp8fx0DA3uljn13B1/ES3mO10ajlOksdQTA25sN7mw2OBEKST0RCJqseL/m1sbmUt2ZASdj4PESC3cOB5pAuVeOqzbV+ySHHukvB8ZgpCLdR9JqGKyTpwz73nGvA/rZRZ9laKZXYiDrFeBtB4bLW/FFw0woA0GzD1THqK+8GVU6+flhFnIYVPFj8jk5hsCnLQJM7KVrW4B9krYEdq6IQipRRpuWVMOeAACqVQDKSL/lzwRipRCO6FCCgjak1AyzlcNjGr5OvpbPhVg89F4vezTk875Aa5awZgUHpD6z3nmU2xpmUmWGu9mPxz7MHBenqEq6Dl2GjHr6ErANsqnc+A0gZe/mzqUML1/rS1pIclUqU7HSDCBVhoCoiDbysa8hgYcxqZK08KJiR69n5bKl98mixAApgJqK+61SKvWoWgB3NhsYpbDwDufW4UwsrpIBtIry0VPqteBRe4+16it6TrIMuUj6lOiSOAASBajSGhXQyX/T63KimOaqbyTOtMxoaeDQbCy0VknEw7Ye1Y7p9cQVVZayrXUgT8MQts4/vJBhsYxk5ssLBXr9s9Bqvt0RQtgopf5jxB6F3wvgRD6NZ8x6ftxDaYXxtMDbzQZfWa3wkDCKF3dv1TVOqJrWLj4V51c7iQGLpBnyfDJ7AwDQ4vMwNRI+ea0jFfPgi8j3voabxQivVlVPQe/OZpM+mxdikvK1EzwubMTOo6ZJ1b7hdWFHC6x5Prhouj4/qv5UmcMsMwmTAODr6zWOCe9ORIa/bUfA6ns7TGI8ontHOwdbVbi4ejXaCVhBN+f3yPmWAwWi/IdmH2dcyRsGbBKbhoESb0uOQR9fyAv4VkN7D0U9VdsYI3382WzFHnhDP5eraow7veBwiDvDoIkf34Y/w3M1xJxtSU4RgLW+gTUiQSrfIwO7IRV2QIkN4m8AEWfyNTYhxASj7hIKLKx14joxLwCJASFtYnKam2wIyV4KQMIXS8nDmjBnbW2U/Ke58ID0CyS2cGDIfW6W5mhmp3AwNcmyFPQapfBWXaf1KOOErDICHaawCAonGjM6BjZrly0AQzypQ0cbXRCTh+mQ/LnbsIRHpXUUyKotbBu3wzjiXUiKypoom9U4T8yPpUy40v0+tCyaW4slPXZB7BOumE52nh6ufFLUMnmEEP5d+vMPK6X+GoArIYSvPst7n3q2lFL/TAjhb9HfP/q4132nZkSzLPaLTHS84Nmz48AY3KHGdLZGAJB6w6rMYY8WenPnsVgeJkWyNNEsvxejhw8xfv/9mD3MMhSPHsHlL6DGFwCzxL38b+KQskPyxgViduKdlQF0g5fKLCkTTbMMtzcbPLA2LWY5AOPeBJkhtSEgLL+327f5610A9egzCM0+6vG7OFGPABBdhsDzZ+tO9XIjJsNkIMseQ4PqlHYOPouABLiOeilpgdKUlhcfcmLnXgiicvQ4/ED3uJT+lwFi2hZdxjLb+ZhqGv/t8jz1oqRrpQHsiKp2HAMQhRNACtjYm8i3wi+JBj+nfWyODxqXs6XpxYLqKQPbbXSVbdlWfn4YnEmQZKqMWSLPXM+ywCiFM9lHyEDNwfZQ+EZ+9pCeStRPgPzvmn3UukFtloAfodYNFjYAdhq/h2IeF4pCAXMeOjojD+4xXXifAHdHqI/J1xrV9c8tqSIPazEzBvfoO7xgqgoDGCKgzKhKuJPp1CM3oUzuG6sVZpRxPWpbPLAtcihS13XoGz73ffRqWjjklA3d0L1XUqB7TvMP75PMQjvaRw7UuMGdbVRYrntubU/MhV+fqKNaYwSFxnuYQsO2XbDFvXTVjkFTOxJO0YliI6k51/McmQcU0WOCi0IttvHIyyz1tFRao2bqJh0H8LF4mEMp9WMAfhIxy/npEML7H8PHftujwymNaZbhvrXJ3uO43iShHADx/nzxpzA1PlXGj1qLsLzVBX2+AFavoDx1iVWisgzlYgH78Cpa8wW0xSmOzTejAmyIqsl8DZ5Yi3dqD6VtFGEgpVgbAn56eZHurwvncGwtDo1J1W2moLUuA5bfD+7xw+qV1H8OX6Aev4v5+ARHTZMWl3eaBneaJolapdHsR1zjxKuc3+n6TEGNpFzyfPU4LOJkGGFlohxKHKqOO0sG+T5AzIMCg4bMEkr6pf11LlofeDfAJh2VMrMstRNE1gnhjdbQvsOipOjsi7Qd7T3gfez1l5U/HvL/4TzO43GYsy2w43MK9BglXRtAJnrX1qjtslunSKwZWiBta1Oga59xhpVYz3xHXb3nQtpHVcwx0ho7VOkCkLxQeWxofmY2icQXGZwBcU5lZXQW3JplGWAtHliBLeh6vLmq93KRJ3NxrhR+fb1O+3WnabCgYP+9pk1zLtBhChDn43WIQSBXDTcUVHKRgO/Dx+IJBbVTqmjeLIoUbC24mrcFSxgTm03ECbbOGeKIbXzCER41nffDPEf5OAwhD2r+TPbznIljf9r4pPXcKaX+EoD/GsBfCiHceZ73Pkvl7r8E8Br9/cce85rv2Iyo08CjEtjTUTSE6SVL7/FWXeOtuk4l6pjhcDAYoSY6ylHboj37oU6VbPUKsk2AWdfIV8fUf9YmIY6sbVEsFgh6ho35AmqzxFfwMzhzDntZlgDswBicWRuzkcUpluYkZiys7fmuzJ3DgwYJVJbTe7hGx7DmjCYLnjz6TC8z2pdeBhbNEoviFHeKeZoY6vXVrjpnJ6hZ8ZIWECnIW96CqTXMpu6CoiwjWmoGW91MfkKxITzeYKpVCNmLXeZUBAO9QIGDtvG7ndKZBBJJRZT0DapSqlYhGAEOwk8nZOMUoAFIxrdBZwkU+Xd+cQFD1UmfafgixEqfc5ByECHLkDmHILKlclsp6POmTyUdUlGGICazmSIw62U4hyDL25HVvQFAR/Nx6oFyLvUpKG3jontIw+HHhpRMHjJIF/139bA3b5jdNkvkowc4MHmiZALAuXM9LyIAOGqanncQ9yDIoM4K4OOAaqO6fraNUsmnh9MqDM4ZUURbquA9sBZzJ7KIBPpMo+F96aTaiRZD22UQzgdgzAtXSaOx6BbrMnNpaL+k+S7bCrBS4YTuXQukag5oe7wvMrirvccZgKqMwDnJy1SlKyoD27oE0kCkCDJlc41OAGdzYbFYNGg2JDpAymdFlaEos1jdo+w597dws/wBPvrgTin1xxDVxH5bCOHPfcQf96EOp4GLHJhpg1erCrfKMlIi2xZfWa2SYvIDa7GZRIxi0ZO7mwCc/GrBtHgRpq6RX1ygXCwidZHwydQ1qvkcvrgBZ34Ud80SFvcTnfZn6xpTalfA8pciVMdYZotYhaU5lFsJjq1N1Muz6Tu4Sb1ybQgRlx59phPkkvMZ0GGSnSRM4qpLu/gUWva2YyyrjiMbhoVjlrdg6kDH1s27owfnsNUefHHt2bBIzqdy3mIBMGnYLXGrOO2rQDf7UJuywyDeBmObU2kfH4c/GSK7hNkxXMnTJI7E+NPDHkdqhN53PYeDhONWCqTEXfm4pPlLzNlG3efj3II3QAxnJUW9tz/8Xr4eJF48DmvotZdwZvg6OvcHxuAFY3DVGFggral4LF3XivI4fJGiKhVV7TiAY6rk8jHYAgqmKu/xXtOmbV04/1hcWTiXbG8M+pjC72eVzJPQqXoy9rW6EyAzSsE618MTrhpOqe+bK3wAUrsBsB1LLKJ38qiIjJTxtEi4wTjS1C4Fe4whLc38e1mGsPGYzzcJQ4ry/8/evwdZtuVnYeC3HvtxXpkns7JuZfWte1VSl1DTbkTr4ZYM2CFLBoPBkiM8GPGwDSNG9gyENTFDgGQGNIExlhzDYHuMxyMzQHsEFg9DiEDiYQMCFDYICRrUam67S1KpbtatrMqszJN59tln771e88dav7XX2XmyKm9LLalv3xWRkSfP2a+zz8n1rd/v933fz39Xy3EGVvS67XtZFplkT0PSiQLhl433WnAH34XgNwH4zxhjPwIf6P1V51zz8t1uENw55z6S/PnfXNPn7v/6Li7253W0zuGfrteYco63O2+b/NXjMR4UReQuH3UdTrTGs2Dv/FbT4DNNg+biy/qMYwAbCuzy5SXyuvbBXedBLwYBxiCrV9AXd2Dyj6Epj3Ehn+F2aCKu2l08vTjcCGiUc9FWmrQ/I85xrlifMazfxHlziPPpQ7B84Smk1YMIeEwx35KAspZBf0F6u37Bl8X7k41OYo8sVA+8hoMqZqn4PHl/MUtovFDfANExNA2MAA80BqGClQIIATaBZFo9uvxwn01N7a8JMAkUEu1FHKkGwOYgQbvlHCIBVjbImtL7o99OCAjbbz8cNtmHCQEXQOyK7mFIj6FMblp5S4GTtqV7k4ImAdfQFXNIb0kzshR42RyKd/GzVnQ9SWB/xa10GKBdeR9JRpUWOqmhz5ByWh6jHJ3gdujDVnK+Qf2ihufOShwH6owLGXHG/ZUXCchRFpaCKRKbb7icBeDsDcf9iIFgeExV8A0r6KTCmVpUp/Rpbz/NNhcv2FwULBP6VdpUlmy7KcglV9xRogMEECmpAHDKOZ4ptaFxokwxUVupmkNVtOF1MY5Iy+SWgRsOzl1skZBmXAFgxnigb/r3oTuLuuq8QVUQulvr9SB7QkBY4AIW6Dqsw2f0VCl0N2hC+7McBYCPOOfOPtcn+rkerXP40bqO1N8DKfG1kwluhUCZTLCOug5HXYe3mgafbBqoiy/z8zbhQOft9fO6Rn7pMYp6ksb5zVrkl5dYFx8Gpg9xPD7CYUgetM6hOXuwkYyprDfrSXVMyjmo9e1IwW+aQ7y18ymPS4sv750pLz/k58CdT/n5gdyUeYdZebkVkyLupJRKwqOUBogek5wQ4ErBhQDWKYUMvY4a8Fikhy6S+VmfUExxCOhxiDCI5jZKftIxQmAXR4pBegpYCSeAVMN0E/yRjblqsoIt2JMkFjdkBdfhDgXNQ9xJtXRDzEmbuKeB8U3whnfemI2YOkNd3RBr0nMMKaMpzmyjysoKbHwUqb7TLRhDdM4jqIgxN8EXMsYCesx4Gbb4++rp+Ivk+TTxdh2upMZd6es0CFMyJFW1gCdkEhONvYANjFyE/2XJvInMkVJRpjHEkrkQEd/S8/u3xpAXYhNHhAUUoJXdoPlPOYfpLFQXzGYSDCEJACURZzKDgsOjrotSh5MkOfqqoV+9yefNcM79XQB/lzEmAHw9gP8DvKnlzqv2vUnlLh3X9bn7/QD+6Ls81s/LkPAaAurJA/gv+IOiiNSmE63xk22Lh22Lh03jM6GLr+ppiWFSF60D7zpwFaohxkB0qufOC8+r9y0SMniTEU/nfMo7aHeGW5R9IP1B0PO1skbT7mKZ8NYbCnBScTcAyMqLxSnDFo7DX3wQ/GQPam/qj9scAvNP4ItLb3t/rHUPyHSsdDIH/LEWH+0DDJvHoJabZhNEAlCqyQR6asHaAvmqRjcZw01eeLrIuvSZ0+lD/5MGahvGJ9OrgcGQernNGtrm8X7TtVKwF8Xr1sbsJ4D4+aWDsp3DSl58fQvI0rjOHfNaUxagB9oIYuH9UWCd6g62UTqH94GOn4Ie3d90JBXNDSpoGjCm1OP02uk8KZ10UL27sh+N8B1riT4SMv/HSkUnNDpuKUzMLBI9o2R5DFzI3hpAdEIDehtrotYQhWYWaCnApqtlCmikE1va3nCGdHgAtoIsUUiyAK7pNqn5iXTsClhTTyGqoFNwKRlDCQ9QKUgRGJON94Jt2lLLkJ0tOY8LdQAwnYW13h2TCQZnHNYrHXV3Ta1750zjvC6vNchLA604Rpmn4TQrFX57u36ZiSigz4tgdR3uZQUbM7DzcI/o/n8uh3Put33OT/I5GgLAw6aJOEUUSEpCNtbinzdrPGo7/MR6vR2junms0qXzXopPQilkTQObZRCtg6kewC2O8Un247gfrNgV9WgNAY8un+N8PcM5zdOpaRZJFUJlxREm6WmkP2YvJrDtL4XZezsm9u7OzlEyT5duUkxKKXo03xAzhYK7FI8GCz6TZWjmc4BrZMsWNs993zsAbF0CsvaBJtEsgc35NXXIHOIQOV+mzIlQTdrAoPpe/zcQ3Uqpancd/gzlA04IMLs9wEu3e+UY4k7E3PB+8kWfEE6DKro327R/dNwUs4cU/jTZSAlEej7V2W/T0w+TminOpPd/OPIzOOsN7Kbc9287GmAMkzX2MoeSy95ZEr7/G/XIS7XZcyGiLCB9rrI2UuMBJOZ8PW4Rfqydi5W8SHvEVVyhQE0EvCi3YEpqYjR0sNwVAqPErwEI+nr0eEKV99QAic4LIGq6pwkVOwOLZlyEF02t0dQKnDN0renbIgQNnjdZsSgzr+duahX64HkMyQtP4yzHEjLrHbzX8AGoZCw6mabuzC8b78HKHRhjIwD/JnwF7ysBfPwm+90ouPt87nNn0TvLkcYOQGwrsLIWK+vdgz65XntracouJZQyWes4SQOIrosEnMwYcC6Qfv24sf0EWL+JxejE/wPRpNUcekfO+k04Mm8BencvWoAPF848uBXSMS4/DNT3kK0WAOD7/CSUhdNgIa/Wt/32lFXt9j3VZf6JPoMZBlvehag+EP7SkX46BNMelBhc5nxgN3vqj1k98AV50kBMH/aT9LaqHNDf89CLjgbdd2Nfu0K1YcZAGgMb9uVdAHUh4DIHAwbLS+SrGlx1UcNAw2QZdFn686TB+jXD6wy3a/lSSoxQCtYUcFkaJCWuZobBifAeSSsyzPqmgXB6f/wbvQrG6TYp3SitdtJ9T7O1NNIs7BDY0/PRtjTou5puB1x5T67bx0l+htN84aty3WtAfoa9jPo8CpQ8w+tBe0omLCT6Jq0B2a2ndA3S7hCwpi6VU9ZbOQ91er2xTE+zTLdNzSTS/Yg2k9IsfSXPU2doUFY11X0Yov8otaGN23Yu+puCOeUcfDcrAG6zDUTqYOifB4RkgDPYcwJq5QG5qTWscbg4a1CUfQWOQJnMVwBEmk38iiiDcpyhHEuMZzmKiYyUWrpfRLGTjKGwwIq5n49WCJ+3wwHR5e9h28Y+hWRK4x2MLT7dNHh7uddjVPhfZesZZLOKwUNvNNIzCgifSDvMjIkLb7U+RiXP/cXQ/31w4nQUDKX0+TSBVL8Z54SIS4HOLxc7kM0KSogNTKqMQQX4vrKESZcf9ud/7W9vUvNt7mmYp1fxiCdzsBuYWOmy9EnG+SeA5hAOb25W6saP+/dEeEjz3hYcooDZmsLrvQDPHGkLMNMkGKRiMtEUDI4DWpSQTQOm1LX4k64vrhvXYU+anORA3wSdEqIbuFP0OCXrzcQeBWEp5qTB7xCn08eEN2nimT5bolVS255w764N7IYUUhqpc2mKM2mSun4TS1mhKp9HjGHl81iJkqyIfUNTkxPqYRd75YXTHEiJpTF4FuZqMpba6FM3wBbJfIPyqCEPx5u+BFfSOT9lbpScg6Zf0u1R/1XCOKpKPguGVi/DkzSIJCwBEKuUhInUu5KOU4TgbeSAovPBWr1UV3Akfi2M81TNlkUdt7U6vkZOzeNZDlZsJmCnQmAermPiGFbMbfhVXDfce8wtkzH25wB8DYC/DuCPA/gh59yNSpg3rdx93va5W1mLH12tovPWo7AATBeJZHSiXRDjplTMMGGIzttIM2P8JG28nfG2zFk3HqOZz4MwehQ1B2r8GMejE8BOemA5/RU9TSLNZNEEmVTyYgZs8VE4AvfmELA5Ri9eQDYN1GSyuWivHmBJ74NAzOZgF18EAHD8Yz2oJrQUJwRY0/iefknrA3q/VgiYskQ7m0GPJVD6wNCl4EgACvjnSBNIlMw0gEipMVStDO8NNofhvnKarVY+cOMEgkWvYQjXJgI9RwCQ6ybScq4L7KI2IxjEMMOvp2OKZGG0ZcSMK1FXAaBNt1BxcXXF1Yw+78SdtP9SDShDdE/Tkf5Nx0qrbcMsK1UI6TuWZkhp+/TY6fFSiuiQwpO+l/wMs/FpBIxl54Nop8eRYvNGwXC/KDHhvtXH2lrcL3LczwvcDlUospNeBerk26rDKnxGcyGiGxdRSI5Cfy4Sr6+sb1h+O9BBU6MQDa83QMhYEvBOOI99diiQi7beCRDG/kScIcNmEJmCODnipllZok4KeEBX2ARiAa9XmXIeRe+LMJelx9bOoQGgQ8az4DxmkOlcjXOYzTLI3NtW10v/P3T6dIW88JW46qKDPOWYH4yws18gb0WozPHYjDbVU/BQDSwAFGBggsF0FovTGnkhICYZWCmw1pua1ffH5lhZi39Ur3xLGtMbbx11HcpA7SJnZV8d2sQoSjZS/04Z5u5hlchyjm5nB9147Oef5tBjQnmM09GJ18pRYpGqcvS/TTiS6uZoPghJRjegMJaLRRJIVDFgWx7/K/3cH3CBXXyRT9o9//r+nAPmQgzqEjwirbeaTNDOZkD53N+TPAkaCHPob2KnjB/3lUbCTGp8PsAhp6cweuwlCEp53IOfx8n9Mg2qLQBZa4hOeQOV8PmkY4g/mtgmW/DnZdizLcDbtLJXm06a0Jvz9xbjtCuY827wBtg0vyGZAR13G+VyeNxtmHINzrCdtyJVfWGew+nxBsbcD70iKbiSjOFDZYl7oZcwrQkXQY+e4suBlDhlnrJM9PkmJByBkIABNszu0l54C2OiI7J2DrtCbMWVlAKathehYC7S8JNEWoopo4Tu/yo8SXXRQ0fcFEtKzlGGCiRhVeYcpqXAlPseqCmOEEbUlcJ4mmF+exR63okNDAEQ2ycAgLDAJNSMmOBYvmiwVhbTeQFecOhEMvEFNv4UgN/inLtBiX5z3Ci4+3zuc1cH+hdRXk7qKU4APGwv8HqeR9ejjWarNIF0c4jVJBzJB3NCqQic27JsJstg89wHWeMj/yQdr34TKp3EmkNP3+DhOQKSJPDJdj/tXcdosR2qbqwtPFiESpNsPPXEn/cn/fahuW28BiCK7UXnq1i62YMu7yJf1ZBtA6Dw4KDe3gjmaDghsLp9259H1sD0f9vk3qdUQLpmCtKo9x3vPIBSJS+la6SBKe0DAHoKU78JXNzxARsPixP0bQ1E57UMkQKT6OCGugT6rMidLH1OKBUDxfT9c2MjaL9sDIE2vXcAomU1M2ZTi0j3YRvlZFtgt43+SK/R77RKPKTiAv1ncx2dcpipHQLtwFmTydpnS+mzDoM0diq3kSa50M88sDgfvB1mGW5JgRn3Gcm9QAuh5smknZgGPQAtgCXz7n5EqwGARVJBvS0l9lzfM0c7F4+xdhYvtA8KJwE8ZkJgoTVmQbtG50gzvATgVKW6FxaSaT+uIRA3AMrwWmqDnTaIlck+aWBWJMGgBIDECADAZuuDl4CgtQ7WeNpMddGhrTWqhc8+cMGwrjUm0wx5IaLGbrpbRF0EgNg+wRrX22BbFwPEVG+RF8Ib2mzRbLw/+lFbi2fK91j9TNOgWd/G0/YMd4sGB1LGBuGx1U34/2frGbidgAXKvGgaiK7b0Nqlw+Y5LOdQuwzIn/UvdPu+xQL9v3f7nraJMGeEpGDUX4+PgPERXFVtOFmmuMTVGlwpGBHaA1HQSP1j4xz0WsDUJZgxUJMPwAnvPO2NQiSYeXbF3RgATJ5jdXjoKZDjI6B8uBloDJNbKVuEDFP2f8TjUZrYSnGIqnvhvujLDyO7cJA1oMvxwHFZRQyiZOIQD16FP7JpYLbgx6uw50a4A8BBeuyO65z9zUArnvAlGDPcjn4n1bN4LwkjUjbKq7AmxS5aXyQ/TNbRLRO8g7MS08zPxXecw4gFjbJ+FmQAviJ0GPTexKS4JSXeyHMIxvAiJFC24Qu1Wbglxca8Tq0JmuS5uRDQvG/7Mwlz+4j7nqYUhNGxU1whU5ep8C6W04BFkVI5wBTNPB0+dWnum8dv4kmaUKQWPKR736js4eUYQm6j1noaf71UaGuNy7MG1cLv17YGxoyQlwLLRYvJLEc5kdFAhfbTyqIcm0jr9EFgT/PcMPW6kaHKe6sVAoC/B+A7GGNvOue+lTH2pQC+zDn3V1+147vS3H2+BXYAcGnMRg8Rql4tZYW3KJNHkw05dIUJSCjVZwrTbGjiTAUgBhHO+l473XiMaImc6phowkuoLJZzyFpBk4U1TWBBS6EoU0pNWEN1y3X70LyD7vZRvuOvlTRw4sUHwbs3ImhYzpGvaljBoUsT30f6HsggZhu9MPbvK0uo8cQvDFD3GeQ4cY83aR4BOLIL/8+mJrJf8FMLBLr/Q0oMBdnp8eHBjxrHA9jIhrJEE8gGjmFDwbnNck8hzVxwUQvBH9fecjq8b54cxyWZ4vSYw/u1baTgvUGpUewKfQYANvSF6UiBFNieVR0GgeniJHU+exmo07bDbGxasUsDO96hzNbYkz4Qq8STCHyAF2UfhsmZ2gqUnONR2+KToYfXLSmjXqyyFqX1fdOWxsTefEStmQsRdQVvBwrULSmQgcUAUCbbT0OVPjpLEoXL+UkwDT6IAjoPuj8Frzmg/WIrEtI0hGNRJpfAL3VmI/0FZVlTKiXQ0zx1EqxNhMDdLIu21YX1dJZlvqkxTI+TWkkPX4sfoXHoWm+QUi89taZrjdfPlQJc+Mzr5VkLay2qiw7T3RzT3QIy59HuWiuLatGhumhjG4VynGE6z7GzX0aKjmgtXGe97fX7Y+u4NAYP29abHRgRGRpPx4/xlFgXaVU//HBr43zIg56O5nZKeqX4pMrSJ+YoTEgSj7HCEjDQZBlEq2Cogkftbs4+BkeBD1W6wrzimkOPS80hJm8ziK6DGo/B1jOIy6/010GYdGYiJkXafzK/FsvlledoEJWxnc28pi7FkJCYjRrmARY5IaCnCbuA3DxTDVmKQ0CPQ7FamflALlTZfGL0egxK5/zr8Md/Hjpq9QBs4A+67l1jzzbcYcYEaiatU5Jl4DbcGVbS0ueAqxiSavrToA64mrhMg7jhICrnoGE64UzFG6hsHfXZAOKcTeYiQ4yhXsE0f19wDgSjvW34choaiwsGHEoJFWQ+83Cug4QJkgaDhGEUtAF9Tzc6T4or5IBMlNC07yT1agW2Y0rBr/aj24Yn84CvZJZiOguX+9eJuZZqwof9UmlkjIE5xCQhBWpE0SwmEkUI4hanDbpGY3neYrrrcYEShZx7HV910eHyrPF98iYS42mO+e0SeemrfJmycI25kdvye1Bz96fg2/r8ivD3EYC/AODnNrgDAMbYHQAfg3e3jp+6c+5PXrvTL+DoTIYfP7kbxNijHgSIikiDJvKQsZTrBrJdQASr5bQaRBW8tDoEIFI287oGAOjyFoBbADzAmuLDvdtjOKcTAmJVA6cf8LqvnYErVUp72/lUT80EYpDY2F8FYI7JyQl2Hj+GyXOo8Rjdzg5MwSBrhaz2lb28rmN2l/4GANIIqMlkQ4M2bMht8gyszYJ+7SJQYiYQqgMza9gsBzCCyb2Zj8/gduF59AuT6sFmNi7l+qdasXCfmPKaPlq4kG106t7Zf5R5T0FJRipMJ+0CeAc38u/dURawAGxbeL2e7YGWhWCPFhtDEfxNhysCT1OPe7e3bf+KQ51dqoF4VVZ1yz0EsEmlSscwy30d6KbnTj+v/AwG642qGGVGM8a8Hg6+V9pE8OgaSYLuU63xRCmYkLU8kF4UT7Q0cj87EL0bJOAn8lHIQs4hIm+fXPEoQzlJAJYyl7S/EYAMQFxwFvvcVca3+yC9Q+ogVobMLC0kSL9AxxwCTGooQpqIabKQOJDS6yaCHq/kHPfzHKPGoV52uGi9zfR0N8fe4RhVsPem4xG1SA5AXgyAmQkGmXPIjENmwmdTSxFNVwCgXiqcvlN7FzTOMJ2HRUsmIBWPAaC1FCTa+DplZ7tG4/JMY7pboLpoUS8VjL6Z29kX4uh03uMUYRTp0NL/9TD/9+14XkSKIiUho9HXFnzKVyuo8RjABLq8txkkTF5s6ruBUP17A2aktmNSSm1sDn01LCQnV/pXgRnfZ69YLmMwpscSorVR5kCYREwRSjIyY2DzHO1sFuf0FI9oDharHNmqAjMGupwE3eEL/zq/ikW6LAFbbEovKFlF+LQNh8J87Smwi8BwwdaKoi7LiD+OXzVG2cCfSbURILksBxlspfhDn+G7wZ40MHZFG7E0voZBYDfEFvo+bDPnSkd6r7ZRO4djiDHXbZMee4AzNA8TNlBP1MOiwC0ptmLMo7bF0vi2VLvSV+dKznFLStwNxyk4x5z1DpkF57gts/i3EUAFYCL88XeFwCokFAlbNICCM8wRKmiBXqld3/+UcCV1TQYQ9eKksSaq6HWYQgEjJTMPQnXS98Tr8eRBUYBdKjR1hycrDS4YDj4wwa7sNezXYckQRxRcwBD/Q8YoXWMgAu3y/FmNpvbYMZplMEFnZ022iSGhAToXLJqsAMDlWROPeXnWRubIq8arlXmfV+ODzrnfxBj7zQDgnFszdjMKzLsK7hhj/xaA7wXwGQD/AoCfgO+B98PY1OJdt38JX2Yswrn/onPuO5PXfw+8G+dt59zpNccQAH4UwBPn3G945UWbcd9rh2ghQJ9Rqr4kgqBcN+DqIlbm0goXPUei520TujBmQ/vWjceweR5AwAOwp2GMY3bOZsvehCTVBVAAShU7CujS5qxEM0EfuAiloCYT2Myfd/JsuQGcadUx6sKSBUC2WkHked+4O/C3baCPZKsVpBCxcmYAFDFTbOF4422cWxEpjjws7IvLJexqApvnAPY8GI9lfD9i7e8J7Ue0Iiva0FIh6+mwyf335+0Bn4JTyhAPqTEA4vMmra4m995lbhPQbA7HAWMzsCTY5cmxbjwSqonr9rdX69LqJ+1D+4XruQKIQ03c0Axl23bpsbcBLF3LtpGCuJ4CxUWkKRJFcqOPTtA0aOfLZVPmqSdEu3wUenlRK5AsHOsgABtlNY+VipTIddA+zIV30UxpkWUSZE4Tmg1ld5fWonS94RJlXEkvkWZRM5aI5gFMQvBFDW9XQbuQJUGeAUDfOBOORy0WKOi8n+e4n+cQ1vc6I20wjbwUaGoWXCo1prs5mPOW3WR7TZo87RyY8lQZrUwMrDjnGO1kMegkC+tyLLGzX4BzhuqihTUO1UUXsqm+GudNU7IojueCoV4qD8zhOX8+Cy6UN2MJdtfWuqjtqy7aaIP9/tgy7Khv0k3Vdfp/DDR8ADGp9jKMoiBmyDAhfBJKoRuPQwWvd3O0QsDxIgZSEZt2f6bHJj3tG6XPP9FXs4a4FOYe6tOWUhDLswrZagVmLUTXvRSTeHhvsbk3PCbZLIvtZwD49gdCIK9rH+AGTBhiUTy+sTD5TgiSDnzAly/8fQpSjKs45PXeLGGLUFJ0iEE2y2HyLOJ8asQGJPijx32wPNTYU5AV5lmT9djDrd3AtxuNQJF0koIwiSsO1Kmh1xBzaJtUJ5dixnV4M7yGlwVz11XwCKcDzpSM4TDL/NwfsGbKOR45F3tr3hpgzLnReNJ5erNxLvYePpDSNwEP8/2LxHa/cQ53g2NkZa2nSA4SmHMpr2DLwhjsCQnNN10xjdMbuDLiLLI5AMT3lLpCz4GtmNImMgPCgXt5jgdFgYljMNz3pbtIGVqlRFNr1FWHcuy/m6MkKKVAUzsH11rozkZ9db3sMJ7lcFnfDzUvfUJvZ9/PT/Wyi5W8JlA1CW9ccGO21m1gSNto/3xLeMFiRRAAmpXGatlhcfrqZMbnqnLHGPuTAH4DgOfUHo4xtg/fd+4+gEcA/h3n3Hl47TsAfAv8R/YfOef+Rnj+qwD8aQAjAD8I4Nuce+kFd8Et04X9P4iBi8N1491W7v4wgN/hnPsLjLFz59xXMMZ+B3ygd5PRAvh651zFGMsA/DBj7K855/4BY+wNAL8awONXHOPbAPxz3KDPAwBE619qqDowKhFKIb+8vCLSpgodBTEkmO4pgNu/aEIp8NA4Nr+8jFm2bjyGLkvosowTPzPGUxzLn+knLhJ6k05q8eU9mOZnvUiZgr1ANSkuzuK1UuPaeD3UBPUVIMCM8b3grIVsmisZUgAbVTwAyK4cZXOkmVZL1IJEq+jEBGgn4F0HbporpicpsBfLZQTubYMWJbTAMTngsgwmc9j4qof7a7o5AN3f26FWIwXcJHPu0DuPUYXQJJnUl91nZow3nUkdLFOq45DiMsxupuA7HNu0DC/LiKa/08bl/Q3dvu0WM5Vs8iSK01NKDGUVX88zlJpjaQw0+kascyEiXbPkPLoEAthwLquMgXIOJ1ojSwKbvcS++jjRLTSB+nlLSuxJ2WvngL4didbYC9/rVDNRIdhaC77hepk2r11Zi8yYWIGT4ZrituFcFBAKxmACjZQafR9IiV0hwJTD4qyBzDhuz3IcFtlGI12ykW5qjXqqkJct9na9Xvi2lFCNwXLV9PSYqsN014Pt5VnrXTBbv/gYz3Kw0HR2HPR3gA8iL85aNE9r1MsOIuOYz/LgZuYzrcY4LE7W0MpispvDKIvLsxZNrXyfoozj7FkNrSx29ovY5BbwGov3K3cvGVb4/6uzj/m/0/9Hm/fNyAcYJZsmzJ0hGNoS1KWD8E6uG5ilN7nWZYluMoEpyw3nRrXLgPFn+gCuftMfhHdA9SU9VRGILX1S+mh5VkVsxWoFZgyK5TIGpTReNV8SS2OIR0MsetWIWueyhLU2MkqIvurUJGBHj0OW82jQRXq4yBjZct0Rg6zxxlxCwBQMOtuCP3oKIJFvDIP6l2BPei9ugj0Rd9JkJp0jxZP03MMq7RBzboI325KIqTFKf+M2txnuF/YhnKEAiFgcNP8+KIrY9Lq1PmCbhureYZZhxLzGjJgXTaiiNSHYOzdmA1/IeORUa0BrTPMc0zDvU3/SMujcJHxwRhU1qp4RZjTWouF8w02ZgjMTrmFhvDtl4RyKEGSVAwZSiimrkNCUjOFensfrvThZAwD2dwvcLuSmFjzgBABUixbz2yOPpcI3GScsqS46NLXC/p0xZMZRLbqQxPMVNlYKjyPGxYReXgicPatxcdbAKOup/FTZm0gwznB51qBrDCa7OVRr4t/TeYFmpbE48RW76byIum6jLM6e1XjVcJ87t8w/DeC/BvDfJ899O4C/5Zz7LsbYt4e/fx9j7MMAvhk+LvoAgP+ZMfZLginK/xvAtwL4B/DB3a8F8Ndect7vhHfKfIMx9mcA/EoAv/0mF/xug7s3nXN/YfDcx+EdM3/Pq3YOESrNLFn4oU/ijwH4vQC+/7r9GWP3APx6AP8pgP/Lja7YlBs2x0wxuKIFawvIpkGxfLGR+eRJJpEymtdVvLa+x4QTL4lCwcXGZExDj0rAsgicTLEIft3ODszIm7dkL3Zhsxx69EGY4gGYYompy2VsWktBXB5+D6kbr9KFxfsc9hFU7bIWoEreFkB9FeefW4u8rmGbBibPwYN2wGRZqJZ2MbgGAG5M1A8CiM/HY4aAigCezp9moulHNo0PDqkSdx0dJAWToSsXvZ4Efo7nV7QKjgOw8lrRO7e2z9byfPN6UivnVNhPgJpSWIfXk24fT/aK7Og28ASugjwd2w6uN9mXjY8wTShH5OCV9uB5I8txP2d4EqpzvnLmA51DeFD85aMRHhQFdADan2zbWI0jqspc+Aat3nzFU2moajcJ35MXwTES8DTQwyzDaXhuLrxJyyIEia/n/QLjmVLeWVP0veeGvXWouqedb3Crg+5hmnxfSU94ICVmjMe+Palon8ZMCOjWxCxnXkpMd/MAqAKL0zUWpw0Wp03UKGhlMUUvMJcZh7W+6rZctFhXKgSEGuuVQpZzPH+7D+529osN1zIyV1kvOzQrr50YzzJM7+QYzzKITKBrTPzJS4E29CrqWo3qokOpQkZ46at3Ta1w6+4k9NJTqBYdjH5PaSF+bocZ+QQkaZfxJQDXkLVGtrpAVtexypViFBl4DNkl1w2aj6G6jZYvHqcCRnHRY1Ogy4vWxWRls+/niNETAZvtwuQZdHMIWBn1f7J55k1dArbKMBd/Nph0Ezyi494Ui0ysVDYb+1AADQxwSCmIJCAFPJsFwEZVcRsGiVA5jHr0bfgzDLiAq9W7zxJ7NnAnPW6KOzfBHNp3yNhIj7lx4kGQel2Ccog19NxQ810eR92ahseZgrEY/EyFwP2iwGGW4ajrUPAeYyj4+ZrJBBeBPfKo6yIL5KjrYiVuT/g2CbekxBshYXmsFM6NQWv7fqQHUuL1LMMq/L0XEnZkynIvz6GciwFYZX0fvIuQ4BsO+kQba30ljjFkITEpB5iydL71gXEOx1pjEdpdFcy7FXeNweJ0jdN3asxvl9i/MwYccHpS48VxjdVSIStExJO9wmOeC9R80sF1jQktDGxgdrRoah1YHyXGsyziSLPSWF50aGqNtvbVuPEs6OcK3+tuddFFDFlXKrbcqS78Z/ziWQ0V5Adk0tXUCsuLDtXimmpwMj5XlTvn3N9jjN0fPP1NAL4uPP44gB8C8PvC89/nnGsB/DRj7CGAjzHGHgHYcc79r4A3qATwb+ElwZ1z7n9ijP1jAF8LL4P7tutYjcPxboO754yxO865ZwAeMcb+JQCn6CvFrxyBVvljAB4A+OPOuX/IGPtGeJrlP30FnfS/gA8AZzc+nwbkyR7UZBw0BzX4ooNszmOARCMFR6rU3RQ0h4MyaBYIGUt/7i5QNk2WbfQjEuo8ip6L5RLcWnTdGLJZRb0CswbZCpHSws12cxQaoiNq5XYL5ZsCa7pdfF/Jwn0bqG7LrHJrwcP9tpyD5zkcb65QXHutQrjuhPICIFY/reAxSNwQmnMOBOCNi4m0afiwEpYGVdf1laPXtmkPBqDmwqWStoFG2l/KQW4HN8rYp4186fm06rztZxioDt8Dva+0KjCsUA633xYgJjqMcnSCN/IiZlIPgxZsaXp76OjMxRhGZYm19Y6ZAKK9O7mKHUgZM6qUGSWqJAVmE+5dv0YhWMvWFpPG4COZrzCtyz5Teod7zv69cY57eR4zpVUIjA6lBFMOIud41HWojMFxCL5OkiAx1R5QRY7oLPQj4St2cyEw0sDl8waPzlrs7Be4NfcZzNtl73yYCtUpGDPGYWe/gLUOp09XOH1nFUXpO/tlpMhY66AWLdbKRnG6zDiKUqKtNU7fqX2DWcHAOcOqUjCdxXiWYWe/xGQ3x2SWx7+1smhWylf2BEMWAjpqVFuOM8iMY7rrvxv1sot6iaZWOH1nFWk2o1DpW110KAINqKkVrH0/uLtuMA2IxQ50WW4YeVGwlFZmrks8vlt8ouVltlpBdP5c7WwGkTeQbZlQCs+hC39dvK6jBCCrazjeQJclZCM2KoupQUo6XoZJPys8uuZ1Ou4Qi0haQcnBNKCja0pxiKp0hEM2z6GLMr6XVGNHGORCBTReF8ZXk2RD/AE2531/sneHPWlPOwxxJyQWgatB2/BaUsxJ9dXpNaQB2DaNOOHNkOZ5E6xJcJqNj3A/VKaiRtk5rK2NzbapinYvaOfIZCVijDGYJvo8MsCiZB0FT7vhODPu28+4pcYd5fB6lmG041kVlTE4kBJqqbE3y2Kzb+q7KgHclRm0sjjLLS6MwXH4jpGODsBG4Jb2Ox0lWm4NrxXfBcfi+RqPzlrs3xlhf5aDC4Z5KWOP1/iZW4cm6OoAP78vTtZ4flRhcdL4OT5orzln6JYaF1WHMrT3IOfKeqlw9HARmo77YLCpNWTGY5uD6W6B8cy3PdDKYnXBMN0toJR3vKwWHZq6jq0PxuexJY0AAQAASURBVDM/rxClvw3Vu9N3vC8EXVO18NejlUVbe0bKq8bPs1vmHefcUwBwzj1ljL0Wnn8dvjJH4yg8p8Lj4fNXBmPsKwdPPQ2/3wzOmf/4VRf3boO7/w7ArwLwP8JX2v4O/Lz6R296gFCa/ChjbA7gLzPGvhzA7wfwa162H2OM+K4/xhj7ulds+63wpU+w3de9YDtM5mQmQi0NKJCL+6ZNyW1vpT8Up9MYgsY2HR6AmGmUrafDUMuEdP80q0m0TnqcAvyQGnpdTzYa3NgIpi+7VrqGbdsN9Wrptk4IqLKECxSWdFDmkxsT7Z2tEN4AIKHgpXoKAFHjZ7JNHd51TV63LSQoyxvv8baqFY00W0p/D7n+lG1Mg0DaJwWpsN8rRe9DzQOwQcGJx09Blq6FQJj22UZxScGW3ge5j6VAS+cb9JSKY1uFM1wTBThz4R0xNXzA9KAoUIUMaeMcKqWiWHuWcPtvSYkXweq5dQ4jhEavCThTFW1t+348FBAeK4V74xylYKgWrdeYCYZy7IXxZ1Udm3Fb43yPt0JgJnwV7KRZgwuG6W6OL94tsM4cpkpFvQP1sgN6IxRaBBwE97HDLANzgGM+qFRLjbOLFovTNZ6/vcJ4lmH/zhjTuf9cCs7wwXkBk3NkymERsqGcM4igsq+XHc6e1VicNlHrQC0JAODsWY2zZzWalcZ07itxZ89qVBdd2HeNZhUW0tZBZBwiCNi1slicrrGzX+LwzRm4YBjPskCfyVAtWixOG7zz05eolx24YNjZLzE/GKErvbi9rjpw7it0XWNw+tQD8+GbM8x2C6ig26Pr5YK938T8JYNZm1S9kv6iQRownOO3JR5vgk/AZiWMhlAKsvWaal2WL8WmLFD2aS4uF4t4jPT4L8OlbZj0c4VHRC3dhkXU9NwI0btLd128F5ERkuBQbFcQgtpIfR2YpFzBoEDn3Ogvl87b6RhW6whrhgyNtB/pdcPKl2PPEHe2VeKGmJPSOV+FN2nlj/CGjOTofWwzWhniTBJgTjn3RicJztzP843ebyk7I3XMvCUlngWMIQbIxDncy3PMAw2ysRbLQIVvE4rksVK4v5NjfQnUVYe66iAzjt1CYtU2aGoNe+rp7URNnwmvGXtHrZGXAvP9EntFHlsmVCGwJMMSCuomnONuYJrcy3OMgl+hgte/nZ6sIqZcnjWY3x7FQOnuWGIy98mGi5N1pF2SSVa1aD2enDToWo39O2OU4yxoqDucPq1RLVpM5wXywjNGLs5arC5aLE4aNHVIfnDfy7QoJYx1uDxrNnBkOs8hM47xNEd10eL4Z5a4PGu9BnxeYH7g2yNUi3oDQ+qlwunTFXb2Shx+0Sw4NneoLrxBl9ftvTpccfisDVUOGGM/mvz9Pc657/nsDoVtSOde8vy28bKYygH4+lddxLsK7pxz3508/u8ZYz8EYA7gf/dujhP2X4T9vwnAFwOgqt09AP+YMfYx59xxssuvBPCNjLF/A75d1A5j7Hudc79ty7G/B8D3AIC4++WO+uWk2rNh9pNGGtDReBVwDh0lX1YhSykq9NoQgNPtU/BIaTRX3jN/edbzugBveM5UW7dNa0fAR9lMMolRkwkcF7EaOby3Fj7rSY1mPSV2Ca5UpFkCiC6dpG9gxvhjh2uhczBrIKzxdJmuB3F6j8Pr3shapgCaBlOpvf8wcHqZ9gDYDPxsT5vZBrKp7fUVqmOa0UwpMSmY0jUODVSGQncKBOm60gXCELjpPdA+6XGGlU7egeWLKFQHELOLOtBEDoFoZAIg0lBUMC6hIG0uvBCcDE0oM0uDzE5Ii0daNtJYkN5uXgqMZzm6xtMFq0D/IIE3uXFNd4sIFmkvtvEsx1OtoqELANwJTp8qOHKm10WVyrmUWL5oUF10GM8ylOMMWnn6YrXoAq3S69QuzyREANvdpcLOfoHWOixOGhz/zBIy5xjPqDLmgyZqOaC7PliquYrvqa48ZUUIhq7RPqirFTjnyEvvYEZOmNR0PC9ErAB2radSrpYKo3Hfh6hZKVyeNVAdMJoQVaeFVhZKGZw/W0Mrg9VSgbMMIhtBtU00ZMlLgVsfmMQsLwDc0OTrC3M4h3Kx2CoNSFkkwFWMug6faKT49LIAijTXqfnHMMCLj38OcOllmLRxriRoexkekSmMCe2I8rqObBjCIrpLNsuiC2d+ebmBx8AmDuV1DSMETO7Pz0Uf2BIOpYHsEIMAaj+QtL0ZVuu24c+QLpnO78Pgaov+bSsFNnXE3MZO2YY5KX0zHUOckNXVxud0bansgLZJsSYdaRVRVrg7UriXlZGOGXFGqagzKzmHIu2atQDn0QE5xRhyxnxQFNHURDIW6ZkUGJQBX8qQWJyFIIqSWdXCB3qp0+N0t4gGVda6mGRsc4bjrsN5oGPeugZXCP+m3Cf9jp9WgS1RXMGU6qKN7WsAr5k+uDtBXgpcnrV4flTBGIfbE0/FjXgSepcSNlLyjZgjhCXNSuHs2Rpdq8E5j9o5a108ZzmWkRlCAdq61pjMMsicxyrfxYsWXALTeREYHxbGOJw/W6NrNOpKQYgco8kO6qqK729+MMJ42n+nCUdeNT7Lyt2pc+6r3+U+zxhjd0PV7i6A5+H5IwBvJNvdA/BOeP7eluevDOfcv/our+XKeLeVu+EFPGaMPYOvvP3BV23PGLsNQIXAbgTgXwPw3c6515JtHgH46iGv1Dn3HQC+I2zzdQB+z7bA7so5nY296Uh4noLREBiHQR2Aa4EzfX4bXXF4nOuykFFLQCM51k30fcBVgN0GqgRAKfikwGmyDCbPkTUNuvEYzXwedRJqMokBX+oUtgGGXAN2FrOCTLEIqpSJdlzAZQ5qpKD2SkAfQLQuLmRIs0DHGJ7L5FkE2dQae+hGduU+cY0NQUIKOsB2fcFw26EmgF6j3xuv660B3pXr20ZXGYJ+CsTpNQ2BON2WnicgHZ4nvX7eebc7Oh+53W3LDoftC+Yba5OFM1W0pkGontIOqbVBarBCz1EwV5leVzczPvMpc476okNeSHxwMo3ujWv0jcjblUbXKLSln9AJbHTQHQCIlEIy9/AZxiLSCPNSwnBA2z5ovF8UG1o6CkbJlWykPdAr06Kuelri/GAEmfMNCqKnwqyRlzJSKEkHMd0tYlY0LwSs9cJxzjkYZ7HS6LUOCpwzb5DSmAh258/q6IoJINJkZOaDxWaloZVBOcnieeg+1EsVFyrrpXdQo2v3i5Mx1qsVuraKrRgIpIWc4ODwEDLPUS8vkeU5VpcNFqdLHNydYLxUqMcdinGGrjF4uSnYF/Z4GU5dF9QNH28b0XXyFfh0I2xK8M7yd49L7waTLOeweR6DMycE1vu34vGGeET4QfubgnksGWCR6FTsSeeEgBkprGcG0HuxATszZoNmmX4WhENaXDV12YZBMQjN6LuvN5NsFMylPUPjzen65Nx18zHw0ireFS1iqtUbMjW2Yc7wdbrOdAy14GnP2m1YQ5U8wpp0++H74h1KxiPlP8WZhTGxWgf0Cbe0kfdQl63hk46sNuBColtrWGPxRfMxtLKQGUcbPtKSMawvFaxVaLIQgGV8o/1LXgrkhUzawXBM597Mys+fGZZh3hsF3R/R+tMkJxmamNoHYJeNT641K4357VFsVwP4QOydo0u8eFajKKVnXIwlLs9a7N8ZQysDYxyKhOXBOQ8JPYGu1Th5uoJSPshqkwTc8qzB4nQdt6dKWzHOkGUc1UUbHxPWcsGi3rquOrS1Ci0PfIDLBYeUeTTbIr1eveyQFTu488YcAFAvLwFMcfJkhdHE415ddWCCBX33L5xb5jXjrwD49wF8V/j9/cnzf5Yx9v+EN1T5UgA/4pwzjLElY+xrAfxDAP8egP/XtgMzxn6vc+4/D49/Y+p1whj7I865//hVF/ezCu7Sa7nhdncBfDzo7jiAP/+yTuuMsQ8A+BPOuX/js74w53ptwkBHt23QZDg0UUlf/6yv5RoQvW68DJBfdbwhZQRA1Kg54RuSp8BJDmlOCHTkxqQUdFn6+0ZAb62nSuYLmAkAeX61CkT9gxDolABslvuFi+og2hIGUz/Bjx/D8C7p3fe27+OU2FGbLIML2aJUT8DpWmQNTX300uznNvrHNpMUyppu3KyBnu1lzw+DvmsCvCuD6DG0fXqt2+g4wKbL5jAI3Bbc0bFS8A33iMl6o0eOdg5LVFff35b9R5z3Yu5AbSFN3DQ4ggG+0qYCzaVEbxVNAH0vy7BatCgag0nGoZXGcWiqTRlQGnkhogtjIVgI7LTvrzaWcAzIjQDQRRv+2KstZD+tdZjuFmg5IHZzjK0HS9ta3AGH7oC8zCKIX556gN0N2jQpeKQ1El3FA1sXheGkf7PWgYUA6p2fvsR4mmE8y33vntC3bjRrkWU80muev71CddFiultEGmfX9to3spDuGhP3uThr4IzDeObbFpCOzgd4AuuVggvVO1rA1EsVG8da66CUxWrRgQu/8K0rhXbtcHB3jv07h0FQb9A1DY5/5h0IKbH32i3sHtyGahs0qxVWl89RjiWEDDqJRscAu6n1+5q7l4whTg1dg9PxMoz6bPHps8Gmd4tLN8UkatWwoa1TfY+6K3hUMEA2Vyo+4F2CRUWo8pme4t8paD2LyS03PwvGMCFxVr8Jsc78NeZZksDcxCDLOVzRbsegId39OvzhXd+KZ4gt8Wbl1+PPxofT4w5wHfbkV68lTQLSNtQHkDAn3XdovJK+v0HVj5W+qFEwhlH43pyj2jzfkCXCO5TCAOB4GqjyKc7MhcDa9a7CjXOQwYmYWvDMOMehlGgvOoyU9frjtkO99OwHwpjTp14TtrNfYLrrE3/rlYJWBnkpUUwkmAOamsX9aP6lVjHWOkznBVbMYbRfQARsGTUOb3jPV49JxtMZ66XCbtCq+eqXxtmz2gd1tcZqqbBedrHHG2EK4HvArX5GYRYSeaNZBhN0djLnKEIS8fnbK9RVh8lugUm43nWtsV4qrJcK5yHgIj3c4nQN3VmMZxLTeY7xNI+YS+81xZGm1sFF00QN9uLEOz+va48x0905pvM9//VIMCTLC9y6ewuzvX2sqyUuz17A6BWKkV88kNmKzBSalY4yg5eNz5VbJmPsf4A3TzlgjB3Bu1h+F4A/zxj7FniX/9/or8H9BGPszwP4FPwS6HcFORoA/B/Rt0L4a7jeTOWbAfzn4fF3wDcup/FrAfy8BXc3upvOuX8G4Ctesc395PE7AK4Eds65H4J3pnnlYNZFysVQlB63CWD0sire8LltE+bLrJlf5eJ1k2NdEYpz0qklfdeM7RukJvtYztHu7IRtTOzDR/oOatNA7mtAb0PteOJMWbQA9/qaDRBNJ+gAbg77gKxgMIPoVKRj8q6DKYp++/Fj/0NZPwAGhzDFFDI0wUR+FrdxAGBzmOoB2Hrm3cPSLGH6uDzuH6dZ0PT6402/JpjboFteE/TRe6Hf2+gmG9smzPBtGgzg+qpdGugN3xuJ1+s3e71DSgEKx8qEAeADuipUwSRjyISB2ga25TGYrAH4zOdhluP1LMNMeCtqEre/3XVeh8cYjMCGY6Z2DkvjG4PLQJ/RzusVCDDINSsvfP8czn3WTidmIG9rhSk4JoKhnHi3LgWHc20wEwLlOENeyphVBHwPOeN8z8Yza2G0p+iUQgDGoVmpqG/TyoIF/ZtWFhdnLYRgmO0VGE2ymJEEEHq92WgvffZsDWs9jZIqZQCQ5SOsVx26dh0XD4B3JctKgd29EnXVYXHi5yoKIP02baTVvHi2hjM+aBTh/Y2nGfYOx5jt5hiH9gUEjATO5LRJLmrVRYvlRYd2pbGuFVTTa+no/Hk5gQ7ViLwskRclprtzyCxDXpbY2b8FmWVQbW9KNZrlkd5ZlDIGvG2jIw32/XF1DHFqG/XyJhj1c41PNznOq3CJ6JfbqP9qMolauHY2gy5LFKFFQzvzvmlCKSAkH2XTwGZ5r8eW9eacP8Sj8JyzOYxcAdjsYSeUb5kTg5eUwQDA8EOYbN4br40fA+Vxj0HNIdjy7maliq4hDfJSJgXhybDi9bPFnm3HGA7CnW2Yk+6Xvp4GYKmxS7d/FW/K480AT1ZgXKNgDG3Qs8FajDj3WJNSM+k+lcdxnzfyPFIvr8OZTDLo5DtJemwA8XlrXMSSatHFahcZdpCD485+iWdWowTHJOeQeTD3CFg1n8g4d0e6ufCvCwCn1sBYBwivLfd0/AaXZy3aRm8k2SgRuLNfIC9lxEEgtI5RBm1rcPbM40DXaJQBf6xxkLLE4rSOgZUICU9vdlKGub4J+xqcP/PHrRZe4024Re+FaKT7d8YxyKVrtdZifjDC/HYZj3d51qBadLg4byKOtMH1mZqXG81QjAS6Zo28HKEcTzDdnSMvS8gsw87+LXAhsKavXdB3+8/Gv9ezZ2u0gb75qvE5dMv8zde89A3XbP+fwrv6D5//Ufje4K8a7JrH2/7eOm4U3DHGXibee8lM8gs/mLVbe9NdAdBrjDq2jXcLnK/aP+rbuNgAxMjx73odG1EkqeoGIGrSstUqCuKHgnJdlqgOD6MDmy5L6J0GdrUT74MeS+iDd2JjdzdaXhVFp9SK6wBp+rC39c7P4OQDtNkhROugJr6nHYC+oXyq7aLsIDyVRo8lkL/owWTnUx5g6zd9s3E97QNDm0fwjQEPgSjRQKhXEwErZUtTo5QhyOVnm6CcLh6GGdDh/RgapgzHMJBKH6cZ0iG1cnjf6H1StjXNChOdhoasoNSoP76s0GRrwDmodnczqEwqg453YFz7AA2+Ike20feyLAZyaTNw7VxsojrlHG8kOr1JCChnt0pU1mLauRCY+Ypbm/s5bMQYMuUDqp9WHU609lSb0juU0be8dQ5Ga8wzCe3IMdOEjC5DFa4j0mB4cIRc9ZVCgFoD+CbeRN2sLjoc/8wS0908asooeKQArwuuX02twQTDxbnvNWqNQ9e0mM7n6JoGF2e+4uddwTj274xgOht1Glr5Sp01DkoZONPTJAGgnGYxi9s1Biw8n5cSo2mG3f0yNIrt0LXGB3eiz4YCAOccWcbRAjBBG9HUCowV0KrDeJqBC4Xl4hm6xqAYjTGezTDdnaOcTCCzDDLrg1cuOLJ8hMXJGsW9KepK+cVLqDJ27wd3Lx2EU9fJAt4tRg3HTQO7V2ET0Sj1qNygQgLYwCXCKWb63nZdoNyLpBVOdXgIHsxk1GQCM1mBmwlk6+UAev8USk8hVv41P2+fRNbHhn54yMTQU49F1AopP4ORD2Dqe5tBMbFNaA4dVKmYMdBTC8jnfUAz/0ScW12xv9lSYPqwx0diY6R0RjpPiqnDahjQz8FpgJfO/2lQNKzivQp3aL+XYc6QubGt2rcNb4CNoNUBaBJcbPMFYK3HoGuwBvkCBt7pUgcTkm04AyCadiFIAe4JgQdFEU1KNjBmbbGz7wOUvBA4twYzzjGCT349sRpPldrAFwdAhxYIACBzFrDFm7TAYgNbDqTExDE0ax1dhblgMMpiGVrOEG5cnrWBPp9FyiKAgAMWKmBRvVQbmOL3N5jt7aNaLGLQRsFRypLweIJI19yg3We9VIBMvVigk1Iytak9Q8Za11cpQ4LTOyv3OLIOFUcpS6hujZ29Eu36DBcvNITIPYbM92JwJ7Ms9j+WWYbqIlQfM46TpysUhYjnv8n4WRiq/GIb7prH2/7eOm5aufv/vuL1xzc8zs//CFoGGqTTSjOiW3e7IUXlOsH5tuOlQJlW14A+k0jb0TVHLVxYSFHftvX+rXiMNJCzQiAL+rZUN9DM58D0p2AAmNkU0B5gTDFFM5/DjBQw/xEPmLKC450HqelDoDzGTHq6A+AzY2Wg8VVh0tPOwXXzXlQ9zEwCMNKDrqnvQdYNdDnerHJRlY2yrVkI3KYPe5AjQE/pM+Wx34ae450PAglQhkA7zFoSwIwf90Ek/QCboJZq9NKKGb3n6zKn6TlTkKcxDHCHmdPhfimFcxhcptsOgZn2TV8DPNAOzs+4hmte27jOgnR0vG9lAAALrUNFL4uvkWU1uUuWQdy+MCZu/yLYVM+FwDwTOGUWJQMKyfCoadEGTcJhlgEGeNi20M4hG5hzHIbMbmUt5kAU3DcksA9jHoJR0VpcXjSoK091rJfdRpDGOcd0LqPejS89fYeCrnqp0LWeEkrZVnJMy0sBkXG4AKQ+Q2rQrFaYzuewZoymrtHUa4ynGepKYTrvxfirSmF51kCHgA8gSmoZjVF29ouY1ZQZx2SaIS9EDNT274ziNpQV5qLXicic+4axp+vYzqBdWzC+xvxgFLLJfX+76qLF5dkLWGPQNg1U22Bn/xYO7r6OcuwrfF3ToLps4j3igoHZ/nNi/H1DlWuH641UCKOA3ql56y43qLbdBJ82DEsG2ER4JJTy7XsSYzKiUQJ9k/FmPo9mJHoskS39YtS3W/C0yi4wSNrZDG72FIZ3HpMsAFmhm9xFuzMDpj/lg6huH2a8v4lHeRPxiMyYGudwrjUMkvls2IctzIEOgJoAYplDrDOYEXppQFptC1U/TB/2+JDiSUqpnD7s51ZZeQzq9jcDT8KZbfM7YVuKP6/Cnpfpo2kMg7H45cj74w1ZLEPMGf697Xhb7vOVAJF3cHqMho6TYh29X/SBWxlcMhfGAKFVzYGUuJfn0U15GmiY9DMRAo21ONUa8wRjDqREUTBcGI1dIbBSXTTqIvOvR22LhfGNzCV8oFAwhlnArcZazEMvO/qbxlwI3M9zuNbictlsmK5QddAZFx0pPe6oiCtUzdPKIC9krJrlhceYFFO6QqBralhjML99G13TYL1aIcs97VIri/mBx4tteDKd58gLGYJBX6E7e7YG5wyTkDykuX//zihWFWUm0BmP+TITKEqB82cm4sh62cFqgGUdXrs3xWQ3hzMOXWsCs+UU1lqoroNqG8wPXsPBB17HaDqDVgpNXUMrr9+zxqEFYvKymGyumbePn9dWCJ/L8csZY5fwVbpReIzwd3mTA9wouHPOffFnd32/8INZ11eKADDxCnv6dzG2tQQArlJjhtlPm+foxmOY0ECZJxnQ6C4ZXmPGwOZ5rMbJpgELNsx6x3hAAWC6faxGh8guxnDBmrqdzaD2VACGn/Rgk47mEJg+hCHAokwiBVn5GfaKNgiVMxwm7odUmTnVOjb31NkKEyFxUZzjuPxf/D1oXvPHo+PrKbD4KDR/AMhFDCZj9g/YDHDoN4En73xVUFZ+3+bQg0Jz2IOmrJAVFxtBBsBxKk+xzM82M4QpEBF4DjOhwwpZOoaUm2Fmc9tIKUNphdHmYFr6tMw2iunQYS09PgW5yXtg+SLqD2JLAmOw7MqN91QKkwRLTWw9oIyM52QhEzwT0puZJNlRmkwra/HJ9TpaUNPi6zDL4jHfapqYDDgOzV5LznHUdViH1gPUWPzTIcFBjc0pgwtsOqZRJZDoOA39BJfNMmj76B4stMa8kNgpyigKL8cyBiVtoyFC9rJrfa8gkYkAUv4+rAPtJC9FdKSkyh/18ukag4uzBssLX0GzzuH8+TOUkyny0mc2SYNHOo79O2OMZyFgPllDCLbRj64c+0CtGEusK+X1hhMZHT+n8xy68wsOqoJ61zIVG6VfnrV48azG86MKp09XcFYiL0sU4wyct5ju5lGzR4EsAHRNjYsXp/4a705w9uwM7/x0g/nt19A1a7Th86K+eKTPoPtyU7ezL8SR0jI5trvsvttxE3waYhNV3FQI0PgguLScA3k/BzohIt2eesHp+WUMhFS5DzW5h9GLF8jqGrossb69G/Dg0SYmhcSTo3mcaJIB49KgbioK33csqeIstMap1n4OkAolF2jsCsfFj0EZ4ednwrf8DKjfhMFHN59PE1+EO2lbgPFjsOlPwdX3NvGJgrHk2stsjVHxNDGaWuE4fwuOmokP8YfYJXQvhmyNbcnAVOs2rOwNB71GP0O2Slq5fBXmpPcmPMfK5zG5R86Tp1p7Nkg4ZyZMDMqAMF8454PxxHyFDFEkfMuDWcAwwOPMj6/XmIVg7iA8PxfCz+9dF5N6ZcAYyRgetW10qLyX5zhWCkddh/tBItIEIzAy66rC+uaDAX+qICmgHqqU2DxMkt7nxmBWCOxk/v9H5jwJ7nwf05TazwSLuEJzLecs6q17069NTKlPGq+VXi/R1CuMZzvgXKAc+0QfsSQIT5xxWJysUY6zYGhSYH57FI/t8YdHPJvOizj/k2adC4Zm1btRUzue50cVnh9VAUfGkFnjr2M3x/z2CFkIFE/fWfmG5OdnvhXDa2OcPn0GrTpM53uol5fQqgNjABcmSgxkxoG9AjJ/NX78PBuqfM6Gc+6zN/cI4+dKc/eLeLgNjcL1htHJHjfQx10HnJZzIAFMAN7hMWQ9qQePFQI2PHZcgFmDcrG4oq1gxsSeeM18Dm4t5LpBOx8B40/5zCbvPK1EVlD2w+DGZ0bVZAKUb3nA2fkUMH0Ixnt3KdXuAgBYvthwMSSLYG/LW8YGzQCiTfw8LOBVEC6T61PJGG6HRqCttTjlp1jmP9yDSHPYg2gavFCQt/OpTV4/gZesUGZrZIz5AO3gh3uxN+D3qR5EIFb5GdbFRbRABjyNMBMGh4UKQck55lJCuQar8L5OtEbTdZtuXnzwd+peNqTTpBTJoVNYSrkZitAB7K/fxj/7jt+AX/aHfwjn08H9SQE7DVDp9bAQyoSJwDjleayekYvYqdZ4KBpUtu0bdDMZA2GgnxwrGJTSL6a0881b50J4N0yt8QiIjpf3Qs+ho66LTcjXzsbvy4nWsQo3FQJ3pMTt0Ij2UdviWCnMg0W1cQ6POp9VnQsRQZSCOckYHnUdGmsx5Rwn4XVq5HrMGI6UwrnWmIUg9H6egznEdgdV2He+m+Nglscm3qmjpqe6AKqzGIWqngdrD5Z5KaI7Zt8ProjBWr30Or7lWXPFaXK1rMECrdO7ZuYoJ95whSpmLtBf5rfLGGyRNbRWFqo12Lszwmzeu2OW4yxeP7li1ssOp+/UqIM4n4K6euk1H0ob5GWJrmlAuEgBL+ccxvrG5PsYo6k15gdlrCKevrPC87cfQ0gTGqCPsFq0wXI7g8g4sky83+fulePd4dRNmSWvwidKNtJruixh8nwDm7jqIrVyqPszWYZuZwfdzk6CS5/wuAR4XOIdOvVGDByRn/l5PvwQJqXsD9Jc7UkZ56NbUmJPjCIemdCLTAKYhzlOA5iG7Wl+myjlsUieYpn/7Z69QBrlNKghzR3RLlMcCnPtXAicEzWz2+8pnSkG2RxNeYyM2ZiYoirP3ZEKzJdN/NFgeIo+iIwJT5IONIfbsSdNKAJXsWUb7qRVO96BdWMvcUiDxm2YM8Bsli9iZYvw5k4SdD9qWxyJVDMuYq86E+7LwhhU2drPxwFfJJOxDcETpXDgHA4DzgDAsVKxmTgZgn2mbeMxqbH5YcCYo66LicDbUnr8alssrcWu1tHB8lip2DKBgrwnSmHKOY6UwiE8lj0JBYMHRYEPlSUyMDzVCi+0xoUx2BUCt2+PsGNcCIh6NgNhQ9aIDVypFr7KPZ375FrXaChlMZnnmEyzuN/5szWWFy2cdR5/Mo7Ls0sYY2Ctx5j9OyMUY48nIuPYqT2LQ+QctwLe7OyX0VDG96vzAR9pEfPSr/qILdK1vkJ39qxGvVQ4/pklTp/6nntDHOHCa9azjGOyW4Bz36t13zqUY98GiK79+PE5qosFRhOO+WsFVKM3tIAy9xVDfgPmx3sluPu5GF8AwV0/bqqL2+b2da3FPvoMqM1yMGtiPx6ipzjhm3xzY2JzVFOW0EUZs6UmG8febmmGlTKiZGZiymNPYSl/Gtj/kR5EEwORducwBHtHfXYxUCvnIsNcSp9Zy2po53AgR9FiuEx6yUjGsLYWq0C9jBWdAFQHUqJ1DhLwk1mwKl4YE3u3UN+wR22DZUrTSCtySW8fNv2p6HRFi/cmZuZylJyjks8BAE/VEzTzT3j6YH2v19QFHUDT7aMBcF4eY69ocTfLYuAxDVQ/Otep1jhWyoPS5AmadrcPRAnYCGyJ/rmhrUsypmlGNKH3bIDlln2/8Z/+AF5fPMM3fvLP4+P/ym/czOKm+sEhyJbHYOOjEIxnkaY0Fd4amgJ1wE98/8JoFJtzpy0IKNtaMIYXWmMZKmkyfI5EsaSh4bOopfXNxMnFTDKGc6NhHCJ1ZSpEtHsuOccofK6P2haPQlA2lxJHXYe3QlaUmqATvUYCeNR1PohUKvYEokCNxnHQadwLzWAPswwqaOtmguFWmQEOyLJAtYHXUewUZRCPuygW71qNLOfI8jzQFzWqhe9tNJ3nKCcyVqSKcRZ7BNVLBaUMikLATHMY08YeQfODUXS+lBkHEwzz2yNMd31gWF2YSIukFgfT3QLz22U0S6kuOq+tCAEgtUaQGYfKvHkBT8T89bLD86PK6xdaHauEnLNgJPMiUnb8NuE97mZgwlN1Ls98b6W8EJjOc9RVh2KSIS8dprujmAk+K3rbcABBU8Hf19zdcNwEp16FUbFxNjbxCUAM6IhSSclGwicT6JaUVLSTsXc7HvQw5Ur1x5n+1CYuES0+zHtm/Bjm8sMAur4StgWTmmwFyTgO5Di2JQEAEVwWUzwCEOcomrcAb2E/D3PDwph4jIUxONEaj9o1GpqKU8ZDMtcTDsnkmE3sxZljLjTk5ASn+inOQ4C6gUHh9xLAUlY4LZ9HvZh2DgjarAMpIcJ8e6wU9jKHBVUGqZoI9NXFl2FPihNDLWL8Ygz2kxX210f4Z7/nt+KXfff347y81293HeaERKJn9fTHI7wZBbzRzuFOlsVgjwK5Sfg8aO2wMAZLazEKnyMAFElFVoWq2TljkGHev5fn8XhNSPpRcEg4RWsZwhjA499bTYOltXjSdZgKgU83DZ6EZDVtdxxkAyVjaJom4iNV9oiCeb8owJTD5bKN2MIZgxMsJjbLmcQ0tCUgl8ymVshyDiGyOJ+3rYHIfQNwn1jzjBHqYVqfeUzJS4HJLMMqMCrmt0vMb5eoFl3saUp44RONJrQ0kKiX3kxmfjDCdJ57s5gLH3gRlhAG5qVAywEFoFsqXJ43qEJT84vzJrYmmB+MwAULOPMCjDs0tfVBbWMwP+DI9kvkpcDyIsd6qSKGLIMzNBMMt+74vnbLixariw55ISIlUysTGSkvG58rt8zPx/EFE9x9toYnW3vWBDE4PXZcoJuMox4hDeos5zB5jm42i4LzbLXqgz9qKipfQO1WUJRVjFS/O2CKwU1eAAd/vef1E30kZEZj1cvmffaQjEXCxB9pa0GfNxciTqKUXSxJoxeCoDIEAJW1EAHoXoQqTGMt1s5hRk6LgapZWYt7eY5bUmBuBI6VgnIOT3CJJf9UXwVLQShkAWmCpqCLgLkM9D0d3LLo+jWAkuU4zp7hSB3BjR9Hi3/6J3fBFloyhnvhc6MeOcTFnwaqxjw8X/ElqkDt9AHrunf2Il0h/aSZ0RR4U2pl+pNSPpOg8Lf/3b/if//9v4SPf/2v89uk+9FnSiMsRrJsjQOZbTQAn3COLATsdD9pCAbclll87lRrNCFAKznH/TyHBnCi/ffkmfL6giJkW2PWNRyvsRZNCNam4R7fDxnWc2Mw4n1fonNjcBEAlMCUQJCqcg19F0OlcRr0DulCayp836K1tZiFAI80EvRZNyEwpKryrV1fLVwtWq9t6GykoWSlBMYcIueQDtjZL0PfORczpgC5SIrYA4jssK1xWNc6Zl8BQAgWLax9LyAVKl+jCMbjYIXtaZeeHpS3MvS/09jZL2CMi1U7mfOonSCHNwCx/YLMOJbWL2iriwaL0wbVwvfi85ScLO4z3Q3nKyW6RuPivMXyrIEJFFOZif769wtkpYQzLuj1/PHu3BPICxFpQ1pZFBOJdqVRXbQwysIowBp9MxX4F/i4KU5tw6h0X5vnG5RLPQo0ywSf0iRkG/Ap1Xq7zEVsaXfD3KcDfc6WYOvb3j354G/22EO6NcIlqtKlRhuJuVOKSRTMiTB3U+VkKgTWIeFTBoxZGBPnoRdae1ZGMj8AwJIxXBiDwyzDnUxiqv1c3lqLo8kTP5+Tzi2hRrLy+QYOTYWIAcko4AGZSh1IiSq3r8QgmrvI9ZF6gerwHOHdidYoOcf55AkAz8BYGoM2X2xq2kmOkAZr2ypvN8Cdb/yxv4PXz0/wjZ/46/j4r/rmzX0GVH/CaQqiqMdpije3pMCM9zTKtJpHSTtiYzwoiog1xgFvdx2M3FyW0pxuwnelDMlCwhjtHJbWYi/QMpfhu/JWYJoMMYbo+ZIxyNAnj+4/gPidW2iNgvt2ClQhXgQ8osDyYdv6ZMKOT2wuXzTR8dlXvwSycQYRKIU7IcjRqgjMkA5N7YMd7zIsfRIvmJyg9vMoVf1EcLSkxFnXaOjO4rU3ppju+urc/p2xp0QejAB4PBnPvJNyu1cgy3lomeMDujHpugdYwgRDYwz2uMDzixaLk3V8b7t7JUZBIkDNzMtxhqZWsUUQ0Ff9CB/yUkLvWTDBoBqNySxHUZKswGNTOZGY7RZYXrRQjYEJ1NT3x7sbXxDB3U0AcwiWaeYzfZ0yoN2k78ND5iWyacDEZs+eFDzd3meA/AzqAH1WbeBiCKAP7spjoH6z12CFn2z2073TVErJoAxbaoGfuFYpI7BwGk6PwWQdaSLTwG0nAKLnKaBrbd+UmoIrAlgAWIX7S9o7onZeaP8cANzNMowYw6lQWOTvxGocAbiv1PFIHSQKYMM55mGyLxmDDKALIPLwF8agDNXCO6XFnpjEY5dhYiZnx10hImA+Sd1E0fdgS3WFdByiYiy7/CqIApsLhHC/N6prKdgCPTUoPDerOnzNZ34cAPC1n/4JzJpzLEv4xUfQh2w4uSXahzJZ1BDoposSWvQsjMFBoM6S+Qndy2OtvR4uEaxTlvyo6+L9oeD9KACmct7eurEWRL5J++bNw7UsjIkaB/p8KVinRV3MagPx+ug90XGWxuBFqOTRcQ+ljJW9hTEouO/Bh3DNpMVoA91zPpOYZyI6W16etbDWYjzNox20N0bxWU/OWQQ8AMgKgSz3Tpf1svMtBWoV+wcREHtRvMB0N0d10UX6ilY2ZmcBYLrr+wlRIEXAnpdedL8KPfSstciLLF5HXhhv6BLsukXO8VxrGOewx0XMxJIt9fx2CRbc0DztMoNWJtB6AGcamARErfVW2WnrBoDaN0jce7AbqTLWOrSNiSBcL30vKdJzKGVv6PH1hTtehVM3wSg6hppMoqGWbJrY9oYJEattVJnrxmOvzd75X/xC+lXYFPR0LjULkRVY+RxOP7yKS3Qcot4nFD+lRljIGk6PkWVrVKxvSE2DqiVr5zaofDTHkIYXQKRsEjaJMNddaJ9YkgDu5TkKznEhVzgvLmDg53iiF2qXJL2cw65z0GHxP6O5KsxxeyHBuAgGGwdS4nDkULJxvD7PZDAYhWuh4IDmVaDHHxlkDUj0zJUxOFIKJx2uVtPS1j5p0HZD3AGA3/5DP+h//93vx8e/7jf0FUMK0FNqKBDdkEvOI2OH3tcksDLW1vrAOmxzN8vifH6qNT65Xsf7dS/PI8WStqF1x1Ot8ExprK2Nn31lDE4YEu0eYpC5UAqPAsachkCZPoO5ECBrvTJh7kwTzCTq/1xKTIsCa2vxRp7HwK8K+NKG9cmBlNDh83vUdTjYyz22nDeB6aCRF4QnIgRmfRBFZiYAUIwlioA5l2dtbFkQe/IFTMmLvp8pJR0BX0HrWo3pPMdklkcsoaCtqTWwANpAe+TcU/fTZuTUQkjknqIqmG8fQUnOtjGesRKapvvgzuMIEwxKmdiagYZWvo1ROc7AOIOz3n0aAwwh0xlqWbEKrSKggLY1GI1fHa68h9wyf9bjCyC42+TpDqksFIARzYX+HlbjbJ5HYbnofH8cnQRuNhGZA4AVAs187kGTnLZS45BU2A1st+Anjn1KCSyPofTZVa0XsBHIbUzolLXr9r0LZnALW4bdmmwddVrkMEhguTQmgh+AKAZvZR0rYgsesjRBvEyVFtJf3ctzX4ELi/AqUDXTQXTPpeaAnqHKFz5oYwxzrXGYZZHiV3IeQQABAA8DeFAVTjKGgjNkYNH0BQDuFzlGjKMKQR5RLOgaKKPahMB2FoLJLNBDhjq5eH/J0poWPEO3MALk/Azz1QJvPm0AEtZzhW/4J2+hyzKUWqHLMvzOv/MX8bc+8jEguwCKU8Ac4/H8ARY7hxvn3Msc7mQ5RgG80ntA4EWBFeCBmYTuZbhPcyHwwaKI+raCMdzJMsxCNe5+nmMiRMycPmp9dUqGYG2hNZ6GzPmUczxqW3/vKLua5zjVegN0KZlA9JbX8xyzhIpDwT8ZszwoCtwLx6Hv1S0pvVEKvOh+1DjI3AciK+b3nzGOy7MGE/gKVV5KMMFgMht1ajVXQUtw4c+5m0dDELJhzkN20TdD9wYll2cNtLKYzDIUpYDM/P/beuk1Bft3xmhWOlb6RrMMRdEHcOW4CFQWFR0svf7O0zGbkLVtao221mE/CVNwmKnAiMleqxS+im24b2t4VzZqJm6UjRoLIRjMQQnVGpw9q6M4vrrw/fyKAPgEtnZmMZ4V0UGNcRaD27bx10bOm2TbTW5nWtnQ4NfCvU+XecnocWob3TJtMUAYRfptckqm/XjXRZdNXZboxuMNfGLGQM9mWN+6BbP3NjD9Jz2bQk97bKI5LQ0eUoo6aagB3/vtOg3yUIcMbMyRtJ/inWeu8A6N0xDo54KX4hHvfNLSSjDez3O0gCcsWjuHu1nm7fFJexXwKE1sLqzdwKHTgGuU3KJBAQHpta7DIOMQ2Su3Q9KKquvEHKEglaijgG8BM5f9//hGgEb3loLlYS+6oR4vbaqefCazSuNr/rdPAQhJxe6ZTyoSphFDKHxmbPpTOJRZTK7dDsEZ4c2Ec1wYg0VgSwDAKryvIgSur+c5pmGtQYyZkjEsrcUDYzARXq//VCnyXMGj1mPHOsGZn+QeZ+4GNk4ZdHFPlcKzBO/mQkT8SBOPnvXjk7kfLAp8aVFEfKusjUZdEsBHRiO0K418VMJwRClAe9FFR+K8lGCcQeUO09086tnOntVY1xqTEJCNp3nEkCGurJYd1pUKgV+JrNSR8jjdzbF/Z+wp+LnXQpNurRx75kddcayWCllkU+SY7haRDkrtcU7eWSEvBXZvj9DmDKMkmUC6tcY5lACyUmK6m6NZ6ZjsG88ycMEw2c0jjqyDxnxdaxSlQFYKmMAw8ZrzArN5cQVDiNFSLzucPVujXnaoLnxFkxOzTBmIG7otv0/L9OM9H9w5zqDLckOsTsNkWQzM0gCO+vM4IaCyDFYIOM5jdU6GVgMmy7C6fRvqzjPAOujj1yDbBmVwq3RCAPkzP1FWDzazbOVxr5cDNoGSAJYm59Tif1tz7DSIGwZ16eP0uQR8lQKQrdFYG+kmADbs5p2VG6DtkmDUhWMq3mEha0ilsAjVGQCRzkmTsg7UvlWgpZQBiPekxCk0VJfDdXPofIEyZEyXASAqa7EbQPaWlLgbKIDkkkhOjWtnYRyQMeBDZemza85F3Re5JmogBoxVyOxq5/BIa5xo7a85VPRGnPt+PaF/UjZ54k1pCGwvP9wDaUrZTKmceopv/94fwO/7H78f6yxDl9FCjmFn7Vt57qzX+M4/9734zj/3ZwA45EphpDS++zf/Snz7t4RemrJCWVzgQObYCxlEorCeG43G8phtPEld5MJ9LDnHU63wRpbjg0URM6uHWYZTrT31Niw+JPxCY2EtzkM2exrom7T4Om7buPChzO5BEK4/bNtYkX3UtjiQEveLwtM3iwJ3pAR968h5jD4v0qnsCoGic7jdOLwxHkNl3h3vMMvgjEO1aHF61kLmHONpFjOH7yw9cKxXXuPQ69o61MsOxjio1sRebABwYTwg56Wnv1SLNvQgCmAfKDbjaRaNRXyg5yuCRSEwnXvBeDv1mj2qxvnG7BxaecexvBSxaazMvC5NwYFzHkGbDFZ8k/M15rdHWEqHUzKo4Rx7XGDtetOGxlrMQ1NeuhfkCCozAa0UFidrnL5Tx6AMQKRYkuB9PMsw3S1iBjgvBcpOxr54VJH0Ntc1Fifr2DPQB7U+ULQWG9nc98fmcJxdSRACiI2+U0waYlQbWguYQLcUTYM8UP+b+RzNByoALfTxa8jqVWwSbrKsDwzOPtbT/Aib0mCBMAjoA7yUkm7zvocojW1YlAYXw9cSp0qFCkJ4+p4Ki7WX4lG4BmK5KAA6BGbENkjHKMxRtAAiWnfJOaYAlNNoAg6huIiJsHNjsArBYGMtqpBg2oZBlfUYdBC2IZnDYXic4g/pn6ky9Si4B8/CsShQgs177Fnf7u9b9eCq8UoaZNdvYt4c482zxwBTPmmodvENP/oYXSZCUlHid/7tv4y/9dEPA6Onvr+s2sHjW/ewKCWQn0Uq5gGxJZjXV1eGRbyhBF5Dmrigzz/MsmhuRccgrTsFutPANHkRKn8F53gjy5HB64iPm2YDZ0rm9YpPlcIsrAsedR1GjEWMeVCWuBP8AShZSMFLqtHbBUe20rg7HmMtgbW1uC0lVGNwfuyTYNNdXxFj1uFFSGqtll3ElrwUkWpJybF1raEajRW85k6EFgL1sgutDnzCUYQKmjfl8hRH36fUY0wxzrB/Z4y2CZhSiFjtAxDxbH5Q4tbhOBpqKbhosOUNVnwz9cuzFpwzZPsFjkNCoWAMrwmJNQKWhM9lPMuxf8dtuEPLWkB1XtdNOLJedl6OUPjrunVnHHGynAQG1liia3oMWZw0odVOi5OnK6wWXp/unTL9955bFqmeLxvuvdMK4Wc93vvBnZDeZdJYcNVFx0qqwumyxPrWrY3+crJpvKg8VOX0ThOojk97UOvuIrtwfZaVd2jnI5g6A7VeEJ2CO38DwBvxesgYJTovApsVHgoG0kpeGhSmvWhSofSQX5++nj435OKH15UR0MHunibNdDCue3roMDOYnMN1+zgZHHthagB+4shCMKCMiO+N5Yu+P5qUeBqqls7mOC2fY2lM3E/AL/pXiZ5hL9BZqgCsAHCh/cKADD7WzmLEeASRkjE8oH5MQZtFGdwJVQaDRoAaqcbPKlBmD6WEzGoszBLnbbFpp51mPlNnNt7hO/7934rFZII/8H1/Ebt134MxHbv1Oj6uiwzf8X/6Gnz3v/flgPVW22W2xu2QPaVscWUM3kraB8wDbfKZUjgKWgMdqImApwGtjKc0vQiVvAnneBGqbIB3qPtloxE0gKdK4SfbNlbhqhCcN4FSMxUiahrpvpG2YqiloYyphM/sHiuFt1WHPdFTcO/lOe7neRTP5wWPouoRGDInsFp4UODC20dPdwucMIO5lBiBRVqiEAzVokO16Pr2B5Ne26bHBq/dm8ZAarXsoFoTgxUAoa8dh8x8s/DRJMN0Nw99ijxwamXQhLYFpKGzxsWqmXfQXMeq33iWo200uCgxnRdocxZcXdkGpaYLlEcuPD00g42LnAPp3TnLEHRSK4gT5zAbCxzcnQTRfhv6KtnQe883zR2HHnnjWR6bpvf223mkqaY0T6ookgMnGdBQ43KiH1GvJs453PvB3bXDCYl6f/8KTlEScT2fw5Rl7DmXrVYwZQk1HqOZz70mu3zqDxYSgmI1gVyH+UVWaOeHvhF5qGpkqxWs+uXxGiznXmdH2ETmVGk1jvBv+NyQyZA+HjJKho+3YZLN0fLam24wBkqBZUFndwWP0iAzJEKdnuKcdzh/CRZV1vpAMSTg9jJvpCGlxNsBhxSAU1ygCuwNA8TgTQMxIZhiEGEK6cMJT2Vwbxziz1OlIv7MpcQ9eKonJeYkYxvsj0Mpgdm5NyOhZu2y8p/Z9GH/GRIWyQrf/hf+cp9UJFt5B+ysfWJnZ93gO7/vz+I7v48BcMi1wqgz+O7f+jF8+7d9NfYyh7no3ZEBRDOsB0XhzbnCXH4UvmOkbT9Wqm9IHqpeKdaQHv4jo5EP0NoWR4EZcqJ1pP5TIpZa25xq7bdTChKIVT8QKyXQ9Vch6CPNHOBN4L5iPMaHQpDKOIuVohnjGFng4mSNatGhnEjMD0pk+4VPnAkBuWjRrHyglWKLb0qeYzzztP3pPI8ux9VFi67xrpNElwcCdXMsYzKtnMjYq47m0+lu6IUqvJHW/GAUzb+o4pUXEiY4TY5nOdzY04apZQ7porvGhGvtPRa0c5jnvqpIQRUl/BvGsLdfopxkaFa+QmeNgwk4kpcC42kWnDazjabj45k3HiMZQh0SroQhTU2Y2GIVqKjEdknx42bB3fuVOxrv+eDOSIluZwf55SWsKKEmE7SzGYRSmDw/idt14zHUrIBod7zhSWjmqneanlJJIBJASJczXxGs3wRTDPmqBlcd1GQCoRRk24CrDjbLYzsEl7leD5eCZQps9PfQLTEVRW8L4mjbIXCm+ruBjX4mfLbQWQlnJTLhF7LUD0YllJgNmkf6d3reLS5ejqg2iCyLjWtwNscxnmMehPNpc1jXAI2s/H6ButO6OgIpOXNS1lAyhooxHCcZ25OmiVk72p764xC9BECki+4JgTfyHI21OApVyCPlLfRVCNpKYTARRVwggHdgO2/hQEqckF4yzXYndCQH4Lt+29fhb33VA3z///2/wHxVY9RdZYqvswznszG+6bv/bfzYV0gUzGLEfdZ9LnxAd4vE+IzhNOgFaNFP2UwCQdLIrUIFVOY5FsbgqVZRtzJNsp8EYjQy5h3APrle422lIj2TMuqU+U7dzKhtAgCsncMkHO8o0H8/kVSa6Bqo0XjBOT6xXuOtpomAXhYcx12LQnPczTK8sVt44BpLnFuDp9Zfn2TMu5ndGcX2A6RfWK8U9m6PsH9njGIiwRxitUllPrGhGhPsoUsPmqVAXkislh2cdZiElgVcsKAn8FNptegwvz0K7mQiUhObWuHsmbeRrhYtslKGYNKbmSxOGp+dPShxqjUOxhJjk0etW5OpqM1ggmHR9Q5zPokhY2+n9Ju0NAazTIApREfNnf0C012D8SzD2bM1xrMMo1mOLOPxPo1mPTWV9Iddo4P2wmC1VFhd+MUNuYM2tfItD4I+kQJTZhk43m9i/rJhpISaTFBcLmOlrp3NMDk5iclCXZRod2ZR401GKW7you+vlvTaNMUUzGRAc7iJT2MvN8jrGiYEjzbPPTalND8y7UiplfT3NowCtuNSShmk5xMNeWSpANGIRBkRaJb9tzk1KInHTY+ZBprbKIy8i/TlxuZ9I+1kjj7HMbTzFMqIQ90+lM29AUvY9lxWyIQPZhZBA5yafwGIBlWUOBSMYU9rLELV6yBQMknrdRG04/fzHA+KIgZEFOCowAopszUmwieOFsYA+RlmuUfWJa0rKDBP1gHf8S3fhMUOwx/4sz+A3VVv/JSONNlYFwJ/4Hd9DP/N//4rcVsAt6Snss6lRMEZVsYbl9D8nlbPUinEs+CkTFRMf/9tlGhQIvHc+CCW+s49bFs8bBqfSLS2D5DhfQLmQuB+0MVdhMBSAwDncV58q2kixlBlFfAJsQ+VJY66LrbMuSUl9gqBU9VBaIY3sgx39kuMZzlM4d2731qv8Uwp3MtzPNgpcG+86/XF+34O7BqN/Ttj39+t9L1RtbLISv8ZHyqH6qKNmFSOPb2RXCzHM2+alRcCr93z3gF1pbz75cEI5URGTKkuWpw9q/Hi2RoqnHdnvwyaPY8nu+PxBp5QKx/Cq7wUOAvrAfo+yayvbNI9V87h3BrsFV6rTi16yDH67Nka9X4RHaOrRe8OTQlEmYmoybbWRgyplwrNyicKVdAWyowjC8wZYx04esOXl433g7t+vOeDO8d57N+jyxLV4SF0WSJf1ZBNg2zlaSomy4KbJWAOKEDxi3bUbwLdHOAasBKQtaeAZA4GDKJ1yFaVF6nnk3BeHxxSZc8UzNMcttAit+oT0uodPU/6vKR1wIa5RjoIQMePkQVNXVyEs80eZ9q5WB2TrAcoHfjtBugrbcNgbljJo5E+pusZPpe8RlnWK5lhOlbSVsBZCQXfh40CiDIIvGlSaoLWL7pihkCFtBFk0nKqtTdtCRUwysQCPis55RxaCBzCZ18rvgxZWh772dzLMsyFhXYcBecomcGxXkPV4fqpUS+ZooSF2D/6GuDLvu8/wCd++3+HL3m6uHJbnu7t46P/1X+J5bwB6sdox0eAtbGHUBkoLFXQJ1yESZoyn4DPZGYB6GJDWVkBtgDQxu3JinzKedTkkTZOO4fWWhRhoQJ4WlMbaJMfHY8jrch/p1jsg1hZCx3om9Tr6dyYaNRCgExZ2WhiEwD9UddGZ8+j0Jx2bS1+aVlixjmeM4ZnXOG4WsfP+URrzOi7EDLpB7cKHB6M8PzIB9kUNJE5TOMcpAG08Vn5B2URAyGvk/AgzJ8xLBctFqfrHowzHvoS+Wa1+3fGaDmgW4uzZ7WnVIagiSyuU7tqarFgjUOmHCTzPfsOpxla581RyHWM+v8Q6FbWYg5ECpQGIo1tTwhkYGhqjbNnNS7PGkx3C2+Qsk9OniL2rfOuoN68RWTeUc3TND3I6o5H4X2WNCQvJxmmyjugyVWoCpW9oxtpTxj7/AjuGGMlgL8HoICfDv6ic+47B9vsAvheAG+Gbf4fzrk/FV77tQD+S/hezH/COfddrzxpMEfpJr4SV7/2mj+PMZgeH6O4vITNMnQT3zLH7FPAFLLZlx8Oc6b0OBWGHssr+MSMATcWelTGPqputOwraOl8njJG6Lkk+baBS6mBB+FSGmDQ9kl/NAABdwiTfBWl4RZrazHiV82tgEDLTLGTjg9c1aLfFIsC5i7pvaZulOl9Ce9XqRG09JVAWginGAT4ueRYKZwHfAUQtdASV/GH9iFNNNEIJWNY8BY6byL2kBa5ynxPSX+fWpzTdVI1r3rgcXP8GN/1H9zH3/qV34zv/71/CfOqvVlSEQ6z8DmVYR5/0oV+oYZaHW3iDQWmXqNfoMrWcT4mfJ4GWuppqFAeq177TnM53c+5EPiq8RijIJ8QrDcGo33oO0LtfSgwHmIMBd8/vvaYQQE2JTKXCb4IxvDEKRwvVVxLDB275/MMh/slnh9VqMP8yHl/DzQArHs2ClEvvbbbX/8ZZzFYo+eoVY1WFtN5AVPwiClEBzXKYrabQ4fK3v4d75BJRiuutYDwydSDqZc/jHi2YZA1Yr1ZDCUaKBGM8LnPhYDpLBZnayxOmlhNLMdZwCYBrbyurmsMVnsFVKCUkkumzDh06ODJOY8YwjkLrBdfoSMTmiy4TBfBtZqJV+PH+4Yq/XjvB3eCx4DOFX4CEmuL4mIBEfr0qBD4xaHHm32EbA6hVHjOwfA8BjWidSB7aT2WEVw1OfukNEoaadYzDeg2aJhj/zhfbPbhScEyDfLS86SNSm0O1eZQNkcjKzBZowj6MaDPhlLfM+ovR69NhYC0FppZAA1UaCReWesnbgLRYWsDem44UrBMA9dhE/BUAB7eKzVbV+2ur5zy2vcoc84LuAMoAMCdLIsZRDJmkSGA8WCrN/UQwQjmQbgvT0M/nYIzoEPUkBFAEeiQI2e0tg7nV8pPstj5FGblpe8NGG7BrLyMRidqeom7L8jaZnMcLhZo3WtA5++naw59FbM8hhxXvkVF0M9RlfFUa7hujgU1pg+vL4yBuviyDbe18+4M5/kZTnUd+wIRZUUFqiYJz4+1xoOiwCJQP0+0NzCYJGJ1AlWi9dJ1UR8ictgE+ia0dP+oJ9GCHOpIA8MYLnQTJ2zS+gGIdJ9HXYe3mib2tLoXWjnQ505g7pgHzIMPTCJo5s6/5+Pwnm5LiXnIms8PSjhrMQmf9dh5cMlLgedvV7FCRdnIYuKdztoQ93RNXymczHwVjhw5SbsgdnPs73pgz0sJkXOUxuE4oQM33GIqBSQcZMbAnA/sR4zhNHwH6LtOi1+6z4dZFhqKI2aFuWAwBcfB3UkQ93vXTS9gZ2gyf7e5YDGLmrpieoMUfx6Rc5RBzzGd+16CdaWCXoL77fy68/OpiXkL4OudcxVjLAPww4yxv+ac+wfJNr8LwKecc/8mY+w2gE8zxv4MAAPgjwP41QCOAPwjxthfcc596mUntILj8gMf6HHKMpRnFfK6jo7L5H7pd5C+RQ79rcehjYH2WJYvAJuDtQV4127ik6wBO0qqbAk1PJ2zU7ZIknBjbeGrfCkuAS/HpfSx9Vq2JsxDbcAkwiBapNPfaTuBFI+UWwOZp6+3LjRAT5OiKRZdl3wcJka34RDQY3ZoPaOMCMeofSBnrcei8H8oWW/mQiZlh1kGQ3RN1+vx7ud5NFahxXXjHO6hX6DNE+wZVjBT1kPjAq12/BhlaKfQhPe6N1qi5Bw//hVjfOgv/Ub8k9/yl/Al71xe+S4+3TvAR/+rP+aTiosKDe/QTB9iyg1O0ZtxEf1StbuoBnhz0uRA/SDeNyUrvJ2f4WR0gkdddwVrnoXkZGMtnikdk3kP2xZLzTEvGO4XOb60KLfiTAwyQ7PylK2SYkzjHBaB3dJI6ZktAUMARPwAenz5ZNPgYdP4zyQkhi/C51oyBgiRYAuL2EKawqOk4fnCGBzsFzABVwAgU/6z5ILh7FkdqZLWOLDCJxCz0tNNTaNRLTpoZTCaBCOZ0IogLwTmByMoOO/UnHNkpYDQLlZXyXdgxHrHV+n8+17ozd6y2jmYkBiWjGEERCo/4AM0lTHc+sAmjtRVF1v/xARfQrEk9gdhCLFfSBKR6r8RzsmFbwvxyvF+n7s43vPBHbI11Bf906ghkBVHtrqMFT1uLUTXYXJyAnt2FpuLmzyDFgKs9RQB3vkvnBMConWwahZO4HrQ5fXVrGCkrYRbzbd8QdPArJuH5uUrf1w6RuD/b82kEnCmj4GovYgi+fwMjneekuLf1Pb9wvEzYfoJIAkCAT8ZIPfBXqOqzd572zR5Q6rMsEo5vB9p1pT69SH844bjukDTrALAl8CGs9qTUJERAHRSdaLJirJ+ZTKBUQb1fnBvXBgTe/akVcFh4EKW21RJbLI11PQhZtLi9TyHcQ4P3VF0GCV64lf9yBN0UmLUGayKHNJYaMExaTsoIfGr//En8QP/8v3eLTUYF5x0D3ES7akdwJV/rfpwdEVV+RmUrLCkVgrUXJfucaBenSfW5ETLyoTxC5juFs7VGW7nCg9DALW8vA+Ux/jiscYb5CgW3j99V8i4hQCWDF3IFKexPjPfqJF3beWd19HoMZrwec44j4EpaVoOpIyBHA069p1MRjODoWtdFcB46AZ7mGUbLRpWofI3Ctl0ov/MhYh6DNKjlWOvuRvPcjDBfHA4L+J7fH2WY2dfY37gqT1Ea6Rqn+E+o1oyhnIm4RiLIKycb79hnEMTkgekB6Uegxqh8pi09JiGbD81FFaNAec8GLb471xeCDzVCkvGcHsng2p4vDbSLlK1jdwuDUegpoqY9aWAT2YcyPzro1mGnc7Gbaiaaa2FuEHm9RfDcN7WkybDLPwMVwwOwIz5cuQUwBn8R/I1AB46534KABhj3wfgmwC8NLiLONUcAvWbKBZryKaJ7Q64tSgXC+TL5VaM4lZBdAom9zo9qEnEt2vxaWN+ltuTcQmW+PNYMKOgs16ntsG0SHGJqnjpY6DHitCyx8mqx6TBPsuk6sdkHf+fe+ZJgkvlJSq7gGt81XMj0HuZhCDFvaH7dMqeSXAoYlA3h+IddKCTluirSFThMUgwBohVvRR/oBQKzqM51oOiwFOlMBUCh2H+G2JPFRKVk8BIoTlXjR+jFAZv5DkEY/hJPPGa+rCwB4Az4XD3tN76VTxcnKEVY6CZ9/epOcRP73yq/3zpd/0lXh8/xJvqQb9eSRg+TbfvNfUUOBPWhNZOp6OTaMZy0uRA9wHc3jmOVE26b7E1QQimT7TCC23i3EtJQu0cll0ZvkckLymB3FP9l8ZgETCbjk0achqk5zvMMhShkkrtdyixS4EgnVMyhl0t8KhtY8ultbWxCjYJTqNzIVAIHpNmZdTdedr/hbUoxyJWIr9olvs+eIFRQQEUVdCeG69PnE44TMAT41zEE6DXh5acowgMHFrLHIV+kwCiQyxhyrpRUfsH+Pn+1BgsgU0cMS6yWYA+IajQG7LIrKdYMsEgQqKU3j/py6Njs7UQCVvkuvE+LbMf7/3gzubA4qMQ6wz55eWG2yXQt0IQyrc3IMcx2TQRLAGAGwtmjQfcLI+UFmYMLNlRqywK3oFNS2tmNo0zNpqjh0CRnNC4teDGIl/V0HYCUyRaPwJUCvaAzWCOACl1bKRtUx0esAlUKaUm/Fb5mef5E4ADGw3IWfm8f0N03nTyp2NT5peOkQL4MKM6rGgSoOppb7WdAgb6yYomVtfNPcWT3l/QFdLEDyDq7+iHLPlpUQwEOkJwfATCYjoJNBrncKJ9FpD6+wDYEI/PRRZ1bF9WlqH/mqeuTITAv/sDn8FO3WJV5PgTv+Yb8Pt/y7fij/z/Po5v+Z//GnbWK/y7f++v4we+6o9stswIC8Ar1NyUMgX0Wku6p8OFTuJOt/HdkJX/3Ol8gDfJSb9P+z8CPXqGhTH40brGw7bF63mGNzLfE4goHWQuUIVAbT5YiBisPbB3+96BlXdQOEPFGjxKMoiT4HJ6FMT31DqDgGk3UBAnAXwpA/7JYDBDtFwKxhE+S9J9UDaaFk+UwT2QEhPnQeZsUXvR99LfG5mATeMcVtbCKBUrkPPCm5ms4YG1KCReExIKDhfWAtZ/d98OrqyUzaZs/jOlcBwWGdRzchKy/FQFXSdaSXKCPcwyzJhfMOgAqCLP4nf/PGgsSSPUhb5H1LidNIIk+NfKQkmOac6ThUSLcuy1eqrRaGods7M241DKwoUgmAsGazi4uFmD7l8MgzEmAPwYgAcA/rhz7h8ONvmvAfwVAO8AmAH4Tc45yxh7HcDbyXZH8AHftnN8K4BvBQDcugcsPgpZcRTLc4imQdY04F0Hy3k0VxFKwVJCJWBUxCJrkK26WOkTAZ+Q54C1G/i0iU0GQzJT7OuaYBNgQuKxATMZ1OS1zTmf5hHCpaFFfzpHAZsB3zZMonktzElOVp4ySXhEc5+eAbxDlq198myIQTQIO1IselkronQeTSp4irZP9w+jcV6/rkhmEJJWCn4OOtYa0L4Ze4o/t6TA/bzAbsAfWnivEp0YJbnoPGTYQkm1tbV4ohQqaTAVWZwDP1gUEXdGjMFwjq/+Rz+DTgqMOo1VUSRJxRZKZPjVP/IIP/AvfSS+54g59FlRQjA1hkvxhgL+dN1C9/UlWKOqB/6fh5LS48fQs6eojMFPrBs86dQVnCkZw4wLtNxhAURjtsZaVIz5RGvAGPqeVvIoUj9Td+fjENwQvqzC/HovSAso+C45x2eaBgY9tlDykiibpFGvjMGdzFPsZ0FPfphlmDiGrjE4u6hDS5wumS+dZ1FoG51cK2OwkhIHdydYOounWuPgVoEp41g6C20NWufNeYZ4IhjDk7AuAYDW+lYPknM8VQovtI7SnBRL7uU5CguYzgYtYIZ1cKS8tF5eQRIBwpH57RHyQkTDLQC+lQEEDEfUY8uMR6OZrtVRE04VPm/swmMllN+Ilvm+WyaN93xwx7RAcdpBl30rA2qLQHbSpLejLCmzJriUAbIxMeAiqqaFdxpLBwV/jvv9AWw8pkHPOZ4Ed4KDGwsrNpvSctVBAl4UjxJOkP31nrexpipgzDB6SihTzNNmgCuZxhj0xZMn2cvUtSwVvNPkTO6PYUJ3iRNXnPBp0t+m2SBwoMmfXkv7/Q0qSPHc6bmoYhUma8c7D7gp1VNWmEkb2hh462micwgAWgjcYt4Km+h/1Fj2UdvGRtiULaU2AQSYAOLETfTNEeMbVEPAA01qSpNSaDJl8K//8GNcTnL8O3/wt+Nv/rKvA6zBt/3O/wg/+NF/FX/uj/3H+PWf+DuQHYPmyeIjBUq6D9uC5XRhNdSYDME2Dea2PZcGh+PHQHOIt/MzHOs15kLgI6MRMrDYK/DcaLS27yEIbGbUSs5xLwR7x6zBMqVR8Q5LzbEEcMo7FIGyeUGaPiD2niLwoia6e+F8T5XCKFCHyI6bqnky0YQ8bFuf0ZYCcyaiM99cSnxxluOdn77E45M1spyjXqpIiclKiXWgH+7sl9i/M8K9/QKPui7apVPSIM0KX4QFGlUEJfPNei+ci++nsEDBBEYFj/QnqlQa59uIULWyYH2Td8qwAt7+uoJFWfgkxqrTG99BHb6bAIIhTYYzbmG0wkEmMZ7lsMZXGVXGsDbeya+cZJjDV+0ooKuXHS7OWhjVawcBRH0gaQzZ509sB+ecAfBRxtgcwF9mjH3EOffJZJN/HcAnAHw9gA8C+J8YY38fw8aq4XDXnON7AHwPAPA3vtLlZwYm59BFCdE0PnGY57Ccw4aALfZltSY6Pmer1QZGGXinZtpGo8enjfMP8GkTm3wC5Dpskk0T/uZwYi9cS5A3EC51+5tadcA/vg6T0jmMMGKQcNzAhAEOqHQb0jYDV2magf2w0dKBgkFKJg5xiM5DxyCsC4HiNgzKiovwP+mD8cr6VjIGXqtVcB6xZ8R8Y+yfbFs0TRNp+6SDvl8UMVEG+PY2lTG4Sy7T8HOicQ46MXc5DYkjmo9o/OEfTJOKX++Tih//s/iWv/1XsLOufFLxX/zaTSxJA7W0WnsTvKF7c1OsSfrFnq9uYWGeR5y5jzzizKnWEKzXjcXvJxCTdFPOPcbo8J0qj+GsxLn1PXpjg3Pbu5+m+HKYZbglRWRykBziwvjm8mlbJh0opvTZET13lKwH7uc5Xjyu8Pi4jrhCJiXjWY5q0cUeq3c+MMETq3EcjGsWxsRrKIJcgPg7B8EZFIPrJzzJchbf2yKshQ6kxIsgAUixhEzaAHj9OAMAhme6N2yj+0UVaJl5d+VnVkMYh9uh9YFWBpPAaJGMYTTOMD9wGxhCbssU5AGI9H9qq3Njzd37wR2AL4DgDtZGvRwNVZaelpn0FTJZFsGNtpdhH58VtXCcgxmDLGRECeyEUpECQxU6/9o261YVf1MwKZWf2JgVcAGEe42fiAEmAHBr434AAhALMFvBcRHBmNw5ufXZWrSF38fmvZ4vpYgSyA11EqTzSyuBKQCXx8iKi/6dpVRQ+judwIcObMOqI2Vl06oSgcD04QZNBM3hpr4jHI/JOtAJ/ESlgiZCc44qCJyJVEuC7ipkVWnyE4GuQPbU9/McHxmNIr+/CJU6mvCJz6+DtgJArE69CPbLdznHKWNolMLaWqh1gT/96345/tC3fC2ez/cA+zBc1BR/41e8iV/y4OP4g9/3P0BaA526n6WLj+u0I3RPXzZSIE73Hx4rBfEU3C8/DJWf4WT8GA9ZE+8VtZtIez4R0E2FQJloRyjQ2vheUOafd55GLCuch8rCiGhZyQROzYJ3QyD1qPZ0o/uhuS7pHpbWQLkCb4RmtpUxeBQqbZIxQPoFwZ6UeD3LYusAZx1kJnBwN4/6hvE0R1113i2yVrg88+D9pfslnmqF4/C+0kwuAS6BMDUsrqy3mz4oS0y5p2tmYJhYr9MouW8M/yjRLFK1ci9kkQmIj7WGTKqQkR7mXAwMTbh3tEDSJUNlDRbKu/5pAKdWAzsCKxg0yleqZ/BZ13KSRfdMchkFENziTKzapdRObtnnjaFKOpxzC8bYDwH4tQDS4O53APiuQOF8yBj7aQAfgq/UvZFsdw++uvfyYW10V6bkYzeZwGY0j/t532b5Bj4gVKFTjBJAZI8APWZQ8Adch09q47fJsivYxFUXK3+y6dkohIH0XI9LC3/9Zg0reNC2F+Gabl2PSem8n1b4UlOxFI+AGJx5SnnXsxxSR890bkuTjcMqX3p82qbb9wEjBY3UXy5NRIZjZdm6p7UlgcPa2tB2yEV6Nc0TlBBcBPyhRBAZfU04j8ZWWag0HcDPXQtjsCtFz5SwNrIcaPHdOG+cZuocv/6H3/ZJxT/0b+Nv/ou/FLCfxrf9n389fvCrvwp/7o/+Jz6pePn/gZbZVZwY3kcaL8ObdL9XYc1Q91k98IZr5TEe8jbOa7tCxIRfbLUDP4fHvrUBY97uuv67kFRpXagcLuBN54b4Qrq+GRdxHl4Ys2GKc6wUliFJ8kao8H2irnGcBEwSvZ7P1CbiSl54UxLfbkYmPVOtb5tzssbd/RJF5gOzY61x2ra+XQ5jeBG+Y0QnPdUaF8bgXGtMA/4RnuxBYFqWeNi2kf1BTq7TAZY01mIRqsMplhCuU+9iE/5eGAOUDCfWB6F3Qi/H09yhKAROwndxyj2DI8UQSghyznB51lP5fX/UHj/GZXb99yuM9w1V+vHeD+4Y8wFZAB2iXRKlMgZNXTeomgVqZZhwuTEABYhKwVJwJQR414HyRiwAszObWdKtlyZEBGcAcNYCUPG6iC66cb3WRu0PDWq+TtdjOYdse70GBX39ts3GewU8/cZl7iqFgiie9JiCMHqu24dKqnkRbIdB4Db3T/ohEE5BOtVtUBaWNGMEuDufQjl54hfrIQvqJ3PvWErUihnnmHEOaYzv2dLu4hSLWDUBgCJsMxUiZsio4kK880+u1/GYt0NT1rkQQKjwVcbgONAIJWN41LaRh0+LeqIMLozBsVD43b/vX/YLhGraB9H+g8Lz+RS/+z/8XYCtgababGYftkm+BP1nNnyOxjYgTSlTLxvp8VMADs+/bY9xpHpNDI2Sc98PkDHcIgG7c/jnTYMnwRHTXX6odxKlhAHpMGwe7NB7w4Up966kBLx0vich+KmCZuKtpokNc6dC4NNNiwtt0IaFFlGiliE7TlrBh2Gu+OrZGIdfNIXMBC4LD2Rvrv0iVOa9kQq5o1UXLZ4fVZjNMhzORzjJMjwLFcLj8J2aC4Hj8DfpcI6Viu6tRBmNzm+djYs/omVRRnYUQJd6FBVh8UcmODRokteDxyIsKHWi76sC4Et4Sm3UNsH3Fjx9tkK9VDHrSgsRFap0MjicdY0BMsBYF/UUN6HV/GIYwSBFhcBuBOBfA/Ddg80eA/gGAH+fMXYHwJcB+CkACwBfyhj7YgBPAHwzgN9yg5NGnHKcR5wCEAMmDsClQVt4bLPM4wJhFD0vhH/NGMiOgrQ+Sfmy4YSIyU2gxyZqy0DYFPFTqWtxqa/y9RW/V2NSBpONAVm/Go9S2mT9JlQqAxhWmVIsomOmwV314HocIknC5Yf7404fItv9NO4FPVZsjs78PEHtAFI6eqNynKsOkhno4DJJejvJvHaX2tXQvPSwaSL2EF0uNV8hXbMMOquHbRv3J8yZco5zY/CirfGnf92X4w9982/G89kHgJrorVP8ja/8GH7JH/84/uD3/RlIrKH13tV7cR1uvAxvXhUYptul2w50oE/tGY7zxRWcie8xYUQsQiuEiDFJMpiNj/r+hryLbuKEKYQvtKZorMVn2gYX2uDcGPz4eo37RY43Mv85vNX410wIrOnzKBnDlxYFJGNeG13XKCcTHL458xWrwp93f6mRl77NwWv3phFTfAsd76D5y/ZHuGO0p+sH3AAACIGHbRvdqSmoF5Q4Ra9NJYMfwpPS2j45fUMsuQmOrEMjecm84Uyq41s8W/t+qJyhrnyfVK0sjHGw1hu2dK2J2j3A48po9opkNd6v3KXjPR/cMecbjbsAMjR4EtjRcELEoE2EYM9wHgM2or7QsEAPqsBmVnRQ3ds60iAxAC7p7oTyzYYt+qwsXTeMgRUinhfYBG0e/mZZBoQsaxTmJ/TRft9gh608zQYIlcwCm4FaWikCenClSsu211LaxrDytC3Tl+5XHvc9BolKQ9rBQMmZBdCU8H3UgkdlzII+UwrPgDjh0zkcgHPmK47EMycnM+28W6EyAntZT8EkB8MqZO4ocEjHqdZ4qhTakEVbdiWgpziRFR7JOu5HNJAmb7Dc+VSshGHx0e33Lw2mhgHeywD2VeOmFcB0u+E16ClQvwmXn20YIPjXHZ62Coz7hvKphf+y+oBfTBEFpzzGbOcRXs9zzHiOZWGxMitIlsfPjjKLFOTNpcQtKbAnZBTBk4buYdvik+s1DqTEbqLBO9UaHyrL6ApWBOrsJ9frWGmk708pGabc4mjVxQouADROQ/LwnXMMB0zi1izH4uQSl2ctypMG5UTiS3cL3BvneKtp8Mn1Gv/raoU2AVSix1APKKrMlcw3TH6S9C0EEANVuoeUUa3sZk/CJiwEgbQFSm+MlAZtGn0GdhKywFR1aFca5TjD0ll0rUHXGCwXLdrQM7BrexpmaoldjuWGs2bquPl5MO4C+HjQ3XEAf94591cZY/8hADjn/lsA/wmAP80Y+3F4Kubvc86dAgBj7HcD+BvwrRD+pHPuJ151QhY+KxeqXybgyrYgzITvoOg6mCSxB/QYZTkHhPBB1xZ82qzgbRnXYRPhUBIsAldxyYakZ4pLlJiM7YECw8EOMIkepwlX3yM2oWsOg4VhQPcyLEqDN+DqfDbch6p1dG46RwgoSduUYhD9f7XW4klgbsSAJMznC3ESdU7zgD9UdaNAjVgPb4V5i6pG58ZECjr9/5MOd2EMTjoA3T5OeIdH+QKHWYYHRYE9IdBOS/ye/9tXo1FHQM097lBQq6d4nr+J3/3bPhbuAbYm8+J4N3jz2WJNijPWG6kNceZcGQAmNFoPjbmdw7I+8O+PDHzGj3F3do5DOYJkDKe6hnYMkmUxIBoxbzZCujOi8jdhrr4I+PKTbYu58P3xmoAtlbV4EHrvLbTGvTzHUXCGLsL898mmQckZplzgUeWPcW+Uo7EdwEPlyQFzCHzxboHLsxbPj1YeVyYSX7Zf4s7I/+98MvSBBTw2UJuhw0C3fGRMNPRRzuFR10XmRhmShLEiFyqdN8ESCuYAH7DJcL8pIJxLiTtZhpkQyJTHAFNwCOt7yqYYQs3JozNzcP4EEN01ZcYxGt8gXHnfLTOO935wZwzyy8sYlDljrtA0AQ8eVggPRMliKt3WU0iSQA89YNLxbZIV5SE4I4BKz+kS4ASwcc547q7rgdJsUjM3AJ0CvfDcMPBDyKo6IXqhPN+8bgLvSO0UArYtfLuDNHu6rRdSOvlTpY1GzMCF9hJZ3uslUgttyooScI4f968TZY+ytNOHvn/f6ASSySgSJn1CpJ8g9OdLxO3obsdjNbIC4xqNGqHJ1jgH0JDFdXcHkBUqcQGtFN7uOjRqBOi9AOp+wj5MnLtowmutbwIerblDQOrGj6GTe0OTa+O0zzYD241P0uDYbvmXvSnAvoxOs40qs3HeZBvStKSAn+pX6BjJosvxDk9T45cQEG70zJIVpkLEYHsqBLSU0e46tb6mx4DXxx1KCQTr8QMp8ShoJ6l1A2WxtfO20Gk28lHb4sIYPCgKHKI320GoLOpQlQV8Y90yAbi58K0gDqSEWmvMbweHMOMwnRfQnUUZFq3aOXy6aaCdw4OigOI8toSg63iU0FeGbUkoSy+TbCwFeiS4nwoBb33RgxzNBCIBvYwxvAj/N5Rt9vQjr1HZ4yJSTpvaN9GVwWrb6+wU8lJESo1SFqrRPiFlXaTW+N5FDEpZGHN1jvvFOJxz/wzAV2x5/r9NHr8D4Ndcs/8PAvjBd3NOZgyy1aqnUG7BKSdElBRsw6gNnOEcouv/p98NPm3Dphjg8WAYNkgwppo/wEfEFluSkcY739E+5ATqry2VHphIBbWCh+90Bmdf28Qjok8O50uar4b99tI5NN2G5mWSIVDSafy4n9tS6vj4MTB9CDb9KZRcxjmFMKiy3g24dQ5Oj72mmJKUIRmq8jNortEYjwFAj1fQU6jyGCfwPeAaep53AJqoIZaDxfaxUj6hmFBKHQBkvUcASQoaugdpgjbFnvi6xLB/4rtOIqb7vQpraKQtnVL834Yz4Z6dy6p3fybsJcZLOB4lB6nSByC2hyJ8KThDht5o5SAEcMehITsF24+6Dj++XmMU7j+1pamsd5/85HqNc2PwpUWB1/MMlTE4GuCKZAzTponXNeEcd7MMr2cZutb4PqvBQZIwJct4nPPfappo8kItGoiiSU7KhCfUOokSfKkrKAV6QyxpE9ww8Bkrley3MAZvh4Q2sZTmITBmyqGpPV1/PMvBxxLzg74Xn6f5+4oluWJa42IikRKH6saGKu8HdzTe+8Gdc5EKQplCYDPQsnke+9yRIxkJ0wl4aN+4XwC5YZAoBtU6AtC04meCjiIFVQriAA+mJsuidiIFXfpbpEAcQJwWBsJsGsAA2ABxG0CbtBO6KK8I5tNrhyngxBhRDJ+aoQwzbCnNJaVhYgxuLYzNrjo40nH8h9H/EFUP8BN0COpoO6VGeKr8vnuZi1x7WIuGKJfDyiOdI1aLnkeXrkh4SuinSh97Ny8Cy3A9S1v5NhAhy1Vwjjb019FA3wMw0RH6Pn0ZHgYqDtkPq3a3XzjQ9Q0rdQBgZf9doH9dAtxtQd+2MQTpK69vCQBTwE2z5MBmkJdee6qtoM+5Odyk96SalvD3qT7xABvA9yBU+1JtYwpCFNhpAA+bBm+rDk86D25U5Zoag880Dc6XdwHeQY1OUNW1b8VgBKB3oUUVaSn/vGlikAUgUnMOwnloHIYeiaSxZDMJMfUZ+iOl8FC1uD/O8aJt8bBt44LgQMqYnaefo66DYAwzIfrKrvNZ6Ht53mdJQwWSKsaU6adBlTzSYADYCIZTek5jLS6MiaZC2jksrYXUGg23mI8l5oEi43vgBVOA3TxW4RhnWFcKaun1d9T3TysbNYsAUIwljHofdK8bhFOkAx/KBtLALsUoIMGoAe7QcdIxxCfahrDgWmxCH+xZISC6DplSG/rvDVwK+JNeR4pPZExG7y3FJJNlsFkOK7wufhiMXsGjdM4BriYigQElMCQaeTLXpRgxZCgQDtE8Nv9ExAGnxzjRuIJBpK+L15PKCdLAY3zkpQ1pq5ukD25DjqO07/gxloDHnrCQJtog4FuopGYkcc4Fw1shsaSdw1Lzq5rFawK7uI5ITXFugjc/W6wZfpavwhl6P3Qv0/ue3NvT/B0U4XM6CMnD3cD+IErmKFSjbkmJ22G+/kRd4yj00ZtyDhnMbB5au4EtpLNu2l2wfBFZEU86hSedislgMn2hwBHwFbb7RYHDLPOVWQGIvPCmMAmmPAm9XUk/B/Qu3U9Dax8RAtYHRRHx5PU8x90si07R1CCecGGIJfH6bK+RT6UQxB4Z4ggxUHyT9wJl51saEB6kGFIvO1QX3UYFzxqHptaoFi2sdSjGEqp5tdTpfbfMfrzngzvA9aAQqnNCqV60Ph57aou1yIJDGYANQxX6m35zazcE6zQIoIaDLKnJ+QzoK3UprZNoNhv6PvRBmAkgKBLQZ8Z47V5yLiAEkHkeATkF9GHAyFW3mSWNesMQDIbAz5vODOgZqVNnnoATZcoAH9gM6UVDKucws1o96LOq9Powe9ccAuPHoSWDCM05+151Xgen8Uj+FFx9bzMoDYGXS0X3KdAMgSKlkgSgbUL1b239/coC9aFRox5U6ad+E27x5XiatpUYvq8UaLcJ0PUUMGwjYdB/51498dFw6AF7K3APx/A6UkMcekzbDYP1bcFgWu0lelOSVSWqyyxQmVItBenNKMgj6sxxMEZprReKHweb6/O2AJq7/XXLCk23jya9blnhRD5EY5vYzLZkvlXFjHPckhJ7QsRMbWUM7uU5JqFKTKBahWw6ALzVNDhWCv806Fw+3TR4mjTqfaqU70dEC4ywSBMM0U3zI0EQfy/PcW68nuNenscscxUypneASOlKqUVr5xvRl4xFBzRqrIvQA/IwyUqfaO3pxM63rqDgcjfjqBYGl2d1tKem4G1x4vUT5HAmMw6R6BEp2HPGfd5U7n5hhscpZwwcJQtCyx5dlugmXkec1/VWjCKNXAyobohPhCUbrRG2YNMQk+j8whjodN+X4BIxRyhRug2TYiVPdQByoOuuSAkIj3RZJgGJ9BU9wJuz0ONrsIhbC0O9QclY5QolUPaGKWm7h6HTZnkMNj7CFQwKyaBjeYaTuutxJpn7XPUlV/GHjhsDM/RslwH2NFJHc43KWt/jL60S2hxYfNSzJobmMKkLcjrSuTtgTrre8d+jG+KNYRvB/0uxJl1T0LnpOobJ2W04kzp6ptvRvUvYIdRjLsUXwpIUXyj4e9i20PAupW+FhuanWvvPD9iOLbyDszkesZNIsyUjmBFjuJNl2ANiJQ/wJmBEuz1fr/FCa9ySEiPG8MkEU46VislCqhIT3ZKck1M8oSQhVSGPlcKBlLglZaRaptcxxBLSslPP18MsQxMYShVjEUcoaVkZ49dCIfg7zDPYWmFx0qCpdcSQy7MGi9N1cMrsWyGQMyZV65xxqBbtK79u7xuq9OO9H9yFLzxlRKl3EO+6WK3LQ1uDYcC2EZBseW04aUXoTCgwFETqsrwCrsz6BuobdJYBPXOYwQU2K3gpVZSyqCbL/PkGegyuFHjTRPppqsXz19NTTYkaQ+/LApGqSddpsgzQU996QWAj8AGQZColuPVifGYMnJpgOCxnIBc1QPVV1rRn0rYKUnMIZ3MsxkeYco4sofHBGDTMWxFX03ew7M563R7RAmW12QMwPcew4kfbDrKITXi9GdIXqRcdHffsY5utIoaBzzBrOXy/vPMZa2vj92T4fbnRoH0Gvy3ngPGfwxUtzjb6DFVo0+x5mvkdBqbDbYbVXt7FrCb16Sl4X21qAnVQOwcZMquttXhkTKx+Peo6HCmFk2rfL8xSsE8XSpQ4GD8G0bCWvMNSVshGJ/hgUeBulqFgDHcD/elh28bKG2UrH7ZtBEWv4dCRlnMUroWap6eulm2ovt3LsriIuCMlRpx7V0ytcco57o3HHvDDPDbSQLVoYQDcmuUog5sm0XBSA5uFMRiFawJ6HRDROQvnIjV4Ch/QkoMmAbOUEt3awNrQRqFWviXERYt1rbFeqgi6BMpFKX2T3WLQrPbdf1O/cIZzfSueMP9GKYEQMfE41H3H+f2zwKf4Z4IFzBhAiK3YlCaDUkxK+7oOcYkwjyqPllo5EN69BJOYNRC2P8cQj4RSsKbosYonlaY8kQ4AW7EIyAHsDe7FFhxKg4YUh2heaQ7hgIhBo4SqvzAGJWO4Pa5wmr/lk4xkDFY98Mfbhj9pBQ/oXaQHwdgyBHHNEFPS5Onio1dxJz3OsFqXjgRz4lPvFnPS7W+CNXHbq/h3BUO2BXfp38NteBcXvURVTPWRmiiLvKc9HtNc3nV4ohSOlIJbfPnV3sF0bWS+Ez5bdfFlniqan+GLS7aBK4Cn+lMvPGpMTxR8CswA/10ijKOEIr0HShRSy6YJ53gjJAfJZXluLT4UeqiSAc1q0aJrDMpxhvvTIlaB6diHob0DJTaBHkcAX3kUYb1FUgqify4DMwnwwRnp54YYslp0qC5anxjMOERwo5YZxzgxUWmb98O2dzPe+8Ed2EamkIcm5jQoE0qul9cN6vWT/o2QiabnSQBOAEWgp8sS5KjphIBLKn/RPIUqesMKFxABNt0nvrsEeF2g1FAlMhW9k2Yv6imEuDKpyqS3EtFzAGxUHId0T3oO1sLwfaTUQdqWmXZwz9TGvXRCxIojgL6HH9E6hjq/hDZJWVTX7ePt6UPokYIkS1/ON2z3s2wNRRk83vVc/DRjmGb7gM1zUfA6pE3SGALjcAyzxGlFcEiNoefoHsQFhd5IGmzTcQKbiQUaL3PIS7UvADCEb4fxBsUU+VkPYBTs0nsbUmm2LSZS+i7t0xziJOgZ1875Hk6GQ7kuWn+nGoiDQCt5K9AoT7XGw6bBST31InoA2P8R3B5XOGly7BVtrFzR4ks7YC4MqtFP4mnrPBgvvxhvrSs8Gp1gT0ovUA+ZysbaSKdprMUn12sI5q2my0DRIX3fcbie1HX1Q2UZg0PKpFKWlbKrHwp21eSkeSAl7jrhndOWKorQDz4wwXS3QNe0GJUSHyz9d6RZ+qbJ850MlZRYO9/ol84T7blJ28cYXGuRGYbbWQZXsuj6qp2DHAvsCJ8Iizq6JYPpbKzQWetF83nO43YAYo87LhjY54+hyi/AYBvzrKQG5nke5+WXYRQfYlGCT4CnbKb4BCAenx6z8BoP+DhMKqZVOeBmuIQgeRjKGsjoZYhJ6RBKxWseUjVTGicA+FoSi9dluvnWa2WmjfeKr5t3h0NDCmdaTWsOPQbt/P/Z+9cYy7IsPQz79t7ndV8RNyMjMyOrsqqzu7PEmpoWWYSaTZmkYJmiDUOAJBiwDRqWYRgyCAM2BAt+SLZ/EDAgQAINGf4hQx7YgGhYskxTIizIpk3JA1oYwzP0DFlmN2uq2Tnd2VVRlVH5iLgZ93Vee2//2Hvts8655964kZVVM52VCwhExL3n/djfXmt961sfA6hDAGUsJXIpURvXkzKnmj7KAHbpoN2a6y4zgjCK/ifbhT0cd7rL80Bb+OnQKbdgzi682YU1AJpAA3qwpntehDNEUaW2QPy60f3oBkq5BoC/DmfxTwEg9Kcjxs2tKMKpr6mjnqi5Mfh76xW+rFzw8Gd53jh244e4cfhLXFQCk8iVAcy0DnX/mRCIsid4XH2OfH0LWL2LX+QlTkef47iDK2trMfC1fmdVhUdlGYLUJJRDmPLIK6Eqn/37tSwLYznv5crxhOrOT8vS9d3LLS7mq6B4fHCU4UgNUeZ1C0vWlxWkEo6ir3WgApNTPPUZPsIRvdK4oyTeSWNcGB0Ci0thcXC0iSGVr7MLjcqlgIxVaLEjpWiEVvbAjzc1d429/s6daOSXCYhUVcFKhWS5YgtWrebjrU2Qepc24X9uEgCY89d11AikgO3qZH21EHxbfHuSgTYHp1CPxxQyKcNGIKh9hBRoAJ1qCwlojZSwUrUc1QYcNaQ2qAc+wuzraFxWTrUduc41bJ0vV+zsTEwQx4CJgtNr0amn4PRKoAW2j8tPceHbI1B0KhNOhvii8oMDowGGLB5FNsnh4DRJHv0lINmmtLYtc0X/cyeHZwD7qCfkKGtPTWCRc6Jl0v1w10839FlP4+UU3G2A26ee13L0pHQ0Jz6x6Dqm/Ly7nxH1FdhsWM+X94qhT7MzPMue4HNf90bRS+pZSJFPotA8Kgr89nLpldH+sSZ6evAx3hkt8X42wCNVorbOuSJwqq3FqY+SHkcRorHArH6BT/Icny1HyOffxeNogYV+FhxJouNQn59ndR3kyckutA6KarkxgRJJUdV7cRwa7D7wzYkzIXA3ikNrgft3JiHrN6trnGRuqL48L7B4USBfuf5A2dA1HCd1SgBIUoXxNHXiK0CQpM6kRFxZ3I4jrJXFAE4YpTC1B/kCRlsc3Rng7lHmHDLlMoDjVOLgKAvOGgBkoxj5skK+SqGNhS5NoNYArl+RVAIqkZgcJoiSftr6GwMgXDNycoKkpyPKdc4W2g+jumMtAKgSLXySxkBqRwPlNP9t+NT9fF9cEloHpky37h3wjlgHk5AkQSUaQBjPuGMXHMvSBQp1HEMVLnBI+wv72IFF++KQjuP2GEe4wXpyAgDqMT4bP8Rs+AxvJwlu+SCU0q73GEzSOCoUnKQAGMcVHngk3Ogus61enWeq6Hc3q9XNPoYb14854dr5a+6uU0O17eLNLqyh7WzHGhbM7TqzfVlGjs+E5bwZPZm/X5Us8VlyjjPfZL72DIaTOA5O3kjKgC8frVb43dXKtVOgcpHhp7hx+Et8OBwGdewfDAYtIazTqkImBH44GiE/KPConOPHywrV/Lt4LMswT6Hg31lVhVryZ7XrOUoT9IUx+MTXZxOmHPvG6XfiGLd8QPteHOOe77V3L46xnLk2A/eOD0Jfu2d1je9kMWbPNM6/XGHlA4aX5zmyoRdv8ViSDSMcHGV4QTV31vVKTQ2QQiDzrJb1pcMRl5FzbQ6O3xri+xNXWze3BoUExoee+eUdtWwUYzV3tH5tLIqlcwalEiFAmGTK1egd7RccfOPcOXvtnTuhjQcAjWidQ5hNmiM3qkHbKDo3/RPkIFKiGkqNYp+rqmoDboc+Q43TnUrl5jFFzGnsgieBpfRZOqF1kx1UqjcbKKRTHqPj0HB0S0X9lTylE4AfxKtw/nxAjpfLjXYKfXUeu4yDLHeeQyNcouBU0tX6hQjdECinTVaPHAhfV5CXR/jZwcd4FtchQ5Ebg1gZVDXactZAk8XjNEP6m6KoVKTOe/x1s3xdGgmnhfD6u21RRvqbAW6LFkUOeA8thii12mfguIDOVVHULoWraxJwyqnm3ebcOEWIT0Doby5JXk6dc5idAQcfN9cPaK/DrqktS6cw53/mssRn/jr+QbyAAnDDA9xpWWJ+ed/RXimrOP0Ik+Ez1HCNze8niXN2fMF609LA4lFRhDYHc+MisL8tlnhcvUBeHGK+OsYcAKIFbqQF1tai8EXjlZfGjpmzR8AesVoE2uf30xTv+ewdCcKkBsiXNT59PMOTUzdxm345wNGdAe6fjDDTGqKymD119QmX5zlW8wpGWwwnMaa3BkhSBRVLpFmE4SR2lBaZYBy586d2Ia45bol8VaPIFMpc4/K8CFSZJFNBBbPMNQ6OUkxvDVAAyDIVaDKJX3fxoggRV1onSiTq0iBfVaHpeTaMoNQb526bEU5RsEZW21kk18EoroDch09RngcMAtDuu7oDm3bhEjlgNNGPqN7ONCIrLXEzhkmGjlFryKqCYRk77uxyPFJGt46hz7ndZb3BWrRxyKl1Dv0CfqzjGBQtHFvAY9C8/hg/Hf8cL7zoRmhnQmMjF5MCGro/xx4eHJNlExjjY203qNYdh4lKynGnS4vvWC/mqKben64Z4Q1wNYaEa71jOWKP6Px2c20oW9dHtwSaz/nyXsl0K8b461kBuPDXZC5LPPXX/afRAqkQri4vily27vyHTZui6UeID38aVFLf8fX9kRB4kGW455/tC63xqCxCL7wf52tEWOL31S+QF4fI17fwszWAaIFbWYncGMy1dkqmXtV5rFSoYTvzWbAT32bgvTTFgyzD+1mG+56COVYKEyGRr2o8/uwSZ7+cwxiLoztD3Lk7xL0j9wwvzl299OxpjhcXOXRpkI2ckmU2jAKWAEAUl7hxmCKXngElSPCkCvVzhCOELcNJjCRTOP9yjSiWOLozhBoq2FhgOElgtA04Q7R+YyyW8wpWW0SJxGru7l86jDEYRvupZb5phRDs9XfurEVU5Jufb3HSAie8Z1ucPtKiUvraAMHonnwAa9W9daJULaGWajNCyp0eAK1icopoqqpC1DknAkgALWeABtcwWMPXLhAlxxgkK57R7FiLllmF83hZ4/V+ZFRn4QRetIvkFikAqvfzGT2JBiwJBFgUb6GeNgpPnkbwLJnBkjwyp9d06ZndqCevLeOy0WRdR447fjzyyrfLhUm8KI27h03NB39++O+2AIKbgNWDpvGxqqrwPHYj19x4hL3vvtB3EgAKutcpbH2vQ93p1oxEzbGmq0ZSvCtw0HV66RpziiefvEQLVPUYVbTA4+Qcj4GmjpLXQOQnyEef421/HpmUuN/ps/cgTXEvSXA/SYJsORW+/2AwwP00xbOsQGVzPCoK5OtbuDAJ1uYFCtOocVKjYqq5o2bj1LiYKKCkhhnBUTQnwhWVz85zXJ4XvrDcOUuLmfv/+LzAcBLjHM4xM9r1jsuGERYvSpw+fIFP/+EM6TDC9NYAt+6OINUI2TBCXRlksRMKmCgnS11XGqtFhdnTtW+UK7F4UeDyPIeUjj55/uUKUorgyOXLGtkoQi1dv6FsGLt1/Q8ZSVnTOuNpEgrktbZ4g7nbbR+c2gejerfdwSdy+ITRoZYNuD42tah1PbhkvSAM3w5hEt8SxyTn3LYzdn3XpdlxRxX6FWIRxyGdOCcU2uFQqyaPj+8sq2brIRayOfYbUYQL1K4FAZfo5wHETg0ybSvUBu/CHs4m6TpD3InjWORbFJFJsx1zBGd4SAWdxE1w2ZhA592GN1dhjeg8G0ZK1/qiizOtYCjDmdHzRk2bRG+AfozhSqH8WnqRtTxa4LPkHJ8RFlGG1ZclVMUhsngVREfeT9OQBaytxftZ5jCndMf6pXfM7vu2OWdZgdysXYul9S08zReoraNb3ksS5MZgZi2O4URcXmgdFKAz6dQ8AQRlaco8Wm1xeZFj9iz3Yleupm4xc2P88d0Rkky5vnO+aXiaKhQAzn45x+nDF0iHEW7eGeL4Lb/s2NXLjSOFzFrckAqrJWX7Ck+rlLg8z3F5niPOIpS5xpPTBeJU4catAepKI6okbCxCLR3hB1Eu68pgOHGOcVW6ZuZSCiSZgtYWxerqmrs3tMzGXnvnDrapPduYsBrTCwYb9UdMdISyIgRU5DhtDFhX1ETRtmj7/Li6y+okDs4YRUVJMIXXaKTzeeu8yPHj5wFQIbobrPlxUuN2AKEtA9BIYG+zq+B0F+DuogNRdJBTk2gSQc4GClcQr+W46Z3nI5wKTfFvbgwu1hNHq6AeRtsinrzOgYNinyO4LevWpZJsq5WohwATAuD1KzuprT1tOOg530YfJuMZ1+4+tgFwWJ6WAwJ1BwCkoUg8DayNsIKma8rpqHwixCczRKfhWUGeGeXZ1G70thOpHntqDVEx76cp3o5jvONbC1Bm7UGaBunmn0QR/liWBUePxFH+3mqFn8YzPCpL5OvbOMXTIFryjIEvUXyolg5wz97CR3FfaI17cYzfz/OQeXxwO8Oxz5hNjweBjlLkNZbz0jthAmVR4+jOEEd3XPT12WMnBHV5nqPKNZazEoNhhNFh4iOnDlCPIAHfe+7yvMDF0zXmF0WIjK5XNZSnW1Jh+9GdYaBXAoDRFrGUMMpl7QBHrcmGUWhUnmQqtEEgIRX3v0ZVaLzx7nbYDpzif/MAYxc/WkIlnSx/6332tH36vK8kYB9s4lm6PlwqJhOk83moGeTH2N3+NkyyHL/o3HfgyVfFom04pEowOmLTM1ZVFVB5DBqhGcP8OEb4Q6IU9vL9pqk2dypCNrCDPRwztmXr6Hu+zi7cYX3r6F7wkovuuYe/87aTbZRExNa5Cm9eBmv6cYaPI75tFdFmyfml2nAeRKTfVPfYrW8ENrOiQBtfiLkTLTBWMd7PMkyVamFLbgxGSuG9NMX30xTaWqdqHEXQcPRLYnz87nKJT6ILfFZYNz8ZzKGEwAsfIKSedRxTIiFck3StW/32qAzl/kGC29kYSaZwcJR5IRODqnQKx2OkKAuNOJF467uHAIDFiwJWW5x/uUKVayxelBhOYuSrCnWVoK4MBk5uD2WlsVqUmD1zmb/FC5d5IxypK4P5eY7hJMbNu6MQADTGIoGEgQsSJmm0gSF1FaEuXU2eGbn7XFeu511ZXJ2Rf6OW2dhr79wJi+Ds9FLOmIPX9z0HwVDjRNveQe+8jnWdTIqscuMAyjNvBKZOXaxRODNSNm0V0ACXqqrQF68VoSPg7Cua1rrl7HWvz1X8+m3qWn0Th11GWUyDTaDtOmqZclS53DiZ4Hz+XTfwU5YH2ATKPjETf2xWJp1muc13bfON35kJrV3dIAAuOOOuDTlzjYjBNrDkE7cNM6bXkW9dv54safhuCwAD7hp3s4bqivvFz1EVCihutIIkLaEcAt5uZo9HrinaTNFubhx0h58CBx9jkl3ifuL6BVF27l6SBJokZdMqpkg2sgLvTA5QwYZehFOl8BPfJPadJMFP1ms8jM7xtFT42VojVjpkA4+ZEhntg/rJ1dZiqQ2AOvQBmtY1LqIIC61xMohx+O4Qd6Omn09dGpRFHTJoi1mBbOic6MsLB6rT4wzZMII2FkoKpMMYaRaFKOpwnARwpf5BmiSon+bhM8CpXaajCJmXqSbH0omlRCGzV1dNc9ltRe5GW1dL4QF5MI5bzuIba9s2nOJO0LaxVqLJtFG9dRgrdoiEtfa/xbHhFhzLDjaFOm3VtDrQcQyTJOH4Q823b0fExVR2YZJl5x+c0A4e2S3Y3nfsV2HRtjkAHzPJ6SAMAlwAtoUd0QKZ0qitaFqyXH7Yzthtw58u9sR2L+yxZtr63zn3U5AoTIMfFVumbj7vqdfchTmc4XMdvNkXawDsjTMKgDUjGDnZjTHZWbtOkrNxupRPMgoYZmeucf3BJ7ifJHjbi5e8n2WuN10PtsSe3nlHRvhTwyFOfQ31cRThkzzHoXKiJx+tVnhYXOKiyDDTK6Se5TGWEu9nGU7iGDcjhYlULUx55oWvqBac2hHci2PcfHuAt5WCLdx1JjwZH6beaTPIhq7mrchrTI8HSDKFqjJQUjiGhpR4crpAkkXIhu65I8wgZ/H8y7XbfqUhpUSSKQwnbt2qaHrbDbVFXZqwfl35Z0s2zh/hCgCslxXWC7duNoxwfHdTZb1rb/rcNfbaO3fbjAuIkNojGR9yuDNH64FRMrdZH1j2fcajrgBCfQQZAWZYn6lYhmPy9XaGVEHDYM1AUKlWH79tEwV+TfhEI2RswoBttoJql2axbdLQBYy+a9o63i5dhjl7qEcN1WL2oesBlJ21nQRew8Dq3UTFI4MmFP8DdSNiYmIYSXQcC2BHfWGfaljTIX3j/FqTsY5jt43Se5VtFKl3trWtXqc7cePHFLbXt78OdTiIvLD9CqVCTY9VCigIjG/7jTBFty41CWhAl9eQcMeOIubRotVI+MzTlok2SfVugLsb1Gvu+1GCL35xCaMt7k4T50hp4E8MBmF5JYB7SYKHeY6zusZYJlBe1prUyr6fpvi1LMOdOMZSazyta3zui+upcSz9vPDXhnoIvdAamZIO3NMI00mMuXWZv/HtDBrwdE6N2/fGAaiNtpi/KLGel/j0H15gvaoRxxKjwxRKCWhtEXvVysWsQL6skWQq0DeNtkH45ObdEeKkEUUx2iJf1ogSR59x9Esboq1lXgfaTFlo1KUJVJ3x1GURD44yRMlu5+GN9VvAoD0wive4e5ksFbdd2NSt6+ZiKUJrII6DY0kOnQrMAo9L/jN+LF084fizDY+oL18fHr0MFm20LOqsy1s00HgptHYYRNhy/iPkyXmDQZx9QMt4POL407SSaHDCGgVTTa7EHtHJyAJgNZSb+YxXiTnXwZt9seZlcIY0B8I+uxhDdP9uiQSwHV9IAMfjS+pLPYjdQfXVF3WNG74VE4lZTX3AT5yXuDwvMD5McHMYQxqBXx8Mwl2JhMC9JHE99EwcMnWUjXuQpvjBYODaOhkTlJSJ+k/OHrUxIMfvJI4DntxIXT32E10jnjhEU1JiiAQ3T4YYjGKsl5UP/jka5+JFgdW8wvgwQTZq5p1JqoIQi6PqNzhCGcOjOwMAzulbzREcO6rR62JIXRlXC55rWE8ZHU4SjA8THBxlGB92nO4t9sa5c/YtcO7shoPGrW8A2jagcRDaRtu8KovVBQ4+6PHBjoMlL1CPWCsHWoaAkxdC07FapVBMJj4bKN26frsKu0G+m9W0PuIKtEHVHXs7C7eNWtQ9ZzLXIF1tFRLodZaZ0pnQ2tXS8doHqvMiigZX06IskD9PEtsJ4gKdRu7d9g3XtT4lufBZjxjALoDdK8vJrtVVwMuXvw6Vsy/KSwIHZF01uu415NRmfnxWDQEMN+stuJANB2eqqfDf5yYPvegGvpF3DUeRpL5BSgi8kySIvMPl1LwSzJ7l+PSnMxjjBEtu3xvjw6NhUL18WBSYKoXaWiyMwcyrZ/I+drVX0Py1LAvUzeMowomPrM60Dr2KuC2MCTV8E38t5v763LIWJ7FTMotiHx1VAgdHaaByWm3x5HSBxYsCUgqMPfjylgVUxzA5yjA5TII4ijGulm96a4DxYYIoVqgrjXxVw2jb6jtExfQk7rJe1ShWlaPZjGJEcRTondPjDONpChG9aYWw3fbDqV0YtW2Zq/BpX2zidETeU1Uag4jV13UdPU77AxyeUWbPxDHg+8wC/ZjUKonYA4++ChYZKWHipBeH+hxEjkGqqqCpvQGnZ1LtF9V5s4bqMC67Gftr0I8/+2NP9/x24g47h+6612lrAPTjzTZmzlfFmj6cadV/drbHMaY5ptRjDBqM4fXv/H+OL3AidLkf98dS4mnt7hXHlrFSQRU5Nwa3DlOs5hUe/3KOqtDIhhFOvjPBD4+GGEuJiZR46B262lo8Zb1JR6rpxXccRfhBHAe65p04xg2lQq33o7IMzk3k+5YSnjz3NYHUqueOV7rUAIZj976OD5OAJXWl8eR0idXc9aEjFgg5ZFI6JeTj4xEOjlKo2GXqqF776M4g1Gev5qWn6/ua7SMRRLycE1kiX9bIVxWyYYxs5Cib01tOWGx8mMLGb1ohXMe+Bc6dMw4ufVmrXfRCvgzQHrSCgxUnQcGLwCzIWvcMdldZF5CUp9x0B0nJ6uS4yAsBaJ1lqLPMgQbr9xfleav2om+/XWs5twxUAWwA664sEdCAqE6aY3LHPtyYKGy9RrINKKZIgcI3RR2eNn2EKLNDIBtquYah7uAqFVWg46jQeXR7H26xPsGY3uW+olPXXTZkHnsmfFdtm197rrZH9J1tmd9d6+/ax8ZnUUfYp5vJ4/9TXR/g1M9whsquQ21dJERQG5t6usudOIYCgthObgxGoxgHxob6MwB49sUKR9riB3dcBu9BmgYA/oOiwGdVicI0+9E+avqT9Tr0qcuN6zG08NfnkzwPjc3vJYmj0UQRnvuI7LO6RioEBv7YuNM4lhLTSYRxprxgibteTpkyQjaKsJqXMNpiPE2Dc7de1b5BbIzxNMXYO3ZEzTHGIkkVslGMOHP0nypVGBzEYXJx4a/h3eEAT04XwclMMgVzmCAbOens4TgOVJ4nusZzXUG/Ad0r7Sqcusq6GEXOWJ1mLXziy+ydndGubQEfO6i10DZcov1xZ5AwiWMm0Fan7J5POIYeB88dm35pLCIaKX3ncHt/HOImCINi/6xzpWXCHzZO0fHxoCw/Vs5W2YY9fbVsfeqh++DOdZ267rIcb7ZlQ3dhDc8Oc5rotowuX/faGMN7FwKbbJEt+FKZBKfZE9RAGPOf1+54pkoFoa2WmFYinZy/EljMShhj8OyLFY4BfHg8hBICHw6HoVE59aWrrUUMEervAARMmWmNGsDSs1OoGfq9JHFtd3wgkXqmEp5QGyD4dY8HEcZZGnCEhE4Sr468mpeIYoXxNAk11WWuMZ4mGB+mjp3hx3uq46Z1C+nYMyJLQ7ByVtcALO4OB15tU2Ewjj3tM8P4MMXBURqcvBcw+EzXyOo3apnXsdffubM9A1cPHbBvsAjRRTYwcVlmoD2gCC0dHaUjZc0jp31UhC7VhdahY5adQmZuSmvQkXOQMkpBZ1k4Nx3HsIkDVqsUkstLAP2A+iqtG+ml2gty7Oph1BbWMAlqNLz5PmorORhAc+0o6q1TASRP+ptsl0dOTCU/QbSqocq5W9forfVqu0DFrbt5Xxv5cLnTEeLntxFxfUmQ7dq2SUPfhO5KOtKWAEPfMbpMcRt0KcrPo/th4hSip4X/3QFW/tk2Sg1l9Pz9LqJVcMIWWgeqS+4dFVQVBlKi8MD5IE1xJ45RTCNMb6a4JSZQBnhyukBdGTz/dIHvHiZIsgQ6lfhotQrN1alXEWUII+Ga0VIfvbGUrneRcr2THhYFntYV3omT4LxlUuJhUYTi+Hd864RbUQRhgbUXEqCocS2AdOyUMAcQKHNXl5ANYzz7Yumzeq4mr8w1lvPSOXcTR5UcjhMMDmLMtMaN0RDLmeufR73qBsMY46HCaVXhaV1D+9rEm5GDjfFhiqM7w6amTwpUsLjQGktr8bmuUecVzuoaEQD9BnO32xU41c2483GVYxTPmtEYSQE0wqfuO8xp/tsciC4NUxoD0SPqREa4ZJVC7Y9P+0xdYKQoGTAJANL5HMnlZagb7LOvqobZxSIjm/Y/Ni382HJ5JQ5RH0JuLQzqiHsFpkh+AiweQK1jRGtXqySM3otdcRX28CziVdjTFzh4FZizL95sxRpWj8fnUPvgDJ8/bccYu4khu/CFvu/0FLT1AnVUYm4MHhVFC1sutMMyGvMXSYIaQHoYQR5G+M67YygDPPti6YRCTpf4wWGKJFN4muig7j3TGmtjMPElBhxTADd5nxuDW+TE5TnGSoX1iWXysChwHEV4L8vwIE0xERIVXJ0e4JyvmbWIBi7jOBTSOWupQpJFOP9SYDCOceibkK8WJarSYORxZHyYBhw5Gg4xe7bGal6hzDWSTOFwkuBL40RfKLtJGc6DGxmOvegKlQYsjCtDeG4M6qoITu1Jpxypz94IqjT2+jt3aAat7mSVF4GTGSlRjUaoRqMAOmE7nvpIA0afyhRFmsiJ4oDYRw/hn3GQpajhVdZdn6uVVaNRiKJyi9Z5aH9AE+59QHODwtLN+sl25IwGV3I46yxz51VWkFXpgSdGnU2addICdjBHPcDmIFseuWwbeq5fMnO9bciZGz90wAo0zWaJkrm6B6GLjUg2WV92a2t0Oyy7CcRR0Wxn3yjmVdm6l43kb9vGNvpmyzpiLd3vdtZKyub9onpGoP2sC61dWwve/45b32d7mDURntY1cu9cjQHUPitGdXaREFgoFURORlJCA6Hp+IcDR1EcTVOsLysY4/rEJWWE/8xkhLl1NQ5P6xqfl2VoPL7QOjRgr2BxN4rxrK7x0PfU+6wscUMp3Iqsi9JqjYUxeOSze8dRBCUEvqwqFNaGpu3VvIaqNCZKIKE+RAIofXE69Zxz0VSXSaN6iKM7g1BED7joau7PmyLMw7HL5tWVQZI5iWyqDTz01+QQTnBFjxV+UVU4XTX3Z2GcuqgCglz3qW9Gv7hm/7Fvm3GcehmMouBLywHrwScrVRiT6T3cF5uIgnkVy6EPl4jhUg+yDUyiHn9WqR4K3dX72PiuWy+o2kIvVOYQL5ehF21tMhjp2u1s4BDQUMLz29CpCLVyvRiUnDcYxNWCfSCTs0X68OdlsedlcOdVYs6+eLPtnOS2thdX4EwXT/rouFsxhu7rLpzpCSjyljeELTPtBLZOYhPYDjOtg0OWCYG3kwR/cjDAcBK3cGXxosatwxR/YTIJ7I3TqsIjn3mbedZEBZfNO44inFYV/sBn7BbG4P0sw2lVYWFMYIus/XhcWYvTsgx1ehPtqJFDAAexchk7C5TGUfRLT7GcHrtjdSIpDlsAF8yLYoUokQFHpkoFOmW49koABoG1cjOKcCxUwJDfLwqcFa50Ii8sFlojtzYEPM98gPTRHuJQb2iZjX0LnDt3o/kgQAM9gSbVe1HfljrLoH2T49RnuKrRaGMAIfDkal+WtS2g7XCg6ct+0KSXhiKKdIVIbqdWiQMWdxxpwAyRSNXQ6KKiAWRhTFAr44Nsm0bXpl9y29YmoRvl3IiKYgUdp/4YmghdsnT0u3qQOdl8Xj/F+8sB4TvLZfOBBlSpv83wU8RKo6oGTVanPAJW77YclVbD1h4KENlVAKc62+DLd7+7iga1bV8vE029bsbwKlpu33ZUVUFWVXgWjH936CyjXIdJqNQmtPYgU1WFWvlJKq9R2SZVTb93gbGPtuamRGFXyKWLCEZC4JD2zRw/ElsBgLeTBMfDISqf9bs1TV2he+x714kIVkq8qCuMvcMz8+B6xsB47Pcz0xqfyypEXnNjsLbWvRt5jggIQLbQOtRPPGM00ntxjPtpinuTGEmlsHhRYPZ0gdXCXYMoVr42orkmVWkAZEF2ejiJsYbFXGtoa1FDIy9dTUZtLU4OYggh8FlVIUsElNX4PK+Cc3bLZ+w+NzUggGdFjcrXcJyWZaD7PPM1iDeUCs14He31DehutzZOUUYuMDEYjZ1jlNQa8XIJkySB7kjb6cMnM8iCw0gOF9BgEykukxFW8VGBO4xX4RL/jgKPtK6syrB9jkl0/tfFo2thkUmcUImvr7NSIfItd3QSo1ZDIFu0sahTj2WHZZvuP37ols1PgOwMYnjqjoHGMR9kFEUKUkfehj/XoeRvw55XgTvXxZyr6P1XUWR3bWMbzmj/ndUG9aDJSPL5WsAYWbpa/Kuauvdl7zptKSoAF7LE2lSYMGy5FbmgIpUEUE3ercgFCwE4sROPK3VsMVYKIxnjHAa6csG93FrkHkseFS6DxTFlqhTWxuB5XWNuDG74TF0kBO4nrnH63Bh8WVV4oTW+9AyKmz6L93Yc4/Zh6hUvV1jNnZPJsURrizRT/nPpnbwENnb1fEtjUMMgL+sQnDw5SrH0deUjKbEsSzwqCsy0xvtZhlgIfG5q1LCYFU7586Ku8byuHQb6zB1l96j37OKK59c/KW+cO2+vvXMnGN2lzjIUkwlM7CefajMqSpHJbDYLtAYrGzphdwANwJtlrdoCoXWgPNJ2KfPH6xGAxnmjYxE+MkrLbFPP7AKokdKBM++V5vdH4MmPndZpOOubTpth/3fPnQZXwA2kgXIp+7nvokhDlJTWqUajQMlThYUqLLS5DUhflE7gSQIpXCyFoqKUobv8oFHDWr3baIp1BnGa8HSd7G3As28ks0t12bbey1Bgvwo186rt7TrXfbejSjdR4xlrrkLLI6lCy97eV2ESxKWnu814u7aNPkP/yxK2HmMeLTCXJWKvQqetxYUQTmyF1UZMPa3ld73AwT3f2iA3Bqe+1oH+r60NjdBPogiz2GXnLnSNZ3WN389zxEJgLCVmdY2zusZFXWPinbUabgAeK0d9fOgBkECtthZ34hgP0hS/PhhguND48umlEzgxTtFs4amU2lhUuW61JsiXFayxWC1c/d301gDT4wFuDyNUaPr4aU9LJfoLSWtnvo8fHdNTP8kgQZiF1uEc5v76REI4ZU9/DjEDZYM3oLvNOE5Vo5ETwepRpwT6MYoHK4HGAQt96LbgU3h/O+PhVmxiWRE+1drm2IVjLksojxGqqkLmjmMVGR3jdfCoDxf5+baOxyRQhQ3HYOIE5WgY6uRUYZ04CjwO8ZptYoVQvzRqmk0ZodmHQVbfLtgFYg6ENAZSm63486qx52Vx51VhzqvAGo4z0hhUWRbuezPv0IiZEid/vsNcpYsxVLLBFU3JusHDLfiSyxJ5tECsiH5uoYTAc48rkRBIhYC2wCdC4JM8dzVxcYy51nhe17gZRbjh2+JMlcID1j+PsnhPPfMDcJTP368qPPdj+HEUBWGwqXL10n97Pt/Ak/tJgneSBH8yczXTP3/hsMEFC9coC42qMi0sce1v3Jv39IslJtMU0+MMN44c1j+ta8woU6hdzSCAQPsEXJ0g7wtLuLJgz8BMa+T+fCjrmUmXFayNwXwP5sebzF1jr71zBzSAExS8uMNWVUGlkUe2OG3EKoV41T841mkGncQt6gvtgztowGbkjDKG1KzbqQnqMBBx0Or2t9NJElob8AgsgTnPEHLHjs6na0apjchnlxoUBmNP5eQZT6sUrFecpOgx7wOEegirgOYofO1FMgtOmjbfc19FK4ReZ5TJIfCkz330LVOutqNa32oGbtbmIPSw6TYt7zF+ji+TPeuNfPLM6J4F/ru2Sy0otmXehNke3drW/Hcf8L8qA1iNRtA+qsopW/Q9KZYZKV0WwL93Td3lvE2ZoSgq3UOaSHVrIvpkxrmaJlfYlCWqaIEz6/oIxT5bFgkRWiWMPTDS98e+XgFooqUncYzcGIyVCj9USD9VCjdUhJPY3YdHPmpJwOYyfwJra1GzWsCRlJj4bQBNe4YlZcWEwPujDG9NDlDmGosXRShuN8ZiMStDjUNdGSxmBcrCKV0CDqCprUGZawwnMe68NULmWx5Q9o16KOW+VQP9Tc3ciWpKUty5Mai806ZZMTtlHTMpoQRQGNsrbf7GGuPUwYAZ8HilDYRpU/U5RkWdICWZrqqNGjygKR8AmiBga70d2MQnzLtwqRyNwlgVWCQ9wUY6d25dPKL9Af14BDT18JwhQ06vKpv+fxYRtE/qWMLY2IbxReOBo1ySoBOxRMgZoPHEBxhj5Z3y4rCNQTQulUdNWcAVGET34zqfb/vuusIy27b3spjThzdfJXMHOJyRHZzpYgzgHL1AQU7iphY/Yh53t8/gVfjCs3w9+FJFC5xhHSjpz5kQViYlXmiNz/w7eyuKQg3ZTGucxLErCbAW99MU07pGGsehxpnqurWnJz7yTt7CmNZ2iPlxqFQLT6jOjRqeZ1LiB/dGmN4aIF9WDT4Y1yaHsCRfVciXTi358jwPQUIAmD3LkWQKt++NESeMgupxhIKEuXf8SK2aMzxOyxJr2zw/BWN3UOYzlaL1+W4TsPbq2rxvg732zp0VDRhIymqxaCEfsLqRtNZ2egYiq1x0qI8L3lfH1v2sb6AzUsL4aKnUBtAGOgHgz6HKMlTDIUycwMpLt39alxXWt+geUkLvqF+gwbt7nkQFApqifFqGCsrJsdODCjqeIMrz/uhtMgPqMSwi1KQkJot2JC1atbN1lJ0jakxy3q6fMwlyolfwuobVuy6Lxxw9VTS0J6rv2Dcquu27XY5U7zaucPS61o3G7trvPsfSXaYLvjvPn03Gun0WyUwcQ1ZVUK7j26d6G8BlzE2SOMDllCf+tywbh5x+E/2JlqXMLadsdidgQBuMAViTuGgrgEW0ClHC2te2nSkVqJpjKTFWriYvkzL0LiIn71FRuO+8ahoB7XEUhSzXWVXhYnkTSM5xJ4vwXpoGiWwAuJ8koYdRbS0qawOFhpypR2UZeuHdSxLcf2uE4TjB8VslVvMK51+ugrP35HSBIq+xmpf48nSBOJY4vjvC6qjCsy+WyEaOolnmGiMvU31nkiBKEsz8Pc6tq32gCGvus3VrYxB7RxVwRe50fSgKm0qJwjTtHugc3qhlbjfCKaDJZoHh0TZKf2sbHYz6Kvi0C5sANM6ez9TrOG613OFMF44HHJMMdgScesoFgiPpJ+z8e3J0if4JWcOuNmvebWyBaAbUYzeOpaIZK8qjEGCyKRpBFMIhPr6s3g3rVOQwdB07wirfy66pgSy3tvzpvRZfEXuugzsbGUBiXnRpotfEm6scve56XQzhc7UuztBxW+VUYQGGMRRA5u0MeO9bctjofgLtOQina3YboncdPTglzcpn84Ssw9hHtH9ihnxeVZj6tgWZlHjkg4hUa63gAmSZELgRRbifphgrhVS6sfezskS+voVs8BT3vTpmJATmWuNuHOPD4RD3k6TV4DzzxzKra3yS544aGkW4fyPFvVGM6XGG1bzCs8dLFwQsNM5+OYfWFs8eL7Fe1Ti84YRfzr9cIRtGiOIM+bLGKJFYzUu8c5gCCXDs7/3cGCy1xpkPZC6MwdO6DhgSCYH7cYqBlFgbg4Jl7SjgWHslrr1omVbsFUD5Nthr79wBopWFCtmsnmglsGOC26Fl9jVU7Zpky4eMUA+VhKK1AFq1f2RWuV51oW7JGKAqA5CFQYydA6fidIF6l3onL/K2SjW939gkw0gJTXRKrnQZLVDLI4jKX3Of3UP2pMm4Ac2gyaNjVIBO/3cbkPOIW3YW6ucCXY/+X7ioK93nKH/R3I9ODR1Fda+aNPXZvuDKo9OcZvQyzlj3u23bpv12P9t3+7syfN0JJH8uiKrV12eK6oWIKqZTTx+kqGhy3o528yJ3+k2TL3LogXZklQCZO4EEvkTX7SijWV87QZbLEkUyw8wD7EQpRN7RGrFzJ6DMrfWNZx01hmicM+2KwkkqmyaCL9KLIOhCWcPK1wkc+4a3VEROjXAzKQOFEmgK9I8nEW4exBheVhhOYuTLGi/Ocxwb13doNa+QDQuvaJZAe8BWsfTUznWg3mRDi7tpjBulk8HWmQwOHTl5jz0NCPD0Vd+w91CpAM43oiioxD0sCoyVwtO6wnJHm5A3BnRxiij9fTi1C6Nawblr4pNVCoplQwhfODbVvmYv7NJTSAHvHPrPSbiki0s6joNiZ5fK2YdJ20RHePZQx3EznkQLQF4CsnRYVMRtLEoYFtFEnWNTdraJQ92gEgWa+LiyBYOceNiLcH348dP1vS7+7IMd3drEbpuIl9k2x5zr4s2+WNOqvezBGnourdYbAWuXOWYYE8dujsKplOTM9TFEyqNm3kGOG/XIpTlKp59qN9jsLobHFlkGbKkAXCTnWJgqZPae+WDhSKnAIhn7INiXvs3OWCncZ5iiLYLzA5Mg1woX3kma+u0ACPTMBz6QeFqWgUJPtd+RZ5CcVRVOkhg3ToYYTmoMJzFW8wqzZ2vcujfGNK9xee6YINPjDEnq1JepGfnlRQ4pHW4YY/GdOEZZuczfUrig34nWmBuDz8syNFknDBlLp+xZWYuB/zu31qmQMirnfibfOHfevgXOnd3I1vHfQH+h8TalLg6CV+5ZKWy0XfCfUwF8ORy26C06joMIS6hX6IK2bFSwTJKgHA5RZ1loch7oJ0pBKwUwmg9th8C3e26KAlqseJ9POOoscxk2PtgRnc4PdNZHK7VMmrYENIhSlIuUxLrOG38xOfWBqJa8rUHPT7SqW0qjnLpBFNXuveSgcVX2apv1FfrvWmYXEO6zrX3W2QbwV9m28ySRob5mwbKqYHuoPLRsvFoiKnxgxD+j7Zqig42aGasUNpqYk1FknICWnjECWfqcgy7PEvPt8e2SwyfLJgIbORpn7gEpZyIiREEZS4mTOMaFj5ySRULgXpJgPfoc+fy7eDwHHifnyJRb7n6aYixdC4QaLjr5w+EQ78nENyt31+K9JA3y1aSmWc1rXKwqp5DpexMNRm7fyxcCK9/AfHo8wPFbQyxelLg8z/Hl6QJpqpBkCipWmBwmWM0rJJnCxVMnz37j1gAHRynuSImblcAPbo5dHyVjkAmBuc/gAU6F7Ya/d2N/746jCHfiGF9WFR6VJSIA/689n79vp10fp7apB3Ka2s49dvGJ1ahVo1ELm0LjcaVc43GgJW5Bx0NBQaqn1nGMZLlyQUJ2/2ulrsQkN3ZLSOmCRq1sDBwe6Th2eMQDOzQ5z09gIzfxbmFROIhxwxChz/twiJqSd1UVu/jj6f/xvAi1hXQe4Xx4NkvrFj5dZdvG5etgzzYMuC7mvCq86Tsno1Rw7LpY08UZWkb4IHaYF12JMZOr8aWbsSPsIHzp0jS72NLBFfisHseVsa8pu+lplzOtwzjraq4jzOoa93wWDnDBvvtpip/aU9jF9/BJfY6fJrNWcJDTNv/x0Qi/ptKAJ0ZbvD/JUFvXtiYWAmlp8WK+RpnrgCXDiXsHZk/dfgeTGLfvOUf58tyJsEglkA0jqFjh0AcU3Trr0Mj8cBhjVAHDSYZb3kklDBl4B5Nq0yMhMJKuPdFxFLkgYZ7jQZoiEgJ/48on6o2RvfbOHRWq903au1ktoC35vM36vuGDc3AkKGshZcuBq4YjV2vk1c2aWsDNLVulUHZaMlipUCtHfbHSOYo2LVDHCawaOcpkTz+9jR5GHoy5k+Nolm5/elAByeMweNXDBBj+vBm4eD3c6t1msp2dOaDjveZoECQg7dZXkXFaHX3HB02gGUg7P6IS4brze06Df9f45zQhkZ7i8zLR0da2r6BOvYwD91XtZfe5DaT5NZJab7wXnNIjjAmgLEIkvWnOW1M2rztB4/eeU295NL1LwQTadXhE6+xTRaNtkBFoM6pooHHqEnPlnLmbURSass6Nwd04Rm4t1tbVRZATdOyL3O/GMX6RnTnBhYOPMYjnbndwUdbf901raZ3jKEItLY6FwERIrOGon7WvgXtW15hOImQAZs/WKOca+arC7FmOxawIrQzGhylu3BlgemuAk+9M8OR0gdOHLxDFEipWmJ/neHq6QBRLHBylkNI1b59fFLh9bxya0h4cZbh7ZwApIxhjkGQp6tLd3+EkhhVuIkFR2bGUGEuJ2Du3Cz+JeGP9dh2cIkzZhlHXxSeuIE2YdBU2WaVQxW3VW+udMGJ7WKVg0wKFmoQWOBvHJdvHRS0KeLCtHrjsVj2MGip2F49o3KDvFw8ajPICJxtYRAFGzgoh6+IQn+zTRL/74+mXANo4tOU+hXHRjyMUoN21Dtm2sfyPEu68zL6uwpo+nOHLqDx3QcUejClJKZXPP7oCKRxfeEa3G5zuOnXbFDfDxeiUHXhcmcsSi2iF3NMXn/lMFmFBbW2oN6vhGCNTpZD7WrvHsgQWDxDd/L2Q0Yvgar2btgyxq71TwImUiJSreasBFNaisBZR4pqO56sV8lWN+azA7FmO5QvnJB4cpRhOEhwcZZjeyrCYlXj0+xcoi7qFI3GmcHgjQ1nUMKcL5KuJq91b1hhPUxzdGeBOGnn1zQSmts5BHESwAnha13ihXR3623Ec8JDYI1faG1pmsNfeuesz3k+or7agGo08pS/vjZZy4BFaoxqNkE+nAFw0McrzIB1NCp3FZBKK0al2jjIbRMHh6l58r4rtm9PbqtGoAXkvOqHHC+j8BCinrXPb1qfMSAlL9AUwjnqog2O0Fe6wAW0VMc5FJzAFmheNR0fpc07BY2C6UaDOAZaydiSS4n/znkNWqSYCbppi8G2gSY11Q03EV3DsrqLWXIf6SbZv8XuXYvWqbNu5ciC+KiJslIIwBtoHKnhWAICvhWG1laSUSRQoHimlzC/RaJJzCFY7R/VvC2NQadUG39W7zbPTOlD2jHEg7jiYpIz2LJkF0ZVICBSeljnTGl9WdSMoIkQQJQnP7+IBFunvubq8ssRnVYWBP3YlEBykkzgOtXgzrZ0ip9b48XqNiXI1f9NMYfqdEY4r1xRX+/qEy/Mc6TDGnXtjjKcJpscD2KHCbQBSekdOCZz9co7zL1c4/3KNL35xiSh297HMdauAfjhJUOYaB0cxqjhCYS0maYzL8xyLFwZJFmEd2dCT6J6vA7kjIwjlqDUDuZlpemP9tgujqM0OgF6M4u++0E7gan3zZlg+Xi4DVbOYTJBPp0612FsQddmCTUHMwk+gu7hkOtRNjH+OepigLo8girR1jn34q+PYjQfGTU/0oGpnUThdjjcJp7GDjCbr/H9ZNlL4/HP6jtG643iN2lrY/HY7W0MOAM/Y5Scbfe9a50a1Y1sCuNfBn5fBnleJO18n3lzVemkfnOH1dzVr/RHKSCgA3aX6A81YP/zU/e2flTh2jAaiVNbWYl7LTWyhIHfr4FhAgD/D/n8LODXnaIGzeB1EWIglQnXPhCkRYYox4Tms1reAyQXmxuB3VytkUuIkivDReh3ETe6nKT4cDEK993EUhR6r5AAe3xviWDtcsMbCaot8VQWl5emtDIeEB4VGNoyQZCrgyLMvVvhidukyhMaiKDSUpOyeRJknGE4S6DSCBZAZ+GCkxvgwxQvtBFmoxOHXfA3lhdnTucMb547sW+Hc8XR9H1jy6CUtU41GwRlrRdT8d3WWIV4ukaxWoZic74OKy8m54w6j4+I37RB4/QHVLSiKqvITkTJQDFpUzrRoDxh+sLIse1HHjA8etjdvcc6NTNuUSw6oNDARRYXvD3DLTz9qBstu1KsrdEHAyGWIqSi5ZNFQTongFBj2P9U3AE6hk9cvdB07ThWk7wGEHjp9tk8Echt47kOletlt71ruZcB8m20D7utEZgP4ald3I7UJFGXIul+0gGd36TM/WRPjn8OaTwGT4EZa4E6c4YZSocatto2jkcochVnhtKpQ9UTb3QEyenBfvV84EV9PUR4hjxbIowVEtMLCGDyuKgx8Ld0FqxHIi0Mgd7U4AIDhpzjxGT0qstdSYl2WWBqDR0WJwlr8sSzFwhjc90In1K7hs7LEe2mKt+M4NIM12mJ8mEAqgYmPkFalwcFRGqidz+oa+YHE/eOjoFz24DDF+Zcr/OL3L/DlL+dYrypYbV3G7hkwPR4giiWiWGI8TXEuDT7Pq0ANxQjIrcFY1LgoXaH/0jTKmnetQrmsMckUkjeZu51GOLUPRgEuCMm/I+l3oupTk26TJAGfhNYQPitHLQCKg4MggsIDk11sCp+hmUQL7dQ0aZTjuBSwhMb27Aw2aibD2iQAIvZ+mfY7V0497fKiXWdL9W6crk+YQ/hz8HGDEdyZIyzivTR9GUH43u8/KDDzsWBLSUAXg2QPxnCKYZduGOV5r1P3stjzTeDO14E3fVhzXZzhJS1hm9GqCTDzkhLCHC7YZhKPL256fDcVOImyVsucWV3jmaqRDdaobQdbePCwS9Pk9Xw9mb3K/yBaILeufU7mVZwXWqPy1My8OARW7zlMyc6QDZ5iLBN86WvppnDZu9xafFaW0N5JpIzfmW/rc1pVGEuJHwwGeC9JURYatTYh+HdwlGE1LxHFCgdHLjCzMAanqHDvgykyH0R9cJji2ReufdCT02VgfKzmJZJM4d73p0izCOPDFMsYOPVMleMoQj0CamuQlQVOyxKPyhJPPX7eyAZYzStMMoXxFiG3tr1x7shee+eORx/7jOoCqtEIdZq1JKJJxIQ7ZkAzcPLoKRVPA8Dq9m2sp9NWo/BsNttwMgGEGoJtFBvhaxhov7xZJ+CcEqNTwEdErfLKlG7jbcoaRa3o7w5gUZ+f4FTxzBxrDt5SnWKR01hp1MkMth5uAmJfnROnNxB1rltfR8fD5aR9pNQNxBGkaUBVdHqhbAiAMHoHAE8jMi9NV9nXqbvqc24vA8Rfp3XPcd8obd+1iZdLyCSBid29Elnm6FZAmxZD7S4oS+yzc9Y/E8dRhJtRhMLUAFzj2GNPaaHIJklLA3AgWdeoeFE8RVnzE7cPPrHsRlt3PLcWrmC+ApDTMn3LsgL8z5JzIL8DJOeI0gJndY1KK3wZV0FsJTcGP82dihoVwmdS4l4cI/N1CSISQIWgbialwPgwwfHdEaJEIs7cvcqtRe3r3x751gqplPi1QYaDoxRvf/cAk8MkZPGSTPlMXYokddtYzAoc3xrghXQqmI/X6+DIAS5LeaE1vqyqEC1+liQ4GUTIbY3ijVrmVtuFU5wuWU4OwhhnpQqBwzrLWn29+DgTL5dh2yZOsJhOURwcBHyK8xzUgxUA4PvQXYlNLGMjjKvX3opLlJm/CpOA5j2hVgRc3ILwhoRMeIsCyvjL0mVa0heoiKbJt8Ot+47Scl0corGAJu4knlKPgXp4JQa1HCGGN18Ff/Zx6q76nNsfBdx5GazprhNpDesDvLIq3ftByTSeeSURN/8MimS2gS9LrTFSvs2NxxcAeCZlULb80vehqzjFV5bNs8LxpEvv5FjBMQJARXV6AOZdTOEZw/wEeXGInxUATILJ8Bk+0xq5VjirKtd+x1M9f7JeO4cKLjM4lhI/HI2cSrNvaUNYQk3Lb98bI4olbCx8U/Y6tFQgvP3BwGX13vruIcaHKZ6cLkIbnjhTyEYO41eLEtNsEHq7flaWeKF1EA8DEPqlajhH8t4gQW1r1OUe+PGGlhnstXfu+oxTTOosQ344hVES5cEBALQKtinzRutJ36yZoprSmNBUtphMwnfp5WWLdsKpDFapluz0roGXBv2QYQJgpEYEhCyeYKIgGoD19WduH8zpA9pUSKpDANovBKdYBqDtyP+Ssf8rw7bTl5Xj1Dq+Lg209B3fHx0zdwKB1vFoDCH8/ZRlGShD3bo7fj271/e6dl2n7joWisK3gG2fjPmrsqv2Deyu66AAxq5jBzUwDsCdoTbfA/A99xzHtnkeyOnPzmCzsxBRfVoCkXBCJso3zgacUAO1LziM3PaX2tEi304SPJfnmGvtWmhECxf59AC5US/R/aHPu1lrsu47RJlHWmf4qau5ozYd/rwu8jI88xeyxIVf/mG0RCoE7nrKDPXSq32z9N9aLHDPS2AfpxHuTYZQBfW4qyGVqwM8qyo8rWtXC6id0uZUKfxgMMBESJRZhLe+d4AkUzDG1UA4QFe+NkI5lbTMqaSdDFzLBmp1QA3eL3Qd6kPu+LrDR4WLxpLM9Rvb3+g9MkmC9c2bIQhJmTrAYVQ5GqGcTBpM8swQEjehoCDhkzSmhU9dbOoeQ9coWwetYVgt7S5cqlUG1GOowgZMAgArO8E/ei/3xSP6jH5T1q0a7MaivuwJfdfFIR6kpOU4M0WW0JgGDIrWOcA0eFuiOK8Af74u7Pk6cWXb/oDrY80+OOMcO5d1doGNDHX9fvjOpkW7lY7HF1JKfVoCmWjYEkSJrJXrF/e2b8VRGFez9ra1eC4XmOkXzimj1grd8pNtuNJXYw7sxhQKvC8eAOc/Cu/JnLGe5rJ0jmFyjoeywFQp3Ilj3Ioi5MQKqWt8tF6HLN5xGuH+ZAi90ljNS5R5jSRL8cwH7ha+zOBRUSCTEr/OceS7B6HXKgAc3RmGw5/eynBwlKGuDI4HUWCkoCyx8IHHtTVYaoN7SYLcGHzm1TXXxmCyV1D5jVom2bfOueMDIBWMy6pEVDTZuIrqgkYj6CxDvFqFxqxEvTBSIp3PXYTTU1qG5+dBwYtqI8gIkFsDPQB4eiYtQ8fYbbXAh20JQBZ5UwPhZcYNXNQKeXvZIAWNqfswWvVT0ghE+Q+nZnapa9xoYOJCFpQRoQGLU2E4PYGycrzgGHADJKdhEqWGtkV1WeURbD2GKVJEHcn1rujHy9i+lJOrwHXXdnrpKJ0AABdReBVO5C7j298X8PeddEhjIPM8UJMpKxGy2XECnRygzn/YULt8vylLz1J+gsc8Wg/gRurqIkgC+l6SIJUCI+WyXQBQGIO51u3MNEVX+fN7FQh3KTV8gkmWn7QVYf0kIjzXXZozvQP+fKxJXFsGnwUDEDJ6P1mvkRuD97MMuVcWe1DXyKTE9CjCO4hweZ4j0zG+M3JN1z/xVJjaWpz6qGtlLSZe6fPgKMXF0zXqyqCuDN767gEmN91YuDAGT7Vzps/KEmdVhZFyDdxv+pYQpywreBxFKPwkIBICJ9G3Dmq+knUDkEJrpHkOqQ3K0TAoV5ajEUwcI5vNnOPmnTrCpHjpqFJdfOr2qjRx4rJI3hnrw6ZuHzyrVBC4IIdvGy7RcQAMk5SCrocAho5twoWPus4ez/B18YjX2ZF1hS44FnEKHm2P0y2727/8oN27jh8XK18gDOL2TeHPLjy4Du7swpyvy66LNftmLDnGVKNRyGxbpaDzGHXxHafsDbjAG9XZ+bH4MxqL/Xh8K3Fzv/tJggdpisPI9Z275/uTErZU/HmlZ+gqB48zRmg5YDOYzjGFz80uP2jmRd25ml/eyhILsUbkA32RV4A+rSr8OF/jPV/fRiqVmZQ4uRkjW7sa7oNhjMEgxW8vl64uHMBpWWLk79lEStwbJ6E8IF/WyIYucCiUL5Woa4xjiWdVFTBkohRO4Fr8PFwVof9d5o8PcP1U93Lu3mTugn2jiCuEyAD8pwBSv++/bq39y+z7/yGAvwLglrX2WWfddwD87wGcwOHFb1hr/1dX7tTaFlCWnr4CuKjn4PnzAKD0WaCw+NoFyswRNZO+p3oEoTWSy0sA3jkcjlAP3PYCCLImqxvXRV9dkMxVomh5pbUvaPdOYNVsnySAa99k1gmm1ICJgNpHU6iGiTt1PNPgBwYSq+BHqOGyiHk1aCiSXI2MR0o5LY0PYty55I2qu7UN1M+OsoxEj6GJdjn1E5scwrC6lT2AtY8Gct36gZcF1u5y2xy8ffbzddrL7HcXlYtMaQ14yfB4uXQBEaVgZQ6TJCFzXg+Pmmdi8aABsMsPWs7dhafF1OMvEPn+OLW1oek4NVHNtXLb4RF9iuKu3gXKKSC3gC31POKZA25dJ4+e3W7ghOrveBaCR2/9xNGu3nXZvOQcp9mTEO0MTdV9HdsneY5P8tw5eWmKOstwfCvFc2OQ12UA60c+EkqZzpnWeJCmuJ+mWOca1liMD12j2sWLEkkW4SKxeFgUjnpkLZ7XNU6ryqm5wQ3kC0/PnGmNWV2HGsGTOMa9OMYZgLV5Q8vcagynTOIcLcKMbDZDvFyGoKGsyoBBVDZApQGyLJGsVq1ApI7jFj5xcS+ybeNP9/Nt2RKSqN+FS4RJrR5khEnltE3D5HjUKREQyWwDjwCHSdX6ViP8xQOIHIt4sLDrNBIe8v/rcROQ4WMFOQbABgZ1x/2vC3/2GWd3Wd99/8PEnOvu76pexRxjglidcu08Ar5kGaw8ae4zxxdWdvLUl6VkogqNyTNPzwzYUg0abAGaYDQFsLc5cd2AArdtmNJ1IIkmzNt6cGZUtEBlEjyNFnianeFZvcKsrjH1WTwAGAgZsOQkjvF+luH9QYZ0GGNuLR7nuRvvtRN4mdU1kOcorMWDNMX7UuJLKg+YJqgrg9nTNQZ3Bvjxeo3Py3Irhpz5rOCpr7kjPLufJHgmBNZ7PRtfn3MnhHgEYA431NTW2h8KIY4A/J8A3AfwCMB/1Vp74Zf/nwD4F/zy/6K19v/xtRzYFvumw6kFgD9vrV0IIWIAvyWE+JvW2t/2ztt/HsCnW9atAfwPrLV/VwgxAfB7Qoj/2Fr78T47lsZA+2ghBzYSMBFaBwANIKvNRhNWWo/qIKx0jb55vURUeOfQO1d1lgG+wL1PYYpTN7vZu64FUZDOAKbjOCiW0fE5etvzdgE5B7u+iGinUadTrhRBOheAKzSux66AmEc0eR0EGRfCIIAcftpPa6NaOlreL0NUHgsHpmodI1rnECbxzmvl/3eSx0ZqIEmwraXBq1IVexVOXXed69QYvEpFTL5dsle5/W3Xg94pHs03UsJWFWK4yWidZ/59+457prmTTwEAisRnZ5ibBHM/GcyUxq9lGU5837W1tahthfXhT11ROnfy2PMoKgGrfFZB1ptUmW0A0qUs898sitqq4eFZck475sGW8gi2PMIvsjOcpi+Q+YnFwtcrAMCDNMWf9vUTv71cIjcm1Eg8KgvcUFFw7A4jp8RGjco/yXN8eDJEvqpxdAc4+c4EL2CQKoWbucZ0NMKP12v8NM9DNo7kttfGuLoJYzCr61AM/36W4QdZhj+WZRhIiX/njaDK3tZleRB2UBCE4wN3CKRuWtsUHp8A12eSLMpzh21J3FZc9vay2MSXB1yGjrKEXPgFyaytsswxqZt56Igr9eJRPWzXUnEs4kqI9Hd+0sYqWo/eNXLaOA55502bqcelIeLl0n0WxzBJG4N0HDfCNNfAoFfBErku9uyDO/ti03X2ye1VbPtaGFOWiDxls84ymGWCenAHOj3ZxBeqpfP48Fm5wGfRAnH6AvdJFZiwJS2wiH+Mavl2W5nZY8CVuNLn3NF33d/k4NHx8mDELjzxz/VFdoaL7AyTqOmJF8FNtN/PsuC0/ieXl4E58tD3zyPBsrFSrj+rd/Y+yXN8/84w1Gunxy7JoQqDPzUcYiIlPlqvnUPHMGSmdcCyZ3WNSAhMpMSDNMWHwyGmSu3n3FkB6K81c/ef6ySe/hUA/09r7b8mhPhX/P//shDiAwB/EcCvA3gLwH8ihPhHrLWvTunuCvtGnTtrrQVAIe/Y/1A4938J4H8M4P+yZd3HAB77v+dCiN8H8DaAnc6dFaLVz43Akff24SZ9DYGNY5SjIcrRCFZKRHmOBIDRphWFdINSQ3OR2iBeLZHML1GNRpDa1eRxkAMAwQC1ewxXGe+NQ+poJk5QD7ImIhrN+2kB3egQF0nxnwtZI/UFrTTkKv9/pVUTgSKHjYzTLHndBKds1uOGH07GI6FeoapPGECt3XUyUqI4UlBrp1hK/Hu6jla55u1ETRI+60kCAl/Fvu5IZlcl7+va9tex/FfdrhNh0ODTxkAjSxJoT6OuRnfC5Neqaat+LdTQZWfA0d/BIJ479UwAE6XwThzjhnJ9gk7VAk+jj1wdHK8LjRaw+QlU0VCwHdmAlNfYAW6ru+s6fybqz1qX001nkWccuCPof6p8gUqWmEcLPPXL3x24KGgmBD73gHlWVcikxEw7eel7SYKpUmFCcs/Ti+4lCVKvMDqcxDDaQkqBR7nL8t1PEhybCO/EMSZeBvysrnFWVXhYFPgkz/HIF8YvtEbhs6XHUeRAWinc25dW8y01jlMoS0hGWeYUf5pkC61h0ixk4oQxSJZLyLIMLBSONzqZhmxevFzCVhWAEYS+dJNb1hx8X2xqUTOVauES4N6bEASNrX+/LtrvADl1PJvBMQlX4FE1aCa0PDjIs3RdLKLJdn7S9MOj/YYJ8jCcI4AgmCK0hsolrKpQTVJUZoT0co7I1zDy60Uq27IsoT0W8W1e1/bBnpfd9q6AYd82r3L2/rCxZht1k1OIATcBpWefynTKA4YvMcMWWbq5S7QAph9BpS+Q+fHwhp9L3lAKF1rjc/GFq3XjjKb8BLY8glq6tiMbuNJ9L8j6MMVEAIYNRtB3HI/4nI/W59k877zO/fv341UZsOS0LPGREK5muqqCY/V5VSECcCeO8U6S4J7HkfezLOBIohTGhwmiWGKuNf7Beo1pFOHtOsbNKMKHg0HAkNOyxMOiwN9brfCwqpD7Wm0StMmk65d6P0lwL9nHaZOA/UZpmf8cgH/S//1XAfxtAP+y//zfs9YWAH4hhHgI4EcA/j/f1IF944UQQggF4PcAPADwb1prf0cI8c8C+Nxa+/8Te0R3hRD3AfxJAL+z5fu/BOAvAUCcHofJfjf6SJk8TlXh0dA6y6CzDOXQDfTZbIZ0Pm8BLA24gQ6pNYyatERXhNGAV9zkIBoko+m42QDbOzixrKFhD3o5HLo+RRQRJQDryvHSi00vO33PqZMArCyR+wGjYnSY1kDCFSv5fjh9jegAPHsXKAq3XdQzFc06FEWVJawHd80mtZoyND4LqeUJZBkj9VlTwQCUrmcLhNh9u45d16F7VUB11Xa+Lufr6zDRc+176yRMu/cV2Huk/YSX17XqOEaFaUOp7NCmFukLnHk1M5KTBoCxcn3iclNgTs2MgWbCB8BUd50KLjseDcBGaAPqxu9mWG3ORQNaANXdznnmqDMG0jQh4OIP/L3i7y/tb/gpHtfnWAyfYW4MYiHwSZ47ilpyjli5WrkHvqHtWCkoNs7WPoNXWIvj4wxnVYXP8zWe1TUe5jke5nlwDMfKiboAwEVdIwIwlhJ34xgvtMY8PwBkidxoXGiNz6oSWe4mQBZvaJm7rItTlv1N9EvKtNHyvOF4cTjF8OkTRHm+gU+0PL0zTnilhPTDpWHOnFWqaVOCzYDTNmziuGSk9CqFBoieb7AxWhNPPumk94DwAy76m/vve/GI0yb7cK+LRbR9jzdi7QTTbIKGveLXt8NPAVk6HPK4WqcJkH0RsoA6P0BUuLKNFgZ1xjLjHeHr2HWw51XgwXVYLX/U8KfPQe2r9+bL0mcklEfvBr0HdZahBqPmUuChPEKuPw1MiFTKIBg1JWwZPEWFj9xO6rGjeS4eQJfvOxo1O15Nx9zFla2Y4o9fp0DxHYYntTt2HLXxhG+bgpj8faP9ZGd4XJ9hMXzmaKbG4GdLBZgEwvd2/bXMtR2aKhXKAoAGRwBgcDvDZ2WJeVnirK7xkzzHnSjC3ThGKiVuRRFOgJClu+Gv2Y/Xa9dXcnyOpTE4qyr8zGcLj/eq235pWuaxEOJ32f+/Ya39jc4yFsDfEkJYAP8b//0dn3iCtfaxEOK2X/ZtAL/N1j31n31j9o07dz4t+aEQYgrgbwgh/jiA/xmA/8I+6wshxgD+fQD/fWvt5ZZ9/AaA3wCA4eR71iqFcjgMIEiNXwk4q+EI5cGBi4D6iSQ5Z/FyCZXn0D66WY5GTYsDpVyUtQdAA7h6+ksoUvZqjkATFeUgzIVUWufNqTLs2KlGA8msHaEEmto6mbRf8m4dAik7dZWaukW5JmkKj+l/npGj1P/QM2vpc94+gYDXJBB5BlHFsDwyRvvlk11eo1QeQSxvhtYTgkVUoy740EBuXk5q+g/LqfvDtOtmDq9zzi/jrArt+mpZCqKQoExVuYy6UgGMHU2aTfbyE1T1uCmMp0DE+CHuDirci2OcxDEq+8JNHnkGoDwKY4QkYQglIRXrPdl9zusxkN/udWA5e4Bvkxo/ByFoDrZdAQnTeY9peVJGW53jE5r8Xv5pdw1u/ybu33jqnDPfBH3s6S5jKfGsrvGT9RoXWuNuHOOHwyEy/zk5xVRLB6Cp6QPw3NfW0SQgXAuT4Fn6S3w/TaEtUPn6QKL2vLFNE3DvG7XfaVT+3DtAAch8OgWAgFEAkM7njmqZJK61T5I4tcw98Sm0PLgmNnHnE2jjUmDFRM/dwjyzYKKrMYmea05V68Oj8cPmPaSgJtEqWWuEliAXp2cCsIFymWzS3PhkmNdNLb4XsnKqysN7zTHoq4qpfNOO3TdtXxfW9LF+tm0jLAsEFWehNWSSBMZWVY6gkxj1cNw8B+c/AuoxHnd1BsYP8d3MjZPHUYSz7ImjDVMwPD8Jc8sGV7QL9APuWRs/bM+t8pOtmMKzwVIbp1Qbx40z2H1/ugIufM5H+8xPMF+d48c0Z/NMq/Tt/yv+0cEA95IENVy99n0f9OM48p6nUtbWhjYRp77W+w8Kp9j5IMtCn9eZxxgqL0B5hKflOe4n7jwLYwImXWkvL6jyzFr7wyuW+bPW2i+8A/cfCyE+2bFsX5bqGwXAb9y5I7PWzoQQfxsuffldAJS1uwfg7wohfmStPePr+Dq9fx/Av2Ot/Q/22Y+JFM6/9z1UoxGWt26hGo1cry0PROl83kQZvSoZDdpCOZXJKM8BpvYFtEEv7IupTDXZItM4grQcGvUxUH3fnnLATnCCgayUjvYRT9vRyfKoKSLmt7krBc2tO2kE2sDGJ860fifr16rj4zUQXZpBPYbQBWyWNcfTRyngx2oiPzDWbPIhA6h2axu2AWpfRLrP+D35wxIz+TqtL5vW/f7rsH1At/sZOXlEzeJRWllVoUDeLBPo5C0AcFkDeo5ICc3Xez6r16G+INcqRFX55JCoOYKaExs/ke2+GzwrEa1gMdwYH7qOnTC6TdPWLrMXxo0uLZP/3TUuAkFGqmr1GGfVF6FdxNhvn+guubV4mOeo4Wr2IiHw/dRRhU78O/awKPCwcCpmx1GEs6rC/TR10WlrQ8T2QmucDU9hn/0ZXEQL/AN5gaUxGEuJR0Xxps/dDjNRhPPvfQ/5dIrVrdswSiJZrQAg1HZRgBJAg1H+He72yNsHn4TWMEqGdwu4HjbtwiXKYNX5bVcm4DNgohIAfDDDRG4Gsg2TWpkL9jlXuDWJe3eBdt0dDwzS8uT88feoHjeZNp7pI+viEOAbluehfp+uxb4YdF38+SoqzH/U7JvCmus4dtzBs1q3HD2OL672+wasOnbvIT1nHFuyMzyuXgAAcmNcFuryg6b+ziTQqYDQKuCK9MergeaZBZoAhCxh1XZMITyxkrXZAtp40lXr5IFDbtuwZPoR8mqAs6gKYl51HIeauYUxeFgUiICgxHnsaZX34hhrY/CoLPBlVQdn8H6a4k4UYeFxZGEMZlGEz2QJXH6AT6KfuMsgBI6LYs/g4NcnqGKt/cL/fiKE+BtwNMsvhRB3fdbuLoAnfvFTAO+w1e8B+OJrObAt9o06d0KIWwAq79gNAPwFAP+6tfY2W+YRgB/2qGUKAP87AL9vrf039t2nlU4Gd/7W2yhur4HsH6KmBzs/wfriPqJ1Dp3EAfCiPEek2n3SuoPFVRQA+p56/lANBX/5QtST0TP7Bjm+D6pp4BFYVVXAcumoma2XNg70016Fvw2nyz8OJD9fTl0BcMgA1m2FMD5I8EgT0eMIbOl/7hBSfZ/WsLzdAROQCCIZ9Fkyg44I8C2sUaFxPI8eAy8XKd1lX6ck9FXA1qXu9onyvOy2vwlQvc7+r3LyFACjXR9DwGXyhNZQZekKeFWjhlbnGersvgPiy/eB4al7DmcfosrOcHrwiasFiwzmJPJD2QAvrGCrdzadzEJBk7ra8FO3PNG9vFkM3Xsnaz8ZrHqBWGjt1AWDU9co+4YMB9CekG4rugfaGRL/fs8XD/CJz7hPsktkUuK0LIPYCgD8KR9p/STP8VlZYmlcE/gbnoZJkdfTssRZHAeVzZnWIcv3eVnCnv/QOcnRAvXkAiOv6HmhNao3zt1Ws1Iin04xf/tt1MdfAMm565fl6VzpbN2LUVSnCmzHKIA5bD3fEc5ZpULbnauwiStQt85DNfXsNDbXYxOeX8Irh0mrzTYGfZgk64AnohKwxk8XOB710ZdZFr5VPtApSwgZEB64pG1yijTV4wKo48bRI9f368Kgq7DnZUoNXgZz+uY8193uq7KvktXchTE78WW5hPYZvTrLUC/vuCz75ftA9iQobObZGR5PfoEbUYR48BSVedhgi6d06uq9oMAOuPmhkRNYvBsygK2WB/lJL6YAcGU/aOaaQrO69fCedlhc/BnvM/4OltNQl/7Z+CE+G36KePQ5pkrhUVFgrBSe1jViIfDD4RAzrfGTtWtLRGrVN5TC53AK1o+88vLCuH52hCGPqwqfrWO3L1kiv/FjZFIiEwJz41Q097jbX4tzJ4QYAZBe72MExzT8nwP4DwH8NwH8a/43aYb8hwD+XSHEvwEnqPIegL/zyg9sh33Tmbu7AP6qr7uTAP6atfY/2rawEOItAP9ba+0/DeDPAvhvAPixEOIjv8j/1Fr7f9u1Q1lVmHz+OYTWWFQnyKe/DjuYh1S6jmNX95WcQyxvIlm7CGhfzcJVE88+6w6ELRoAHJBKz7nm9WJkRIXhwEEOno7joIZm/UsfopP1GELX7c8pesNrFvzAIYoU0lCmb+ieDFlDVhaCqXy2GtAqXtAbNQDKnTieueMKTiaC1I5OVOMmu1bDcJ2scRQ3G3cGIr8dHftoVrXPS7//veF0o1Z0uhPB7gLMy4DsPrYLnL5OML2qqe3LOLu7jrfvO8n6FtJfJLUOYEOApaWG5pXQrFKo0wyF9BNBT+myyTmeiqcNzZLTtXw9qdB1iJC2xCXq4Wa2oS8iKkvYKHF1OvXIt1JpR4zpb3oeW+cXgjlD0LvhJOTRnsiGi9QIEkkTA+vvQ1++72jb44eYZ2eYyxJPh5+GifWN0XM8LAr8ZL3GWDnBFVJCe+CzeI/KEp/kOaZK4aand360XuOzssSXvgHtfPGWc+z8hPqirkPdxCd5jov6VyfD8E2brGscfvYZpDFYlCcopu+2lCOLg4nvBTdFyjDKMIy67rvVpVXSchRs6GLTPsEk2m4bl/KADSFgSu9SHyZ5p8ypJPuMNlyQT5q4F4+sGjZOoGd5tJw5zjDhgUNPv1ZlBbscuQl217Gphx6P2Hsmy7BfkyROoKYHv6+6Ttz6rm8IEn/D2PNNY84urHmVONP9fF98CYE4/+ypqgpUaB3HyI+Omn6IJkGeneECa5dtojrO1buBHcJLfzTQfh+6NdVMLdYddIMpomgy+fz8duNJypy9/bBEzQ6gl38advYhkJ2hGj8MLRVCn9nRc4ylxMK45uiZlJj5DN1JHOPU40AmBO54SiYFDD+rKvxBUQCX/1iobayKQ8wy5wieVlWol99pVn5dmbs7cGVkgJsd/7vW2v+7EOL/C+CvCSH+BTil//8KAFhr/4EQ4q/BCT7WAP6736RSJh3kN2bW2r8PJ4Sya5n77O8vAPzT/u/fQj+Pdfc+pYA0Bul8jjrLmjYH8S2UoyEAjWhZQOoBZDUL/YL2ifb07q8DDN3PgB66H6t16G6LNzS3yhdkaw1jnGxtqLtTEuF2Jucu66YLv8OsocDwmp5OtiEAuzEwOvXb1ojKEqqsXM0R2AQaaBzBcEJlU+uQnbkoDPUdAgLwxsslZFVCGBWuj/WFzeF6+YHUVDyTUbMobRKOhYDVSglhDMyWSciuaGorQ6pU6zdtj5TheN/BcB/Rf/+vspdZ5+u2V9Esfd9zucqpa31GdQXeVGdd9+z6yKsHUHLK9CqGru4C87uwgwfA6l3klKXjUf7Vu77dxto9o35CSnepUgoYVI0KGl8XaAIZvAWJD3LUyQmAzDd17oBQ59xa59ea0HKHr5tRaUCeMoWxz+pr80HTI4lUAscPcYGP8dv6CWw5xY3BHJ/kOXJj8HaS4LQskUmJs6rC0zzBU5Pgs/IF3kmS0EZhXmbA6j33rj/7cyHirIHQZuFhUWDec0/fmDMr3D1LLi+RZpkPWClUo7e8yEMOdakgzCzQNF9mrOiONaZHga5FB+xgUxfTtuESZe/Cut7pUgvZZAoJO3hdEDl43mjSao2CjofQMRBpjWidt/GIMhRg1H4KtnAsIlEM2n5hEa1zJy6jZCjF2IlDfEIsN6/fLgzaF3+6n/Ftcezp1lOSXTcz94dpXxVr9jn+fTBmJ77Q+Ev44h09XVXAaIRoVTfY4imYObFBWL9esbyJZLnawBWi+Orkoqn5JJEgXo/aCYLYbIwqfhdyZpzjKdkztAeeXAdLkrKCySWq+nsNo4oYYRxH6iGeDVahDIB6rOY+0GfLKU4r10YiNwZP6xr5+pY73yd/3v0+/i0Ajtr6sCjwqCzxdK8Y/teTubPW/hzAn+j5/DmAf2rLOv8qgH/1lR/MnvaHVnP3TZmJYly+9ZajiyQJVJ77SdoKydzpsVA2LDT87onA9Q28u7IaVimInj5E3e2ROhoHTb483wePxhBIWK0B4v1XAjaiLNmq2Zms0WpeTmBKtQho+Nu0HwI5UkCT67wZDLWBUW6ZmoME7Z8yeCSuQrVMQZHpCSp5BKkNoiJnA5Kn8fAmt9vqjLyTKHQTxebXjagxoWUERa4695GctT7rArGJYxiWvaE7I7Tujay+TJH4vvUYfD9AQ93pbTD8DdYLfhWHDuh36sI6hmW9O8txSgo9uxQUISBWeQ5DKmhphnr5J6A5hThE9yPQsxhq5egahjo5/z+BHGUmihQ2LZreSFSPF36mENrV/KIqN54RRb0at1wzq1RD49xBs6PrKIwOtG2hM+j4pjs+yph4dVDrJw4X2Vlob/KJr5MKkeTFA2D2IfLhp/jZ9CN3PpcftGS1o1WN6HyMvP5nUZkEP6YJTn4C6L+59d5+281EMRYnJ+F5iH29XRBV2YJR2yb3wG58civ3Uy77sIkHu/oCn11cElqH+sAQ/IBz+iKtXWsEgzYmAax+1Y3tG5TscMzVBh4hSaB9/FdVFTTHIgo4Lh60qJ96tAQwQlI5tUSrDfbGoc5YsQ8G7Ys/HHuIZt76nr7rrtcTZOzaV8GcbXWcu5b5OuxlHTpgO8ZchS+t8bfj5BG26DiGWQ5Q5P8kMP55m8FkIseOUhKyQhtXwK4l1zLwaq42tm1hOgomlkdQhQ3jvO50LtmFJwD2xhJhfLCQhGCrG47xxkqcAo5kZ3gcLYDVu5hnZ3hMSQRf6oBnfw5VdoafHf2dRp2a3tP8BNn5AlXxZ6EB/Cz/yK0XWm79r7ecibevv8/dr4y99s6dVQqr27cDSHHlRNHh8FKU0LBBujt4bWR0WJSTXv7wGfsbbHCmuqCW6iYzIyXAHMNwTB7YaEABHGDIskTij7+usrAdqSvUSRKyC2rt+/FxJT4PckbKBjCSpGlRIJfQUQKh4xZHXBjlgRDQcQrAHVOtps12KasRLYDVPfc5SQnXYxT4AOJcI14tw3ULEwJgs/8RGyTpfnEn2CoFfiWFMb0NZFvXmu5nxwnk33GjJvdWN73z+qg0fc5WH+hti6DuA7jd4mr6vW8h/quwr+rMkV0FuFd9RiAGoBV8ABCilLIsQe1OYrV08vLrEerBjXCMQhdQVVObSu8FRctbrRryE1ePgEbgQuoVapNBG1+7QzScwnplvZl758vS1Tex9iut64HGYe2jDu2auND14cGalpJsJaHjiVvejKBX95pgULceoys+sRw5h9jXYDg6t0G0zhEVOVQ+d+I2l1PU9X+5LT+vh73H/MZ24BQL/AHYSt3vbusqfOJBIQAtfNI+WBgUN5npOG4FLXfhEqlSqzKDTmhc98dPmbxtmETZMb+fOsvcM+ozwkJnG3jkLPFBndoFWiQLKgLuOSynjuLqM+9aPkBdjryATdXGIaJ6cmGjegzeB0/6ecTLYNA2/OliD8+ybsOevvkK0E/h7G6bf36dTN43hTdfxZkj68OYa+OLz4ZRELEPW3SSICpylMs7MEnSiyvNMemm954xTrH18gMf3PCOY7lyap1gmJLfdiyzsoIwZetd2IUnrWvAzmXbteJYwrGvBiC0uhpHeCkN4N75+Q3owbuBxkr1g65k4RkkzcMf/xOOBkr09Dd2LXvtnTsdRWGCFh5+D0g0+SMnizsL3UwawOlQqjX48satfHluvPicXhTrFTm7rxYf6CmyVw2HMHECo1zxt83bUU1STiOFTDKRxOEF0rGihd3vbusDf/w6FY10PANGOm6eEaGIDoGhq6GbNnQEb6qqoDFsK5dFi9CaQmjXOF5q5zi5wuZJQ4MhARavVBaORzeRyuBUbVx9hOt5ldmegZHW5Y64VWqrI0jPWneQvaqmYFcNRt8AvKvQ/lUBLT8G/tm+615l+2Tq9t0mP1ZldAg+AAjOHtVMAE6FMJ3PXbTVR8fpOZJsEk3jA5QTi3A0zyIo7Ulf3yeNQZ06xV1HhSalP5eFkKScSzVS9Eyxc+By8/xzuhaq55r0XQdeh0XOQqx1oKkSzbq5brHfb8bGviz8L7Vx1DUzA2aAY8gvASxBPaLCelIi9pnCOrsJG7KbgyuP/dtqfTgVFIFZIJDX1tAYE2jyL4lPfdgkyxI6SfqxyfcCM0pBZxnqNNuJS7HWiIrm+EhpcCcmmQhWWQjta12zJ8333rp4FGkNow3qQRbqojQmsGmPiBfLjABANaJ62BwmyxocKhRM1cGhehie925AbhcGvQz+8Bp7Gt849vThTteugzsvizmvAm9eFmteaeBwD3zhjh6wiS0mz2GXS2SzGaosg5WSOXlNto7eaRvHMHESghw0x6ESIafaLNuYAsr8Nc8gBfrBqNZ9eMLP+yo86Tp19J5Jz+q6CkcchgBCxyHwqKoZw5CLcF2oDpF6DSbLFWozcg5vtwXQ9iPGN9zE/I+svfbOHYQI9WH00Luau8RPVtpOlur0BaqzzL1cnP7iwZB6awEIhbUUXXQRvmHzPxV6s4iLZNuhfnguEtNQYZpeOpVz7pIEUhtUw1E4fooc0gtIqfagWlZYCF27Bsw0eLaET4aI8iWkNiizDIjm/uTHIapCymdAeyA3QKCqaTjnLl4uPX2oidQLnUNI6UDV/4hKwCoTIl/NACLDoBGuq8/WWdUoWHWNU2J66UZbQK677LZ1uZMv0URQN7Z9TZDalt3r1rXs61S9yggq7fe6Ud1XCbhXbW/jeeysEwA57JMy9BLwDZ+77zN3kAA/AZbSvVOxDSAsdB1Aqc4yJ3wxPG3XSMgSNe613iHBnK/WubDz2PjuGpQoDsa0L1VVYQJAUeY+Gnprcm6aFg4UbAoMh05WiGcXqM45nc+D45Hv06fo22o9OMV7zbmm4xVqr+zIR5dtGGWSJDhe3exXYECQMjJ0YHdE6zxgE2XDKeovPZW4ZsFQWZWoBwd+v2oDl+gcJFh2qw+TqDbbC68EFevYi1J42vMuPLKmcYzjskSkNWo0WETXslYZE/watoI+ADwGNzhUZ1nTvsGfB9UvbRvLNnBlD/zZcLSYwx6yrujHHgNsOJX74M51MOfrcuz67Ks6dq/KqevDl32wxSrXooR6EVNrHb49mqPpxNN/6yGkcc83BeqLyQR28hgwywZT4KiRqqraon+dudG+eHIVlnAHEgBUnu+NI3w7sqp2YggAwF+nqMiRzC8Zu+UF1htH2bWvrxXCr5q99s6dsLYVCeUFpyZO3IAom2aQloFnN5sXahFkA5bVaOQoHnLZRB97UtHhgUtmqKMEuhhCVXGbhggvG+2hWxQpkuUKwh+3TuKQOVBVBQwyHyHXGy+u0BpCSk8Vc9FMasEQIukeMKO8qaeTxkCX05BSt2rYiJUox83m14McTh5VVKWPugyyVvNmxHGIvhC4U9ZOGBPaNjTXPNmYrNvYBmqQgqsLUSWCQ8wHkl31JASUNIEhznqIFIe7sFlnYpVTkONNRLvbB9qRWl6ft42KCWwOsrwnVR/YviwlZl8n7WWWf1WAu2t718pYsug+0NyjNtWmiR7ye2CVQjkahayeqirImX9XqiZjZZLEvcvZk6aVAk0eZQlE7n2IjQ71DUS76ztz1TnWvmvQFZPh1ormMkeP1tHGhAn8PuvzCG53gsKt9ts0UjohJqayWO6Rdfy2GsepOm1jArXNUP79pzrnbRhFZQV1mqEcDV2NZXQJyGcNNhHVqdNHTo8SGDnpxSZHuRoAJkG0qmFzVy9tlAy45I6nofDz55YcPB4ICJjE+zqWU0T5MjhYooodvRJwjp4fcrt4RMEZen9NkiBa5y0sao3XvrZPVRWidR6CH875a3DIqCxgE8c5DVd6YbUOGAS0J6rbAod0vBx/Ih9oouMnoY0+7OHb5N+RmAvZPrhzHcx5md6vrwo79l32VQQO98aXXdjicUUCsFWFqJNd57jiAv7NPIQEfUyaufeX6u0IU6IFdHoEobPWuB60GDr39Co8uQpLuu09wjt3DRzhiRPp/+5mgp04oApzXKJr0vavdO6+PrXMXzl77Z07WVUYPX2KcjSCzjInrYz2oMlFE+gB7Eav6aGjovZqNEI9jIBo1ubiAw1I8VqVwvV4ogHTSE9PIbETsnoY6B82tiimjMokS6BmRfY9TgsfxKWve6DMmFW+j1ElAaSw5sRl5spViMjGyyUiD9jOgUVo7h5VZStiSUagaTmoVKXrTzvIwr4pAiuKFLIswstL0RywCUGdZS6aBYQJtzQmFMxzJ84oGegFARjZxKI78HT/10kc5OkJuK1s+kK16hH9QG58e4a6A5gmTlrBAnJ8tb+GRPeTW46Nm9BN7V43g8aX4efdN2B+E7YPKO9b83DVNvc5t+695/ey7zrydYIUPGXqpISsKjeJy/Nw72g8qEYjp0Y5qBCKxoE2yGRn0LIBYyllqPlVbFsb57pXb5+e898CxvR8KJo89EXiuxPyjlPXnbADTV0U1WtFeY5ktWpnb77hZ/JlTQiRAfhPAaRwGPnXrbV/ubPM/wjAf93/GwH4NQC3rLXnQoh/CcB/G4AF8GMA/y1rbbvLeMdkVWF4fo4qy1B5wkOXKknjxzaMIgfLKoVqOHJZZMrM7cKnctpywndik6+pqbPM4R/Qi0v8uej+TcvV/jMJwBS+pYE5acnEK7hxw+RE6RQtPOq9lsa0nD6OReRUUk0fOXayKn0g1K0Tk6NNAjZgNfnwTqYWjaOqZIuOz51Yfi+7fwMI+BWYIZ5VFBw92dRvE8boGKFOko9n5BhQBl3T87Mn7lwXc/bBm+uwTq6yl9nOqwocdtd5GWyhEb70dM0urhDNVmcZyuHQ9y5+0ghydTClxglUmbj7TmM0/DP6ivCkSyOlc94XR/g6kjl45JS2MGQ4DAkWoklf656/EVQJ9to7d2SqLFt1duD1dZ2JENAWTKFoqPGRQQLQrgMnKuFBt4ZVMYDYv0xFWxSBlL2UCsBLwgRN5igNgE3RWUCizhCcsF0RdACtF10BQQmMmihzqg0tb5Wn1VQIWTgAgWrDt21VO+MldKOsROvE/u8qafrcWeUay5uqgi5LRFIGfnloNeAdU8qiSX9PVKEQQrdo15BE7HpsAxSi3wFt2lPXKBpNYFr7a8WBgoBfaA1VNpL7kkWWuTgO3QuhNeot+6YaC2EMrKda9VGx+D3g2wlR6y2Auw189rWXXX9Xbd1e6/ecy7beT13nY9vxcspZd3l6d4j2wrep4xjlwUGLCeBoxQo6vuszJR0RhtU9/24DKnZ9sWg/QmtgR4aO2y4HqU9mnQNr9zq1JsBbtsudOv5/s08/sfHfDWazjfMI9+BXp4l5AeDPW2sXQogYwG8JIf6mtfa3aQFr7V8B8FcAQAjxzwD4l7xj9zaAfxHAB9bate919BcB/NtX7dSNn00Gh2MU0M7CApsYRcrGdZo1NK8d+CS09Puch222VJAZNpFj48SzAEDDIvKOmoSO9VZc6o7FYWLI1CkJk9x5MhqY/x15ZycwTKpy833343V4pnuwyEqFWkpXelCP3TWTEqrymO7bTGALDgFwtNkCcL47w6DS4eYuDOL4QxjMzyGM33ES1HSpbGMX9jRiGZstU/bFHQABczTceHIV5lyFN91z33eivi0we5V9FZy5iva+K7DVNX5vudH168OVOstQDYdNcFn74Hx1A3owbmNKPQZyJ8BUDzI/Z6saZ+kr4sk+WLIvjrTeSRYobPbl1tE+g5msVntjeM8ZvcnceXvtnTsTKcdZVg0dj2yDcoBmICSHDkDLqauzzDVBl8uG2uJT5VYNIUI9AKmG9bxc3nFAMnPLFGmIZnajhDw6R7V6RklH5fAvycZA3flfAp4+wF/ANv2MRwZDJAqbL3TrRd0i4sK3B6BFhYVJwuSFGsjzc6ZJtS1dJDVSTa0BRWzpOrUmx3CAaNnEYKuwinfYuo4RB91Au/GDtEkSWO1oQmRUf6UKBaNctpFqN6iNBG2fD2qU5eDXhRzsbu1H97jp3Ftqq1sG1G0Umq8aRb3u+i8DuF3gDPUlHvioDoYb0Ytp4scniNuiz8E5Yz2B+PlFbF0uPBEvl5BswscnW5UasZN3NDPX186ZURLVcASrFJLLy/Zx8Ulxh2LFrZtd22a77nt417ZMuvrq99y+eY2Hz3aaNj0QaO4VAEAbCPOr4dxZay0AkmeL/c+ug/+vAfg/sv8jAAMhRAXXef6Lq/ZpIoV8Om2OgeFVGDek7MUoXl+nk9hl1AibSLG4B5/6sEnCZRV2YVNo3sz+78MlYNPJ5/vZhUkcP2iM24ZHZLz+qA/buhNuEq7QsbtmpPwn5nOXHUWDQ6pTB0nXYyO4tgcG0XhEzJTwP40zqk1zs0qhTpJW1oWwJ1ohlGsky1UIJnJNgW24w0sZeifQLGtCz1pXk4CfU1+JwLb7f5V1sf0quy7GdMcpOn4as+iahu37rBPPKl+17cD22QNXiOETr1ZNDWWSQBjtAxBZMwDJEmI9QZQvw7ET/iT+2Q3Hsgdb4rpY8jI4sg+GRLluZerCGMjEa662N4IqZK+9cyesbbjsPhrK09WUKQl1Yyy7R58Xk4mrhaPmp9lZkyYncZAidY1myzZo9j7s0kUokJMS3SpELrXanIQmy6ZnXVS0KZndyC4dd9/+u7zrLqWiG0lSnZeeD/4hw+SX2Wgm7YGEGscLrSHWk5BuJ1UkKsCnAbPOsnAvAOZw+WgXRaep/5CgiCvRbHxTWmE0NIt6kvPEnQP63913N6B3B32aRAENPZVHZhHNgGLknD9WD8LFOVRZOcD3dYJ8n+Q4Cr9vPqAR+FItSAADn0U2cQxZVaFmiwPvxqTDL7NtsvGqbR+w3UWXaTkGaCKhNKEiZ9/6aF8jwb7ZtwdgWWnTbk8hTKNW2c6uy41nAWjf19ax+uOlY6Fj10kGoZduQhwn4Zzpe8vGmi4Qd//fBcK7Mm/b1gnr7QDtZt9+mavGNl4/wZb5KtniPwwTQigAvwfgAYB/01r7O1uWGwL4LwL47wGAtfZzIcT/AsCncCUif8ta+7eu3J+1iJfLQGvt4hTQPGf03gMIvbXKgwPXs02uHT6REqSvZbsOPqmqAqo2NgW2ijdDbAvP7LgKl66LSfQ3X/4qPGqdQ+fdJSyiybk1I0TrVThuwpnI0+O6OMQDOyR+RtRVUQlASlhPU41WdbjONVO45u8Cx7U+/HHzFd0adzhWO8xbwarGCaH+aZxK2sUdMp3EsCoLNfk8c0p43BxH0+6Cj1NcGKOVzWP34ToCL9e1r4IxLccB2/EFaOjGgaXQKU3ZhS2UgSPbhSut7DAQAhIBU5YNplApDWFKCyvVZu1l17qZudZYv8V53/X/NhzpwxCguS87MYQlHPbGDysA/auFNV+XvfbOnYVoTf660Rge0QpCJX65uvvCUa0CNZCshyzyRcXXmzLIGy9CVQZno2tCSyQeMHUShwc9KvIWcPKoYXcf28CUD8A0gAEd+gED1o1oS1cNqePgkXEQTJarDQpN4P+XZavOkQC0TrMmYkU1a/7eBNEKT02wGAMGjHKkQ/E8Gd1TWZWOljPImHMoHA2JVJ86aolBHREAohlsPYY2tK6GBVzrCBMBqFvOI3+eyLSXPSYgoe2Lyjf35dFl5UHZOFluEvJpTQA697dKEkh2vbp1GVxKPdzHLZOpl7WXBV26N+XQFR1RFjO0ylBNKwKafAHO2U2Wyw3VWP53mEQxEKb/u8fSBWTeN08aE4IMYXmlQmaOP8fd5sN0DO45bepL+XvcbV7c/ax7frTPbd91P9sF3N2o6lVOwLZj6PvMAL9KtExYazWAD4UQUwB/QwjxA2vtT3oW/WcA/L+ttecAIIS4AeCfA/BdOMHv/7MQ4p+31v4fuisKIf4SgL8EAOLgbUR5jnTuKJL8+aJ3ljsotIyh8YSP4eTUedrWNnyiQEj3feFZZjIpHe0w9oGLEBBkjsAuXNpo6N3j9PNz6GLSvnjUtS4WkTNH2+FYRO1MAI//Hoe4s0SmBxWQnDoMkk5xWlRN4I9jEH1GWwilHbHtxR+6Z2G/sm5jT7guJXTsa/RN5B3/pOWUUiaV404rOKpdVqRFETWqhTn8WrYyarTdLeMXgA282RdrXoUT2IcxhB3VaNQ6NnLg6HuOL1ap8F7y4C7934ctfcewE1fm85YYEOEesB1THEOIHGzPevL3RvRgRx+eXAdL9l32ZXFkF4ZcJy/7MnoDX61o5I+mvfbOHQRCBCZZNlxeGgBp4hit80D1Kg4OQv8eKsKOFhI6vunqaQDnXIzPYGXp+nBQ3xyTALWnd+g2VYmyWLSvpu+HByk24LkJY1tKmkAhWa1C1qtJaTPQMmbDwSOjQZ4cHBqsgmBJ3M5e8eOP8hzxymURTbxJW2hNIn1/Ix3H4djomvPCXFoXYJFpJWH8ddepAKIckJeo6zEgZywqHfnja0/+7ei5oyTlJ0A9DEXl1OhWaBfNhBbhvjgAnQdeu63HjYohtbLgalUAbMa+859pM21NcrQ/L1mWkD46SxlAq5SjP9XjZhBTsuXQAh4UGGWEiu0BB5aRdmJAoVebzzhzykaYtPgCaA5mgQ7bod52HUn6rnuv+TNK5xAuXY+jZ5QE2PNv2XVZ37yJ1dERrFLIZjNYqRCvliFAQxFVmqCEDFlZQlCktRMZ7XWimIPHlwX6JwXS3VynflaW4DFWTqED2jVQRJHRSYKIXSMKaiifeRWqPSG2Sl0rurpXhm7L8vz/bc1r+TL7RFG711Ua46WQfrXMWjsTQvxtuOxcn3P3F9GmZP4FAL+w1j4FACHEfwDgzwDYcO6stb8B4DcAQL31xy3HB/68qrJyTlRZIV4uYZIE6+m0hVGUjdLxtGkkPDyFjRZb8SmIlpRVcEZ4lqKFTb4Omyy5vAz3lSbExJBpsQ788qH1Rw8u8WBNNyDWpftzPEpWKyjCFoZHu7CIxL0ABHGasByjdHIcAtCIJQEIbU58gLeLQXWWuXYoAJCfBIeMrqnQrl+qEzbr4E9yDmsSd8/ICHu4KI47MXAxN6sUdIJAzWywN2njTmwBuYLwIjaEOWQBZ2S/CiLHmxaFUOsgOEc0xjrLNpxwzjDpYg13ILfRH/fBGY4x9L9VrtZ/eesW8qNxyLDKqkQ6n7fmaRxf6FgAtNSO+fFsYAv7fl9cSdizeBWm0N/B0YZ7t0LJS8/xbXPqroMl18GRbnaOv5dXYUgffuxlTHX4226vvXMnjAmqbbIqERU+ClI1fUS4s7O+eRPLW7fc4Jz9EtQuAEB7kJWlkzwfP4RIZrD10A28q3eDWp41iXNIFg/cd8OfQddj6NEYMAqoJy2OMWUFgCaSQNE2TnHUVYVqNPLA3ERgARap9ANFyG748+SDPADYwRzan5OWpQMXclgA1DQhWDyAvRy5Y8xzp/Lks2zdwuEwEC6XiEkJ05tVKrRW6L7sRjXtCfTkogFTdyINmNF9yE8coPsJQaDOcEoS269ldVU8GoZk1tSoEFjSfuh/Mtp397hM4u67rB0opAUgl07ie+0oTTVFTLMnsNTM3RuXErdKAakAojmq2AkhRDkD0aQR2ZHGhD4wwUknJzfNEBV5EIRJVqvQrLeYTNrXhjlysnPPhNYNXQxA7Hvc8Cg3d6LomePBEzIeEaVt0HnXWebqYw9/CSTnyKdu0lK++E7rWamHUeu+mLlsvUO2qjYAmJ8LnXO3PqcPFGiiwyPxnAnQtFLYzH5zypLVOkRc+eSVJnr2iigpndu28+n7/yog3li+x7HrW+664PmrBrZCiFsAKu/YDeActn+9Z7lDAP9ZAP88+/hTAP+4p2uuAfxTAH73yn324BQPvuk4DmN3Pp1icXICjH8OZD9zG8hPNsem4afAwccQ2ZNefNJ+zKoXD4DkS0CWqAZHwQHsYhMZUdVpzKLxR3lckr5eDYCjlyrl2h6UjBrvx/o+TNKjZRMwy86acThaODwlPFITpHA9t4TWQA9lmt41CkxKrWGMCUEwfm4hQOgDYyZJ+nEIcJ/5Mg2NYQuDXCbN46aJ2s5ITz3dBv7wVkVkNN51sSc594JN70KbqWNqUL3ketLGneGpw3Z/DW2coFYs0CjrcN2dY9h23MgRskqh6gR2Od7Uvgl8hLZTEp5ldq8Ja6iej9NAaZzlmeq+gCPVwvHAPS3LMQYAKv/+4ODvo56Wbn5z+QHKg4N+fDFRcMiF1pD+PPpaB2zDln1whdf0AWjNVQDnBFKbKMCxeajlSVdoCbia7UH3bdcy18GSPhy5zr522XWCisAb547stXfuZN2mmQitEflBpJhMUI1GKCYT5NNpE70anjrH7eBjNxCWR8GRA+Bq7JIZjqMIJ3GM42iCVAgUdo3T8sc4q/4u5mXWrJuc+yySz/qU03AsQJNd4FLWPFpUTVyETRVuACDHjk8ygSYrxwejcB2M8dFXF6UiueTV0RHs4XmT6aJz5WDiQaaW78KqG8hmMycosVxC5Tm0zygS0HPKA9UwCO2oAjTwRro5Rk4RDZP4euwmJ76nS4haJufuc7qe3rnSEQM+im76/205DRk0I6VvQh01DX35D8vMNQM86wVFx0JOHS3HGlbbaNxMtFbvOmAZVEDyrPmcwJyO0+/D8ubXAJCfwCYJqthlKqnOUMHJXG/UbnRoViQmxGtGCFTcoZet+pKQJWDS6NLX/xBNiGp+lKcyAU202GZZyCCSw0by3IHKRSCeJE65DgD88xPlOezFO9Dx94KMuz38pZuIhhqiCKLyQjzZE1SHY0g9gqwqGK9s1wfAPMLaB8ThPOjvuF2YHWiVV9BOqf4gZACka6MifMS7DxhFh3K7K1J5pZN2hRO4C4j7oq3d9a6buQv2q0PLvAvgr/q6Owngr1lr/yMhxH8HAKy1/5Zf7r8EV1MXAMZa+ztCiL8O4O/Cqf3/Pfjs3C7jOEUTPXo38+kUxWSC9dHN8N4GjBo/dO9FdgZMP2om+wAmSY6TOMZJPMZIShR2jUfF38fj6veQF4dece+kEV0JY2q0E5uonswkCfSggijcRJwcND4hD2wKqRCheffpPAmTMq+yWmcZ8mM2lq/edec2/NT938Ej4AAZw8JQl+0Dti0sgssaKZ9hIkdO+mAVHW+4J6Vn5dD1IYdTls3xMGcvYBDPsCUzWJPAFCmMdzwD/ni6ZS/+EKbswh6OP1zcLTsLDnw9jBoHmZahcdQHFy1tj75fvbuBOarwWcEeBUhuAW/gykpUWaFmbBTKEhP2030jrKB7QJhEDs8GzqiGokhYRPe/23euZA6/iWOkl3OU+tfdfYgWrk1NhubaE77EFsieIJ86enOyWoXAhO2M411saT3jtG/KcvbgCoy5Eld4AJta9Dg82uwnqYAWC2ufmuy+z/bN6u2qp+vbxnUyd9cxYXdj57fJXnvnTljb0E8oU5ckKIdDrG/eRD6duh5VqWgBI6IF4hs/xlhKLIzBWErciWPEQqCyOYAMN5RCJiXGUiISAlprjKXEWClU8Ro5sBlRle0oExWkExgBbhCgurt6kAUngxwy7rh1i3ABBLVHYPNFoiyO8hPp0dOnqOdHQXhEJxK6+HUAv97KbtExx8vLVm0TKYrRfms/4Og4BkZONZBqGei7bh1a16Q2UOsMun7ffTA8dWAaaEXjNsCRIwQ0DiB39OoxbHbuMpMEnAF8z9tASsDHJMRbziKnN9F95cdBYga0LtBEZoeftiPRdC78fGg/tD53sskBTJImowqE36LyGUOIZltlo9zo5M1XqM3ALy8AlvXjYiFRniNeLkMUlixkiXlWSlGhtz8+TwmqptMAijxSy/t0SaA1ccxms9ZE0aoEOr7jnwsNYRZBmnx982a47uXorlehHCKdz5HNZqj9s6/KCsncqVJ2HZRW5thnEsL18j0aQy8sPzGl4EmgbrGsZsuJZkEaqxS0lBsR1eAw+gkRsL9j1wXAa9Xe9dRD7FqXH+vLR0Z/NZw7a+3fB/Anez7/tzr//9voaXHge+L95e7nu6wPp6rRCPl0ivXNm07Ui6lYAgCiBbIbP0YsBHJrcRJFmEYxKuvu7UCkGCuFkZQYSOnwSSncsBbP8AIVwzoaf0hBEmiwiWfbAUCYnAlANE2GKVMC9OOS8WJlvZjkaZ2xb0VQp2+775RFXXwHePGd5vp6PHJ1cktIhqeSjUsAerGIB8G672NLZVMbl/0qp84RGz9sAo58/OXBOGAz85afwKZwYz9hAscfnrEj/KHtcWzoYg93CruYkZ84LEjO3XET7gBtwR3uIHJc7GCOjvy+mdR8cIBaPROZUnAqnBCdSVxNPIByFDeZPl/7Fi+XYcxviY9I3dIv6OKMiWNUw5HvU5u3+ixyVUuObUJrpC9miIomCGjiw+CIbuBLtACSBOXBAUycIF4tMXj+PDzzQutA6ewGROjvLq5oxrzZhitO8KZNyeTbVlUVauj4eEzv4D6BwpfFkn1w5Cr8eRkM2W+dN5k7stffuTMmRER5sSy96AQmDqxGnorhBsuxlPjBYIBMCCjhKkYKFn2urcVCazyra0QA1tZCW4uxlHgGNM2Mh5+6QXbxIFAJqS6Iolhk0doPUNSLTkrAJIhWNaT2Rc5xDHuQo/IDsahES1ETAMrhsFW7FWgX3lmoK1+HOJ8j84OZSZx8svIDERWT80bdlHERxoSeKgTYwuggky38wEpgSlkLoF3Hs/W+aY3YD1K1PGkikkRnXDxwUcXsSQOGnDILNOBFwMYc7HBvfOQu0CqBthPp+8mELB+PnPIILUV2ycHzEVCMH7aPiZal5QmkOU1Tlg2Vl45Rlm57fZQdL+wTgJbRSGkS5E4rgZYNVYiKxKlGhp4TigzShAisNq4ajVBrDZVmiFdLWNYDqm5FSD01ZmxQTW4gWtUh6xUVeWjaKtgzRPedgNooBe0zfzzKW7H31/prKY0JEV9OwxHGIL28RLxabo208mPmMuR0vM3z66i9tB2hNaR0lEoeqSXaGt8XvQecrhMcXC9esEvJlIP1tshq7/ecitwTXe2uy+2rCOz0Zg9/NXy7PxTjOEX4VPn3T+W566bOxmnCqBtRhPezDKnHJ20tar/N2lrkxmDh7x/hUyYEKq3ceBMtHENl9S5QHjmHgGrBBlnrPSFsAhDwRBQppF5B+0msvlEFXCLlYjI6pzBJj1kvvnoYHMh0PofKc0ed9I4c70lJ1yXQO+O4aQvjs3JCu9pYdLCIi2gIVgbBTWoNQ8HXqoKg1g940IzvgL9mU+dw92EQOVCMVhqCieTEEf6Q4wa0cYU7e7uwJzl3Pwcfu3UoGMrxgHCHjpOOi44xP2njItBkc1ldOTlrVnm1aHbcHG8c04PEsZzjTswijjVcsEZw8aCBew+S1So4MsQgIQslK2MDUUxa7XB4VpDuOeBr/rRGjEYHIV4tQ+BRJ0mDL+URxHoCwCmkCpOFliXCGCTL5c6+bA6X4zAGc7GbxiFsntG+bfRhCtV9dxvJ74snff9fhSVhuWvgyKvGkCvN/uqVAXxd9to7d7AWVinkh1PUgwzJ5aUrxPaRHVJgVH4iWSgVKCoXRYo8NbifZc6Roxoja0PGrgbwrK7xMM9xWlWwq3tAcu5ECslpIIphduZ+nv051PieAzYaaPMThwtMzYoiNBqN1LFVygFwdtZE6MxtlKNhOOUwuc2eAOURVOFoYiR7LKsXDfWHgVhoT9ADeETXCwqjjEZJlMdqNGpR4roF0VK7Jqo6SaC8Ux16y3ievaOwyQAEWilEqxpWjaDL9905wU0cjNRNLoBAkgMWfU73gCiy0aLtdBFw8ehreQQsvuc2kefQcQpb30OoSwA2gbCPwkmAyuk2tO74YTszmJ+0o7Z8AsApNZ7WG06dHCyaANRD92abBELXTSuQxEdQTRXuOY/yRd6pq7MMgtGv6D7qOEYEoBwNQ6SxmEw26mnIKXLPbupBqQ4S4jqJobwSHeBqM5PVqlXTxp0ZqsUgMQkTN5HaYjKBqha9PdYAN1Hsqo6RdUGAlPS6kVZa19XxtcUeXEBDtyafEu26ombdhloj/Tb7nMxtn/HfXfXAbZQeYTSUd8x3yU+Hc+yuvyXa+ob68orN2iZbAPfcistLNxnWGrWfdJo4RjGZQHuMOqsqvJ9luBvHWBiDudaAtVBC4DiKEMHjU1HgUVk6fMrOIGQNS1kowFE6CZvMh+6zFjbJMJEmh0sVFoBt2srEtsGl1bsw1STgUmCBDLzqoG+L02DS89Y7LL2j1mQnGgEoysZzFWajFOKqcpNg5hwTO4DXD5JjZ+IYhqlkNi0FfEN4hkNWa9dTrrrpAkrJOVBO3RiXoO2oEQblJ+2MGw/oEa0TaPCDHD+TuIAibnvn00Kb25vYwzN3vBaQMI2XgnAcJByhz4iaywOaHHPykxbmhGMazNvnBwS8ofGTxjtV+gwvOdp+fCyHww2sIQs6A9oE4SBO6xVs7qIxhDRVCGbVg4NW65lkPg8YI42BoFpQpSA9PhDuVB5fVFWhHA4R5bNeMRDCIHKo+rDFqnarHs0CFfReSKbgCgAGTlm120JhA1NYbSsF2Iklwq0PT/gxXgdLOI7wbXDbm8r5NWCIgH2DTd5ee+fORBFWR0eNvG1HASo4ULGTPq4Pcjfpnn6Eu4MKJ/EQkRCorUUkBCLRaL7R56kQuJ+myK3FUwA4/5GbAtIAzyf1welYQa1jN2gnCdQ6BrzGkZHScfWTc0e/q8eo4zFgsmaAbwm7/Nw5OaTYWI+h1gCqG5BlESJLG3QYH6EisCZ6RKizSBLAf68T93KLqmpR64x0VLjy4CAU1dMAXI1GqLPM1VMsl4iXy2a73qxSqLIM1XAYBmNyDNyEvvSOn6Mb1PpmcExNlrUdKu6oURSSAyvVTvDCdB7d7NQ1qOWoUTb1IOCuXwarRgDchCxsm6updSkzBKKrd1uNhZGcu88WD5rJAafkUB0kjxh7sI2XSwd8g6xRcQ0TjtI7d00DYKDtUBgpoVj0WgPuPLVbntfecVoW4No/6EFTj2JkI8DQjZa2KDJV7J6LQdNjySQJsFoFFVhaD1KGuj6qjbN6s9GpkRIqz4PyHRd66YJVV0SFjwMB7ABYBpL8egV6jOwAKGvm3TRdrdpF8f69oIw3TUTo/TM9ILjN4eLntatfYNh3p/XKy9Zg7Fr36u29Sd1tMxNFyKfTMB4HtgUYRvnxujoULkMz/Qj3kwTHUQPjA/Zc06dKCNxLEiyMcfj07M85YQ0akzjtz0/6xXoC28Emq5R34E4bNb7yCDp1NeGtzFW0cLXcgBPoMIkbm5Yjzxo434lJQDN5pqycZkIZRrlMuqiq9uQ5SZBPp03AiibsHosAp7KZeMo5jSukwksBSgAbOGTixNWMmQxY34Esl+1xkQcLy6MGgzgFkmfKyLhzRtjeGd/j5bIHe3wQj9P8eQaRO4Icd2i5yw/cb8Ic7txRHSdjtYgidY3SlXQ6AP5cVGGdmijDG8vVdoEwDgaVZngKoTaAz7R1e+YBLmBQHCn/XGnoeBoy3AGbtFOYpW1YpVDCBSEpk2fiGGK5ROLpn2RUq0fb00DYPj8Omrtw/NgIXvdgy0ZQzpfW0Gf74gqpanJMob1YpSDytoOogL3w5LpY8qpwZF8MuXYW7k3mLthr79xZKbC+eTMM5NVohGroaB00GOg4doAweQwc/xYwfogbk8d4PxuGmjuyZ3UdqJiZlCGjN/YvdDz6HBUJqHDngn5YNkanRwBqwCSu5g8RROU56eQQEmeenBYadInG180i1WPELyxU1WTGSMmK2i+QQhMHQMrMKLjIpfKR07iTYeOqV0A7Q6GqqmneStS+VKAqndiFNCZESYNgR5Y1vY+MbjkIJOTR3QfQRHBDlBFog1yrybynLRp/jXhBfF/EkhTDBglk6R1WT03UQMisIloBRjQgyAvveeE6L8onamWXIkPOHV+XoqeLB249yv4CgPGtDkihzZ8DOdd64CYaUjtHWPRw8fnkMQQ/vHod3XdZVTA+8LFhbEJB9yi0FslzGGNclgHNRI07byHyaZq2BJFuevTxyKwlh74TQCDQpeU47Sry50x1goY9t1eCizEAq9Gt0yzUQRAoc2CkPlHbop7kyFEdEzfuVPL/+5ahbQG4MoK6cQxfQaTlZdZ/Y/ublRLL27eDoioXxyIHpZhMUE8vgePfBA4+xq2DMzxIB4iAgFFrY/C8rjHTOgQkF8Yg80HJePQ5KsrGrN7dxCaPO663ZxubVGHdRF4eNTXEBx+7E6DsD4l58IAWXKYuWc5Dtq2LSZTho0BHtM5DgIXwSJUlLKOhBVyg4IiUrb6SyXK1iUX5KNDpyGGiQBKpNQNNpk8Yg4RwyM8VYv/eUY15K3i7BYMcjXHYLEsZzm34k8xQYepqkNf51dhD++Tbo/85pZ9n7/jfNJ+gY1o8cD+EOSYJ+GmVAkwUzkuWhXPwGd4A7UAiBfGiPA9Bij6sqYbDIMIV9sODpsAGzlR+XhcbDblahUAmCbEQxlilIJfLZtJLLAom9EVq090MYWA6sXMKY/81sUXm+U5c6Wss37sdhimhjId6FWq9F568aizZRfvctd6++73S3rRCCPbaO3dGRSEax6lTJkmgDya+5cFpUB7LRp/jvSzDcTREbS1OqwoLrbEwBrW1eFxVyNe3Nmh8z5IZrIkAM0Acr4H4F6hk6bZLAyeBHXf4KGJK7RPKI+jVPQB1uwaLwJR+E6WP1r/8wC1bHqGSP4JZjmB9vYNOYjcpIGU1qtWb3w1NxmkApF56nPomPZ2hPDgIUVHe8DVEuqQKhcqOj78KA7KJY2g/GJM6mUkSVN7p5vz4wCEHQhNVoTWMp2YArGDfg0yLzshr1UwCYOgG5ZWvc8yGjQobLyKn37IdnSLHtx4NPSX2swYQQ/aU3Wdgsz5i8aCJ3OYnDuzlg3a0m/ZPQMxrADl1xkeDhS4CwNXIAKSI1qsmW2QSODV2QFZVyODSxDFeLlt9nqjmjJzrEGXN3CSMHCdpjOvdxDOg3nhrCnK8eHZYstqiKM+R+L6JsiwbpU6m+EoULE6HlCyb15Jrv6K42ySOXsWDE9soK9yMlC25dhKBofNUpHJI+2P7V+xvnivkNJvucXb/DuvvUCTrs31aJ+zz/ctsp9feJO62GtWX8iCKTmLoeOgYesNPgeHvAAcfI5v8Au9lGaYqQ+4xaqa1q68zBo8L68YQxhoGeAL/AABU8klEQVQQ2ZMGn9IXqJOZy94d/1bbuaBMUw82aaoxq/3YS44IURG7uJSfhHHPXn6AQv3xkI0ySroM5PSjBpNMAjW/0ZrsE01cZxkUiWb4cSmfTpFPnQMUE/W6qpDO5yiHw5BloPrAcK29GExSVa0aL8K8Lg5Ra4RwX6juMWAQmswbjdHkKPlAIVEB3foprPHBui5tk2XxQmbT1zrrVDRBRAoWkpIoxzHWYqcXd6IH7rrzfRNDhLcQ4kqqvq9soKErBaPTVn9dmATCLJw0f+kUUIXWqIYjRIWruSNhNeeUO8eEsMZ0xkJytmyE5hwwDPdASgXkOZL5PATpqeaSjmsDY1gAkPqr8swV0R27+LKtzmwbtnQDqH1mpGz1Gw4qoNQGwu+HYy/Qjym8hpFbN3MY1vuaseS6dM197I3Tdj177Z07CN9vDWgNHjrLXBsATp1LzjGQEgutcVqWuFhP2rQ/DoI0kAKOguIdLxGtMJbKZfwmjxEJgUwI5Mk5Zlqj8pkXIetA67T1sAG42Ydtp4PTK5hgx43YIkuXDtDjNarkt1p0RG0eQMcTX+yt3DYJeBcPgNkfRzqftTIk2vcZq6eXgMmgljdD2wNVVUguL4MQBp8cG9aagSuXCacvHJaj6CqXNVZliZiJrhBocodcJ0ywg2ipnBKSsRqDjrNB++7SD+ph0lwvTtGkWgZ/36VetyJyoSEwASw5lDzrRpQXXl/Bs3eLB7DnP4Sa34DOOnQZeraCg+fqLoj2wh2qajQNwBiKr6sS9eDARXVN+/V2WSwTlMkI6MrRCNVohHI0DNFuTmmqdSNGECY0NFkKVCTvNAOhjjXK85bEOf9fs4lUiPRWzW8OkK1Cbx+h5BO3rihCt8icngFaHnA9g8hR6wONQJPxtC3KuNEzyqlzwme4d4EPRakJvLs0V8BNRCRztvuygH0Ti30oLtuObdvnr8ox5NsTvzqtEL55I5xaLlviEU7NmWWFknPEQvRjFP3QGELvJuDqxLIziGiFqYqQCYHF4S+RSYkIFZ7WL5Br5fq29mFTeeSwCWicEMoKERMiOcckMhinSyy0Rh7/wuEdywxWuIfQZJ1j0uUHEBfvIV7OG0VLUgw9cuOtWL6FbDZzgiveiYtXqxYdu/Z129TgnFghJMICILBIgCa4Q0EnTkPvwyGrlHOyZAlEF44tsY5d3R05tBxPOhYUSFXWxh/CHHLKTeKyRZ5SL7QGTNbcU65+SfchO3PYTte2izuXHwDPf93VknPVT7qfXlSnwZwOXdRfx2w2g/ZiNVGeN9fW442VMjh4XQYGp78Sq4KwRscxtMcJwpDgrAScWQWcIfG25PIS6eVlwDRy6LoYQzTbBheqBnPoeejgC/8OaCiXXREToMEMg+0sjC6uROsmOBkUaOOmH6qsSsgt4uKEKdscu26P2W1tb/hx7iN0d53PX4VTSNvZ17l7U3Pn7LV37oSxSOfz1ktJnGtqA1CN3oGefQiMH+Ji+CkuugXJjKrXqqUi6qWPXt5IC2TSiU5kUmKmNS4KR1fIlH8wPRXGZmeokxlO4hhRXGGRPsZFxdoxcBpmZ4BFPcbFMkE8eIrMO49QGpXpCIlwuiBX66rHgPzAq3H6iBHVG4x8yybjJPLr1GUrjFKhyJ2yPwBChob62yifDZJ+kCVqJY+GAggDLefZh6yhpyYQpVTHcXi5Ve7FVQY0cYld8fmzP9dQWFuU2AhUy0hUB6ElohVgixvQg3GL6giSvZYlVGFbg7xTd1u1aSLklNN1pUwc0ZWAVjQW+YkD1vII4tlbDnCHnzaOGH3vgT+9nDe9rei+0rbqMeosC6IhpPwltIYqFABH16AmpzVRIkk9k8DIT14CmHgKC9DUSJTDYbiHdZb5U0pg5M1wT6P1PEhKkyMotA6TMVmWGLAsLwE7p1K23l1GIW0uJYvGAwCbPNBn1N9O+Ykb0Y0BH1Bg2TqtFEQHpOlYWlSZqgzqsTqOQ+86og+ZOAmCLNxCg3SjATQ9CfvOpZuBbF2LLdnIXZLVG9u4ZmT2qnWu2l9XZOCNbbcuTgEI9cpRnqHOvo/q8gNg9iHmw08x58JRnEXC676IMQAA2RkmSY6xipF5x21hDC7WE8TpC/d++Doxm52hzp7gOIqQxRVmyReYl+fNOAk02AS09j1fHSNnuFRHK9hVQ/dE9qRhoHRp6HgPQJMVN3GCYjoI50LvWe17aRIe0TpCN73IdBwj1hqCZWuCk+F7CFKwz6Bhn9B134VDqrAQWqLObvvWFLGvUfyRu97jh02zeONErLhEOzl4ttrEH7GeOHZIPUS09hL7Rvv6OoY9PMBM8wXebgfoxR2bnyCaHaCmeju674xSS8JVfVRTHQ9d1nO1Qs5qx0QVI7TQ8ON5RUrHXrwGQMiCkkMHNCJcCaublB5nQCJaW3CG8IicfaLqE0urD2M4rnQxZtuYTJ/x3qmK9u3/J7aRVU5BGUD4jmfQ+nClGo1C0JCMVNW7Y3PfmEp0Tvqbb2eXU8ePbV8seZU4ctW2rosf4g0tM9jr79xZ02ovQIp/9HLxWqD6xfdh1T/iBpXsiRvsOvSKlnAGAVx5BJz/CBdUD0dO2OIfDXTJnKlbhrqGg4/x+OBjn+2TuJU4525OD2f6Anm0cNvgNJvhp0C0QKUValk7ug0rhsf0oyYDRcfDHUQf1SvwLkQ1bCiUyZfNeUUL2OQcxWCMojyBa54tWsXrFOmkH6Jd6Dh2NBmidfqoGeCoRnyw4TVgBLh1lgVHhCJxtF2hNUzsauEAQOo83N9ydBeWZTfpmtjyCLWaBhCgmi6XbclQm3eDiECydM5UtNaIV5fNRJyOmQC0O7kigHQn0nLEg4NO0VN/X6x6B+lsjSI6cseVn7SB2T+zsiyhR1Xb4Q80FUejFL5mTWjXKNYoN3GpM1eMryhb6s+HethZpUJ2tmK9oEiyXORewpr1wqO+PlzW2SrVipTzegdOddqX9ucOdkcErgfwNhxB45RcKRLaZzqOIZUKymNdB08CrtUBRVXBsnlEH2MRaJpYEp0s1JZ6wBVatyKzXBWXZ5a3Fba3JiKdrOSuZbvr7LKv4tDx/bQawksJK3as8C03wim67xSApPfIZb4zmNnb0Ml99/3wtHGMuNIv0cP52HP+I8zrMeY0dtFYtHiAKjl3GTZWMmAPPsbT6Uc+06dwKytR2+dY++cn1w0LAat3W2JQLVwqj91yfL8cI+l4szPYyWPk8UnTPy1aAMmnjRMzPEWRNHhErRbo3Uvn8yD4JauqNdYHHCERp04zbj7hJnwjHAp1gMwZAfy7sIwBlIi0AZYegwh/fBDPlkfQ+Ql0PGpNpOPlErKMUXn8cQJeK9QmQ3L5vBVkA9DCfneAHfETyqZymj/9MNwReuRYI4PKZR0zPzfwmCK1Gw+p3QavxQzPq9ahBi3Q9bUJTnGc54B3mOM8RwU31ibLJeI8D62aeMsLwa4xgND3sCtAQjgjjAmCW5St2wtjtv3N7Qp82eZ48LHeMCzsLtOHK7QsZTylNiHoSAEHjimEv5TdDUJiVDbD5l1X9TPd5di9DI58VQzpc2j3c/PeOHdkr79zx5SYrHKqi6BGq2giK0TVoBeyztBEvshRooGVq4z5Sb54/E/Apj9quOy+p108L1xWahg1gy8fKFfvwg4/bUdj68MWlSUM4Ny59GBuuxlFGtx5Q3Zeu0eOwfQjF8mjz3m0l0cEycoj2MUDGP8ZXU+iPlDPtJDB83x7GuyoV1qUN8XogdrG1KuICgOg5Ujyhp1clYruqVHe+aDzGz909SSAoxP5iYv219HoFFYqn/WKvaPjjnHw/HnjZPIePFrD0n2heoRunQKn09K9oPtHNSieKhMmc7KEkRMHtON23YvQa+cMUGCgu30chywpWVTkTDDH0WBIRMAq5eWdudSzu3/SmBBtJWDmlBqhNeiJCJFHpv7VaiLr6+d4GwK+vVdtfQO/0BoKDZWypvYLVdPawcQJUDnlVRL86Tp4kW4UdckZo8kgTRx582ZS5pNl2Xq+Y3ZN6Rrx69t3/FvP9xp0l6+Dtsm33Wr8zN7Nnq1deRzfVuM4peM4ZHc0AEm1P8ZAZyawCeqM1cWRg0f1V1ylOVoAz/6MGwenH7kdLh5ALG8Gx9GmxSadMD+BHX6KC8q0mbRdL86Dm4Rd3oIaJ+2fU9aBdn0zD0rW4waTAh6yfZLlJ9DyXQDuPeNCTDTOkQpzNpu1giyiqkLd0j44lMznrQwhTaq50NgGBgHufG7/prsXsw/dufnrpeshIqlCW6bQtqEqMVi1+x0G43MCziyi6wU0zwHNM6iWjjK4cON0mbi5i9AHbSewHkOYRmI/YE4IXK82HN1W3Z2S0FkWxNiq0QhVlgWHDkAIDpajEeI8h2ZZLZqPWaUAHzzjjjcdPy2/Qe2/Bn1vX6NgHjdy0EiUpxqOArYAbG5iDEpGD+XrE67UWQbDcCfUnjMnjvdmpmdVaI2IiaQF3GUKoHx/26zPsXtZLOlb7zoY0keB3fZ/r9k3tEyy19+583Ue1I+rzrIN6X3i0zcO2LNWhs7RKlJYedI4Dryp6OpdpPM5ss9mmL/9p6BTgcHTF4hXj2GlRDk5CNnBanTPDVSxdQM+zwJyIQ8OZBxMec1XAN2kDYZ8OyTKwaOldA7cKQQgSBSG9kOOEtF7knPo8gj68gOYInFqYZQZosxDVQVKQp1lWJycIMpzjM/OILRsDdSGZZsc9cK/4L42LOagAcD49YrJpA16yQxuGlS1JwOyxGT4DNXoc+TLt931nn0IGNds1ShHO6Vibw4epObFa6tCnRlz0MiBN0niFE6pgSypcfJ6TW9qHUMsjiEr10OJrr8sSzcxCMGDyB1nnLTuhyhSqIVEPXaZueJwiuHTJ00E1ddDyDyH8M4aRUejPA8iNvFyGb4XWiO5vAzASdeDqKzk7FGfom5EkJzuADKMBrXNdg3k+9g2MRJuohMdpeVCvZzRoXaBPuf9i2g/HIylcX2XCIC5giv1d+L1JtwRJGoXZfskGuoQ39c+14yfTx+1pu9aXGUvE1XlDt0bGubLGccpmsjVWYZychDeseBwRCuHUZSt8WOCNbebsf3g45ZAU3o5x+D8ucOnOMbo6VOo/As/ETcQc41icrN5pyjTA7SxqYtL9L1J3Njah0u8LpkHRnnNMgVPuUhTtHD9+MrpZtBx8QDIzlxG7PL9QNmkbBDV4RHrg7AoXi4xPjtrvWd8ckw4RJmpLg5RkLEajlAcTJprwTGIrgng6hCHzzA/+Bg4/5H7KY+8gIjDn3jVVu4UxqAaDsMYFZq9+3sZ8H91r2Fg1GN333kAmq4VBWR9GwppGvqvKivU5KD7uYIbp9DCnGhVQ1d3YdMC+XTqau+rCpVn6Sgf6BPMAYn99S8mE4cvXthEaI103WYAAQhtETirKtQ6vyTO7A427bY+aiY3oV1JSxdbeGuDcjgMJSfJatWqzeb12qFuzovSUVY0qJ0zDOGYIrVvD+QdO7qO++DJq8CSbdu/Dvbz/786frzJ3JG99s5dnSSY3b8foumcWuUGZAByDURPG7Chwc5neUJqPO4Uqvv+ZNFCIl4+d9mrzz9HPp0i9r10ytEI8cq/0KNRmCQjdzVLetR2RlqDMoEcl9QHNrn2XICFQJO+BxpgjhYQyQxTP/DU9tJ97Pv3TVUKJQSWeglgidw6iqgGUB98Arv4XqDg6Nr3LspPUC1vt/q+JKsVSjjnrphMkE+nAODrR/IAoEFeWBsY71A1DbTLEI0zSYJqNHICOIM5kHyxOTEgo2vos2aZlDiWEr/oXK86SYIgi1ESKo5bTqrQOjTtRbQKGbhoduAjhmtIkwK4gMpzp3S3zlBM322OhY6DF61nZ9D1A1c+YQyi+SXqwR0ALmtUre4BycwDsW9RkfgeiCZyIBtT9DKDjnXTI4jVjVRKBfEUoClmBxCKz+me0PdCa4CJs/BBnmdMu5ktDrbbMnTbVMNCBnAHkGwb8K8axPlErdW/kVGtqFkxASWNEVwprbsfWZaunke3s8i0LcC3ZSgrdPsCRf4a83PgkcvuNoGrs3Qvm3W7ark3EdBvzginyslBaFUDoKEnAk7AI/mDplyA0b2lMYDxLXS40uXlB4guMyRzh0/m7AzVcNi0uIljJPNLkEw92QY2dY3T9YDmt1u5ocZzp6ybGSTHNHuCsZRBxAVwmDSWEiOVoUhWqO0SNS5wUdfOhaK6Nt9CpjYJ6nqMYvG98A6Rqi7QYFExmUAYg/TyEgqsTyYb/0ySuOba3rEjHKJAWjEdeArqL9qiMmSEQd45PY4SVLZCzsRQ6sRhJ+EPp7AHYY7Et6GIZu6aXGYQOmbY8xSyLF3Auhqhlu+2ry/NGQh3yvcRe1zNZjPkuAlh5ohWNero3dBYXmgNPRwCqCAqAVU5ZyWdz1FgAlk6UTVHHdThOdrAmyQJTmsIJjIHJak22w0YKREV/ZmkLs70jVt9OENZtm32MvgSnG5/rpw+SeuGRu6lCyQXk0mjhNmpFZedaxeOLUlC/eA2TOn+v3HuV+DJVwn67YND3ySOiDd97oK99s6dSWLMv3PDRxC/YJFDvwBTRgTQznCVR0A9RLycOQcledLUGfgaBVGkABqK4uD581aTTasUhI+uGRZ1oYbq4Xi6mR6ueMYBkmfoCEA5NYe2x4GUFbDbeoiFWKPSCoCAkDVSIXArinAcRRhLiTyKkBuDmdauMN73+jsb/9zVE/haAtqnPnA0wdpfs+ryA4jiqBloh6dYfA9Yv/g+Dj79FMPnzilr8cA9pYXonTwiZJLE0T1v/gMXnQTaTi3/YRORSZJjquLmvt7+zSYauXoXWL3rnNR67JwqoKUMqaoKpqochdNvM7SH8MBG91lq7RyJauiiqESP6arX+VpAW9xxWZyyxMhPuFRVYfT0aXCG6TjS+RyqzFAPGB1Gulo5oiIBCJFRHcfQBLx53qqX49sloAU6jlzVbuBN4Nh13LrOHwcSoA2a9Nz3GR+M+5bpA4dtgNwFshZlhWXOaIuUkaP3l44zn04hyxLJarWhYqmqKtBvuBAQ0WbCdfHiNHQ8dJ36Mo683i/UeV4ThHdRX3m0l1+XbdvYx7rn8uqir98+CzgVLVyg0SvlBgEnjlFE9waCgxCtcxTHugk6EpWunALIw/M9evIkTED5vS4Yva4Xm7r0SMIa+r0Nl8gJBdpjNCsfsPUQebxGVUsIqZ1jJwRGSuGur5GfaY25Ma5ntxDII4sz+XNXlkACVJ46aGUJHS2gCYvWJy0sunwvRXb2Ng4/+6xVjw80LXb6cKg4OHANtY9/szlXmi90Mcif43EUYawUBlojn37UtH4g/CmPoOsx6vld53x7h4jqnlWhoM3U0SHLCvFqGbAnODnGOKEZ3hu1W3PnAwI2P3BsGz+ukWjP/7+9L4+S5KjP/H6ZlVlXV6k0rTk0koaRGIEQthgumefFC+Ywhxdhm8OAMYsf+wDf7C7GZn08X88Hth/YD3tZ7N31tQsYjDHCGIzXxvjAyJaRhBiELZAYzUit7umemq6u6qrMyoz9I+IXFZmdWZXVV3X3xPdeve7KioyMjKqML373IGog9mMlPEjOcaI6Ij8cjSUMUWm3R4lNjHXRSfENAK1Y0/shVY+NkcU1JcO9ko/x3yyeKbrWpNdWE0X5ZUM4iDFuM75TQ2W6ZCEPAIJmU9bk63bh93rgPAOAUvxhpHDgrKLm+CdxStb6Pg2fpK124zgnzSlZczUJWRyyNf4QVimpcOCFOwgBd91DaT1C5B/HcC5GqTeE170kP3alZmTQOjbSNBqaL97Me90u4vBKRI2Libo+IvYh4roO4GaNFT+YFEWIVJ0e0z8/Ab6mWUyUiZNhxlmZcXXshsFtWehiAY81i1y0djgn6+8BgBNAlNbQ91ewUF3CEMAVrotuFKEdydp+Ii7Bc2V7EZcSLjMJwmfhtHcCaJ6RsWk8buX3zw9y5HsbYptcJDVWHMMwrFQQ1GrSZZbjNubuB6lsbiUiTfgAsBYHGAqhtL4+IqUJvrHqYih6aEcdmQ2VNyTG5qPvz4HWWzpGo7q8LImtVsfAbQCVRfSP+EAgs1gy0fLizrEIoWfERPB1+LthLSqAqHwMw0oF1eVl1FZWEFYqQBhqYY8XzuryMgYN6QLEiWCGlYqOtdOLbMJvf+R3X1ZuH0zGpnCSFsiYPM3vxlzosxb/PDeOtKCXRxTj3CvzBMKicWQcc8d96fnh+1QkHSkXVGBUJkG4riwyq6y65lyb92Va3dwwxJBdZjjAnesYGTDLNKTvO4us0/c1zXykhfFp+sgTvMcJ6/kEbUsh5ELzVBVBfR7CEyivdpRW3kXsufK4GQ6gXqX1vqwvutrAsNICWveM1v7KIkR4ZWKNMmOJ2dpguoVlfq8svDG/pOOyWaAzEnbp84DROmvGhbMroMFJorSGsLSGi5UFAAMM1G+S+SiMXHiudFFM8BFzoXJZJL8N0T8CzN0vf3Us7Kh0/8Kp6rhY02KZx0NhvY6g0Rjx6dz9RoZsJ5ODWq6LsuOgH8c46nm4qrQu6xCmE5wFhyAA9KtzKK02tEBUW1pCWKshaDYR+QEGVwGD4VUot9dHQp5yQaU4kmWB/FQWUzO8onYWQ5zAsHIEseejtrQILipeX1rSvwsniuBrL5B6Il6MhV4tkChLYxbfcFIQKsg1RZSHZrv0/8BIZ59G3no6iV/S67Q5djMTZpaQw1mZhXK/j4w2sedj0JDWUBbwErxiZBXlZ9a0bk5y398Kn+QJdpvlorw5z+OQPMG9kNBmLXcaB164c4ZD1BZlPFK/1UKpLwOkq8odbb3Vkos2MLLKrZ1CaVVqN01XiZ4Z59U7AazejMrKGirt86guS7eXsFbH2rFj6B2SCyxrdIQnoNPdq1T7KC2PSBNIWunM2jfDOWBYM24q0GRGtXMoE8msmrWzozIATJxmUVojAYy+rhIWw8jFGo0K4YaRCwybknhN9w4ep5mxi2MgDK0tlXqyRpKKSUT7NIa1E+i3WjqbFi/Y5hwzmbJmbFipKKvpig4k96pLuNbz0XJdzLmuLAUBuQEoRRGGQqAvBM4HAdbiGFeVSppoWwDWy5fQx9mkMN8/BqzcChG0tLas3OnoMgNeT5Z7CBtlYO6rGOAGeL2uztYFJGMHBjDcM3lDwNpljtn0VzAsnUDYlwSq3Xj7fZ0KWrgu3F5PBqGrxc1T88W/T2AUfF9e7QBBkEh8QlEEX2lN01rPdJC3/onluGDyZ1kEnG6fZdXh65ooatXjPsdpYc3rxcb56bpy5vhN6550x9x4z+M2AW4YIgLgh6EuHcJWVI65cIMQjiqVkHX/5v1l3XdRTBLg0mOf1Ef6OI9v3Nyn+7aWvMkweQqQSZH81VXpCtdoIGg2EdSN9dTkqEFHxpmVKxjOqXkPDgGrN6N8wUX50gLqi4vSXb5Ww9qxY9o7gDeOxkCS3GRaonitT9dl0+eO1n+vugQACLk8DZcGMDkJSPZnWv4cuXYDwHocYyCEjL3L4iMgmQws9mXiEpWkJcFFa6eAlVsxrB6VXGSsgazEzeKhoF5XCrY17YFxdTXEVSUfc46DOfUbNzloLY7xiFobrvU8lFW7K72hkaTGHylALzwTkddAWJP843VH/BLW6/I7m/sqBrHkHuaByPPgqyQlfWd+pELhOTV5R3H+ADfB76zq8gEURVpw499Fpd0eWeTUPsZUcAW1GipBADcIE/F0WXyTrgmX5po8nslqax5Lr0N5gkEex0zil6w1Ms0t6X7N46ZSM4tX8rJAskXUHLfJ9TpsQFk+dQxlSjFbKG5wAnaKR4pyyHT8YWPuGJeFcNc8/zD6V7a0IFFtt1Fpt3X2Jp2KtndCJqsIQ8wtLGi3hUGjIVPD15dHLolrp1B/9CJqi4vwuz2UBtLC05s/JDd0V/6b3LybMQsmQZqaOzPQ3LS2mQlUACngmecBEMMaquUBrvbkA3Ch9LDMummSqWltY3cZow/GWhxLElTCpVe+hKHflqRqZoQ0025z3AOPUblN6mxpfD/NM0BpDf3mMfT7x0Dd4yh3OqguL8Pv9rA+P49+q6U1VbwAxGoRG3bnIZRLY7h+GG1nWRaIdxysCYF+HONcGOLCULqZRgDC9cPA2ikszd2PdnUJc46Dluui4brwKqsoEWE9jtEPq6MMZLVzGFZ8RN68rl1WXV5GdXkZlboU3PvxDUBlEevz8wmLrZlBLOp5GDqGYM3zwRpsI16wf0iWQqgtLup4ONaWsmXILCJOUYSScrNMu2XErqPHw7XkGGY8oXDd3EKr40jYPJa1iGZZ4bIIeBoBL90u6/9x5zJhZxHdBpeQjPOzMo8lXHKMPh3HgRPK92GtrutoOaHUzvJaY87xJC1s1v2amGRxm8ZFpmibIt/VtNe/nME81T1yGE4YwF9dRW15RdfA0kmd+sdAlx4DNwzROH9eZrxVVqVBswHU7tOumeULLuYeXUDlYhulQR/DcgXr8/MImk3p4u4Ekp+AydzE62OqKPkomUuSl8LIxWEfmPMcDEWIc6X7RpmduXQCCx8mJxkCWxi5uBhBZo8GQH4byOMj9sJonx5ZF+ful94pZt+VBaB1FyJ/Bd0rT6DbvxreJaHjwYNmE93Dh+WtpBJ6lTsd9MvKKtY7gQvel1FRsYF9IWRh+TBEW60JAyEgVm8ChnN4oHUXKm6Iqz0PFcdBw++jVB6M+EdlXxYNYFA+hMhvaa+O+tISxMoKKIqwjhsAv60U1SNPDLa0CddF3z1i/LCMpDj8HQKA30bvyBHt9m9mssziHDMjJSuzHLVBJ+VNksc3wMjtfLu4ptBavgmOmcQv6T7yBLv0OMyYdwaH7WSNwTXmzczOanKKziSeiqUrwiebFYCKeswUaVOUQ6YKFbDZMjUOvHDnhkOUBn2dsdGJY6mRCgJALWhuGMJdGRXddqII9cUlBPUaBo0G1ufnZd073pCv3ozq0iXtTucEAXpHjqB7+DDCWh3h0UdHRazNZCjsnhjSKPV0XkA6E6tOxLEIb7mOYXSjJFIjPfFFnEWpEqBChM7Q0fWLcOEbgeZ9o8LeZk0idqNhC58TSG2nkZAlZOLlsXBbM/U1/w0Owe3WgYvXwVHpeYdzsXYHwaE7tIAHAFBpuCvtNoJ6Dd3Dh0fz3L9GkwqgFoLyYDRPTqA1o+3BAEtrBtH3TqBvuqiu3iwtk1f9HS42z+CiFmgdeG4kLZTcnrWpwSGI0hoG9TlEOoFKPyHEDUtzoChCrDIxuoaQN8py1YKIjZIZsY/SmoMhThmJeyRJD8vSjZcTnHB2LRYIhOvK0gmKIJ0oHsU7RHEiq9jIOrdRKEmTV1qzmm4PJBfLcW4Yk7SDRcjXhCmUjfts0jUSmwbkx1PwHJj1iXh+0tdPv2cXHHNDyIHuFCc1wGkSzpq39MZi3LxvBVu1EE4j5Fnkg3nK63a1C7DfGSU+csMw4QruRBFqyysYNBtGko9z2h3cW7oS1ZUlHQPO/DRoNBDNf0Vygun6r90tayPrnclNpgXPLGbur8BZPwpcvA6RcQzDOVxo3oeS52EohEzGtXozcOGZsg3HP7dPJ+vkMSeZtfoUxwg+znzEXGR6uijFJnWuhnPp6EYumrt/xEXqHp2oqtdd5qGocRHon0zwEACgtJjg6rU4xoNBgEe6dWDYUgdPITQylbI3UP/QHXiA3VXT/MM8qe576B/CsH9Mb+r5NyG5x9e84Po+3G4XJVbaqVitoaO+V7WHcAdCJkBT/XPmzLBeR7nT0VbdUr8Pj72NDM5hfuGEUX4QAt3eRL4xhZpRu40YxzXjLHnpPqblGEbeGpvHL0W4Jd3W/MvZMMd5WnDCH67BCiQ5xbxfFhSFOypmnnffReMOp2mzGR6ZRsArDmu5Yxx44Y6iSBdpNtOQO3EsY+NWV+Grz2TiChm0LFwXg2Zj9HB352WiDH8FFJIsfaC0fYNGA93Dh7F2/KpRGnwziQag37sDAYqGGFaNgPdSbyRUsWVHkwB0Eg4nuh61lRUMwuMYrt0gz6ssAHP3Y6l1l/y/fRp4+DaUL7jwegtYc04lk8RwbRwmSCYVjsvjQtrsktM8k8x6ZpZPYG2gQXa8OWF3n0GjgRAn5L3N3a+DySvttraOrs/Pww1DtB58ELHrImi00b/KB+a+JAPkeVNROws0z6BSvoS1WKDTu0qS58qto/vge+ydAHXnUWm3MawcRVg6PZpPNfYwVZspYeH0V4C1UxhWjmDQaKC6vKyJflipAP45DA8Ba3OH4F1qaBdOWZg20EKgCF247SoivwnhCrhBiMrZPsLaYUS+B4q6KHc6Os05uwZpjakSLGPf11nVhOPKwOpwIyllaTzNNtrVIfWcZLnOmO3NPtP/F0XCwljA1WKchTBL2EoLfGlhjduZV46N48TuLwbxjtuQmJsWHR8RbXSjYc0rW/mEO0rewhrtrM1C3r0Ck8mYxzPJqpc+VtTt1TzPCnhbB/NUyUiAxGn8Q5VlMPI8meBHxdiZKdcRl4DetVoA83s9zXvDSgW9Q4dG/MQC1AZ+kpv74Vys1vbWiJu4yLnpDskccumoVNIFRxEyL9XOQvRO4BGu+3rhmXAfeTqqy8tSeGqfHgmJJiexFY45lJPDsGK1eWZUMoH5h2Hck3BdeMqlPuGB45zQxdbRPwbqzqO29CBqKyvaYldfWIBzPkK/pXioeXeyPm3zDKh5H1wQlnojl0oAydjz3gmUVmWpoHXcqq+p+YeFUZ5Ts4atmpOg2ZTcstrRsfzwzyGc9xE2jqLcXoffWdVx4pxREQDcdhWxW0fsy4Q71eU+Bo2jSgnVTcxLpd3WPARAcw7/z7/RNOdM4hvz921iHNdsZXM+LcfkjS+vX7P/SdwijDkhdW5pAq+k+wOwgVNkHJ881wkCkDsq16TLIU3BJ0U5okib9Pdf1FK6bRxiY+40Drxw50RDzC0sSFcDlRpduC7Ceh1OEKC2IkkjqNXg93rwV1elYGcksKiogtxBswmsH4XX7WhtWuw46Lda0k8+qywBayUBKaAFsiYahnMqzXAfwvUQ1UcWMOnmciq54JfWENRr8DuraD34oPZ5D+uH0D9yq7xe7awUatYbKA1WUOr3ceW/fQ299lMxuPb8KNNk74TKxCYtf+idGAmXKn12oiYe/+UXW/iY3FXsQBS04EEt/v2+9ucfVg5B+CcSiWDC+nFdI29uQZK86YrYPnkSF2+8WSdQMeMStRvL6s3Ayq0otZsy4QpnBTNSU8t4uR7C+i2j+kCcUY6/LxOme5FKVuOsXq8LfdeXZCxJvzQSwMMr5xA2rkLYrqPx8HlNxGGtjhiA1+uittTV5Ti8bhf1pSWpRee6asoFlf3pvW4XfreHoF6DC+g00nLRHhErB6sDSS1jgnwzBDSThEwSMd+nP0//Py7wushiXTRLmdk+6/O88SaI1vDxT2wsuKZVPMrcNkmoy0L6nhOCXoYmNeGyZFyniJtP3vWz3psW2UmW1XFtxsFa8baOLJ6KfV8rHcudjq6tyLFRHDfnhAGqy8uIPR9BNK/c9aSSzYljGa/XaI7WNOYnfrF1h9eS2FfhCX1EXlmWnwFGXifMTcrSFlVD0HKE5sMPy2a1GoLGNRgcmxutub0T2grUevBB9Favx/p1xxJF1dE/MlrDmYMMjxd5s8HGV9pFUylDzRgx5qKwfiThvSLKA7kul2XWSBawWbm28tjHYvWxp5LWPieACFqytMHaKSm4XrxOli0wOQhIXLvv3zriHI5VNJW4QJKjmmcQDW/VMd/V5WXEjoN15h4nwOCqOQya10C4LuYWFmTcf70uk5YpSzArDr2u7GPQbAKQsduO+s4HjYbc/yjOcRQHma5/es00MgXzPY7jm61yzVZ4ZhqOGccv6bU97ZqZ5hZup8MmDGEsb1yToDkljhGnLHHmXiCPTzbLJUU/z1LGFt0LbBeHkM2WqXHghTuGE8dwDJcpr9tF1U0m7WA/86DZhBPHKK+ONFn8ALkqZo+zbOm00mEAWm9B+Me0RY4FwP6hE9rix9k03YGAEwykFr9MI5Ia1uCGfbjdUMZQNM9ooYuFUtbI8oPjducRlU7oJB2ivowe5lH2PFzx0ENwHl3AoHnTSGPJRBi04F46iqh8LGnJC1ooranimf6JkTuOaRkz4+4YlUUMGvOS0JSFVD/cLOiqRDDD1hw6x6+RWlzl1shxJo2Hz2NuYQFhvY4157Ts2yyKywSoNLel/hpKfaAf3yTbKkGQtd+lfh+N8+cR+w0My9JiNqxUgNq50VwwWPvLmxcnQOR76LdaKHc6aJw/DwAI6ycRVeS5tC4VAUG9hs7xa+CGD8JfXYWvkmmUDQ2ymdq4vrikC+GWjNTb/HlpYGRxUzEPHCuXt5BmYZwFLN0mnQgjdpxMIp6k7Zu0WOctwFkuLFnnmVazcdfRfZrvMQpkT8fTcV/TCDnjgsOzLIUm4ZkF0E33r9jz4YRBIj22/KAYcaXvYZImPW/siWsXaD9uHiwmw+SpWFnxAWiO4nhcTk3vr67q9TOo1XSMMHsOUBSp2mF9BOtKydY/pkr8yL7DeV8rHgGAQm9kIfDESOkYEvxuD3HfQXg4GSsX1pK8FPs+gs7VMs6Ok3i0jiF2Hfi9HuYWFhA0H4dobm6U6bJ/TK6lg8dIN3z2OOkfg9u5EgAkzzHYusfeJiwMKsVj2DikOTjhqsalCJQ3SffwEyFcVyt+K+02qsvLaD78MJrnzyOs3Yh153TCvT5R5D04hNJ6H143SnKQE8ANR4q5Ur+OYeUYIu86qcRrPJLkH3aT5Th5Nb/sOWJyz7Ai79Pt1hE7EdbnJe9e8dBD8FdXAcjrcgwdhwuYPERRhJoRq+cEgVIeRBCOm8k54xR96TV5Eh8V5Zq8883/s4SvcRyThzx+Gdc+i1vcMNT3Yo5p0vVNpHkly2IKAAiS9QKBMXxi5AWIC46Frzsuc+g4TOPdkde2cB/Wcqdx2Qh3aWgNkyJB1nDxZ+yu4FcrUuMYR+i3WtoPvbqyDL/XAxd/nVtYkBk5w+Mye1TnvHShVIVT3V4T5Y6Mz2O3OkDWPUlbmpiUS/2+DHhXLoLl1Y7WLgJScxt5nlyIWOhRpCD6R3TAdbXbxVyjgTX/tNRAGu6IpfU+YqcGUcKIaByZatrv9jDwTo3IhomtfXoUm6FSQo8KfEtLmb+ajBehlasQeVdLQmueAZpnMHBOYaAslVw/pzQY3Xvj/HmU+n10Dz9JCkVcdD725XXXTmHu4Qv6YR5WKhj60p2l3F5HdeW8zDKp+pOFvSNEXi0ZQ2mWRjCD/jm+r1ZCv9VCfWlJE3/v0CEEuE6Sem9Juz+xsmCu3dbppd0wRGm9n1hcAZkRz1kOEvPEYGLlB1Rb7Yz3+neMYgts+n1ejB2DiYrdmbmNSQxFr5sXkG4eS5NylktoFkFmuZ9scFeFFKy0u2JqnGlynER6RWI58tyDmLTNYul8Td5gcj0jtt7wbzg9hqz7MedKkzImb7rysBVytla9zcO0gpglUPg9J8Hg2mheV2b05TIu0iVdCoO1xUVQFKEfHlexzosodzpYPX4cw+68dinn9YqzS5sZkmVMegCKXYRsSesfQ2nNQfnSsvZwYV4SntDnslunE1XhBNL6WF9YwGr99IiT1D07QYDQKxt8FADwUFrvI/JuGMXkmUlU4pLkB2VdIxXTzQKOWXCaVq7CsH9Mu3gKAN3yKWBYQ3l1xBeswL3ioYdQ6h/G+vwzpIcIKxYV71UfieD1OqN4N/8YELRUTP4S/K7MJMlzO6xUpDXU9I4xBUdVroH5p99qafdMdp8U7nXqO19MZDwVjrTgrXO8cBDAN7IrO5HkWF3zM4rhqGLifN/SHTPM5JxxfJMWZtL/57n485rPXOMalsGia9WkdSbNMZPOH8cvRbglyzVx0r0U8UoZxymx4wDKdZvvweQT/dtT7puJYukTuCR9rbSgPwmb5YGpzxM25o5x2Qp3aZg/9lgthqWU5pTBdeo0eXDRV4zS4bMrTew42tWj0m5Lq51BnhRFI41d7AMYGrVjQkQXb4RQcQcczMyFR2vLK5IM4xhB/yiGlcfIjJ6OfJAdVWeGXR/D2mMxmDOC1XFEbSIriFioUXGBsphpAK/jAPAQ1q/VsRrllQjlSw+pdP0trB0/BcQllDtLcnGIZMIPFnSkACQ3HkNcPcqsFvvAsAa/20FtZQW1xUU9V+VOR1pKlVtsWK+jd0gWRhdOhGDwRK0p9ns9uQDHMeK2B+GGegNRabe1xjus1RHUa1Ir3FcZxdgiuHbDyBLrDEEhobLkAqgi9tZlpirDalpfWsLcwgL8bg/DakVrhjlOwQkCzC0sJNx7dRyeYbVhLV/aHZBJSESjAtyAcjUcE3Q+DkW0blkC3qRzisAk1TwBb7N9p7Wt6WskYiSQJNv0uIpcPxHrlAH+zLT6m7EsZqIgFr7MMbJ7qKl9LStXMbMv8/6EQYJZwfpbxTQka26kLLYPThzrjRtzlN/rJTjK1MxzzB57DgDQrpqVi21ppWk05HvljcIWwUGjMeImFVPtRKOyH6U1B8P4mUBpTf8eI89DpdvVijqKIoS9kxiunRrFjYfrWlCtLy4iaDTQnzs0Uh5CXj90yHAfrcEJupKPul2g6yFsnNDuntWlS/DUvKwfehLCK0jfM8Uy2RTX8hu5GjYwxM0Jl85SXyptWYnHnE2RTChSW1nBequFwRUtUBwgrEvlXrmzrLl+xEFLcPt9nam0f2VL177VMY39Y/KLjX2dAXVYk1syrzOA3ytjWHbhhH09fs4wXVtc1IJYab2PyJdrBcWRnn8zdjPNOwlOMbJgmsjinHHeAFm/VxN5XKOVeup4ljC0HQqpIhyTdV6WNW8abjF5Ja0kZWyWU7QArs7nPUUWn4S1OmLXUcnYpDU5sa9VSkdhzntqf5JnvSuKIorCaZSJWbBumRJWuMsAu8aYFr3Y9zFkYjX8z5kAAMDv9bQ23lwwaysr+pzy8jIokvF7nnaJaCF2yopcVlBeXdV+8WzhC+t1OFGoF2om7qBeA0URqisriD0PXRyG8ARK6+tyrO5ogfc7qxis3qzdPTgNsnBdRPVRDaPIOyItTUZQv3BdSdKAjv2rP7KAyJeLTVirJxKJMBGzYMbk4kQxSisEr9tFWCcEta4swKviAgbKYsVzw1bMyPNQnZ+XxWRrNXg9meWLNymlfl/Pc9BsaqGSz+e5dEMPIvZQWu/AWXYRNB+rYzNYcHPiGEGtpucHkAsObwx448CCXNxxEou6ttYZhKoFt9RvjVwXMFIi88YcAIZqsU4TReJ8U4M4ZlHLI7QNwpxBZGnhZ9x1ssYxzro1SdhjFF3kx8VKmNc1YxZMt5esWIhx1rhxY05riXku9ZphfK416IZywBTgzI2Yedy8vrTcO3r82rJqjMe03mX9jvLiTbLuzZyHSe0sdgbMUWxdipXVSK9J/HsIRjF6Jj+xIotdBimKtDKMSy9IbpDc5Hd7qC2N6sWi24XXle5ekR/qmms6A3KzKdfKhQX0Wy30Dx2TSsNwVf92JCd10Dc4qbQuzx80roMAe4yMLBHMR7HvI1o7BcQ+hhWB2sqKdEcNAqyH8yN3zDjWXOR3Oog9D04YouR5KPUBr0ugeIDBFVVQHCB2XS3gmkIRZy6uqezZkedhfV5aB6vLy7otcxB7+Xi9bmJjT1EEd91HaX0dThgZ/CO50n+op7/LcqejBazSel9zjxMEie9ZuC78TtLVm+v15fJOhlKLPZZ4nJM4Z1q+mcQ16baTNul5Sr28e8xaszbLL1n3l8UtWXOVJWSy9S9vTOM4xVHZNFm4A6DjvE0+oTiCG0faRTfNJbzPMrkEgI4X5LZmbb7N8EgRDsn6PRRSLFrLnYYV7iZAW/SUdcjcEPKGfySkuVoQBOSCwITKGhLW8DlxDH91VQbB12uJ4Hl2qekdOYKwUoHX7yPs9XQxUTatM3HzA909fFg+kAOAYmlB44dWWxIf8dE79BiIakcLUbLP69QD1ARFXfidVW1lHFkjlW+815NkNpDuqmZMmYlyp6MFHSYL1++jvLoKv9tD5LcxUJpjtlKwtc+J40TWSPYe97pdOCr+jQPfeZHz2201PpmdkEtgVNrtxHcTsmuTkVCHCZWvUV1e1u+ry8ua+ChSri4AIjXvvJhwIgTeCLhhCGFkGuPfiKn9SrtZ8v0MK5WEoJeX+YoxLug8jQ1uJRkkmiegCdfVWty0u19efFwaWfEMWdrQohhHJnlzZmqjiyQdMfvTVxszR7qdYUEzN00mzLg67ZJqxAgxgfPzqMECKZLxGXr+UvPPQmD6Xjcb3G/e7zTtLbYPZoyen+IoXj8S9TcNfoo8T7tusqDnhiEGnCzM4Cb2QGGLFidzoShC5PtwgiBRXLlysa0FjEGjoWLMA705BJR3y+oq6o9U0D18A+C3dcIYDmmgqA7hOih32gCgswcDANrQyaWYf0yXNF5ThOtqLuLMtY4h0LpBqDNm87wwH7BVk8H7AXZ/dYNQhxIAQKXdlud7vq45agqAbIGLXVeWs1D8Y1rpK+02nCjGsFrRhew5Rm4c95hj5O87zTusJIqRfCZZWTkN55jXz3ufHgd/NyZMLjTXMHb9N3kmS+jLWr+2i2OKCiqJ8QAb1t5peaUIp2RxhTmGPD4xLbJ6jtVnpSjawCVxxpxnCXjT8si0HGIxHaxwNwXMOL1MKDdCFgQZ6QWFBYB0Bk9+gJm8uGil1+tqwYeFBgBasAvrdfSvaOkAe63tU5ZHPocD7VlDw+mQ/ZUVTSys7fS63UQAv7lBEK6ryZtUoVXud9BoaA1m5HmywLtBYJy1i4nf1I6y5Y+FPba6uYDWprphqIWntAZIb3yXFhPp5003FZ7vYaWi4w3MpBY8b3wtJkQmVv5MuC68IEhstnnjxIl5+P5MRJCLKm/W0wti+prmQrvht4jJGtKsRXmSYJe+TlqjuFXXjCzBcauL+yRB0rxGmlSykqpMe20zCUxaM+sY7cbCWFuyNhVpEidjzTA1xibxm+tKFplut9CV1rBa0t5dZHGU/t2N4Sfz2WZLYB43mXHhvFabvOT3enAeXUBQq+kyN9q9MQzhd3ta6GHBiTmJY/+aZ89i7dgxHTPNWRxN/gCg13kWOr1uF/7qqkyM1miC4gjV5WVp3TK4KDCSXTlBIK0ahsCkLYSGBZQVsNq1U9W4NeeRY6X5PXNGdXlZx/6x8AcgwT+mxwd/B6zYoSiC3+tlco9wXUThqNi4fqZNboIUjPn5zLMklVRyjjxvja3wTRHOKGLVKYIsC9JmlYfcXxpFuGWz62t6/JvilAl8YgqUZM7NGC4xxzDOgredmO77spY7hhXudgiJh47/NzeRBsHm/Xi9bjehkQM2uiBoIakyqo9mCgWx52thrYaRFYCJhMs/cHZKJwh0HEepL2v4OZHS/oRBQigCRrGFThAgaDZ1f163C9SlYGqmljY3CMBIkOLNgrlJ0JsHRZJmOYC8OeF5M8FC1iQXDdPNIf0dmtfgWMA0sjZO3J6P8QaBNZPmeNLaNTPbVZ67YJZbxDgUibszYc5T+rq8Wdgs8lw4irpgmP0UwaSNyTRIWF8zhN28MU26N23BLaLVVOStXWhdd0Oacr05xUZXpzyNehH3zKwxm9dNX182pKn6tdg5bOCnKbiJhSLzs8T6GATwlIXODULtOcEC3LA6SgpTW1nR6ykr9Ni7ha/FcdV+Z1VbDE0PB9N1ub60pPmNE82w5cvkIhbWOHEK92F6g5g8xDA5No8fAGhXWL1BNgQ+7jM9t3zNtDA0kXsUfybGkBJOmXdMVzyG7i+1Hk9yJUy3ycI0fMMJvNLX2yzPTAoPKMIx4+7PnN/t4hZTSZge/yROyeKhwnzC1+J5T3GJnkPHQWkHeCT9nWTxR6E9gbAxdwwr3M0QpkY1C6awYD4waddQTn1salz5Mz6HP+c2ZoIPNwy1cDdUyWFYQ8mWPB5D2oLIrot+EGgNqUmWpqBVUpsChklw3J/pFmK288dYVzY8zOn3W7TMZF5jyrbaPUJtJtgFhrXj5mZCp4MeQxzpfndSW5X1fWzX9dLuqSbyFvNpLIeTCD4P2iKW0lbmWVGzNkXpY+OUCuO0vJPGypsiU6nDzymfHwOA7yfcsVggZNecvPuZhHGkO21fFnsDY7nJECZyeclYcyuX2ht+jwyTkzyMhLaKsr6xyyjz0dzCQiYfOUGgua8EKVz5vV4+F6U8KkyYlrsEggClnHUnl4N4Td8CB0271mUdY95xfR8Ru2YalkH9DDvOxPV9JziHrz+t8rEIsjhm3Jo1Lb9Mwy2TeEV/XxM4xfwO0uduhU/SXMLPl+n9ESse4b7yeGQa5H0f0/OHtdwxrHC3D5DeeKXN7S6gXVHSJGu6+JnuK2bWJdaOsvbULAlhugEwEZtuOOxuk2VRSxNa1kNqLnJ5C8NB08Q4cbKWFQt45gKe5bKZxnYtYln9mN9LWiiZVntbBGkt+CQCSn8+Sas3LUnkaarN/hh5m4E8a2ve+3HfQxbMZzxd+BoYufjCceC4MguamfkMkK7ELrBhE59wSRtjKc+z7GRtOiBE7r1Y7D9M5KVwlLDLVDry82JykpPhDuj3eqMMxgqmAqzU78MxlI0skGUpCCdx0eXAQ8w7ZgIeQM6NUILydnLOOGWWCXM9yhJ8zPFvBYk1e1y7nDGO67cot0zilay+896P45TN8kkWl2gPKs/TPJJ+TiLP07Hj6bFm8cgkDsnkjwLfP9k6dxpWuNvn0KSK0SKTJdzxZ/xQ8cbP3OSZsX7pRcgU9EpuMvZvqrGmsc8Jc6tICHr83akFtQiKujBudsEzfwdFBJrtAP9W88hpnAvMblmREm5NBeY2TbxZyCK/vO/XdJUxP+f4HD7XARIb6bTWfZrNbN7c8VhY05teh3gNEtaCd9nAiWNA/Rb17yNlMWIO0mtJHGu3MI79cVOWrzQfmcen4aOJ3h4HHE5slNVQnjrAZJ4oss4WWevGnWd+j5NcEreCafllp7klfd1JvDJpnqfhk3R5HWAU4625A6Owns3yyCQOMRXdOnzFMFBMhtj3SpjtghXuDgjcMASU5c1MruBGhh+/ERwOQD+swOghZQHP1PxseFi2wc3RYiN4g6NdH6bUBgL5pFvE8paO55wUbzALFBVm81CEaIqMwfxb9HryotO7++QKg0afcTQKjk9bIdJa3M18d3lWd06SFNbqGFYruZsEJ44RlyzdXE4wBTZyXc1L5LqFOYnDB3L5yHLRluHEsY5JN+O8x2GckLedXLPTCsQ0xvFLEQGPsVVuGYfNcMo4PhGukWAnzSWp+NKx+8IJyOMQrv8Y1Go64y5/xtcsLNxZy52GZdsDBjcME2QKGAG3KVe/LG3+VjMHWmwdbM0zNVnpz01MSyR52sk84i0qTBXV/poxM5PaZGGrAp55DWBzgd9Z/WylD2DjRimvX51AxdhgJbS8GYkgtnuTxKTMbtyRL8u9mATN2Xs5HsMmVLk8kbDK+b5WYGVxkpnMKs1PFjuHSYrFzXLOJBfLzXBNEZ4p8pvZjIBXFNNyy1ZdUIu4YGb1WYRLtts91hyfGVMb+77O+8Blp8qdDkpRpMMLJndqY+4YVrg7gEi7uJhxOLpNKiOkFez2HljIM5MRTAIT07i4Bn7PyEqowX2Zf7P64WNswYkdR8e+mMkOzM2azuA2RsCbRIp5BLwZYi6ycZmG0LK02kUIZ1ybhCVsCy5lRdyqJoHdLc2X+ZkTx4mYFm1BjG3M3eUMdtUE8jkpbSGwgt3uogjnZAlk4/gmESaC4lyTRh7PsCBgeiqYv5o8oWYctluBmHfNaXklT1jOa5+F7eCSrfJImjuEkwwz4P5jd1SOIaue34ZxYf/Hxm4XdjUIgogqRHQHEd1NRF8kop9Jff5WIhJEdFXO+S8koi8T0f1E9GO7M+r9CyeOxwbgWsFufyBdKmKSJi3r8/T3WzS2ouhxBmvjeaGOPA/9VguDRgP9VgtBs6nTlGs/e0PYM99vFlvV3PFzY742c+2872sz2O4+in6/5vdhEjIfF64L4SSz97pGqRPWwg4rFQhruLvsMYmT+JgV7GYLzlydtYZNyzdpy9C0mYuzkOaZQaOBoNnEoNHAoNGYyDGbxVbW8+3gle3gk632sVkeYaQ5JPI8xG6qlEqvJ5WEnjfijyKCpLLcTfsqdN/7TP7YbcvdAMBzhBBrROQB+Dsi+nMhxD8S0XUAng/gbNaJROQC+E3V5hyAfyKijwohzuzW4PcreKOV5U+/XZtPi50HJyBIa0WBpBtIluut6W6hF8mUW0qRhXpcPAJFEUgt1gmNrlqguc2w2UxY89ww1Bm4psE47WqWJnk3kOfymoWi7plZ7ae5n0nfa5Y2OJ0QJV3QGpDriUm8sePAV6VbuKRKbGTks26ZFoxxnARY7ftegPYAMjiHn303lRyHkeabtIeI7hf5gj0wmWfgedKl0BhP5HkQKjFcWK/r45vlmKL8slvcUgRF3DPTbbfKJWY/6T5NzjAzsfOxYbmCYbWi+YIiWfYq8jxEgM7o6kyRUGUn9rP7Uf7YVeFOCCEArKm3nnqxr847AbwNwJ/mnH4rgPuFEF8FACJ6P4CXAtizk7uXwJYffrgy6/hY7HmYLm8m4fKCllfwNUvbtsG/PgPpvsaRGpMuMNq0sRZ3yIICa1t9X5KtsXFgEt4uAi467u3AtGPe7usVFXIntdGZDQ3BjrXgkedBOC4i39NknVAOaS1syuXGdREBiJ29swmymD1MTkpn4bPYO0i7WTMoyi8wblqagOm5Jmt9o0gm4DEFyMhsbwgOOuMikOCYdHKeSSjCLzvJLVtVFG7m3Lxwh6L9mIKdWVaBY+uyOMQJAkBxTKSOx46jvUJiAIES2MeOYeeKmO87+WPXY+6UBHwngFMAflMI8Tkiug3AeSHE3ZSv3b0GwEPG+3MAvmFHB3vAYG6cLYnuX2grXer4ZixfwOYFA5P4TAtipDb2ZppybsukGzuO9gmPMfIPjwC4m7iXabAZjeUkTGOxm9Q2rQmdNM6tCHaT+jGFPACgOEKpHyUsLroMgu9DMJGXK4h8D24QYtBo2FIIFpmwnLQ/wGu2uR5tRqG1XWtVFs+wEjER063aM8cwv2zmmkVQVNm4m5jGi2W7xp7wMEq5wuZxSOw4iF034YpJUYSgVpPrRKFMrjuWUGXfyR+7LtwJISIAp4moBeBPiOgWAD8O4FsmnJol9WVG6BPRGwG8Ub0d3Hnnm+7d5HAPOq4CcGHWg9ijsHOTDzs3+bBzY2Co/qoInMfPbCB7HL3e2Qt33vmmr22hC/u7y4edm2zYecmHnZt87PrcGBkDHjOuXa939pN33vmmzJwdE1Ahon823r9XCPFe431h+WOvYGbZMoUQbSL6NKRp83oAbLW7FsC/ENGtQogF45RzAK4z3l8L4OGcvt8L4L0AQET/LIR42vbfwf6HnZt82LnJh52bfNi5yUeKPC0MCCEOb+V8+7vLh52bbNh5yYedm3zs5bkRQrxwh7ouLH/sFex2tszDymIHIqoCeB6AzwshjgghTgohTkJO4lNSgh0A/BOAG4noeiLyAbwKwEd3b/QWFhYWFhYWFhYWFpcR9p38sdtBEFcD+Gsiugdysj4lhPhYXmMiOk5EHwcAIcQQwA8A+CSALwH4IyHEF3dhzBYWFhYWFhYWFhYWlxn2o/yx29ky7wHw5AltThr/Pwzgxcb7jwP4+JSXfe/kJpct7Nzkw85NPuzc5MPOTT7s3Owc7Nzmw85NNuy85MPOTT4uy7nZpPwxM5CsTmBhYWFhYWFhYWFhYWGxn2FzU1tYWFhYWFhYWFhYWBwA7EvhjoheQURfJKKYiJ5mHJ8nor8mojUienfqnO8konvUee8Y0/fbieh+IvoyEb1gJ+9jJ7DJuXk1EX1Bzc8niGhDKlki8ojo91S7LxHR23fjfrYTOzU3qt0tRPRZ1f8XiKiy0/ezndjJuVFtT6g+3rqT97ET2MFn6vlEdKdqdycRPWc37mc7scPP1L5ei7cbRFQhojuI6G415z+T0ea71LzeQ0T/QERPmsVYdxtF5sZo+3Qiiojo5bs5xlmg6LwQ0bOJ6C7V5m92e5yzQMHn6Qoiut1o8z2zGOssQEQuEX2eiDbkxSCJ31Dr8z1E9JRZjNEiH/tSuANwL4DvAPCZ1PE+gJ8EkNhAEtE8gF8B8FwhxBMBHCWi56Y7JaKbIbPgPBHACwH8Fsmi6/sJ085NCcCvA/hmIcQtAO6BDBxN4xUAykKIrwfwVABvIqKT2zv0HceOzI1q94cA3qx+X89GojTLvsBO/W4Y7wTw59s22t3FTs3NBQAvUc/UfwTwB9s87t3ATj1TB2Et3m4MADxHCPEkAKcBvJCInpFq8wCAZ6m5/TlcPvExReYG6jf0y5CJES4HTJwXkhnMfwvAbYq/XrHbg5wRivxmvh/AGdXm2QB+jWS2xMsBPwyZPCQLLwJwo3q9EcB/361BWRTDvhTuhBBfEkJ8OeN4Vwjxd5AbCxM3APhXIcSSev+XAF6W0fVLAbxfCDEQQjwA4H4At27j0Hccm5gbUq86ERGAJrLrdwjVpgSgCiAAsLqtg99h7ODcfAuAe4QQd6v+loUQ0faOfmexg3MDIvo2AF8FsKezS+Vhp+ZGCPF5lTQKkHNTIaLy9o5+Z7GDv5t9vxZvN4TEmnrrqZdItfkHIcRF9fYfIesxHXgUmRuFHwTwxwAWd2tss0TBeXkNgA8LIc6qc+zcGM0ANNRaNQdgBcBw90Y5GxDRtQC+FcDv5DR5KYDfV3P4jwBaRHT1rg3QYiL2pXC3CdwP4CYiOqmEk29DsiAh4xoADxnvz6ljBxZCiBDA9wL4AuQm62YA/zOj6YcAdAE8AuAsgF8VQqzs1jhngSnm5nEABBF9koj+hYjetovDnAmKzg0R1QH8KIBcN6mDhil+NyZeBlnzc7DDw5spppiby24tLgLlKnUXpHDyKSHE58Y0fwP2r7V8akyaGyK6BsC3A3jPDIY3MxT4zTwOwJVE9GnlHv66XR/kjFBgbt4N4AmQa9UXAPywECLe3VHOBO8C8DYAefdq1+c9jj0r3BHRXxLRvRmvl07bl9Jkfi+ADwD4WwAPIlv7QlmnT3u9ncZ2zg0ReZBz82QAxyHdpLLi6W4FEKk21wP4r0R0w+bvYmcwo7kpAXgmgO9Sf789y+131pjR3PwMgHcaGtI9iRnNDbd/IqSr2Js2OfwdxYzmZl+sxbsNIUQkhDgNaZG7lYi+LqsdEX0zpHD3o7s4vJmiwNy8C8CP7jeviq2iwLyUIEMtvhXACwD8JBE9bndHORsUmJsXALgLcq06DeDdRNTczTHuNojoPwBYFELcOa5ZxrHLfn3eS9jVOnfTQAjxvG3u73YAtwMAEb0RUlBJ4xySFr1rkeNqNkts89ycVn1+BQCI6I8A/FhGu9cA+ITSvC8S0d8DeBqku92ewYzm5hyAvxFCXFDtPg7gKQD+3zaOZcuY0dx8A4CXk0xi1AIQE1FfCPHujLYzw4zmht1f/gTA67j9XsMMn6k9vxbPCkKINhF9GjIe8V7zMyK6BdKd6kVCiOUZDG+mGDM3TwPwfulhh6sAvJiIhkKIj+z6IGeAMfNyDsAFIUQXQJeIPgPgSQD+dfdHORuMmZvvAfBLQggB4H4iegDATQDu2P1R7hr+HYDbiOjFACoAmkT0h0KI1xpt7Pq8x7FnLXfbDSI6ov5eCeD7kO1L/FEAryKiMhFdDxksepAfYgA4D+BmIjqs3j8f2UG0ZwE8hyTqAJ4B4L5dGuOsUHRuPgngFiKqKbffZwE4s0tjnBUKzY0Q4puEECeFECchNee/sNcEux1AobkhmcjgzwC8XQjx97s3vJmi6DN1Oa7FY0FEh9VvBkRUBfA8pNZgIjoB4MMAvlsIcdlszovMjRDiemMt+hCA7zvogl2ReQHwpwC+iYhKRFSDVMjlJdI4MCg4N2cBPFe1OQrg8dhjCu3thhDi7UKIa9Vz8ioAf5US7AC5Pr9O7QefAeCSEOKR3R6rxRgIIfbdC9Jv/hxktqNHAXzS+OxByKDXNdXmZnX8fZAb7jMAXmW0vw3AzxrvfxzAVwB8GVLzOfP73YW5eTPkYn4PpHVzPj03kMHEH4RM/HAGwI/M+l73ytyo969Vc3MvgHfM+l730twY/fw0gLfO+l73ytwA+AnIONa7jNeRWd/vXpgb9X5fr8U7MNe3APi8mrd7AfyUMZ9vVv//DoCLxu/pn2c97r0yN6n2vwvg5bMe916ZFwA/Asnr9wJ4y6zHvVfmBtId8y8g4+3uBfDaWY97l+fo2QA+ljEvBOA31fr8BQBPm/VY7Sv5IvVFWVhYWFhYWFhYWFhYWOxjXDZumRYWFhYWFhYWFhYWFgcZVrizsLCwsLCwsLCwsLA4ALDCnYWFhYWFhYWFhYWFxQGAFe4sLCwsLCwsLCwsLCwOAKxwZ2FhYWFhYWFhYWGx7SCi/0VEi0R0b4G2ryeiJSK6S73+026M8aDBCncWFhYWFhYWFpc5iOhNRPSuTZ57GxG9f5uHZHEw8LuQBeKL4gNCiNPqlVWT2mICrHBnYWFhYWFhYXFAQERzRPQgEb3GONYgorNE9PKcc3zI2pu/splrCiE+CuDriOiWTQ3a4sBCCPEZyJqnGkT0WCL6BBHdSUR/S0Q3zWh4BxJWuLOwmCGI6ItE9Oxt6ut3iejnt3D+LxLRWwq0u4OInrjZ61hYWFhY7ByEEGsA3gjg14nosDr8Dsii9h/KOe2lAO4TQpzfwqXfp65rYTEJ7wXwg0KIpwJ4K4DfMj57GRHdQ0QfIqLrZjO8/Q0r3FlYKChN5/N285pCiCcKIT49q+sz1AbgdQD+h3HsRUT0KSJ6Z6r5rwL42d0cn4WFhYVFcQgh/gLAnwH4DaVAfCWA7x9zyosA/A2/IaKTRCSI6HuI6CEiukhEbyaip6uNd5uI3p3q49MAvnVbb8TiwIGI5gB8I4APEtFdkPuOq9XHtwM4KYS4BcBfAvi9mQxyn6M06wFYWFjsCbwewMeFEOvGsW8B8HIAv5Zq+1EA7yGiq4UQj+zS+CwsLCwspsN/BnAGwPMBvHXCev31AP484/g3ALgRwL+HXPs/AeB5ADwAnyeiDwohWCj8EoCTRNQUQqxu0z1YHDw4ANpCiNPpD4QQy8bb3wbwy7s1qIMEa7mzsJgAInoCEX1aaSq/SES3pT5/kIjeqrSZl4joA0RUUZ89hYg+T0QdIvqg+uznU+c+j4j+AMAJALcT0RoRvU19LojolNFeu14S0ZOJ6F9U3x8AUEmN6zgR/bHKPPUAEf3QmNtMaG0V3gO5uH7GPCiE6AO4E1L4s7CwsLDYgxBCXATwRQA1AB+e0LwFoJNx/OeEEH1lCewCeJ8QYlG5b/4tgCcbbfn81lbGbXGwoQT/B4joFQBAEk9S/19tNL0NUmFgMSWscGdhMQZE5EG6CfwFgCMAfhDA/yGix6eavhIyG9T1AG4B8HoVoP4nkJmiDkHGI3x71nWEEN8N4CyAlwgh5oQQ75gwLh/ARwD8ger7gwBeZnzuqHHfDeAaAM8F8BYiekFOl18P4MupMX1ZCPFKIcTvZ7T/EoAnjRujhYWFhcXsQESvBXAS0r1tkgXkIoBGxvFHjf/XM97PGe/5/PY047Q42CCi9wH4LIDHE9E5InoDgO8C8AYiuhtSAfFS1fyHlBL9bgA/BOlVZDElrFumhcV4PAOSvH5JCBED+Csi+hiAVwP4aaPdbwghHgYAIrodwGl1bkl9JgB8mIju2MZxeQDepfr+EBH9F+PzpwM4LITg2LivEtFvA3gVgE9m9NdCttY2Dx2MfOQtLCwsLPYQiOgIgHdCKh7vA/BFIvq/KnNhFu4B8LgtXvYJAB60LpkWJoQQr875aEN5BCHE2wG8fWdHdPBhLXcWFuNxHMBDSrBjfA3SGmZiwfi/BykQHgdwXglfjIe2cVzpvr9m/P8YAMeVK2mbiNoA/huAozn95Wlt89CA1c5aWFhY7FW8G8BHhBB/rWLt3gbgt4monNP+4wCetcVrPgvZcXsWFha7CCvcWViMx8MArlNujowTAIqki34EwDVERMaxcWl9RcaxHmS8BOPYmL5PGP8/BOABIUTLeDWEEC/Oufa0WtsnQLp8WlhYWFjsIRDRtwF4JoAf4WOqGPQ5AD+Vc9rtAG4iouNbuPSrYWRctrCwmA2scGdhkYRHRBV+AfgcZBD524jIUymlXwLg/QX6+iyACMAPEFGJiF4K4NYx7R8FcEPq2F0AXkNELhG9ECPN6mcBDCH900tE9B2pvu8AsEpEP0pEVXX+1xHR03OuXVhrqzS/TwXwqSLtLSwsLCx2D0KIjwghjgsh2qnjzxVC/HjOOSGAn4e08EEI8aAQgoQQQ6PNtVy6R71/rRCCE3y9BMCXhBBW6WdhMWNY4c7CIomPQwaJ8+unIDM2vQjABchCm68TQtw3qSMhRADgOwC8AdKF8bUAPgZgkHPKLwL4CeVG+VZ17Ichhck2ZADyR1J9vx7SpfI7YWRDE0JE6rzTAB5QY/8dAFfkXPv3AbyYiKqT7gtyPj7NMYYWFhYWFvsfQoj3CiHesslzbxdCvHKbh2RhYbEJUDJkx8LCYidBRJ8D8B4hxP+e9VjSIKJfALAohHjXhHafA/AGIcS9uzIwCwsLCwsLCwuLQrDCnYXFDoKIngVZYuACpOXtPQBusMW/LSwsLCwsLCwsthu2FIKFxc7i8QD+CDJ75lcAvNwKdhYWFhYWFhYWFjsBa7mzsLCwsLCwsLCwsLA4ALAJVSwsLCwsLCwsLCwsLA4ArHBnYWFhYWFhYWFhYWFxAGCFOwsLCwsLCwsLCwsLiwMAK9xZWFhYWFhYWFhYWFgcAFjhzsLCwsLCwsLCwsLC4gDACncWFhYWFhYWFhYWFhYHAFa4s7CwsLCwsLCwsLCwOACwwp2FhYWFhYWFhYWFhcUBwP8Hl7aallU5x08AAAAASUVORK5CYII=\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Samples of the original topographic data in each direction\n",
+ "samples = 1201 \n",
+ "topo = read_elevation_from_file(filename,int(min_latitude),int(min_longitude),samples)\n",
+ "\n",
+ "# These data contain occassional voids from a number of causes such as shadowing, \n",
+ "# phase unwrapping anomalies, or other radar-specific causes. Voids are flagged with the value -32768.\n",
+ "# I replace them by the average of the surrounding values\n",
+ "mark_x = np.where( topo == -32768 )[0]\n",
+ "mark_y = np.where( topo == -32768 )[1]\n",
+ "for x, y in zip(mark_x, mark_y) :\n",
+ " slice = topo[max(0, x-1):x+1, max(0,y-1):y+1] # assuming a 5x5 square\n",
+ " topo[x,y] = np.mean([i for i in slice.flatten() if i > 0]) # threshold is 0\n",
+ "\n",
+ "x_lon = np.linspace(int(min_longitude),int(min_longitude)+1,samples)\n",
+ "y_lat = np.linspace(int(min_latitude),int(min_latitude)+1,samples)\n",
+ "\n",
+ "# UTM projection\n",
+ "lla = Proj(proj='latlong', ellps='WGS84', datum='WGS84')\n",
+ "myproj = Proj(proj='utm',zone='11U',ellps='WGS84', datum='WGS84')\n",
+ "xyz_map = transform(lla, myproj, x_lon,y_lat,np.zeros(len(x_lon)), radians=False)\n",
+ "x = xyz_map[0]\n",
+ "y = xyz_map[1]\n",
+ "\n",
+ "# Epicenter of 1994 Northridge earthquake: geographic coordinates\n",
+ "lat_sou = 34.3440\n",
+ "lon_sou = -118.5150 \n",
+ "xyz_sou = transform(lla, myproj,lon_sou,lat_sou, radians=False) # Epicenter in UTM domain\n",
+ "\n",
+ "\n",
+ "# Plot topography\n",
+ "fig, ax = plt.subplots(1,2,figsize=(14,5))\n",
+ "\n",
+ "# Lat/Lon \n",
+ "im1 = ax[0].imshow(topo, interpolation='bilinear', cmap='terrain',aspect='auto',\n",
+ " origin='lower', extent=[x_lon[0], x_lon[-1], y_lat[0], y_lat[-1]],\n",
+ " vmax=2500, vmin=0)\n",
+ "ax[0].set_title('Lon/Lat',fontsize=14)\n",
+ "ax[0].set_xlabel('Longitude ($^{\\circ}$)', fontsize=12)\n",
+ "ax[0].set_ylabel('Latitude ($^{\\circ}$)', fontsize=12)\n",
+ "ax[0].scatter(lon_sou,lat_sou, s=200, marker='*', c='r',label='Epicenter')\n",
+ "ax[0].legend(loc=1,prop={\"size\":12})\n",
+ "\n",
+ "# UTM domain\n",
+ "im2 = ax[1].imshow(topo, interpolation='bilinear', cmap='terrain',aspect='auto',\n",
+ " origin='lower', extent=[x[0], x[-1], y[0], y[-1]],\n",
+ " vmax=2500, vmin=0)\n",
+ "ax[1].scatter(xyz_sou[0],xyz_sou[1], s=200, marker='*', c='r',label='Epicenter')\n",
+ "ax[1].xaxis.major.formatter.set_powerlimits((-2,1))\n",
+ "ax[1].yaxis.major.formatter.set_powerlimits((-2,1))\n",
+ "ax[1].set_xlabel('X (m)', fontsize=12)\n",
+ "ax[1].set_ylabel('Y (m)', fontsize=12)\n",
+ "ax[1].set_title('UTM projection',fontsize=14)\n",
+ "ax[1].legend(loc=1,prop={\"size\":12})\n",
+ "fig.colorbar(im2,ax=ax[1],label='Elevation (m)', fraction=0.046, pad=0.025)\n",
+ "\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Mesh generation"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# setup Model geometry dimension: 70 km by 70 km by 35 km\n",
+ "\n",
+ "xmin = xyz_sou[0]-35000. # Unit (m)\n",
+ "xmax = xyz_sou[0]+35000. \n",
+ "\n",
+ "ymin = xyz_sou[1]-35000.\n",
+ "ymax = xyz_sou[1]+35000.\n",
+ "\n",
+ "zmax = -35000.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# start to mesh using GMSH; Please specify element size lc and lc_surf as desinged.\n",
+ "\n",
+ "# Initialize Gmsh API\n",
+ "gmsh.initialize()\n",
+ "gmsh.model.add(\"Northridge\")\n",
+ "\n",
+ "## set Element size in meter\n",
+ "lc = 2e3 \n",
+ "lc_surf = 0.5e3\n",
+ "\n",
+ "# Resample original topographic data: 1201 by 1201 to 101 by 101\n",
+ "# Create the terrain mesh with N by N data points:\n",
+ "N = 100\n",
+ "\n",
+ "# Helper function to return a node tag given two indices i and j:\n",
+ "def tag(i, j):\n",
+ " return (N + 1) * i + j + 1\n",
+ "\n",
+ "# The x, y, z coordinates of all the nodes:\n",
+ "coords = []\n",
+ "\n",
+ "# The tags of the corresponding nodes:\n",
+ "nodes = []\n",
+ "\n",
+ "# The connectivities of the triangle elements (3 node tags per triangle) on the\n",
+ "# terrain surface:\n",
+ "tris = []\n",
+ "\n",
+ "# The connectivities of the line elements on the 4 boundaries (2 node tags\n",
+ "# for each line element):\n",
+ "lin = [[], [], [], []]\n",
+ "\n",
+ "# The connectivities of the point elements on the 4 corners (1 node tag for each\n",
+ "# point element):\n",
+ "pnt = [tag(0, 0), tag(N, 0), tag(N, N), tag(0, N)]\n",
+ "\n",
+ "# Adding topography point by point\n",
+ "x_grid = np.linspace(xmin,xmax,N+1)\n",
+ "y_grid = np.linspace(ymin,ymax,N+1)\n",
+ "\n",
+ "for i in range(N + 1):\n",
+ " for j in range(N + 1):\n",
+ " nodes.append(tag(i, j))\n",
+ " ind_x = (np.abs(x_grid[i]-x)).argmin() # find the X index of nearest point in topo matrix\n",
+ " ind_y = (np.abs(y_grid[j]-y)).argmin() # find the Y index of nearest point in topo matrix\n",
+ " coords.extend([x_grid[i],y_grid[j],np.float(topo[ind_y,ind_x])]) # Add the elevation \n",
+ " if i > 0 and j > 0:\n",
+ " tris.extend([tag(i - 1, j - 1), tag(i, j - 1), tag(i - 1, j)]) \n",
+ " tris.extend([tag(i, j - 1), tag(i, j), tag(i - 1, j)])\n",
+ " if (i == 0 or i == N) and j > 0:\n",
+ " lin[3 if i == 0 else 1].extend([tag(i, j - 1), tag(i, j)])\n",
+ " if (j == 0 or j == N) and i > 0:\n",
+ " lin[0 if j == 0 else 2].extend([tag(i - 1, j), tag(i, j)])\n",
+ "\n",
+ "# Create 4 discrete points for the 4 corners of the terrain surface:\n",
+ "for i in range(4):\n",
+ " gmsh.model.addDiscreteEntity(0, i + 1)\n",
+ "gmsh.model.setCoordinates(1, xmin, ymin, coords[3 * tag(0, 0) - 1])\n",
+ "gmsh.model.setCoordinates(2, xmax, ymin, coords[3 * tag(N, 0) - 1])\n",
+ "gmsh.model.setCoordinates(3, xmax, ymax, coords[3 * tag(N, N) - 1])\n",
+ "gmsh.model.setCoordinates(4, xmin, ymax, coords[3 * tag(0, N) - 1])\n",
+ "\n",
+ "# Create 4 discrete bounding curves, with their boundary points:\n",
+ "for i in range(4):\n",
+ " gmsh.model.addDiscreteEntity(1, i + 1, [i + 1, i + 2 if i < 3 else 1])\n",
+ "\n",
+ "# Create one discrete surface, with its bounding curves:\n",
+ "gmsh.model.addDiscreteEntity(2, 1, [1, 2, -3, -4])\n",
+ "\n",
+ "# Add all the nodes on the surface:\n",
+ "gmsh.model.mesh.addNodes(2, 1, nodes, coords)\n",
+ "gmsh.model.addPhysicalGroup(2, [1], 101) # Free-surface boundary label\n",
+ "\n",
+ "# Add point elements on the 4 points, line elements on the 4 curves, and triangle elements on the surface:\n",
+ "for i in range(4):\n",
+ " # Type 15 for point elements:\n",
+ " gmsh.model.mesh.addElementsByType(i + 1, 15, [], [pnt[i]])\n",
+ " # Type 1 for 2-node line elements:\n",
+ " gmsh.model.mesh.addElementsByType(i + 1, 1, [], lin[i])\n",
+ "# Type 2 for 3-node triangle elements:\n",
+ "gmsh.model.mesh.addElementsByType(1, 2, [], tris)\n",
+ "\n",
+ "# Reclassify the nodes on the curves and the points \n",
+ "gmsh.model.mesh.reclassifyNodes()\n",
+ "\n",
+ "# Create a geometry for the discrete curves and surfaces, so that we can remesh them later on:\n",
+ "gmsh.model.mesh.createGeometry()\n",
+ "\n",
+ "# Create other entities to form one volume below the terrain surface:\n",
+ "p1 = gmsh.model.geo.addPoint(xmin, ymin, zmax)\n",
+ "p2 = gmsh.model.geo.addPoint(xmax, ymin, zmax)\n",
+ "p3 = gmsh.model.geo.addPoint(xmax, ymax, zmax)\n",
+ "p4 = gmsh.model.geo.addPoint(xmin, ymax, zmax)\n",
+ "c1 = gmsh.model.geo.addLine(p1, p2)\n",
+ "c2 = gmsh.model.geo.addLine(p2, p3)\n",
+ "c3 = gmsh.model.geo.addLine(p3, p4)\n",
+ "c4 = gmsh.model.geo.addLine(p4, p1)\n",
+ "c10 = gmsh.model.geo.addLine(p1, 1)\n",
+ "c11 = gmsh.model.geo.addLine(p2, 2)\n",
+ "c12 = gmsh.model.geo.addLine(p3, 3)\n",
+ "c13 = gmsh.model.geo.addLine(p4, 4)\n",
+ "ll1 = gmsh.model.geo.addCurveLoop([c1, c2, c3, c4]) \n",
+ "s1 = gmsh.model.geo.addPlaneSurface([ll1]) # bot\n",
+ "ll3 = gmsh.model.geo.addCurveLoop([c1, c11, -1, -c10]) # fro\n",
+ "s3 = gmsh.model.geo.addPlaneSurface([ll3]) # fro\n",
+ "ll4 = gmsh.model.geo.addCurveLoop([c2, c12, -2, -c11])\n",
+ "s4 = gmsh.model.geo.addPlaneSurface([ll4]) # rig\n",
+ "ll5 = gmsh.model.geo.addCurveLoop([c3, c13, 3, -c12])\n",
+ "s5 = gmsh.model.geo.addPlaneSurface([ll5]) # bac \n",
+ "ll6 = gmsh.model.geo.addCurveLoop([c4, c10, 4, -c13])\n",
+ "s6 = gmsh.model.geo.addPlaneSurface([ll6]) # lef\n",
+ "gmsh.model.addPhysicalGroup(2, [s1, s3, s4, s5, s6], 105) # Absorbing boundary label\n",
+ "sl1 = gmsh.model.geo.addSurfaceLoop([s1, s3, s4, s5, s6, 1])\n",
+ "v1 = gmsh.model.geo.addVolume([sl1])\n",
+ "gmsh.model.addPhysicalGroup(3, [v1], 1)\n",
+ "gmsh.model.geo.synchronize()\n",
+ "\n",
+ "\n",
+ "# setup key mesh parameters\n",
+ "gmsh.model.mesh.field.add(\"Distance\", 1)\n",
+ "gmsh.model.mesh.field.setNumbers(1, \"EdgesList\", [1,2,3,4])\n",
+ "gmsh.model.mesh.field.setNumbers(1, \"FacesList\", [1])\n",
+ "\n",
+ "gmsh.model.mesh.field.add(\"Threshold\", 2)\n",
+ "gmsh.model.mesh.field.setNumber(2, \"IField\", 1)\n",
+ "gmsh.model.mesh.field.setNumber(2, \"LcMin\", lc_surf)#/ 20\n",
+ "gmsh.model.mesh.field.setNumber(2, \"LcMax\", lc)\n",
+ "gmsh.model.mesh.field.setNumber(2, \"DistMin\", 5000)\n",
+ "gmsh.model.mesh.field.setNumber(2, \"DistMax\", 20000)\n",
+ "\n",
+ "# Use the minimum of all the fields as the background mesh field\n",
+ "gmsh.model.mesh.field.add(\"Min\", 7)\n",
+ "gmsh.model.mesh.field.setNumbers(7, \"FieldsList\", [2])\n",
+ "gmsh.model.mesh.field.setAsBackgroundMesh(7)\n",
+ "gmsh.model.geo.synchronize()\n",
+ "gmsh.model.mesh.generate(3)\n",
+ "gmsh.write('Northridge.msh2') # type 2 Gmsh file \n",
+ "\n",
+ "# Alternatively, launch the GUI to see the results:\n",
+ "# if '-nopopup' not in sys.argv:\n",
+ "# gmsh.fltk.run()\n",
+ "\n",
+ "gmsh.finalize()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Reading the .msh file and convert it to .vtk file"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# mesh = meshio.read(\n",
+ "# 'Northridge.msh2', # string, os.PathLike, or a buffer/open file\n",
+ "# file_format=\"gmsh\", # optional if filename is a path; inferred from extension\n",
+ "# )\n",
+ "\n",
+ "# meshio.write(\n",
+ "# \"Northridge.vtk\", # str, os.PathLike, or buffer/ open file\n",
+ "# mesh,\n",
+ "# file_format=\"vtk\", # optional if first argument is a path; inferred from extension\n",
+ "# )\n",
+ "\n",
+ "# mesh_in = pv.read('Northridge.vtk')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "scrolled": false
+ },
+ "outputs": [],
+ "source": [
+ "# Plot mesh\n",
+ "# bounds = [xmax-40000.,xmax, ymax-60000.,ymax, -15000.,1000]\n",
+ "# clipped = mesh_in.clip_box(bounds)\n",
+ "# z_values = mesh_in.points[:, 2] # mesh_in['Elevation (m)']\n",
+ "\n",
+ "# sargs = dict(title_font_size=16, label_font_size=16, n_labels=4)\n",
+ "# dargs_topo = dict(opacity=1, cmap=\"terrain\", lighting=True,\n",
+ "# clim=[350,750], show_scalar_bar=True,\n",
+ "# pickable=False, stitle=\"Elevation (m)\",scalar_bar_args=sargs)\n",
+ "\n",
+ "# single_slice = mesh_in.slice(normal=(0,0,1), origin=(xmax-40000,ymax-60000,-15000))\n",
+ "\n",
+ "# p = pv.Plotter(notebook=True)\n",
+ "# # p.add_mesh(mesh_in,scalars=values, style='wireframe', interpolate_before_map=True,label='Input')\n",
+ "# p.add_mesh(single_slice,style='surface',show_edges=True,scalars=single_slice.points[:, 2],**dargs_topo)\n",
+ "# # p.add_mesh_clip_plane(mesh_in,normal='-y',style='surface',show_edges=True,**dargs_topo)\n",
+ "# p.add_mesh(clipped, style='surface',show_edges=False,label='Clipped Model',scalars=clipped.points[:, 2],**dargs_topo)\n",
+ "# p.add_legend(size=(0.15, 0.04),border=True,bcolor=(1,1,1))\n",
+ "# p.add_bounding_box()\n",
+ "# p.set_background(\"black\")\n",
+ "# p.show()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# slices = mesh_in.slice_orthogonal(generate_triangles=True)\n",
+ "# slices.plot(style='surface',show_edges=True,)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "scrolled": false
+ },
+ "outputs": [],
+ "source": [
+ "# mesh = pv.Sphere()\n",
+ "# z = mesh.points[:, 2]\n",
+ "\n",
+ "# # Plot using the ITKplotter\n",
+ "# pl = pv.PlotterITK()\n",
+ "# pl.add_mesh(mesh, scalars=z, smooth_shading=True)\n",
+ "# pl.show(True)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {
+ "scrolled": true
+ },
+ "outputs": [],
+ "source": [
+ "# reader = vtk.vtkUnstructuredGridReader()\n",
+ "# reader.SetFileName('test.vtk')\n",
+ "# reader.Update()\n",
+ "# mesh_in = reader.GetOutput()\n",
+ "# view(geometries=mesh_in)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# def printit():\n",
+ "# threading.Timer(2.0, printit).start()\n",
+ "# # print (\"\")\n",
+ "# !ls N48E011.hgt.zip\n",
+ "\n",
+ "# printit()"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3",
+ "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": "3.8.5"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 2
+}