Question
Choose the antonym for ‘respect’
- Esteem
- regard
- acclaim
- disrespect
The correct answer is: disrespect
Correct answer d) disrespect
Explanation - Respect - admiration felt or shown for someone or something that you believe has good ideas or qualities
Related Questions to study
List the sides and the angles in order from smallest to largest
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)
List the sides and the angles in order from smallest to largest
![](data:image/png;base64,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)
Explain whether this graph represents a function ?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAASoAAAEECAYAAACfnHlpAAAgAElEQVR4nOy9WbMkR3bf+XP3iMjtLlWFQqGAbjQ2NpbuJkUSpNE4I9ObzGSUzcyzvqC+gkxG08hkEltmZE9zyCbQGxo7UChU1a1bd8nMWNzPPPgSHpGZdylUk2hNO6xwMyMj3D3cj//P4sfPUSIi/L78/7pchwSUUr/Fnvy+/L5sL/pfugO/L78vvy+/L5eV4l+6A7/NIoDa8jn/nR3Xf1fkhmv3dfSAAKIU/WhkP6D6WyV7/JIGx/LZ1tuzfmyT555m/C+SC39X5nNX+V2iyd9GUd821U9EknqRdy2/JiIo7YVBAUS2Lx6//PwUj5difrvAALXUtt+3XNsKfKN6Nt8vvs/ofvrrg0ZjS3FRS/io+luutEAFlCT8QbLn3fAN/HOi0jio7CcPbP6zVr5OJI6zgFY4FIKEvipUHNPQh9gxAazq249tXUvMD20rpXYu5F0M6aIynob0PYyhzuZj46Gr1p3Rwriu/JrkD12hyJBktrzEsJ1vAoBh1v36koyRZe/2LAD2WyVRRRCKxTmXgEsHYLLWYq2lLEvQGifgnKC1XxRpTsLoWBFP/EoNFvRA2hJwki3K0YSOgUDyT4q0cgXfl8GiGdcl/p82/Wd/22gFx4cSMvXPxwsRMATf/wF4KkGPKVx6gBLxAJG+j0ZGKw8YJntNBDoBC2G8I1AJ4iyCA2Vwyvj7xGHQGBQGUI4elTSIhg6hCb2M9416PSqy8c1ahzEavUPUi+97NQAcrmrJVxzgHDgRlImM80qVbi0uPBtBzyVa6It1/sJVTYMi0Fm/Hkyo2EUeovt7XGDumuvafwRRgfUHGkL5tetiX8NvIhL6sHuQrmrz/FYBFfQSVfwXgSv/HC6Ev6A0CGoHoITJyq5JtjJVRgRJ2pAdnL1vMnAtNbgeiWFAvDvmKHVhA9GGHEnCOMRn4m+5NJUAJ+NoKrLUS8StHDtiHxQKl72nGo1XlMgGVWmVnhMkqJMah8LEfuSIGCUxBTaDWH1JlzcgTAFaI0pl75FVEsdLNh+9SvXjF/XVfEMZISebfGx33HoVyTnvX3xyTIaJseUST97WjjFKz4ngnMOJoyhKrHOIAu3l5p7TJ2aosrXQr+OnKd8qoMolp/H3HLCM0YgIWnkOHIk0F6UTwY+wJH4RGMz8WJRPIm02/rHkGDXsf9/SLjE+/75NzUzEG+rKJbxxH/J/8T7F8N6BKhlBOasv/pP0WWWfg3qnSGimdAbg6R0VSunUXi/VqsSxUz1Zw/l4xXfN/121ROIfj8/gvePvl1Y8qitnTgSpZDSPYyn+Sn0O/8tpQo2+S2R8aiQtX1KxZ/IZyKl+TcSplOw70KvkWzsa++TXo/8PbGwnGwjJ6Kwfj28gdobyrQIqGCLuGH2dczjnV0xTN7Rdl+xVnXVY6/m51gqtvQRmrQ2DpoNUFhdjJgf3LfbSivg7lB4OuojLiCljSxnndS4DK4ltpxv9PcFgo7IFCoLK7XLZilAoJPRfBGyGohJRVvn+KRGifKFEo3NWqnKVT3DKYZH+PQmqtFNebVNedZOg8nRGYbUCJxgrGJEgNwmiLFYJrVZYbQCNclCiKEWhO9A2vGyh6JSwUpa1EbTWFKIoBbTLufs2ObkXlySoGCIKnZsIXC8NKu1VfyURbbfVlV/ztCeAJDEtSPlhtmTM6QCv247oaQe8KOXHOZoKjO7B3jnJTB4KpwQnbms94/pFwvwFEOmlbEVhVJCKfB+11t5u6WRgOxy/l6g4blFH8WPddBbJxtxZQWnDZFIxmZSYnGt9w/KtA6pYcqM69CDlnEOA09MzHj58RNO2zBdzrBO6rkPEefuJUljrELHoQASSQEOj0IEQJRF6BCrnZxutvK6vjQ7AF9oXD1IqTKooldieCipPBBQlCgJIxvcQcYgGlHhJoyd/CDa1uIgiuAIJNZ0DFxeBVojWwe7gECwa33cBtGiU82w5VyGd8kqjUw7BoQoSuIsVlNNo5S1MWjTOQtNZWqOQwqARSicYcRTKoXGgHK101AqkKFDKIBYK0VROY6xC2wCIlaGhY0lLbSyqMJRiKJxgrgRU2ZwRFonSaG1QSmOtw1pv0DdGUxYasZ1/dlBvJkIna78Q5Q1xPS/TWmN0AXjacs75xR7pALulv2MZty8eqDwIFIWhMAUiKtlhlVJUVYFD6FwXGOO4nk2giszRf/f0rbXBGJ3q9m2WaBTiBJxk0nYOuIKEMYn2OoVCaUXTWpT2Yy7i56CsKg4PDzg8OGA6Lb+pkpzKtxKo4uTldqmoH3spyXF0dMRHH35E3bbcfelFtPaT4I26/pmua9FaYYxJwOUJWfX6s3hdWimNOG+Y7WwHrkNrT0BlWaC1xjmLiB1KVJFpBKbj6zeZHSwK2L79tu1wrsNUBm28wbNXpaJE1XN6pVQaD8IijLYfv+I1Tmm6ztG0NSIdZQFl4dtVKHAaJYZkW1EgeFAT5RBl0YVCmyA5WQfOoFWBokCcoll3nNcNjQJVlUwnJVMFJY5KOYwSUI7GttRioSzQpsC2gnEFhdMUVnkQUgpdaVau4dytWWuLKg2VLjyguXz5jSWJsRSkEjCBBxKlNF1naZoO54SiKJhMSrBtpuPIqK44qf1iTCDoPI1orSmKEnGKum7oOusBpjAo5a4BVFHilsR8y7L0dYvQNC1N06CVYbGYIlrobMtQAdwNWB5ItGe6gbF6QFU0TUPTtCilmc2mFNqADZtYaWwyoFISJKrIHCRsBhma1qKNwWg//m1jmUwmgGI6nTKZ/C8MVL261hvT42djDM45mqbl4YMHfHX/HtVkyqSqWOwtIIJZGNSuaylMgTEFqMC9gihsnRfrFWBMgdYGZ4X1umW5WoJYJpVhMimpqjK1ba0N6qaXQGKfRQSFxhiv8iQpSCJICXXdsFqu6Kxi/3APUxiM9sZmbyT3nE3EE0a0CVjrwVcbD4I5UAmKzsFqXSNLB6KZzysW8ymgvESHl/iSChi4puBBCmXRxnNJEbCdAylQqkAwtK1D1Bqso24bDHC4WLA/LZkpqPBApZTQ2oaVbaEsKYoK1zm0U2irMRa083OpC0XZrZGuAGlRhWJeTZibihLTiwYbwDQEAj9Ghq5z/h0DI2qaluVyTdtaiqJgsZhRmvHzozZG9pgIVs4J1gaJyng6OT1dUtctVVUym1WUpfaqnxI2dhr6QU9/o7Lg63YURRHeo2W1Wgd1ULO3v4cpNdYFaXCnOjm07UZJXNLWsmd4y+UyvEfB3t6Cqii2CK45UJEBlZerEDDa0DmHMn6uluc15+4c6zyjd84NNoW+aflWAdXYPSFeiwMfuULbNtz/6h5Hjx7x4kvf5datWzz33E0PEkGEFzzglcYkwJOMk1krSZcvygKtFF0nnC9rTk/PUFim0wnz6YRqUlEUOojqATS0StvhLjP0axVUhqj64f+2rWW5rDk5PaNta+7cvUM1KSmMCuofBL0TCRKU1p4z2s6CAqV1UGFV5lagaKxwdrbk8eNjwHHzxj43DveT7cwzShXcFUIJqp+XAoK6rP2i7JwABagC62C1bjl6vKQpnnDy5DGuLNm79Rwv3JixbzQVBLAVnOtY2QZMQVFUnvuKByjdefsT2muxZ3XNrF5y3tVgYH8+52AyZ2KKDKhgk9r9wlP0i9LaqLB5H671uuH0xINJURYc7O8xn5VbDLybIBXnUiV6ARtVVqXp2o6joxNWq5r5bMre/pzJtERrSWO+veT2V28odw6slcD0NHVdc3Z2yvn5isIU3H7+FtW0QhJ4XFR3tEXSb2qIfwEn0DYtJ6en1HVNVVZePZuUO9w6eglLRkgWx8UJKOPp8+TknEePjqjrhsIUYS30avM3Ld8qoIKe8GLpdezeztM0DV/e+5IvvvySxd4BWimmkwlVOXwdh2BQWGdpuxaldRjEqL/Tz32wO1WFZVqVoApm0ymz+cwbBqPtPfbzmu/Vtt6mUtc1YFksFkymBqO2uEFcoZF8mZV4lfX8vAQcs+mUvfksM90P+fCwWof3jOp/6QAwCIpWoBGNNTUr63jw5BQpV7z03e+iy5JqUjABikwqNLZAtMHoEuh9dZIfVZQmjKFWQtcIYmA2mbKYz5mqTQfdXSW+S/6eAhil6RovZZVlwXw6ZbEo0+7u05RIKnVdMJmscU6YzqYsFnOms+LKdY/hJv9ujFfP2rajLEsWixmTqri2YDIeFydQm4K6rhHnmE4mLOZTZtPyWsScrFUiOPGbAK6CrvPM0lpBK92bGZ5R+VYBVdpmzn2HtjiBrtdrvvrqPl988QW3bz/PerXCdh3O6LhavG3HWtCK5eqc8/NzEMVsPmc2m1EWnru2nfMqQtPStpa27ejaFl0ouq6j6zrK0vQ7G2H3xUtOOdeP5nAJBnqVuEovW3v103YW5yzOeXUL1U9rdKDsOVow1A/Au3e06/9E1dYGqS/cy1Bh8FKH76k3yWc6MF6VFPHivmBonbC2HSerNY9Oz/js/gOkMLz62pKX2j32SkOhFNqB0b3BFXG4gEqxTi0BlFPnvNgpLijrNkiTxlywMHtbiQsqjdHG785FLdeFOp3DWYsLGyGySysb1O0rsnFnLNsI6cffj7G1FtKmytWANZKyS5pC/6yCZF6w1qKNDpLUNUqv6Q0BKNjCurala1tsUeDEIlJsB5XsUk9LktajiNBawRnT026yxj9bkIJvGVDFkvtM5de8iG9Zr9d8ff8+Dx884PT0lKZZJ9sR4ncplKhkqDw5OeHevXvUdcPzz9/hzgt32F/sA5rlcs1HH33E46PHTCYzbty4iSkMpTKhzl4/d+J64z5jApXUTycOCbYYooqo1ACAfd8kAzIvq0vYMECBcuKBzFfsbVJeO0yCSbQD9HYJlUT+4d5Nj3veCz+6MASwytTi+ItV0AK1KM6t8OD0nK+fnKCripN1TWtdakPiOyhvy3FKAmx79TR6RyvpMVdrg1bByB92O5MklfB/m9rnQcoDswcqJ9FGFd4/+fj0jMSN13zuyZrVnUCfwEhGdiXfXW9LVErQRpK7wUZ/ZdPvO7oIGDOi8Tj+6d0kdU/SBI4rG4Nob3JI9JG9Zb/rF2UjhjeE98u/S9ZuNG8IYJ3t+5ZtGj0rdS8v3zqgEhGWyyUA+/v7VFW1YbdarVZ89vln3PvqHicnJ5yfn9N1XSJOZ733rDGK9brliy++4Cc/+QkPHz7kX/2rP2YymbA33wMcjx8/4j/9p//E+++/z7vv/hl/9Vf/nqoqcc67NZRlQVEYnPM2HK20d1MQm2wkQ2D1Rn90P2FxgXiicTjpMk4cJSaItpLkt6U04pyvN18l2Z/wVFhYvs7oQ6OllxEi5Ua5z/+Ldpjef8daQZcTWtG0Ak4pdDWhKyd88PmXfHl0zK3n7/BkuWbd+ffQxktUkbjjfmO/nS0j6RJc53cmjfGSq9LKS1MXUnkPLN5XzvjtfGeDxNtLKD1IiZdKlGMwjGkM1aDe2MGiMNmNXhRzLs6LPwLVdQ1t2ya/JP/bqP/xewYo/cmLIB27/HjLEDzFhW9bfbT6P7H+8TvG4TRGM5kUwcXGYoy3d14uBm7e4G12jqLQYVfa23qtdXRd2BVXmydFvkn51oV5UUoxn8+Zz+cbElXbtpycnPDVV19xcnLCo4eP+PTTT/jkk085Pz9DxKGV35kpC4NWmqIoMMZQNw1fffUVX311j5OTJ9RNzdnZGb/5zQf8l//7v7C3t+C1116jKIqB4V5FDNm5rT0ujnQQd0MC3nxGbfwu/frZKKO21eZvKoHRriIBJAP3jysl2AFNUXpJKbDlDjhrWx6ennPv8TFHyzUrEdbW0UqvmDjn/3mPjaETa5TtZNyN2Ne0MzUenHzMxws13BI2Bdg63mxd25t1X1Q25zphg/Rq6LDOZ1FyOX3379cpaozS4/HaIJwdbSTyi0pj4qxP1a+rlG8VUEXXhKIoKIpioK+LCHVdc+/ePX72s59xfHzMar3i4YMHfPLJx5ycnPjdMcJwidC2DWVhODjYZz6bslouOX78mPVqxXq54vPPP+cnP/kJjx484O233uYPf/Qj9hZ76Xnfp9S7Xb3efm3r7dtW0viaZM/L6N9F/UjLx3umZ7fl4v+wlgAQ1gV9UKN0gXUKK+AUNM5xdLbkk68f8eB0yWndct45Vs4DlcWb4p30kmOU6HpwiWAifTczgWBs2dgKtGOUi4C+BbPz670UmV/bpk4O675O2QqQ4/o21Mxr1M8ljOeSPqd3T87E4bOwOfiDei+qcMcPoi676anKt0r1S7o5EB0dI2BorVmv13zyySf83d/9HScnJ2ilODs749NPPuHr+/e5c+cOhYniqKVrWyZVycHegv3FAmct9bpmvVrz8OFDfvmLX/Dee//Em9//Pj/8wQ/57ksvYZ1lvTzDdl1QuwY9HPc4+zyamA3msouYIrWMHx4/sw3Q1Og7A+dqFehmG9yZvM54lN4pnAiCxilFB6ys5eHZOR/ff8iTxrISxbK1nLeW1gldeHxgnlFe3fOt+U0HQaNUCP0yWtn9WhmadbfiiRqOSdS20qIL2KuQjfV3+dIZz9GWOb3o+846w9+BwWg8d5dULtuau4xpDa8k60KQendj0TeRii6G1act3yqg6v2kWgCKokiuCc45njx5wscff8zPf/5zrLVUVcVyueTTTz/hgw8+4Pnnn2dSlSwWc4wx6HDerCorZvM5RVmilOLx48ccHx/z85+/T9vU/B//5//F22+/xWRqqGuHdb0UNyzbCOqiMrp/EJAp/j7+fpV2xotpxLG3SPVBSUkA0reg8EdzNNYKTddCWSBa0QKnnePr0yWfPzym0SVdOWVpYdVYaufPCaYD4fm/BFbOgxTRKXYLSEVgTVfyd7xo16t/i80RyyS5vI4Lx/+CEtXkoYPSsKsXV3C1dgZ9+22W62gI28o/rzL2rQIqYLAzlv89PT3lww8/5P333+fo6Mif4taa9XrJ119/za9//Wtefvm73Lp1g/l8hjGaqirx3tdQVSVVWbBer/jgg19zdrbk0aNHvP322/zv/9tfcvfu82nNG2Mw6WzVZRMaRadcjr6sxAV0Ud3bJKZnz6m81b0AUSinUKrwZwcVLDu4f9zy2cM1D85W1KbElRWNOM7rmrPGUXfgxq440gOEVoQjyyozbvtdxRBvgaQyJG6/S3PeNh9XlSrG87Xtt21M47qMaQysWxZ0VIujyLutjnAkiez4CsqNK9nyfN737F6Fby/VO2aa4+fG0vw1ae8aPOAq5VsFVPnxGSB9ds7x4MEDPvnkEx4/fszdu3dp25a6rimKgv39fZbLcx4/fszZ2Rk3b95A60k6SGwKw2KxYDqbcv/rr/jqq/toXXDnzh3+9E//lLt3X6CsCmwHbWcDUBXpGELoXd5TdgPHNqK/0ttf4ZnLFo+vQ2Vf1ej2vpUofXni7RrrfXuqEife7nS8avj0/mM+/vIRp3XH2ipaVdAInKxWPDnvWNaCLYJQliSquKgiHG2JFjY6YLu5FLbdv2NhjUOHXqnk4t+W9jauXVbvVebvuqCXP3KZdH+d977O9auWbAY3VNtvXr51QCUi4bzcEKiapkEpxUsvvcTt27f5+OOPefLkCTdv3uT73/8DnnvuFlVVYq2l61oPNsaHoazKir29PebzGR999CFN3fHd73yPV199lXfefofpdALi23PBHUBrQ3JSGgDTFnVtw451HennMq42vnaFescq62XdCVvLogRjKqyFMwdfPjzlw8/u89n9h6yssHbgRNNYx/HpGUfHS86fb7HTIoRSiV2NalLWhXAGbltXdvPrDIg2xkL1f7a6NFy08K4y5rkKelUp+Sq/b6kr6r8yvHS98rQS9/jdL2K+m6xkgKMpmsX/4jYqYBA4LwKWiDCfz3nllVfY29vDGMNf//VfY4zhjTfe4C//8i+ZTic8//zzzGazsOPu41AVxkc/mM1mzOd7tG2HUooX7r7A97//fe7evRscSYdet9cVe692ZOAqS/Qile+KBHClSGu5CqTQxh90dspLUw+Plnz46QM+/Ow+D4+f0KLptEHE0nSW45Nzjo5POT2vafYnyET3Gw/Bk96bc7K+D5vssSb6AO1yG7/oXWTrx9SAbH1wp3K5497R51GVsu3i1rILUDfNBpv9Hvf56oCym4ZyYBkzgsvHR42/qPzD/8ISldY6+UsppQYuCoeHh7zzzjtYazk5OeFv/uZvUEpx8+YtfvSjP2Q+nzOZVMznM6pq4jexxIHy8YOU0kwnUw72D9nb2+PVV1/lO9/9LrP5PMV6RiucKLrkEgHDCR5/jgvMX+une5vtIYaWGe5HDYl83MZmW9uJQGXcbOOXEWn27UbhR6EwZYFzirrzvlNf3D/iNx9/yRf3H3BWt3TVFGU0zjrWtuF0ueT47IyT9ZqV26PTmkLCbqKKQeByp9L+naKCGtvfvYj6EeqdYse/+9+UqBD+OFbZg1R0b/XL9aLF7MdC6EEzedxn2TC8w3hfp0RAlhBBYWMGGJiDJHzPBdA+7r4a/gv0ImoM5Jcxr03pp/+X9T27P6fI/PlI35fy1PAagziN31SjDOVbBVR5GZ/xm8/nHBwcpDAvAHXdIg5uHN7k1nO3MCYa4r1tyo+Sj/55fr7k+MkJt567zeuv/wHf//7b3Lr5HMoYpItRQUNgOgwOhz/6EZ0adTpP5gPv4dtx0ckyQIJIf9aKnhh7d0eN4APZSSYqeyFO5+Sx5a8KWtU2zh4Wirie+KLmNBJmxnULHpwaFKsOjtZrPvryHp9+9RWPz5Z0KFrnkMqHfemcsHIdj1bnPG5WnIllrbz6Vzgo0GgKVAzvJz08pAWik7kdn9ZhDN7bxmD4a/9Nb/klvHh2snFwj5BJgOMHw7Utxm4humMoRBskRLOI7wZ6tDh3SxYxJtpAcw11WwErPaAgPfD29W9M7M5mEw0qHZi3Jt/UyJns4NFtanWkqy1vpyBtjI60/29UvnVAFSWp+Dl+j97iXXDq1NrH71HauyEYXfTxoZyP7mhtx72j+3zx5Rf87Gf/yMOHR7z44ku8884PefW111ns74fjCyowTQXGoE0RwMZ4dUhIhnU/Of78njjpCVnlRNQDSe8y5MMfCzGmlEENolbH53QvQktYYlmWm0EZcDQfo0AiSgbKy+WxgZ9SBA/lCbhzQiuw7Do++uIBH35+j6+Pj6lth5gJbdehyyJEFBVq1/Lg7AkPzs550nasmPgkDkphlPHvK5p0pjCog0kwCSFO/G5ggdoIyzwc1/6VZfQ5qJiDjY+wqJUOO5g6CS0D/6EARjGyaj4LvZQ6nEfnwDrl51GXiDLJAULlz8S6RpM2ON6S/pc1rLxU70TjRGd+cBo9ePswlztANpJQvCVJgboA7RBdpt1YGdbYk1XOcbNxE+klwtSkxPj+2Tw/I2kKvoVABb2dKh5ENsZknuJ9Cq2yrCgLH0qk6yxGdDrz1XUdjx4d8f/8/U/5+//3p9z78h6L+R6vv/4Gr736Grdu3cIUBc4K6KC2xRWkVIj9ZDyxMxTTw/IgfN0uGkv/JxKKI6gnSvdHdMgIIz4qOVfLqC1bu/lakyRl9RLEpgixKZ/EvjkBtMJ2wuOTc37z8Wfcu/+AddNQVBWlKZFV43dQQ9wqazuenBzz8PiE4/OG1eGCmfHr1ClSXsCc4/fteVCyQXpIoOByvWFEFKpfbBvqieqTewwlN88cXJJMJEk/PWCzAS593bFR5dN7EZxKRCFKgzKI6AAs/ehfVGQ0H6JAuexcaABYr0R7aS0dUxpJO1s0r1FjDNKj+Qc0ogtE+XOS0dc371Ps565gO5LNJ4I/j+j6iFnRtPEMcerbCVTjsitHqsQY6sGtQUQoCs9h27bl4cOHfPDBr/ng1x9gTMEf//G7fP/73+e527cxRUHXeftXjArpnKLr4sFKhw2n3G2IEuCcC6LycKmrjOVKOIoSJyouni7Y2mLUBH80yEcC1XldY0IOoOw5vwoc1+crjNyrc4LtQjQGkXA4NJyvC9JGHqMxl89EhM46VFFQ1w1f3fuaL774nKZes7+3oJruc2wVx3WLEsu0NEyKCUVj6VZLTo6f8PjxKcsb+9xYFF46s74vBs96rfgkAKIEhwuLo8B1iq6z2M6riLZzdG2MDJlWFr2IMJSoVGAOUfq1LobUVXRhDGxnoSBI2BY3kjTHY57qzmKWSQCqCFJO/Lg56w9xdx10XS8z59afrXXH3oe5jKGOIW7qhIUuirYTys53ZNPbPoauHgKKGlBUD7DQx2m31tE5QVs/HzrVHzWD3TATj4ca8WaMNhxGttamIJI9K3825XcCqLYVpeDs7IzHjx+zWtVMpx1K4+Odi7BcrWnbjudvP8+//tf/mueeu833Xn6Fl156kclkQtN0NG2LtRZjKh9iVqCua+q6xlqfKEIpwdoJGg9+GjCql6e853yfPMIvFO/aEI3nKH/Cf71uQszqhrOzJU1bUhjtt/VjslXp4xTFZBJa90kLlNZYl2ehUT5m1Lr2cbbFsVrVnFcrUIHLBaBKukI486WCHbDtOigqHj0+4d4Xn7E8PeP2zZs8f/MOq8mCT49O+er4FCdwczbj9nyBWk0o6hXd2Smnjx7y5MaCQ7WPNuDqBi2WQgM4D1SEJBRorIBRU1wnrFc19arGKFiH0MxFoxg6Trqkoub6jgrqJUg4oyhpA6RtO1arFXW9pnBlCFjYoZQjqtTJ6rOhxogPX42PS+XVU3+sCDRtZ6mbhrpeU5YF63UTxtRF8SKpTr2EFQ6CR2lDfNxxf9RSfDgGFOt1Q900tF0LKFarFnEKnCXa/JLMkp/dI0/WG5ItCMHGqlCBGa9XNeu6pipLiqKg63RQux0pQCmgxbHNmSTa1Zz4WPSiDJ0V1nVNG9ZT5KHo0TR+g/I7C1R+sBx1U3N8fEzbth5YdL97OJtPeeMP/hOU14sAACAASURBVIDFYs7B/kHgqv4oTtN1NE0HeBVSa4OgaZqG09NT2rZltSqpm5rppEIRdiNFMDH9VYptHkMEe25lTOGTYiag8lv/dV1zenbKerXiqCooywJjlE8rhA/0puIxEwXggi+ZBypv7A/JNpMLgKEVYblcc3Z2hnIWXItta3xg/l6aiiFlI4ErYlolRSuKJ49PUcD3vvMdyufv4g5ucu+85cFyTakAA7f35rxx55CZa6kfH7FvDM2TE46++ppZ29BUBbZeYrBUhcJh6Vznl5bWXuVwisJMwWqWp2uWZ0sftta1NE2Bj0QcY+P00gmQMqKEL4k5qJAYgZCow4d+XrFarcPRKcGYYE2KEpXaPMAdi6eHIEWLH3+0QZmCzjpOT884PT0NZ1Mdy8IgrvMglcUw00HCUINGfL99LH9vtpBga63bjrPlktW6pjAlZVmwLDSuazNwzZw+kgQTJHKlMMHG6oJGIOH0gTGG4yfHrFY1tnO0bUtZapRyqBi2SPp6x8qbVxo8s3HOJyHFGKyDet1wfn5O03Y087kPu+TKK6zkq5XfWaACqKqKqqrSQWZtTIgz7qfx8PCA2XyagvKbkBLKOoezXsXwZwJDFEchGfB99hpNYUyIxS5o7dAIRfRslHC0N5oyXFTT4qTmShYJ0LTRKXuJ0ToktXQh7VbYKQu7l32CC9L3hGOZSqhViNeuQ2qkwhAVJaUYSFQ6SRSuJ3hn2ZtP+IPXvscrkwVyeMCDxvLwo6/o1ku0tEyLirv7e7zzne/wwv6M+vERql5zUBoqBWJbb1+LsbZ0bDQmJ1XJ/meUN3IbrdIYaOXtX/nYhcHw0l/Se/yAx0QD0Qjfj7NKbcVUZZ4G+nrTgpfxYg/jjk4RRMc2nJgjUoX8kVr5d5CwiaCCJTlKPR5AMjoR7+eX2ovbsirGqdKjNjTKmJFEldc/oDJP/04SHeW+bGkOFInOddjFjuMBY2ktL1Ei1GETyhv8VQqL1K8f9XuJyk9+VZYs5nP29va49dzNFOws5s6bTCqsc7RdGyQdE7LJQGf9IvbRFkywE2jqpg12JMt8PmWxN2NSlRDsYFqFRAZEg6MvMeKkOBUyugRDaNjZsgLrugUFVVVw8+ZNqspgTLAohIUXCS8tvOSmoRIhx/oIRN04oSx8UDQljsODBTcPFr4OJQOJKnJNHS0XIWRvYx372sBkjp1OOSvg/P4prl3T1StK7ZgoeG425Y3nb/EHLxyiXrxBt67RnWVmFHvTgv1piXJTtPIJIwTBRpeJkEFHiabQBdIpKl1Q6gKlYL6omM1LiiLsXmZqXpr5FIgOYmhcb+z2Ru3IbJrGYooipaE6ONhnMtFJshmofSIMJB7x4OpEsNHJLoAeIeONw6uZe4sFB4d7TCdFBn691OcTasTVH/odaEVpb9GyVpBgPljXHcoYTOGlqYODhY/hLzazUfU0stWWpHo7UooGqzVKK05X+5TVhIODA/b25kwmIW5/lC5jFSN1OL5FpHsnJAm/dVCsGlbrGt20VJU3pfzeRgWAYIqC2WzO4eEBt27d8Flls5RWVVVld/sSrR/xe7QhdCHw27qu6LoWJ469vRn7+3MmRYiAid+LGUzAWI3PY3dDitDYOViuuhCCVnN46BeOVpfsFG2aCQDvPR4vN+JVlbZrUTgODhYc3tgbVCFZVSp7NmbYtFZwSuMKzRJoAO0s2BYtlonRlGLZM5rnZxUv7xmmxT4i+0jILlMZYVbk+6ExdVm0qsTYn4HgHRhVoMSPw97BhL39Cdpcn8SjwTjiQtP4M5tFUWAKw97+gsWs2Hz/9PS4bPYh1t80jtYJzsIi0Mh8arI3vF5xFggJlJar1o+Z1lRlwcHBnHmVxSW/Rv1RehNIEZFPz/eoqo6DwwP296YeqLJ+Pw24tNarsWdnS5z0J0rienkW5XcYqKAsCiaTKoQcrgGCcdsPliA4CX5XKtuPkSiRehHDpyyK6psLRsGOujRUkwqtK4wKUphShCOEPnlEMmDGLMbSi/JkhOIcXdfSNDV1vQpJIKuULiverMgDz0k6e6i0HnJKiJuLOAvWdjRNjRJH007pvPmt3/FJmpS3g2lc2KECtA6qoqJ20GpPuIUOO3fWoTpLpRVzhAXCxAmlCyAbYobHvSbB+sQBwX7XMwmB4C6gUdgObytsaxCYtAbblckYnKFpmvOBjQqf7STIov1Yi09r1tmOtutw4ue0LQu0jm6OSYnZKpXEEEFpK175DQznoG0dbePDENuu8lmZnfEqtjCweW21UUXVlCwyanB/sNbSNC3r9Rok1I1PXhGlnBxQxjYqX31MctLToLN+XHwCk5autZ45BY7n0lj09W7YqCDQoUrhkx2EnU9fb93UlOsVdb3HdFqizdOB37j8TgPVar3yIYgRnwk32h/CyDjnODs/ozCG2WxOnpQx7kwIfSxsY3ywS1OEZARIsBlFMPJ2lAgsWqvgrR5RiaSmJRNJAAslKoWmSbp8xsaiPSGVYIvRpudJiUNmi1jh+52nE1MqxOBWffyCnlpUyAajvdE3orQBVIES/7EElO2oz844OXrE+ekTbj3/HLf3F9xZzJkpDa319plCeWfnALQuQIdPFOGC35T2AIwOQOnHJeUaVJKWWgQc/7+hkUOyBRmUP9JLx3EMthijfThqn3Y8zJ+GmP0vLfiB31o/1t7LX5KKnfhJ+Bvs65hQb5iyUWiwzJ8sTUEEVQmuDrHPsX4XnIl9vRovEY0DpCoZ0Uz/S/8n0IoAYnvaB9J4JHqWnkGqcCxpPDBRS4hrxgsFyttcS3+u1ucZUD55Bc+mDIBq7K+0OQh4az79wkhZgqNUsaWubfVcVnb5Tg3r9BlfktSRUlj5QXQOyqLsHUgzW8H4ZFNa2CIZyPgsMckrPboN+A56AAo3J7VqJE2l/kIigmg1ihOdRi1xzJG+l/Z747uPlBUVH+454qCGLcMvkWNKSFElgA6LG98n23Ws10uaek2hFQVwY1Zwe6+k8m+QkqeqaNyO/1J/4z0qvVukB8+cAzPQGbj30zjq/HAc4iUZ3Rn7kTJO07t8QDzNF0eJESVkY6ziYu3b1NoDk5fEfTtK923385zN/5bx7zdH+t/j/ZEp5vWmejKpKn4f3tBfzyE99ivFmN8iLSU6GvyQfc8APQhW/m6Fn7+QcVSCzc/8No3p21JVbfs9fs7P5CUj4ejZbUlE82u7SnJ2HJUokcQdu15CioME4Cd7Op1G/h7mL0o8GSSEQXdCcLiL7RAyz/TRekPHMnBUgzUVgSoRScbRIkgNFlDkftLXHT6QtonC9bzu4TgR6qMn0pxCc9QKUl8ElihZiPNps7Tx6pSDpCYgPmFloTXzSrOYgG564CYaj5WLozvoi1bBZT2MuD9+FMZTefXcKBPmoZcK+xfIBnIM4tkQjUYl/NeH6BPijOdLmC3f6ZlZcPxM6b4UPiMyIDJMpzao7uIL6c08II6up92zXU+OR2HzroFkGvErMUoP4pcJAxvjovBglWF3lPAVMdei34iSnbuGT1cGQJWDQg4oqdsZ2ERpKj/uEhMxlGWZ6ojgFZM2xOMwcaFfRYrbVfp+5FeH9WkVj1eMCHOUxkgNuFPgyDvavXh6M0RLYlbW58ue3ZAPdhR1wS1DIWDzvsHaV172T5Tvl3IrUDdC13qWaExBVVWUpfaG18gQJIxlxnll1Eh/YFslEIvqqyjB5llxth633wIkW38fv+iuxXIJSG3cO0YSf32c2mr381f5bdjG1ZfBxVTqyXrIDK9W9ba5kIxXjFE0rhmfVzPK188KrAoYSi7jFFW5tBSBSUToug5/ZKVItpf4vI/vZHv/Jq3TfXnJEziMVcerlEsZAgFuNgjqsuG7QsXxvkQAI85/1Sp2lSBtJBn+OlM+0EOGAlt0cswjbArx0G5/bKSuYb1uaVofRUJrw3Q6oTJleCpzyAwELYPX7r2bkr1jS9QHUYKoeMTmKsM2vmND/7nk2euA1HXquug+NVz0QTLp+765pK/dq2cST+WyOp7Vurl+2QCqXWUMYPFajB8VJaQyJFAYOn/5BeAztLLxe559xpin2dDMiWY7Z7342auCwGV1fwP+EZMHDOrZJSk8RfXjCz1y+X9B5Y07hHXTslw31K3FoTG6YDKZUQRp2cfd7iv2PR2ccgtYG6WozPAU8N2qEOpFSfq3eT54GyBsEVV3vfHOuPfXAamnnYMxbWybz6dY3LkhcqO9y/p5lff4JgD+2ylbd/12GcJ7I6geSD9d14UzcyZJU/G+PP55BLOo/sX7Yptd1w2eubxcRIT5YmfLfWPbB6P7rirSq+zxC54Z3HMRIcgWVS3K7FcROcYHV8cyRGAQ0bgTQ8hIb/dUQF03LFc1ddMhEiSqmc/k46WvoPpFSUgND3ckkBIhbRdkKBQFigRSOgDVlVS88VvtKBsZZ7Z93nVtIIde3ta2+lJ44XGfx5L4NiC+hsQ2sFtk9HNR4oe0hRjp/6K1lJdnaXm6eilgu7SUl10G7VjKskwgBdA0TXK2i3Xm6l1U+XKDNJCkquuVqw7wdeu6aEK21H3p/MnQBqOyf1vv3W4X2d1QVncyZObq3ajXmR0tCnN5BOMEVK3FiQZdUM3mmKry5une7JRAyqW8MlGaYoi7o6EVQLS3UemdIHURMF1V9boq09l17ToS+lXbCHO81X5xTUC+8B41/Jgm5qLnrtP2P08ZANVVQcoFp8gcfOJ5OiDZr+JvUXJyziX3hpizL1c7I7BdvTwNAV5WLgCCC+vMf98GKGN17pIyckm4vGRccQcA9r3a/FFik+H7um5Yrmvq1nkAUgWT6RxTlkjWhm+xB6kcIvVGAzv6pQS3EcI3PpT/3VX+JRbUVdu8TEK86Ldn1UbGGa4i0W/UmUtdV7FTPfv5SMgwDv2bSzrx9yjxnJ6e8vDhQ05PTwFvV1osFty8eZMbN24MpCtrLXVds1wuOTk54ezsDGMML774Int7eym5qNY67RY+XXlWRL1rIvNJylddlGLUiFvtKhdM9MCeMrZpXMThh79cjG8qI9hcbfXIE1us65bVqqEJNip0yWS+wJSVPxqrY7xwf1Q2OlyMm1LjjYURYHljetwl2nZj/n1XuQAFt973tCVr46J5HjizjRnOmI5ge793vMvAKL9N8rpK3Vct28Y/crOMdjbMGs++XMmPKtqPrLUcHR3x61//ml/84hd8/fXXIfCc5vDwkDfffJM/+7M/Y39/P9mhzs/P+fzzz/n5z3/O/fv3OT4+pixLfvCDH/DDH/6Q27dvD87kXa9c0TCockIe26byOnbqYpe3FSfvUonssrry2c+J8LJTZFuIKlex8qcVxOzF6YLK8yjDum1Z1Q111/kzW4VmMpmgi8J7nic/tGGigIu02W1YIsTdvm27frvsN9nLhTouge4LfnvahXVVAIjtjxfxxc/vknwvf3qbJJQ/pPrPWyvJx+RpQE5t+fTNy0CiGtuM8t+6zgci+2//7b/x4x//mK+//prpdMr+/j6r1YqTkxN++ctf0rYtf/Inf8ILL7xA0zR88skn/I//8T/4m7/5m6QertdrfvWrX/HkyRPeffddXn75ZSaTyfV7nw/8TqPPGIjGn0fvekE9MXqkQm+Sdx5Cd6tI4w06KTFDHwx70FRgE8Pplvz9Bp3t7aUqD+cBqHicZUh2KtTew3UA8sAgHT7Rw6qznLeWuvMdLJViUZZUJr57FsU0W1a7Rm889APZMQ9HvPFAP0C9Z07/Rl6q8+80lFX8N9kwKF9F6hq/zZZn842BjToy/8BU3ZZ2ZQdQxmxF2zBUIlMZy07boG3Yx+ilI6JSpvttfR81OPpN9dpDqnj0e5qvZwdWCajGrgO5KhiB6+OPP+a//tf/yi9/+Uu++93v8kd/9EfcuXOHx48f87d/+7f8/Oc/5/DwkNu3b3NwcMDR0RE//elP+e///b9zdHTEu+++y927d/nss8947733+MlPfsJisWB/f5/FYnHNrmcLPx4NH1hFfNAwpUMESBGil3H4ORFPLrlKFhZWZTGr06KX8IvuD6ySpHvV90ExOGeV163Q6XDncDL1iMmrATPOsQ2G6zoeyvWE2D/mkBRr20DaiJLQX8GB2BQj3gFrByet46RzrJ2f/4VR3KhKZkaP5BCVRj2+SzyCo+KXbJzyd3ACOIXGoJzaONmRg3YERBn90i/SoVSXS3r+4K9kCyxfPmNJZygbjoFOBJwL9BGcjUMAigEWJVawy/M2JtcYIYVICM3iRqYYcuqOIzJiTqn3/fGuJKlKPFStUn9T382QNQ6lwM33jzEN0/EpolSrPTWIXzfWjeyU36AkP6qowm3blYvOmu+99x6ff/45d+/e5a/+6q/4t//233JwcMDJyQnT6ZT//J//Mw8fPuT4+JiTkxM+/PBD/u7v/o4vv/ySf/fv/h3/4T/8B15//XV+9rOf8R//43/kk08+4f333+fFF1/k9u3bzGazK3a7B5KUySUdqOw95X18Jt17PZNxqUBkkW7T4hNANCqmFAqcTSsQ629U8ZSvbCHQWO+YGYdjPjECZczE3O+0qdSPMfPNVaIIMmNBQeLFSIQIDsHiU1IZlHd9ChW5OGwiIC1KF+gAVMsWnrRw6hS10lQaDgvNc6VmYVIYvA0yjq88UFJ1f/wkJUgImNFZEKspKMGCsmFMIZMmejASNbZiqcE9MrieJUjI5z0+k3/PRRcV2JLo/gjKYJz9WGtlUoQFlwFVmvbwv60SRQ7cW1wIQjRjDyoyklPS7WrwJ6/aZQQYxyUC4ADYN6T6EaGNWJJ/93D8xmqUUen4GUFgUASGJxproXhW0ROiWldVVfI6zwEqVwMPDg6Yz+e0bcvx8TFnZ2fs7e3RdV1KuX7r1i1u3LjB6ekpH3/8MV9//TX7+/u89dZb3LhxA4AXX3yRF154gffee49Hjx5xfn5+hXNHm6UsS6bTirL0kT2RfB6DvxY5/x1FaxxIJP4MWlkaqqqk62wAwvC7E088KluImQ9S3Gn2+w0SktnkUxRP8RdoXWJtOIEOaQHG7DM6+CgpF6I4KIjifgyEFlN4BV9NQKFNmC+lsOJwygOVAEpCqBDXE65o8WcZA0E6HK0zrDvolEGKiqKaMJWOeaExtoXO4eOeSzY6DE72uyxyqO9LGmSEEEsr+uQpg1EVSok/Z5hOSORzM5SuxsDk2xzOpdKaoiwpq4l3lQlJaRO0qXwB5fNk+kYzNTD6xRpCtICypKymVFVBGRKKiEgejmxIj1skH5Q/3BsBUSsoCsVkUtJ2M6rKp4Dz8yXo0fPpaExfY2iqj58m2aVCCVVZYC0+g1OpfciiAEDDDvZMIG9V6f54eS/p+vUB3nfSaENpDGXB5XtLVywFkBwtY4kuBPkunDGG1157jT/8wz/k/fff52//9m85Ojrie9/7HtZaPv74Y5577jneffddXn31VR4+fMjR0REiwssvv8zrr7+e7FBVVXH79m2KokjJFHKn0auWpqk5Ozvn9HTJdDoHQnRPXO+iovxBSfBKiucIXixSuucsMQbSal1zfn6Otf5oT1F6lqAJKbnUMMZ5WkJKBRXDoXURHI36OC5WhKbpsLaj6zqWyxXW+pjpOhC54MME6xhJQHr1VekYKz3E/xGHD1drcAh102Gtj33dNA3L5RKnhE6DYNC28LGeRHug0w6nW6BG3ArnoJEJJ3bO1+eO4+MV9apBiTApSqaTCmxHXVuWBRjbolQW10ny2OMxOoQfA4sfc6UUojQWKExJ5xxN23r6U7BaNSgrlGYQPiGFjQlsIf0/SV6KPoZVmNu2tZydL33M9KKgMJp2FSN85k6x43hUkv44iSqUH2cJaNV0lpOTU87OlmjlKIsS20UFKHN7lWFyB3/Jz2lnbeRSnh6NDz+8Wjecna85X65o25Kz0wUyU6iUbKGvzwtEmRypfNgY2zmcuCAohqPv4R1Oz5bUdY0xPu7/bFL4ZCWqj3gKIQLsFuFBwrhY64JW4LPQLJcNq+WSpu2Yi6ToChsi6VOWAhgcLM6dLnPpyhjD66+/zl/8xV9wfHzMP/zDP/DRRx9x584dyrKk6zpef/113nnnHW7fvs2XX37J8fExq9WKqqo4ODhIu3vGGG7cuMF8Psday9nZGefn58xms2sAlbBar3ny5ITj4yeUpQ88YkMsaq2DnU3FlFo9UHkU8FldwIvYPiC+Yr1ec3Z+GjYPlqzrFbNphcIDuFE+RjYSgar35/YqgPOSjTYMkjuIsA6JI1arJcYoyqoIWWgUEgwHSmWB82IIm5BolQRUzmdHUV5CE6VYrdecnZ6ipMO1S5p6Epwpg+rnSsquQjsTUuhZnG5A1SjVIKJoWPCkE+4fNxw9fsLy/BzXdZSTKfOqQpxfoGrZYVyLTu/exx8PI5HGRCkd+go+R6LGIRTFBOuEs/Nzzs7P0VrRTGc0Ex9MMBnciBLnQPn180a/lowug2SiUNoEoDpnHYBKI5TGBJEyizm+AVR93723vg/+p1WB85lDaDvLkydPOD9f+vtFURYrbNeh6QElH5MMWntzQogXY61A4c0N67rh7Pyc5XpNbUom0ynrlUG6Bq368fYOuv2RI0Wvf4rqI4p4g3nIYmRKTk5PqdfrQK+OZaHR4uk4AZXCZ6GRoaqt0kaSzztgTAla07nozrKisX2E3WdZitwGFTuTx5rqug6lVEqkMA8xyvf391mv12itWa/XITKhX4jn5+cpdY61NjmH5iA0mUySTWq9Xod0RtcpfqA729F1LV3XeuUlhZmJoOQlKnGeOD0H9rFzInfzACOI6NDn4JiqoGgajPZm267rUrosCKAe87zTLxrtHD45ZVAFlcYJNE1LEyJDNk0DOFwAqmCwII+dpMQFrt56UA1RSp0LAdeU9jGAlUpjgHQ0raJpjQdpJR4cxEEH2vlg/FZbRHUo3WG08xHglJf8zs6XnJ8vWa/XONtRFobFdOalyrahlRbn2j4eeIiDlcd5ihasBFSQ+m+DVGiFkD6sRWvoigJbGvQgz1I8kU/6HuWIJFEBCksMq6WcYDuL6yy2syjl05X5TM5B2pMoa2wDE19jVLl8CHUfJ52QgTvSdmctNqRosyEUdB6PXWdjktftx6bwY+4sEtJWOWeDNCSIC+tPOqSrB+MbR6Y3uQVJUSmKovSnBZyEmFkhOIBSSKRva0PdKsRCDgCbSVSbQBWOzikTBBoFErOJB1p1DhGbtJhnVZJElUdPyG0r8TdrLR988AH/83/+Tx48eMAPfvAD3nzzTW7cuMH9+/d57733uH//Pn/913+dMsMcHh4mn6qo2kUHzzz6QgTB6x5InkymCTT3932McMGlDDKIBHUpRmjQfYLQuOitT8ZodImgWNdVADHHdDZhb2/BdDoJql8EqtBStKKGcZOw3ayNN8T3uzeefNdNw3Q2Zb1ecufO81RVgQl5/SJRKBGUDmqTxHhfPqaSCskFYr42Ce9hBc6Xy6CqWw73phzuz0GFJARojBQUtvK7awqscjjdoagRqRFjaNSCdlmgvz71NjnrMMCsrDjYW1AVmsP9Pe4eTtC2TUkpenWqJ2uVJFftxwDSmHciGF3QOeFsvmQ+9+my5rMJ80lFGQKwxdWeEj2ooVwV176PbVeknTKlNG1jKVLM9IK9/QMfe1yHPtMDax92N4gTsQ0JIXpVvyMqoqjbDiuglGFvscfBwQGzyTSoT2PVbwQu0oc90iF3YNd1OO2N/3XToExBUa4xumB/f4/FtKQMeftQwXwU+xzG3mVDFt/EOXDWK8062EeXZ0uqsmaxv8/+3pxpVQWpXhLICj7y6jjCZzSmO+eTXnhA1LRWWJo1y+UK6sZLbyNF9ZuWAkgAkoNUFN1icLonT57w4x//mH/6p3/i8PCQP/7jP+bP//zPmc1mnJ6ecnh4yI9//GN+85vfcHR0xHQ6TZJa9MHKQ8acnJwkdW9vb4/5fH6NMC9+KqqyZG++x97eHnv7e8Eu5ULY2T5YWhJDo0YBwWERxPrww15VhKI0iDg62zKZVEwmJZOJV/1MoQcSlbgoqakQoVJ53d14Tul3bQQnXlKx4igKQ1mUTCcTqqoIMdNDfYGw8yihURVPUSiUSsb0uCTaTliHjRANlEXFdDbzAKesDzvsvJ1KiQqqnyA6pO9SFU4VFLpigsXh6JxFnKPUir1pxc3DPSZVwaTUzKYl2posa0kOVBlYBXqyzhF34hxQOD9GhRXapqApDFopZtOK/cWMKqQnG26IDW1TGxQRbITxx6bxErHSGmMK9udzZlNDJLHeRsXWmOlhRpISF11JRBRV29G6Ducc88WM2XwSMsXEPcZYh/hwz9uKCjQXVT/tR3C1NmEDxWs6e/sTZmWJDjGLUxaeTJVE9d+UCumvgplAhk2yWExRRrO3mLO3mFOV0UYFhHj6aXxGw+JNdHFOQ/+VorM+/NPp2XlK7uDVxGdXim2REsb+UyJCXdd8+eWXnJyc8Pzzz3Pnzh2+853vMJlMuHnzJp999hnOOT777DMeP37MW2+9xQsvvEBVVdy/f59PPvmEN954g6qqEBEePXpE0zRMJhPm8/lTeKeHnbHgUlEUJtml4oD6l4h3k94lqn8SrOTa9fHSdeNVBaP7DCaFCfscymQSFSA6k+b9ZBsTY8j2hC3i62674P6hFWVZUFUmhCJW/TtFoAqdlhiMW/VRH3ug8vcopULar/BdKwpT4K1TofbQbvKj0sGWoYrAmQ0ahdPCsqmp68bbpwrDfFpxuD9nVhpKDaUJagBjda+fmySdKIVK4+R5tsGPkd/lMuggVRbGBCnIJElpOHs5XA1bRIG43s/KOYcJOeu08tFeI41EstgEqmwtBNkiXVFB3hAwNmavjnVrHzeeEHe871JwZs062VfnjyFFYdGErC1hGy4m0y2Npio12BjBNR+LbZ9DSGClMJDsdv6mYAlmGwAAIABJREFUsMurFIX2OSvLMCbB5J6NCVuLJ03PSI2JkTN8ZqVBjsxniVIEG9VYkhoH0osB8/b29hARHj9+zOeff86nn37K3t4eZ2dnfP755xwdHaX7b9y4wSuvvMKLL77Iz372M/7+7/+el156iddff50PP/yQDz/8kMlkwgsvvMCtW7coiuLau34xpGpYDyO1VRJokU1AL2GpwHF758RYR4zc6A3bpK1sz63i90w88yNF5G7xgTinKC+5eclJkYzmOuzwxafF15tjbHTYy2iNrFoPtKqvhyz8ikajo9STXqLvV3IIJEY/gA5hFdLOi7WUZcF8UnGwmDEtLUZLP159txguz6EU0c9J3Ijw/ZYAsgOXTkX//gmvswU+gKrc6tOPeQxlkwYs7Kim0Mns6jv9Cg3A2g+4So1JqDcxvewWb1vs+7pTrgj1he55egjdTSnfrE00SJrfOFb5aMReBReWNGIxpE/v1jJ05PZ047MqqUFfVT64o5LTICofvxjm2NvXnrnqN45lnjqbgdV0OuXtt9/mF7/4BUdHR/zjP/4j6/WaxWLB6ekpv/rVr+i6jjfffJPnnnuO/f19Xn75ZX74wx/y6NEjPvroo6QafvHFFzx48ICXX36ZN998kzt37mCMGaigVyki3hUhUoYaYYePDZ5RDv3RhgGIbTQXDPASdi+S6cJ/GBNfGLlAHtunJ90jzqeSyohcjaiiJ+9MMpHYRq9o5f1WqfVcAQvzJ5GIfV0yeA58UixFB9QOVk3j7XECk8Iwr0rmk5IyJRXdZJj9tS3KmWx5Ii76uHuq3HDyLikqjcboZbK6+y9yrbovKpKqy1SvXfeyOU7DkZKU91GyDDDi4k51JiftJq2s3tjHvo3ELMMtEj3eRQYMOpaBRLVtGcqW4U0gGWKm5+vmGZWNMC/bzvqBT5LwJ3/yJzx48ID33nuP09NTfvrTn3pDoHMURcFbb73Fj370I1599VXm8zmTyYR3330XEeG9997jgw8+4Fe/+hXOOe7evcuf/umf8s4773Dr1q3kbBrLRWAVuUKSfIa/huc9t/BMsWcBCXyjJDEAC7zYHVSHRIwBJ+KkSkb46Whvxs37XvQf0lSK7dN5S46hW3hvQN6M5AB6J9CN26PINOaM/TgN7aPexhBbbgVOV46zVU3TdpTasD+ZsTedYJRgVL+jlUsk/dD7F8qvS4DdgfqBt3HESpzzflSMiVsiGGWXsogBaf3FyUnXcjjv1en0ZBpzyQIQSC/W5mMX/pfmWIPS0e0l7JZp6XMzDspW5Ew0pPD1hY3bvlshVbyKUldW0yY2BwaUSYp6PAMBBPOMQT1N9B5q4772YJUzS5L6nC6poadAzFR+ObhevexM7rBxY1Fw9+5d/s2/+Te88sor3Lt3jwcPHnB2dkZZlty5c4dXX32VV155hdu3bzOZTBARXn31VabTKS+99BKffvopZ2dnLBYLXnvtNd54443kh7XrQPSuss1Po1dbIUpK8a5EGAFR0nUBcYwITdL/o7oXU1jHhb8RvjnMZcSKvpa+JNUASaoTDOiuv3fb5/Bh6A4ZiC+B8AhCcqavYSBgDm5R1BZOlh3na++AWxWG/fmU/WmFEb9NPjQW7+7zoG9aZfnrfF+9MTaOe6YijQWVkbS5seghqP/b3rtnNNukhs06t7UzrDOq7BAdiV0yB6T3HfVvWHrwUsqfCnBq/LvaaufZDnuRQfbFqHAGEUlnBPp7LpcEN1vZHIvxMlUqHKe5Ut3XL9eKVKeU4jvf+Q63bt3irbfe4vz8nLqu0VqzWCz8Nu1slgLgRbtWBK+3336bpmmSA+hisUje73F36yrx2y8ukQ3sIu4tg6i2baVedcDHk7hFHdkm/fRNj9glqEFdkt04fHbje3jtASlKf4fAZn4FiR7O0HTC6WrFqu3orKUqCg7mc/bnMwoc2BZcdjxmPK4boX+zRbnR25Hxdst7gZd4JAMrFV5K1OYYqdGzO+cvB7+NaJdbAGo8p+lyRN6L6GT82+h7en4HKqlhd+OY+E/9mPtxGo55X43aMb6XlPF89iLm7spSWNdnC1bXzpRcFAUHBwccHh6mazm4RK/UPMLnZDJhMplw69atrXXmuQC/GUilHjGcsG3ENyoJ267KcXa1x5hWdjZ3tXp3tLGjvny5xX/j7fcYXaQ3THsFqe4aTs6XrJoG21lmkwkHiwWHiwVGCeI6cPYKfd8+5r5Z/x5jqeOi0d72+1hlGcPKxSN8EXhcwni+UbkiLW4pu6TVvue5H5sa3RfQ/lK0uoqUtauC8G7PXpgCngKoog46TpE1tBuR/uaS0jhuer/DRqrnX75ch5BkBHAj1ePC+q/Wj13Et+1KfjB4UI3Qc7pAtOMl7oB11/Hk/JxVXQeJquRgseBgMceoNvgEbev/6Fq+3Z9x4fyuq8+073Ma5pGNamzBk8Fz/fNXbyv/PO7lFmlo+GF3ySWMK3Wnf8fttedjkNc/fN9cYh1IZSNb4mbdvyXEecpybaAauw/kZwPjcZwxYLlsFyOCUV5PfsbwOnaqodyQT9Q2aUq2/JZ6Prq2a6Iu465Xmdzx2bJtz16dSKLmMAapAbwloPIb10oBzss1yfEVaGzH+XrFqmlpbUdhDIvplPl0gqHFKEnHrGWQYeUp+p76PPRo36gnW+AXSV75zCjobYHSe4pvwuVlC3IbLW2jrR0ljdF1S+85v6nOMgBriNLl7rrCTWkMVM60tt6/TeLcBtr/fILFtYEK2GrIHvtixUB842w0u+Kwjz3jr9Ebdovyu65fRWO/7PesriG7uqC64eJOC3Qg4VxlKe6oPywMyR+JUdPCjlxfVZRH/H8OqDvLsm5o2gbnnHf2rEpmpcE4RxGyxUAPjr3EFNrYKl2FGy9AmggiG6A1eO3N+mPUhmjLSmCVCXNx0ceWxvtc2+nlGS7EEbD4cdhVvzCUfiV7Ju+mGt2bV9/TVbo1q3obY9tk+OPreUX//OXaQDVOc7XNthSjLeTX+21LGdx3vTx+F5VdoHTRfU9jx/CSyQYhp22fMefNn9+2kPtHN7n2Zp88jastt8iWT+Ofx7/0MkYrsG4cq6albju00kyrktnUMDGCti5E7uzdMzfVjUvGXOCimI9D9nEVySeTMDJfuc033PbLuM876r+Oeje4dbv0s9n+tmcvKtcY80ztvlLVF/YvfnagRs50g4m7hGE/ZXkqiSoHqQgyEcDi75t+FblHrBrUk98zDtZ3cbmAeAcgchVRdvz8rmd2TSDZ79+07GortsHOV9jo/cBhdVx/vEWom/+PvXN/suQm7/5HUnef+8zsfY1tjCFcHAhQJJBf+IF/Or8mVamXqlSRABUIwYBjsoa1vevdncu5drek9wddu0+fmdnZNS+uelU1u+f06ZbU0qPnpkffRztokbqmbluKonSHhCcFZWkRdTi02j+7dtlCzH12XuXxr3D1DF/G9HpzG+jqWs8P/XaZmncTzeoQfRxqd7/+y+O695lU2PXrblNcEhl/o5JT1wFtsPP/6ysvzajyg8NDfijYNwPza/0o+Pw0eWBU1y/XmYShwb3sueyewfEO4qO3QC25anTJcz2zUwzxkdyctL3nB15B9C8Mtbv/WGhBW8tmt2O13bJrGlqtKasR06ljVCOHFOwhPIYc6n0GPTDmvYYv0zmH6/RXo2Yo/Nil+1IoQ7ie/u+2eZlAycZ7b05fp+Y/QAv+585xlsEmu8wo/L+vVAYaFr03vul7HOjzX6DcaNcv/wsMaIjB5GZe33mep3iXUlJV1Q1MQEGOotkdxDA1abI6yR0GB7xXT+fnEGYZ2sxfNOvLIYbV6YOr32btuPXnvu+PQ3rP2BQ9ueo/CBwCg/LdsFIhrALpTvLLAMni8YSMlGyBZWtY7Qw7hzbMrCyYTEomY0kpXd9MK7AmutMzeZ0Yx77vpT9e7vd0fjEbb5u7j3tZIYKOMZD6zL9RHJ+QYzDE0ZsMzi49NcQm8+uhT2HeBuYkgtln0frZBDlvmPS+vKQlW5vVz36ghfAJQDro8/nEx/7lrD1FqMeoKZu30X9Hid2rT9Af8/3io4axA7d+fozspRnVy4QVHHKOBx/WzR3ofqCNcH/WDZ7DDdr3gQhhMtIJSAjduRekrChYh4ioZEFIjSWFx0C0/oiCUnGi8thDa2U8Q9XXK6x10C8h4QJCROXJ+oUusj5hpYdiSfUE1ISYYQqn7Wig1QZLi7AaB2cm0dLjvAuBtAqhLe6AmXYIoAi2VnBuCp6uWj59dsZmveWtN+5y99YR09EY01qEFlTFmEKWvZfO5i4EQALJcS/8AdVwUkB4KBB3jMYdpSk8QKDo0Xlg4vsaRGBGYXIseYS3Z46iwFJgrYrHSLwo8HdlE7cXrh/QL7K5xQ2d1hJBQVGMgAKtHfZYIfoizNcvs8/ZUIVbHFyKnxYPdmc14DPGdIe5x1zi13Qcxni1MiyFQDdagzYCbVQQZXEU0mz6Z3MC7hV3cNodZnanC8L5QYH0m2dSDqSUe4VyIx8VHGZOL/P866nDuXc70Cj+9wS4lklR68/2Dwl+wqJw0txaN+nhdLvVmZAKdWTFTWDSGMJzgfuE7DNCFPE0ez+lVkcmWVeHlYnxBYiXgP/nc1pghUQoJ70dKnmLQdIId+BYAZUBFajWL3UrJC2ClYbTreZ8tcVoy2w85ng+YT4uKCXsrMA0YLQbj/76yTWJMAkinRlKrMEL43gsUSpUUbrflYqMLB/bfZMw0yaDqSTSNQEe31w55FLpIJCDu6479bbfgGtF9IJSs/qlkChVUqgRSpUOzynMFQMlXO8ItOzdHCCs3yB1sDgibFt4+stlQL9u958ba0eDxLN9MdGMdYLS2gQaaUWqu78chl5EgE9a4qGOMuaZNicDtI4c7u8Ny40Z1V9DseDRQjVN0yJakeK6hE+MEASHBaeFWX+oN/eVObwiYwRtE2BmW5q6pa4bj2uUkjsU/mCgNTnZi2jSCukXnD94q6SHUGl13DTY7WqQlsLjAwV4DGkDA3ZVW60dxIf0EMLGEaLGRoBAbb02ZZ15p9uaerdBU1AzQlNQGLDaUNoWaRqgQUvYFpaVLThbbTn34PxKSspCOmK0Ft1Y2rqBuqXeNex2Gp0ddA7nu/qQvo5RyU6iAYPziUmp0Eaw2zU0TYuUgqbRbOsW3arOyuymyep+CgtEFSqdJxSCptXUHirYAo027HYtAYUzHPYOsVb9EoHnfL+FFBi/sOtGs9s11HVDVZc0devSkVk7sDhtfIf+VYeV7zRLVTiu0raG1uOOt1qjW0O9cxDFh+ru1x8YVRCQVjhz0hjQrYMgbrSmaQwCByVjbTJfgd67RC6UtHtrEcLRZNNadlsHKd20Ldr0N1xevXyhGVXbtmy3G1arFefnE8DHb3lMJotFqsCMvIak3SwKoaJu7JI7OOay2YQsNC5jjLWGth0hLGjdogQo4TWueEo8aGHhOJBbNNpYZwoqBVKw29VsNhu22y0XF0vqxiV3CDpCQOhM0jwQqNOxrQjJKR1iaEi/ZYDV2tUr7I51YSgkaCpq4czCwkCjayq7ozQ7oKGWgvNizDNd8tnzM87PztGt9mBqlrZtWK9qRgKazRbVNqw3W+T5BdpG4ysxq9xO8gzcYaYnPHNtHYyyUiWtdf1erzfO/DHagfUp5aFfwiJ3c9mvO5jyYFFFGU1MhKJpWlbLNev1mqIoGJUFeudMPOFTBF/GqJxmYnDk4twURjgPoEvucM7yYo0xTnjVVUnKFJOraGmR217fAzPU2lKULq/ier1js16z2WxotWa12tLUbcRjz3rY+T9HlUi5AoU/lOw1HKEcnex2lFUVgfPA0zEpjk1AD1DQpk8eilipwiV30JbNpma93lA3NdojqrzO8oVmVLvtjvPzc05PT70z3zigfeEw0y3WhXxE57/wmOnCZXUhqcpKBcz0HcuLC7Ru2dU7Wt1Q1yME0LSty+sWNDGj9xgVOHPGGBwErwWEm9C6cckv1us1VVVSbUuPHhrUJ+tV9mAohZ1Up5kEcaaNI1krpNfe3IJ3WWhqpClBazQlO6ExjCkM7MyWytSU7EA4RnVatJyZMc9fnHF2eoZuG0ZlyahUCAtt01Jj0LoB49J8NRiM0FnUtyfuPY3KwQAbnAPZGsekWmspigptYZ0xKmENpmkopPT2UFqEPT3Kf/Z+Pq+hxeQOQlG3mtXFis1mQ1kWFNLB1IQIfeHNTxcwus+opPAJYrEglBcIjgnWTct67ZigUoqqKGh2CqsDM8nr62tUiYFDyihUlBVKFWw3O5cgZb2hLEsmoxFVUaB1PcAE+/Vn44JnthZcFhqJkgUXFxdOoAlnfZSlY1T0GdWeRhUYmBvz1oMqClVirGDXuKQlOrMaBs3gG5YvLKMSwGhUMptNmc1mzOdTsBZjNUKmgFMEDswrZs1w/gtHKNJnoXEZcqz1u5fWaTLVqGI2GzMeVwhraVsX9KgceJLHTDe+ruCEBKlUrNfEnSzBrnEopkII5vMFo5HDTA9mHtamVFmeOGxmNgmfKzBCEQsB0mV5QQh02yApmc1GLBZTtC0YiTGaEmUtIz2htKXLTCw0SkpqNaLcCeqmcZpks2N6fItbR0fcOZlzshgz0w3bTYXeaUbjivnRDO3xtZO5EEy/jKj9OOsYQ+VN4KBRGefMN8aZsdPphPlk7PL62QwzPa4YjyAZiSCZ3NKnJLO+naYxCOPCaYqyYDqfUkmcRhXM1pA9J/Y7UZcQMpmWQiJk4ZzUQlI0DZu6QbeG8WTMZDphUhVg2oyZxElNPkiIv6VD/IZGu0QJDvZaobVL5lFWBdPpiPGoxOgyMhE6deX1e/ig4KvyQtgSkjtI5vMZRVEwm82YzSZUlfLDazIzXpASXuRt4ftsMdZSFCVCKb8hIqmqtTNp5eeAmf4a6/oLFkeuZVUxn885OlpwfHzkJ8h4RpWSOwRG5XYyREwkCS5TkNYe/9lCtW18phy3KB2jKpFY2hbPqHwvjPWMKi1XIQRSsUcoxlo22xZtHL70ycmxZ1Qek8lbThHqWOAdnd7X5gkQnzk3pEW3eHB9VWJ0i7AVi8WEk+MFWkgaCjTSoXVqS2GNSwkqDZWUtBSMVg2t0Wy3W7CGo/mEu7eOuHuy4PbRhFEjEZspO6uZzifcun2MtiYew9hnVNlMWUfUzlfiHNraWqRStMZGvHQhBEfzKUfzCaNCYXNG1Zn5rIXoL3HjpSNIqKCptcvCXBQUheJovmA8UuQZc4J5E/sdnd2eqQZrNvja/NvWTUtr3f7xYjHj6GjKdFx62OcBPWKAUYWitaXVBlU483JT7hz2mSooy4LFYsZ0UnEwSUSnfld3yL4cNl3CTUJYlhdzymrE0dGC+WLCaFTEdHDZkA4fcCeklzMxiQNCunksFMv1OuG+D4/EjcsXlFEBWJ/UoaSqKkbjUUzrjuwOstdNyKN+wv/GOmblnOnOrCrLGmulz0IzYuylTuETIIfkDjH2UWTtdXZDiMTe+rqLoqAoCsajEaORcozKhwxZm/DbydqI0CjZ9dC0BRoNO58eSlhLVY0YjycYJIVw4RCOUQWjQIO0WKEojMCsDdu6ZlfvKKTgeD7j9tGMo9mYyaigsJqqLDFl6cejcGnZ+687QJlRIwyOXVxePyndmDRtS11XWAujqmI8qiiLw8dsbO//vGgCo3I7c3Xd0ugWVSiqqmI8VhEgcdC3FhmV72v2kxVJV5JSMh6PqXcto/GI8bhkPCryqKdUsgtDfTYGWg3Kr0StDVVV0jTOtBqNKsajImndV9S/T/dRWccC1ahEGygrv268sOyRLVGp7xVnvhssoLzftNXQGpcVals3hN3H15na7wvMqOhiSwepHSR78COFqQrWh82kssioNhYHMWttqjcsNOOlTIx9skEKZUdeA2GTiCNqRtagsyj8uDXsJ9RZSL6xUI8N6r13FPvGY3vZWLhMvdrjYvckWmhLGISwcfet1rDetlwsN+y2O0qlOJpNmU/HjAoJxkl9sM55KjIvTI+Qh7K5dL8n8ziNUTg+Rcy/GPt7QKM6+DlbmW7+jDfPhc9qrTKjLPU1HeLtt5YkUGadp7o9fQRhdJkGceg3R4fBZE3j4WhQpp5esejzke+Mb+xzqFu7hKex/x69NjybVdgf/q7fyWZPBFXAgs8k6Xax2a/khuULzaicGBA+p16YIE+GUUp6ZhI1kRCekAI/VYhTsuF5n+Czd1wkCwvq1JmHg0WmQyKQEHvinrXeAW9TLFFHlGVJG/zqy00+17cuQUaz0D8TQvhE/BSHCm/9ujx4QGMs651mudqy3W6ZT6dMRyWzSlEpx4LD8SgTmPZgyX7IxbHxO6GIGNQchIox1mVM1p7Ae5VnMaPdqukukfx6FCQhxs7Pc+T3cf4y8TIQz5cYkq/Vj5fxjNsl1G39CQtHU8O46b2XCXX7vHjOqtxPMOKgfSXC+zCzaI0r63fhCSLxWZGuG+MyxGDFHj0fLmktWROEbsKJNzYoDTYyuFz7fx1lj1H1Dw4PdvsAtR56ZqjOodyBV7XbbSv8b7zfIdZMwE233o+Qi4mOxO61l5idwdoWawv3TGzLUbrjH25G9gKabdJmokAJjFHkDJXOZ+K9KYp7753JpGOvzzLUH5mUb9YmUP8o6QAtBI0V7Ixh17bsmpa2aRFGM1KSaSWYVoJxCbUSGKyL6/Fqf1r4AzFONr298Ln1ctUkBGhKn8TALViJGLKdYt8Pl+CjSoOYPro/G2kk/BvGQ5ANZi6UkNlEdedMKhHzM7r+43eXex3tdTzvQRymjCa6y8p2quhosGLvNvbeLqgzoic0/R0WG5lUoKc983KgPy6xgz/g49eCS/smXbxhNiZKcqUmeN3SYVQ5wgEMM41gtoTDyTnuVP9oTV5vyNkXss20bdt5po9LdYgZpr6F6PFEHf2cZe5DruanyQgO9VzSJgU2Ryu1cTKDFkb4zS+6/krZYz74NmOdycMkbPf+g7iLveEY0AE84SUNwhiDUCJmdja28SvXOYZrC8u64fnZkvV2hxSSSVUxHTkMqpGCUkLjx8PEMcqJOuxa+nES2Xh5ZuXmPDNFRRY9LcFanel/w6W/hiIjDm3lTN8mzdWpuCq7P1DD0K5W73vUShK3DH2GQLNmX9O2pBMMNut7LjMDcxp820B/ScvMqksDEN/VfxR4egrCv/tWLtG2p7tsJ2TPA+IFcGDm4WIicdFhasILJETYuNKEANLXVQZNvyEGFQasaRr3oIdjCbn4wC2MpmkIB41zptNngkP15wwwXDt0VtD9Hp7r/w5hYMN6sWR1ZZMTtYPU6l5/80WRnuk55204oJ0zrc4L+jsD0ik98LnYtWFc/Oy+AaWDwOJEfkeiRd+ywxKyQqAR1May3NU8fX7Kar2jLEqOZlMWkzGToqAUwp8BDsw/aG2JWeXE61rOxX6mWZHmSQgXjS0Kd5u1BiP6uXX2yxCzSm321YxMIASG2rn/MiaVxjOObqZ4CeGYiDFtR5jFuzvj4usXvbkJQcle0+n74xyTzcesW393EDKhmWlJod+d/sAgeQ7S1iG44iCYRRqXwNQCEooxZm9WXqXsMar+Gbw+rHCf2QQETyEEdV2z2+06qJ6BUfVRPouiiC8V7ns95XJiT79nC2qvaU/gN+pSxqiGVHW/YCRDv/WocqjO/iP592y9Cdyh0QA1HEwthD/AjNOUtk3Li/Mlm+2Ooiw5ms85nk2ZlSWlE5GREoVyFJ+keo99d6B3u4ygOysiPdu53+4z6QFG3q8970efmQ2Xq5hUv7Ws4r3BHnh2aE4v7cXQkhZ79+4xqUvrz+lXXD0we124ehRjNwOzTMT32ksBxGQNfWbRh3QBGI1GnfuCBlT77Lrj8TimZ9/tdtHEC9cBf5ZOR+1MKUVZli+JRXXdkknWyB5eI1OMizPpM7HZVy4BqG5vlVzWoyhNpRLpUCouvkVjaDHUKGos6+2OJ0+fs1xvGZUlt48W3FosmI1KSgFSe/NJkCfiu0YvgnNicNP+5UqH4QcNxo13NGuy26/f2mVM6nWXAQH52ut/nTpMVvqotUPbsZ9zuRZn6CN6GmMiYwpMqKoqH91to9mnlOrAFrdtG6+7GKgiqom5r+vly6sQ3JDZcN17X72kGi+Xr0MlsEaDi5MKZmMHu99X5pQpHyIhBBpLbWC1a3h2ds5mu2Nxa8HRYs7RdMSoLNwzVrs/32C3l/DKi907Q2R3CIbLnkZzeJRsZ1Qd44zO83jtsgYPGZpXlINayfV0vevV/So0eo33yGNsXqrul2jjJUsnpXtehmCDgU4K9z7YXWAygfkEZhS7P6Cx5Wm3cv/U9cqwb8G3dsnvfcaUGxR9yXdZ276d6xBQ0AZsdoSD5Ofq5F14WYIesj5sbM75GpS/4PtqENSNZblpuViv0UYzGo1YTCdMRwWlFHhLz/lkBHH7+XDjh8yhywm8myWmV23HH9Ov26bLPStN4sY5RIvn9XeB6obe41AHXqUM9X2o7jBP3fm6vN78/34ZcCN0zDQ74GrIHx+Yz0v7lGvTr6/sMaq9WJYDO38BBWC5XHJ6egrA8fExJycnjMdjlFIopaIJ+Pz5c5bLJW3bxrNGQ9mSX06jusRPcCkTu4lmNLQg89VxFcGEZ3qHVjOnPFzGpK5YOB6+JOZr83w67YpqQoJvgUAby3rbcLrcsG0ahFJMxxPm0wmjUrpDvL5q6baLMDYch7ns/Q6NeejUcP+vZM2DSRJSmMHe7UEQWNs76nPd1i/Tpq4jSPr0cFUbvevxAPVV2tNQPf3vfcFsr1H3of5dNS6Xrcmbl4PhCYeA7Yqi4OnTp/zmN7/h/fff55NPPuHZs2dcXFxw9+5dfvKTn/CjH/2Ie/fuYa3l2bNnfPDBB/zyl7/kf//3f9ntdpycnPDOO+/w3e9+l3fffZf5fB7Nv8mmFyf0AAAgAElEQVRkcgPNCl5eE3rZewJjOjAJ4eeDWWguXyqpkkMMycarEcZjoLqOwzXQpO+TscYdyEbQtC1nF0s+e3FKrQ1FNWI6mzGfzRiVCiV9aizhAvuEFDHmuN+n65XraCi9sQ23XmvBXiJ8Pg+XirhMa7jOGF224A9dG6rvhoLtoAKWraPB7edr1P05lMio8lgm2NeyQnTyxx9/zE9/+lP+z//5P3zyySc8ePCAN954g7t37/rDvK4OpRTPnj3jF7/4Bf/2b//G48ePMcZQVRVPnz7l448/5vT0lO12y3vvvcfJyUlEFni95brS44Z1RxX6OozouiXUY/yfM2ZuUkVAOHBbxy1WFlgBddvy4vyMJ88+QxvLeDxlPlswn82ZVMqf//JR9NgUN3NFfJsr/fF+yXG5tImcKeWa6DUf/xyk/fVKX5BePiYvT0lXMOtXKv26/x860/MQhCFfUtu6mJGf//zn/OxnP2O9XvPtb3+bH/zgB7zxxhv+SIHmwYMHjEYjmqbh448/5te//jW/+c1vuH//Pj/84Q956623ePz4Mf/8z//M73//e05OTrhz5w7z+ZyyLF+KUSXUgv4fJO0n2EDe4eKvRbLxwVZJX0mxQrmLwIrhcEQb/xEEg2Nw0UT6FDFkwPm3RNpECVjXe/QmYv8jrnherQjPdhNGOG0q/e6glRVGKHZ6y9lqybPTFxhjmI5LppMx08mEkZIUSAIGd1pipodUGcazX8Te5wA9sn+b61dnLoeUyQN0YSEeGO6Ou4faFfl9cYaz+9wgDSsPlwgfKzqbX93HO6c/2b9LZHeJzq+x30DuWeuy5CEhcF3BcGi9pPfqnl2yvbFPtLhfs0i/X9GLly0xPAGSFjUUR2WM4cmTJ/ziF7/g2bNnfP3rX+fHP/4xX//61zk+Po7xUsE5fnFxwR//+Ec++OADVqsV7777Lj/84Q/52te+xocffsj777/PH/7wB/70pz9xenp6A0RA4c8uQcdd6nGEsDa59ISDU4iE4AczjzGCBMuijUfnEV3MQxuXg+xEIru1lTPILmZ6OFvn8sPI2If9BSbyKohg6b2+5H9R0cGhJAC0wqI9LYWIb9eXCkRBi2DZaj5bLnl2doo2NWVhOJoq7i0qxkoitMCgnLkoJVpZrLIp8QoiRmYIsheN6JmB4N0BP5u9HrjjFwk6WGZzODzXrqTR6sxJZ54gQcAlZhWUQdeWidAuifH3Yrj8fPXnxVqHgmGtTyQi0pzE4l92j316QZmOQWVC0fcvnEUNOGaR0Xaq6jMXAOlOBdjuOOZr2XgYHBu4dhrIVFXou38pm4egh+txronrILyPE/Qe6w24yR7+UCkCE8qd2P3EoCHS/MMPP+TRo0cAPHjwgOPjY168eMHFxQWLxYLj4+OY+uqTTz7h8ePHPH/+nOl0yte//nUePnzIaDTi4cOHfPWrX+W3v/1tfD7sFF7Pmb4vFaJPzS8Kbd0hWiEdTH54zhFsX0q4YiEjEoUQCivcgEtwx0BEGJ/hftpczGYCSwgQUvpkA67eyHCiRtSV9qG/HcFns2dE9lkKrHTgcY2ERoCSlsKfexFGImUFCHbAeW14vt5yvllhBYxKy8lU8uC4ZCwlwvj3tQVGKLQ0mMJiZfZqInWuw2z9wk+aXFi77j5jXUiWtq6NgLYaoubzqvqaSmdcsmuRWYTxQcSxdvUmjCSBwqFR5OZYV0OKAqeHVuFoRIBQKFm6vnu0zqCADDEU0akkIAv0NA/h+m1w2F30Yhv3tb5cG+syvPzUQBwXr1W7U/I+KUq/xq709VPZo+m8jax9EEipPHCedMi5/S7fsFwrjio4tz/55BPqusYYw5///GeapuHFixe0bcu9e/f4xje+wTe/+U3u3bvncczP0Vpz584dHj58SFVV/iUtd+/epSxL1ut1hEcdj8cv0XWXmkd6xmat9cBpNpNMTibmGWR1JBKTCMX6lEWEAXcak7EinowH6wD2RDjrRcc0jFpZAhLtHF+wXtIJoRCycCfwTTC3u/VFIrMZUL+PmzTGL/CgMUm/G5dBNGgBNQaFRRhJ0XrERyVpFawtnG0aLnYtWhjKSjGbKBbTgmkpKHFxWWG8GmNprKEVBoM/GmGTfrln3vr5Cd91wgh2x3c8oqc1AowbE+lfPMHf2C5TZr+ROMZ+AgJInNPrRJxLSxAKNj7eN8LCb3lTJgQ7h3HG00SYcKl8/V57z3YYw9gMdT0wjoBGYdzJJkxu0XitJECrhPG+rOTHZmzWVj5OLkOMigzQrZFkqubjMuiO9EPo4Ls9Y9UWoy14LVNK5THa4cpOX7MUIcdeCOQ8FD+ltWa5XLJerzk7O0MpxWq1QgjBer3m0aNH/PGPf2S9XvO9732P09NTlssldV1TFAXHx8eRESmlmM1mVFXFbreLjOrldvssunWhD8vlislkHDVAJ03x/cedm8JBpLot9qR2g8UYQaEk1krWG5eAQeuWtm3QumUyrpDCwZEI4WFhwEO6pIQMICIscMIoEvHE+WbXRozws7NzqkqhlEjB3tYtmWAOCN9Xl4VGRAIx1qItPrmDWzjL5ZbVeoO2DaKwIA2FgXErKRqJ0YKmUOzGI57UOz558oLTswsslqqUTCcVEsn52RaFQAuJsoZdW3NWr1jVK7b1juVqxal0aJadmHN72HAz1vrEC9Jru44GGgPL9Yb1au3e2RpMW1Mqj+PtZtCxxqClpaHqnL+TQqVzZ0JSNy3LpRtrpRSqkNS19AlYc90s088yRhW0a229Bi19ogQrqBu3FpbLNUJYlBLsSkVIpYBNhmjU5rPxCeamyypk0S2oQiKUYrOtWW82rNYbmqZhMqmoqwKhdUeP7KlujtHGpryWaa0XzP7srVCs1xs22xpVKEBTlUU8ZN1xdNg+zGQ+n4FROQ24NbBe16zXa3a7mulE74U5vWo5GPAZrkfOa4xnCkuapmGxWPCtb32LBw8esFqt+Pd//3c++OADyrLk/v37rFarGGvlQOTL2Pn8LOB1DiwfKnVdc7Fccn5+7s8OarRxUMRSBbU5gesJD6PoAhcdtzHWM6qiBFz6puXywme4KWiamt1khMQFuwohPHQrDozNGg+x4nKxOY1DeQ3PE4mHbK3rxid3WDEuC6pRgZLSMyrbZVTCMypjnAngsUSsccSnLU59D8kdVhvOzy/QNGh2zu9kBOO2QNYSbRRtNaFtC56cXfDx4ye8eP4cawyFFCymUypVcfpiizGWWkkUml274axZsbVbatNwsVxRNrhAytDfSNxhZrxuKhymUsCPd5DMbvEXqqTFJaVYrdcoKWmbmnpXUSpBDg85lNzBplYQgJIFAS8dIT0zWbFeb1xWHWEpCyAko/VqTc6ocl4ohPL4Ux52RyqPUa9oW8P5+TkXyzVGG6xxzB6j03jYbpBp7slykDYyplBrW0sxKlFFxW5Xc3GxZLne+KDqkp0qoG1S57K6YhFe0xXO/LI2JI4wWFzgdaEqzs+XbLc7LJZWtxSFyubQdMaiP5+QtDXt1zSqQFvY7RzmftO6o3HaaF5niaZfXMwH4qcgISYcHx/zzW9+k3/8x3/kjTfeYLVacXZ2xgcffMAf/vAHXrx4EX1VgUHVdU1d1/GYzXq9pm1bZrMZ0+mU0WiE1vqlzvtZotqSiddMI+ypnjkaQkRVDFV4O21I3h5o3Psagilp48xKmcfmphPwNurgNvyX6vL9i0Nv3fs5xFIbn3MMLKERRITJbOmmSgP5eRKUEisVq82WF6dnrJYrFIJRUXLn1jG3T45RQrjsOtK3b51/RWY+DZuNZRDsIqoz4Z3dlz28rjhzgfC9thWxzLtzFm2N3jSkqbU92zB7/zDW5HOc12nT597jyf/ifrfBUZn1IKGI2gRLTb/OUKH76DaZM8beoQebPZEzhn59Ax2Obxp2VzMfnAhd8htjHhAw0KD1dl4cU5H3zbchEpOKJrENtCmyeztDNKSQ3ajshSf0gezCNaUUR0dHTKdTjo6OeOedd3j33XeZzWZMJhMePHjAYrHgyZMnLJdL7t+/z927dzk+PqZpGp49e8b9+/eZTqfsdjs+/fRT2rbl6OiIW7duvaR/CsAyKivm05lz5B8dYYWbBJdgISR3COYghIUrgtlnnX+nNVD4pKHbbYMULodfVZXMZhPG4wqJk1BCOD+VsGCt9klIieBwAoEsXOYVHRAVvf9ou2vQ1qCU4OTkmKpyef2kJ5TAlCLiYyAIgqR0bbjceD7GXYQElgptDIaWxWLM8fGcwgqqVkGj0EZiJhXrUmGsS+TQ1g2lKpiMRjy4d5s337jDHWOY1JqpclpTrUtoCky7hg3MJlNuHR0jrInnC6Nm0l+cOO0hEjYu87S2FlUoWg1Sld6nAYvFlMV0TKWkM9dFqi1fjmFe01oKmFfuM0JQ7zRKOM1dKcXRYsGokgiZ9k6jOMppnVCfcxNobbxDXWGlAOmShIbTRO6ExYxxVXrTz3TFXGDk+Yr1bgIBtMbQtgZVlUil2Gx3MWdjWZYcHc2YlgVSBw1leOX3w0acjzVphNJr5RfnU5QqWMznzBczqlL2TL8wJhmjzlsOtGcMReE2h1oD683OYZrVDUVRuvYGe3qz0lFfDh2lCbAsDx8+ZDabYa1lt9ux2WwQQnBxcUHTNDHnfDAN33zzTU5OTnj69Cm///3v+fKXv8zJyQmnp6d89NFHFEXByckJi8WCsixf+kByVZXM53OOj464dfvEp5MKnXbs33gHLX6hYPHQwF7pt8lhbYzDD5fK+evG4xHz+cRlLyHdFxmV6QP1uazHQfJqH+qAJ5r1psVYKArJrdu3GVcKn5u0GxAse1hFTq3xR1mIWpLF1dtoKIrSM2TNycmc2ydHSCyFltAKWgttBU0DxrY0tUsUWZSS2XjEnZMF929V3LMwMTAChIGdtojdiHrtcrfNZjPu3DqOumbKj0dHo/KT0HGOCx9GoAEhfVKDsvLIHXByNOVkMXXpsuguyajJpWGKTDxMQC7U651GFQWqLCmU4uT4mOnU+WOCuRfq7AY3hFAOGU0cE7LS+JduGo0VbmdrNptw62TBdFw4uiD9ERc7dFZtpiC5RLXOL28ElOsKYwVKubO0t28tmFUFMu39dOqJzDy5wmLWojAmuUZ5vlhRlA1Hx0ccH88YjVX0uYa/oGzux/MRFdWwc2uBurUUxZb1eoO1eCVhIG7uFUpkVEOxUznSppSSL33pS3z5y1/m0aNHvP/++9y9e5c333yT9XrN48eP2e12vP322zx48IC3334bay0PHz7k0aNH/PznP+fhw4csl0vef/99PvroI46Ojnj48CGLxWKvD5cXR7IuUUI6OxeS0Pg3SgF+cRstxEK5312bIFS+vhKypxegcQKVzEBLBJ4xijSZUbXHj1n23bj9IYzGti6TsVIJrz2+ufWyNnTZ5rI/lQjGLxyBSyFcIgO0T63kGagECkd0RsBqYzlf1azWW9pdw7iacDKbczSpGPkxVKFy/75SCQQSKQrnjyMj7Fx9yMY+tu9fIggGkVnTKaeqTSagseDTjXUtum7wqQOeE/nQd/oQUrdH35Cwewvd5v/2tEP8uykpndwRxHyKgPdP5u11+XT4HKmtt2hDX6RIrgLHHJKpv3eYur/w997HxomJmOkiMaq2BWM0xmjAImW2IRLeq1/1QJvBfxp8qSpEaAgHzujS0Rva1v/Gq5fCDUDyTQ05tgMSwv379/nRj34EwKNHj3j69Cl37txBa82f/vQnAL73ve/xzjvvsFgsuH//Pt/+9rc5Pz/nyZMn/Ou//iuLxYLnz5/Tti3f+MY3+NrXvsatW7ciRPFLHaGxAWnRs/nch0Jgttnt4Rn/fRA91IuL4CjPnaIhl15aHMHkCeKst2AyyYl3jButMbp1KnlO0DbdF+KNMtsmxRfZpFF14lgCBCwhEYN20i3sWFnQAs5WK878bqySgsVkzFsP7nN7NqUgEa1p0zuHVxqVI5/5mM5BXwF0V5GJz4Qt9nQhaCxB+ofksF7wGGcyY2zGqDoePwLjcwGXPiM2WbwWNu40YoyLMbPGfZTexM5FWmQMiblIn+zVZnMepsMY6+Yxi6C0hhTInb+uZx5h4yFJMxk1b5trRqH+LMOSgeGjhcJPhFeBrP8cYJ+7ykdI7mCyvxQesaf9eaaZSngp7/e01guaIPCFx02XKOXw018Xk4KMUfUhgIHIPMLvi8WCf/iHf6CqKn71q1/x6aefcnZ2hjGGO3fu8JWvfIUf//jHPHjwAKUUt2/f5gc/+AGz2Yxf/vKXPHv2jM8++4zpdMr3v/99/u7v/o6vfvWrnJyc3Ag0L4DrX83bovsyqsBBGxFCpM84VhcIKk8p5BZWimTuSJycGZr0Peo1UcqFL8kJP8Ss8ojmHJs9LpRM24jKYuxAQA3w/fWaQAM0Fk4vlpx5RE+sZVqNuH/nNvPx2GlPqbvRRDJa09atg03JGrt02COCZ9JQQwS638jsuhdI4yNwHYlaiHCasFfyOkPeF/iDGqjt3uiXVleD6r2Xm5eUhSYetQrjGoVj6vuelpmPUVSvwqimdkwWwh00znzjIvC27vh2P9uMRiLBhte3GW1F6RbZaKfPnf5eUkJ9gR6D0hDakELExLqvoxzkDjmnDARVFAVvvfUWs9mMd999l6dPn7JarWjbllu3bvHOO+/w1ltvxeMw4b47d+7wxhtv8Mc//pG2beP327dvs1gsqKrqRogJQviUQ3512TCrpAkJu2PuoieOXPLYRByIkM0FHLa5iYzClawia7uXc7WrY6JkC0O47BwIkRHkHs0RoutFvJYR3UBXhO+39AQrhaN7p+A7idwCNfDs/ILT8wt22xphYFSW3D05YjJ2wbgK/7ynDKHBGkvbuNAPjIN/sf2+i2yHr4N/7nDkbe9N3bDmgIx4aRwCavdGJTPV8k9dZhcei8wjGx/lBVOKyM5opVeiKQoI0o5ncAUEvVYIG4FPc4aV+hRUJfa4TWSIxm+g+HEMNCj8mAbzsDccvbHx/wuIh8ds+O6KyxYjnDnr14zwdYte1WKvv92+h7E0oR2b5a00Ou4svq5SuBdIoxAc5/n3fjk5OYkhCn2ne15fzrC+853v8O1vf7tTTz9O67LQiKFitEu6iQnntJK5F+RW6p07nIAASYDU9RqWSYvOWmee6dZ4p6Sz453zUPqjNNnRotCKzd5n6BVs0NAMoF291iJDYF2HoQ2/r/BMCC/FojVoITe3ZFDbjcscE163tZanz59zdn4O1jKbTDieT/jywzucVIVjUm6oCJUJQAlJVVaIVrjAyoMzktk9aZaQSkahgHVR6W0LsgCpLMY0PqDVdKqKLxQ/2j3GpMjyNAZBZP1cWw3WIKybpWDeCIJ/yWaNdfvtMOdlRxPHM42icOa01tq5CPIpz6pK2tDQiDkWGIJJBV4D9wveGo01Os1x3t2BunJ/XtgBjdpOYEbx/+77Rq0+14CifN5vVIDzzwYtTQoKn5IeXN/BID+vdFnXLYcYyqGgzaH7X3fkKpBiPzrE3R/q/Ftf3w2/53/d+juE0/3V/28QSG+C7AnRZB70L3RqPcCpbLo9F7DSPyOsi/1WAhdpL11vWmADvFgKllvDtnGRw6OiYDGZMioUha/HCdpwDigRo7Td78OdO/RjPpZhzP0K6plkw8kd0vMiu5xKsLevI+TswP+HaTHf+Upah/VHbh03EH1a7nQy8wUMdSPWJ+KrprCPoQ5dUlH/el/FfKkld42bB9fN51NuxKhuwmQ+D8Z0zZbpn28XhK8+6PPAMzlTidvwpLUjPDGkGgZU+4HaxWWEONj3/boPPmFT7JXy+fsaYNXAk+cbzlY7Ntsaa2A+mXD35JixkpRAGVqxYS9cRUneDTq8ut+X/3Z9rflQ3W5sD438gdLBZ86/71U/OHmDQu+lXuUl1sBLD9FlQuJVxpuu9BhaL/1Lr9jcULkJlObL7cz9pctg14ZU+2QeXqeqjpDsPDKsfQ3VNcwSL7t2/Xpj/Ra/sxg8VM5XtWk0T1+ccb5as9nuEAiOj4544949pkVBifNPCetMJouJBGqzV9zTCAf7eb0xyV/gMEUN1eOu9ednaIxDdH+8Kd58jf4NaIh5G7FNcWh+h/t9sLm87mvxtJuM+TXX7qDmdpnWfIM2XqLcOD/VXw+z6q2i3HN+VQkrOyHXkXw9A6fVByPgBqrsP0JOhPsMk971PRyjS9oKr5AjeVpjXLyWUhEjdNdqnp2fcb5csdntqCrF7ZMT3rh/j0mhUDj9SaIBnauN/j1EDALsahavqvJbAvLT4Bq4dGFcNk5B5+qdRUzq9PWK2KenwOdyE23PJLX9cbm6zWDSd1CwbO+Gg3Vd17Y7cE+H67+M9vwSbbxC+TwS6f0FSzADbPy6T4w9BuDnICB2RrMufCbs0wwjenYayn0AvbaGnrGdPlmSg7dfR5/ocqI/0Cv/zgJQ0u0caW8CWgGNMZxeLDlfr6jbhsV8zO2TY+7dvsVIBUblglJNPNjW7cPVwvQy/fByxmuB/Lxk54fOAu31iX350dcyc8152Oy23Yf3uj3c90PsonPK4JJ+D/fE04lI7odQw+W9GGKKl+nxmYZ0mdKxp3kO0f1Ava+5vDSj+uvRpFxJk3lN6dWNxosfc4LuHqlIz7k5tfEQ55Chcbht0b1n8LbLnk+qjLCHDVYhLFJIlD/tb4HWwqa2nC2XLFdrLDCdTbh1MuN47hONEhazQQj35z4HJIdMWR3s76G+91WC69JPv65L6u+e3+m0tlfFS/uULluQw7x1/96Bkj24H8xpObzoDwmwy9rtC8JLnstf5qB5PDze16r/huULrVHlEieV4YF1CkfQwNJt19dy84kZkmKh5qAtDRl6GYFfq63+hF+1yly77lCzYwrawqaB8+WG07NzVpsNRVlxcnLCreMF40LEHT9n7oYw1aBmBh1TDL/ywYuHFtjwO1ytLQyNeXc+hrSPPV9anPADs37t9WUHP+5fGKKb0DlL3zk95Aq4sv3O91wbf2nO3KvvKjr/yyktN3Km//WU6wxUl0n5S3smgI13vp7B3ycz21nwl0/z0C9XaAv51UhfDllhvW14cbbkxfk527pmMpty985tTo4WUZuKGlXHJ+MNlKDqvxRTv/qN8rtfVf7u67Z2ryfi0M2X1nqNmw8pFjcoafSvavfQ7y8j2G5SrlHn55Dy/QutUXlDpUsTA2cNbGQLSc6m43n7uIld70Cqp/v5EDPxf3u+zQzrSkhCWJJf/z2fxVDbe7pB77uP7rHSweVagREC3cJ6VfP8xTmnyzU7o5kuZty5c4uTxTzu9oWMwq5vCitURKcMS95mh533+3fQGO2+++A7iEvG/JBG0pvPXu0W0fkLT6eUC3mfD2mvw/11Mi8ldggMPPUy2MpD9WR32v36u/SXCQuGSp8m+6OQDoR170uQRJeXoX4f1FVjnSmj0OsrX1hG5aJuA76Rn1h/QDXdYwj402Eg3Tm5pNtYv7fsmJ5jfCEDSPzBgvDYVQE9AB/U2RHTNoTu+fY97RjwGFIuyYCVCi2IWWNk0FjCQzYcyejgLcafjX//QJoa0FaibQHW0lhJYwQNEmtgs9zx2dMLlpsaLSXj+YTjWwuOpiMqoLJQao0UFqsKtHSudYOixbjodgXIFoseMGDzxdddLCIc7MWhN8TrEaNego92t4gsrk10/suZYY6AkRZ1liwjjr+vW7h3sR4bq7t4/SZBBlGcGBnxgG+eyUZbgQkHooWDrclPCoj+fMZvIvY+HCFCCKxM2l9AtAoJHjob0t0B2RuXNGYD2nccGAlx60Swr/34+jrX99swVnRyBwSmLKRLiiLE6zXW/moZ1WVO+3TIMmgvgVBFlsXEJTwIEb9haygQiaULOZII1xG3EBYhFFi3AKRwaZIEJB9Qjz7wmVtEEFphgdpEgMgCWRYYLNrbXGFph3OHAg/dAjFbTdaEB8xL9OgWkcJQgAAtSmoKdu4ECduLLZ99esamBTEeMz2esTiaMB2XlNZSaotsWpAC4yGCtW9R45JFIG3CyeqMVzo+a6F7DMNredZYj3uepS0T+PRNEilLzyd6WWgI5vg+Y4x9sKGdhPQQ2o1Grc9C425N8xaZx9BaJQjDxGCDMNNWgiiQqsQKFcdIQvcgbnbSNx2Y8J5Am5A9EhCwrx+SsBS5NniodH8xNl2J3QlrxjpGJVDk+Zkuq2/oWjh8H4bTBKLEpxFDZPScCa4bbsb91TKq6xQhHGPS2tK0LcKIhDbgoU2ECGfscLjX1kP3+pUuvENTSTBG0BoTc6u1raFpNEXhUDjb1p2dU/4Eqg0HqQjYXcQMK0hP5J5AGms9CJtbtI1uEK2l8KmFgqrkzyxHHcp4TJUgpK1wmWGMDefEwGhcFhCUD0WQrBvDthZstoaz8x3L5RZtYLKYMj+aMh4VCDS6bTF1i6gbtCxoRMHGCloclRlt2LUabVqMbWl1SxPQJi3x+EjU/bzJI2xYgMZjx1uCyaut25nUVtI0DrtIWkHTGuqmRVgVF7tjSPlZNksw5kOiDic8FDHZDYK6adk1LXXbosBhebeRV3Y3t+L/XU1CB1rJ6MkBFWpaYzx2vTuE22rljzD16/bjYpOGbDwtWD+pxoBQAiscHrvRhtYYaq2pG00lFTLHvxpY60FuW+tpwdeda2TGONC//E9KGzWjTG5nsDTdUQrnWo0Fox2YYKMtdd3SNO6MrPXwp/nTr1q+0IyqaRvW6xVn5+eUVRGPjwgpkIWKh3WNcWfbpCqS5I3mnVv0hXLSd7ttuFguMW1LvdvRNg27XeUYldZIRERyDBC7zrp0s922BikkNqSxclSOxgHgLy8u2NQrxmNFVUkKpRCicCEHJp3TF17FMtbjYgnrUSJEZFQWl5rIaMF6pVmv1w4ZohDUCDY1fHZa89GnL3h+fkZTb/Vdre8AACAASURBVLkzucNiMkZh2KxWnLVbaFqKXYNWBbu6ZWVcFhqExBhDvduyWq9odmvOyyJCJ+fQw7mHKV0XLjVYgLTxWqU2lqJQaCtYrjYsl2uUEAg0pqkpCxlUZle72I9Bi2aev6xU6ecVCFloLtasfZKEoiiotw6KOEe+SIszMRRXf0pEIQQIlczTutGcny+5WC6xaJSE3aYA6z2mmUYTnA5kCz+4FYwArV3iC1kWSFmy2e1YrTes12uapuF8MqEta2jbzArOx6L7yeK1nWBWitQTgeDiYsV263IXSGmoqnBy2PQYVe4xTO8QD04bUNIhP2oDm03NdrOlbVpMUBY62vWrlS80o9put5ydnfHixQvAg+hZd1pf+UQU1hq0B6pTReGJ2+ImzvksWg/lK4SkrmtWqwt001IVBbvdlOlmhJTQNA0C/KLCQ1mEBK0uXLLVLcEM9Um6QCqMENS7HRfLcza7FYXSVKVEqQLpGRVGxn45rSqgMWpcHkIc07Muc44VCkSJNQXbbcP5cgXC0lrNzliWW8MfPz7lD3/+M58+e8JOb1iMvsTReIwylvVyidgsEdYg6xYtFM2uZa0FmsL121rqesPqYkXbrBHG0OxqIEn43FNkIR4Ol0pRVWOviTjseItb/FIWWATL9YbVaoOSAt3sqDeKogPhYPc0qsCoHCN0AkLJEmzACyt8uiyXCclBZAuWgtjvsMMpfJXJG+jZkRCRWSFcJqGQ6bpuNadnZ1wsHcSR0YayUFjdAqazyGX2HqENqRRKlVigaVu0NqiyoihH7GrX79V6RVGUjKsxGyExdZ2hMNjsL4wRMX+lUsplovbml7McHJ0tlxdstzuXnksYlHL5ARxSg7mEUXkma6HVTkCXRYUqS6xwzHu7cxmMAHL01ddRvtCMalRVLOZzjo58cgdrMR5WRCnlJEpgVDaAA4ZdH2dLG+MA9pUqAEVdN0gp0G3LqCyYTSaMx2NUj1EBGWyL8NlhhUsTZMHErL9u4WgEu90OK0CVguOjOaOyQKnCaVRGRC1PBt+BMFirweqgizsLMWpUBUKUGKOoysb7wizT6YxqOmNldpzXG15szqjtjum45K17d/nyvfvcOzlmIRoqNCUGWbYoFGU5odCCFoWVCoNlJ8E0Wxqpmc+mHC8W0QRI2lRyUgdGJYRjxMFECz4ol7ygjAzMIcgKZpMxs/GIUolo3uETniZkVc+4IvNziyLP6wcKVbQeptrhqE2nY0Zl4QJZI6NydBThf30bzrcifOs401yGRKZuURqrEVKyWBxxdLSgLJSDRfWMylvOhO0dB2YYNA1XF1jaVtNoQ1FVKFUiVUPdNhhrKYqCyWTMpCgQuhpgVOGrjbvIwo9HHB+vyQqf2Xk6nSKlZDIZM56MXboskbvwXc0hHVrk5MHJJtyGh8sYVYJQtNYitjXFSlE3bYba+vrKF5pRTcYTbp3c4u7tO9y9d9vtJNkEq+xs9pTFNjp6shLMB3fkRLDdacbjEtMaJqOK2WzEeOR200zmQ3JVJkM8b0/gGUp0hApaI9huW8qyYLOtuH/3FuOq8IkNFCnho6+v449IgZgW6wHxkrPYWFgutd/V0sxPplRHE5bSspOaNS1yXHD7+JivPHzAO3du8aWjGQvZUs4mzIRBtA1YhSpGaO12sqwUtNay3pZUpWC3HXH31jF3bx1jMYS0XbHPHQMkOFaJ2aaDGaItznFvBePlmGo0QgrB0WzMYjZipKRffPu2Q0ePsEm3wi/O0JO61kzGU5eAtFCcnBwxHcsOBn66e/hzmt4snEUIdo2mHBWMJhMW8yknRzNGpaMRmZnAuQnY9yGHvmpjaTSowmmH622NKguq0ZiyLLh394jZqEQYk/Vt357qb97FndYoT9wuXdOesN02LBZHzBcTqkruJbzo932oBGZugcZYlsst292O5XrjrAvrfG/qNalVX1BG5chV6xatXVJQl8Um7eoh3OFcKyRKyMxUc5I+qKYd2aQBoaPfSUqnRivlstBoHRI+BI0q+SPCdrs2zkcVdvPin0dOscYBiyklKQoHzubwqwJOuqOauPNr3W5bCL0w1viAZoEUDuW8NYBwY2E86iRSsm4Nz9dLXmwu0Mpw+2jG/cWM2+OKRQFTUVCoAkkLhURZSSFLShMYrXOUtq1CCYkUkqIoKcsMWDEjbpd2PHHYlOknQThDwlJrLWzLwvk6rPN5lEVBWciEQe6qirOU5ktE2OTQYqg3LMyqLGhKly6rLArKUiVGlWkLe3hSBK0kgfIh0uaIlNpfcsIjpJOTYvig8mARqe+VP1ppgbotUMJhjpdKUlWKspAIIzvPdovXtt2od37uR74VhaQoFEWpKArlkrNmWWjyJoaOBkXD27qkHwDSQDOyVNWIqm0pS5cBvAP0+orlC8qoANxO365u0B5oP+zqBQQB4/NbuVxuHtjeL3yX4jqkRHI1am3RjaatG7CWtlRordHaOZBjfsCMUUUNzq8qbbSPn5IdnDmtDY1uqZuapq4xunUAlJnESzE3wocfeCRRiz9jGAD/8fFYBoRCa5fFuWkajLA0raHdtnx2uubjFy94vjlDKsH9WwvuTkvmhcOe8jis1FiwhspCEfbHPeWaMCZNQ1M3tG3rNKKAjx18OjYt+OCtEiFsJCg9HrM3mIdGg2kNbdOCNei2dO15+8tGbuI2E1KogjemhPD5FH26Bpu0LG00Wje0bQPWYFqN0cpxEq/1RqTLzPRz9TtPYYhX87sl3jcIujXo1tXdNg1ta9D+HFK0kPy8CwZMIF9nhB/2l4zBj3VL2zQoKZ2zvfBDkNcRz+FF1hFx06W3KHIkNmudZts2jgbbtkbrEdpI8jMTXdOvr1Z55o2j+0KoKKDDsoiIpfL/+6hiKQpFVVYUZeEZD84E8HJeSUWuwzoY3STZ/e0hyBiBoCoKyqJwaegLJ3WUTzclfLbgFOeWaQ/hk8rSQ4hESoWVFKqgLAvaVlFVJWVReu3MhycEUsnMSZfKK5k3Uigfje8WD7iUREWhXLZpAVYp1nXDZ2fnPD0/ZdVuuX90zNsP7/LgeMK8dEB5QTPTCJAuqj2I4AgUGF/E9U1Kt+tpvZaam3tDmkmIRRJ+3KPG2xtDxwuceaIUWCOSQNgLHsy1K598xGtAwScTGnf+IgPCRMxw4TsSGJXrd7fvIUQkpIl372tdBmmrKMuSqiyoqoKqlAQls4/Omail232Tv0PilzhNlHgYPPRF7qW8zNlKd7Mh+E1Tqg4/D9qZmsZotzPnQxNCXj/I/reHItf9Gwnb+d36dh2Mt0Zr8/9Nv27x+NLWpfLI07Zr68wgr6A6JmbcdnAMAQgU6Yv1MS7GtE570BprXBSv1sann/LObpsWGbgF2WrtplIIrM+Q44jRRC3PGo1tG4xy2/cRfiZK49QhYS2tabBYn8gi2QzWO9Xb1mdFUU6L21k43dZ8tlzyfLVk19RMqoL7x0fcnoyYSoHyqPxCudEyHg00pJ7C8wmXFEFSyIJClqSDNbnmEMbhAGELbyIFBmHjdCCFjFl1Ra4VRW5m6fK/pEHgNU+7J/mJ/Yl/QevIDfI9BpWFXKSJyzQ5x7jCBkBEUw1zZ4mnEfb6YlPfncAR3n9HTO4QGKmUMv5FnXWAmabvXSx5h/Uv3biLxKyIMYU+3CU8baOSl1e5N+b5N60tKmjIJlkwbi5SjN//U9Mvz/0nhIiJDoCYMTlkPc4TmTZNg5SSoijQWpPSlBNfMn/uUJ6/RHzEBSUQnWfcjou7wQb13ptTcfyiCeePrMS6rCdQ6xidJ1opfSyvV38h+atcSyIuus78COJRnUBU3WnvEYl/JlQkoynoOpjGX3pfmp8H6/xKrdE8PTvjD//7ERfrJfP5hPt3b3H/5IijUcVICJTXplxTMjYn/PuB13C8xuESYMg4ZiJf1Nl77M0Vbtzir35+tCHOR9htCkMksrlJDKg/OGncgpvZ7f4FmgvP+AM2Imk70a8mUtUinwffTwLD9veKeMlirKZtGwdSmPU97yGEZ2yqJ2o4YUHT8ZcGk84loLBJ0Iqu/tLlKEHj9gwzyLKsQ5G2M5yrdC27J+t/LoT63wLNBYEhhERIT91ecRBEUnLv5Gk39en66taNNaqcUV12j4kTKfau53kDXxZTPeIk4RZXpEvSBxkG0nZkcHcRhHnOFknUljyxikAAQZPyEiTE8KQ+Ec8C5oelc6JIzCe0k5zOIlBXohLXL5n1lyDs0zNBy7LWUhvJtrY8OV/z+Okz6qbh+GTGwzsn3JpPmBSKEofWaQJPEllIRHj3bFkJMg1n//AZ7C2cOCL+X88esp8CNp87OWCjk1tm70gwheKcJe0mh9GJiJgiDm9ajGkpeSFlPWPqliEqDoEs8XucBgE2afL+IEJsfE/oDNUfnZM5HZMCTr3J2qHJQ2WAIUFX95SklPRhsTghfFnl+2syMs2cGQqyrNchZKdPH0lpSUMwrIgMlVfSqAKHzFXsIgZa2siQgqbkomGTBpUzKuAGuf16W/quc0kEkuagP+SBzO3eLGWmQV4B2aLNa+tTZdShuw1HZhUf68qsQ67HTihl4LrCSbCOsxTnXtq0luc7zZOzmovtDmHhZDbljdsnHE8qRkqgMrVfE6S56BBx6HUKUxRdEZ2/XM802P9dkjO4sCDjFWtIUVjk3CZ9T73o1J7mI41iejR/RnSry0qilH0q6dBP0FbCIrV2D1suDmEQAgMU1nmBzpv4OixJW305+Z31Yv9Snylc7u4+0HAmDDrCVKRpuonicVV56SPOeTCXtdbviunYMaVU3IWDNDiHNKtw7fNDDg2qdKKoXHoNozNed5DtQCWHn+38cij1VF/CeYoIu1ohcDLIe4PbtTQAUrDetXzyYsXjZ0tqbSmF4s5kzpu3b3M0riiV6GgvHWkO6X1yfGZ3tz/Y25un/N68zwd4V//1MmoYGIyhkirvOPKzug5Rko3i/1Ddwz0b/DU6m6+i2z4zHx6YvVquepn8xkEEhEO6WLr/2qxEDNF5XnLd7fMpr5zXLzrQer+HErQm6DImpVR8NtxvrY0a2Y3KpaJrWI13/qs9zsAgQQ/Wf5PpyUXQAEHZ/JLfZ7Qu6j45dv0RDzyTEgIrJctdzZ+fPedPnz1npw2TsuLB0TFv3bnD0aSilAKZRZOmjMqZJiCTQ73btT6Tuv7rJo2we/nKpT4Ih9sZoL2uDBgdQx0aqDP8Znv3pra67El07jhcZ16vPXh3n71cziova69fw9Bzl9TVUSOH6v7Llxtjpgf1rm1bNpsNbdtSliWTyWTP/AuO9NVqRdM0jEYj5vN5x9S7maq4ry0N/X5VHbmCn6b3UH03UJcP3nn1UnXHH/xbhmzDOZMK5oh0YQvL7ZZPnp3yyekZLZLFeMbDoxMeHh8zKd1BVLxWFlpWpDSZBjDCIkWKsg7LMWgkaSlfZ3z745IvcffT4Lq4Vrn6CbF3T9bakL+tM8XZQk9Ii53lH5j7fk352FzvzTqUMLjLd+A9Ot8v+RyrvEo8XL1m/tLlRowq+J42mw2fffYZH3/8Mcvlkvl8zrvvvsvt27cpfCxSXdcsl0s++eQTnjx5wsXFBVVV8dWvfpX79+8zn88jY7uJCdgP+08+gcNSyw7M7b40u8S3AHRSn9j4zxUlEV/uPbnydpF65HzQHoXAOsYi/bmeujWcrtY8OTvjxXrNqKi4czTlS0cn3B2PqSTEAEQBCOVg1ExsAiMsWvpAWZF3o9vjPWVzT3nIxydf/QPMPjDbwTHIzcq+ruRZZq/KwE5TRJ3tzKtjNiFgIV/INqt64E37TGwAcrfDgG32paepiYFr4Xruebw6889Q63m9/fH2I3Hdevc6MCSs88EPL/56mdlLM6pgqrVty9OnT/nP//xPfv3rX3N2dsabb77JeDxmPB6zWCxomoanT5/y+9//nv/+7/9muVyyWq0wxvD48WO+853v8JWvfIXbt29TVdVLO9MTM8kIII7j/mAJbEaLmQpvcxlziIVkEx9gZkWP2ML24OBkdvsjst7vmS1i/1q+3MKOorHObCukO4C62mx5fn7Bs9UFW605ni/40p17vHl8i4UqUDQIF1ecemFV3La3eEblX0X5tdgfkcCHDo9RNrCdRX+4dFxie/XtG3Phc2Q+/frYry/sqkYMrcg7B/oXrh3qus1+7Ls+/FTbTt8G3mEguUMUCqJL24d1+UMdPCRSwrWrmNXhMU8kf4jGX7/GdeNdv/V6zaNHj/jZz37Gf/zHf7BcLvnbv/1bvvOd7/DgwQOOjo5Yr9f89re/5V/+5V/48MMPefvtt5nP53z22Wf89Kc/5fz8nLZtee+997h9+zbGmBhHdYNe9f4/UESPSC+tq/9crhUMS8TD7feXjRy4llXRoyWX+iqDVCYgh6ZA07OzM54+f875ZoMpCmbzBW/de8gbJ7eYiAA5EhiVAJxGJf3raImDSJbh1H86mrH/Vi9JjDn9Hnjlww9c0d6BdFlDNTpTTfSqP9QxkRbkXtVeyPjErHstRdLo98t/Dw8JHHLG/ksNv0Do/2DJOtIJourXe4npt5cua6/x7PvVY/66yo1Mv+12y+PHj/nd737H48ePKQpXzWq16piGn376KT//+c/51a9+xVtvvcVPfvIT/uZv/oYPPviAf/qnf+J3v/sdJycnvPHGG9y9e/cG4QnXKUGF7mlddIX+zeuOtV5xZ1fa2IjLsY85cJgMuwZDwEezuEzIn52d8vTFc9a7HWp6xHw+480H93l4ckxJemmL14iCZpGPB4kxhVNqXV0qfLR7mkTW0c+x9Cs/oJUOlGstqciYLpsJf4+9ZNEPMa/+DwNyrq/Zv1wJGt513vQKhtUpV0iZy3vzWsqNOMOTJ0/4xS9+wa9+9SvKsuTv//7veffdd2nb1mPoTFitVnz44Yf8z//8D0IIfvjDH/L973+f9957j/fee4+3336b09NTHj16xJMnT6jr+qX7EWKaOx4IkU9A9heu27TFHk0qkX3ew14PjWXSNUCs2B6x2nA42ZuVmXmUTgnK7nkw4bQlI1J1ocpBeSY8PL+Fwjr/kgWW2vBkvebZaklT75gpuDUquHtcMZuFLkqsT9rgkliQ3EexQ66PyajK4qgydht+2xtnO3CN/Gv2PRuDw6H5l/3JzpylOQ16o/vNzVU6HJ34a6onarghUGrvPfK5cHhSERu8P1dCZHOYt9EbJxvaDPWGo5Y5nXpG3CeGjtzrE8/h4oZfZJ97JYes6NN3eIceg45P9Nbe65RXHUZljOnERAExTgqcybfdbvmv//ovfvazn7FcLvnud7/Lt771LY6Pj2nbNjKrFy9e8NFHH3F6esrJyQnf+ta3uHPnDkII7ty5w9tvv03btpyenrJcLuO5uusXBwYmRJEmVAhcRhOfYQMBKEImkvBHzCIsCNmEU6YYAaJASIdwGRzYiGzXTQQilVibJRHAHyUgTasbN6dBCesiwJVUjtQzmjX+b8+QDL9bizEtUhsKA6Vx8CClBY3l0fkFH222nLU1ytQ8LCXfvHeL+ycjRAlbKaiFoqXEUMSsLKGjxq8EhaCwBdIqn+HHa3+APzfvNbL8vVXvc7bgRUAt7W6WiAiD448dyTCeOC3Xt+t2O2Xnz4Q/zzDwh809FqoXXo4pOxTUgoDXHsd1gJ7SO6SjQvmvQXhYK5DSJXfA77bGpAy+7kBfhD5m9bs+J8ZlRHKfGyE86KKbn2spR6F/4bPo/mE99j4CpQqKonQQ1kYElOuOHAlzhZBx/tyh0IyhW5nateHMIn6uHQ2Y18ipOqZffuSlHzXO/+Xuzb7kuJE03x8Ad48l9+ROiqTIKm2lmq6lq2tm6sxbP/T8vf3Yp88s/VB9umZ0a+lWqVQqiaJIcRXXjIzF3QHcBwPgcM/ITFJiz70anJNLRHjA4Qbgg5nB8BkCWn/+85/56KOPePDgAe+//z7/6T/9Jx4+fMhyuRRa1vD9Fy9e8OTJE5qm4dy5c+zs7CTTbjQacebMGeGxrmuWyyVN0ySH+uk7fx0wOaB1XhIEJD5FsjqEdM5lhtVQQ3AOtFNCl2Jd4iN3LiR4aB1GgW0FXIyS4xguspJlO2Tx3p7g7HYhA40TyhTRuLQAulHgDVYJVTFeoV2Y9krhlSSnchps2+CaFoWmMmHFtYpWwbyFzx4/5+5ixULBhoG3xob3L+yzszFiiQyiAsk9IpgkepVXYhbLIiFc88qG7DN42tYL9WygRXbWCS1OmFkygX3a7PHpTZ8knI+hKBe0po3yRmhFWgeNDQpNBiU+zoasDsJ9cz9J5GZXXkndTknmIC3JNQrbndFUWU1J81XZDcKB0HjECNVpoG3j08S3DloLTStfHYbEqnBaOclHdTJSymE9WCvcTl4J/3jr5UeHulsLysqRl4EE0ss+wydpnMcgYWcJ1Cs6zG1oGo/WjsLEo0td29Wa26jY7QGYjBHetdZ62sZhLaF+yXDzJoPTCyDt5Bljko8pajfxFLf3ntlsxj/90z/xxRdfcO3aNX75y19y9uxZvvnmG5qmwXvPxsYGRVHQNA2r1SpQlhZUVUVZlunGk8mEzc3NpFUdHByws7PzWuEJTWtZrlbMF0tm8wUgg0BphTYxzZQL0fRe9vG9cHeHPX2c81gLhSnwHqlvtcS2DbZtwQuXlPLCLa2VooixZCmbgJR0FCjwYVsr5odWhbAarBpWdc1qVXMwm1HXBRQFXpfCUe7AeDl1p5XCaYf1LRQO71poLK7VaBy4gtoXvPSGO63nwcuGZ8sWi2Z3PGJ/VDC2NW1tOTSGduUplMd4C64G11AoR6EUynls26KUpihGtNbhvUHpEusUy1VL06ywbcNy1XJ42IJvicZygn+fT6TuUExK7uBViqQ3pqR1jsPDOYvFMhy/KjGmoC0iG4bU7QbAFYvLFlZpa8g2pDR13TKbL5jPF5RFQTWqsE0hk90PzgF6+d/H3VxIXGUCqsJ75ZRod6u6YTafczifo4yhGo3xTqESK8GaexCBPC6dYp5a64SQsSjQpmK5bFgta1arJdY5ZvMa14BqW1SPHGYgZ+UTc0PHcBsS0cb8IMowmy1YrVZJIWjbwM/vk+0AquOj6hnjod7IMFIWlSw4zrNa1pKFxkp7tNEYTefo/I6liEGb8RxeHkkeSwSTf/mXf+H3v/89Wmt+8pOf8LOf/YzpdMpoNGJ/fx+tNavVivl8Ttu2SUOz1ma0FTKhy7Kkqqp0JCee/Xv14lmtlrx8+YLnz1+EdrvAja7QhQ6ajXDkRKCSw57RJAnHUpwKySA0q1XNbHZA2zRUpWG5WghnOpL1xihFkZ4j6bvBLAyDUpswQDzeh0QTWrNqal6+fMFifkBZOMrKSGYcVYip4uPhYNHYvLJYAum+9xgHhdUctAbnSlo94ZsGfv/gAV/c+pJHDx9RL5aMtjbYmIyxreXgYEm9WNEuFhjlKJRHuQZcg/KOAhmArm1RKEwxCuT9Bm0qHJrlquHg4IC6XuJdzWL+EuUlnj1Oxg6oFNEAEqaMMhHQ+WBaW+8FEL3jcL7g8HCOMZp6uWR28FIWgmiTkGkhod8hKjlimshZ0jLdA1XQtJIkQYDK4LGMikImYzR1gjZJAKpOFXLJzI8sB9JPYrY1TcvTly+YHRzS2BbrGgpj8G1zIlDFtmstXPIW2a21rcNUFUVZsapbXh4ccDifY4qSsjAsTSFZaHpkeWR/xSxHkdqsgnvCK2FLlTFvePLkCau6pmlb6qYRrR4P3hGTO3jIONN9mrNR5tKPInPhMYPlsuHFixfUwTJarVra6Yjq1fWOE0uRU630+MajALxntVpx7949fvOb33D79m22t7d58OABv/3tb1ksFvzxj3/k888/Z7lc8utf/zppVJPJhOl0CkBd1ywWC0ajEavVitlsRl3XTCYTNjY2mEwmr9l0FahrhRq3qkoBRu+SRiXtt1hAay8+pwgmxOQPsuoIUb1Q1hSFpD4qipKyqKjKMvmTjIr0weBdfvhEJXnJ5AlAhQ6DXGFC+IXWJmQdMSG5g+l2AQmR6FpWSOU92ktMU4GhsJJ0oXEllCOWdsHXT57w7MWMetkyHU24cuEib7/1Fmd3t5mWpfASGQHYKpJcOoVyLcbLxLGBErkoR+g206i8prDdofJqNAp92oZVOMozD06M7J/C3dWGnHRedEG0k6NS2kNdCo+81prReMR0PKY0BkloEWvzyaxJOomP+fEEaIqiSFpbYBukLIWoUGiIS0ojiQwiMHWaBASbMbQ/5H90YU7okJYsAiM+0PlK3aNqxKgswVd4lWeh6SiF8m0JMZ+UgIESvq6iLDFFgbU+pfcqCiOWiCmCe2EIVKT/c6ASPiqRffSTxcU5UiwVZUlZVpRlOJfgba+NUcvs7hGYFoKPqrVWEqJog3UeUwi9trE6jBWVmDDeRCmA3rm7ddQLUeuq65qNjQ2MMdy7d4/5fM7h4SG3b9/m3r17rFYrPvnkE959910uXLjA3t4e4/GY+XzOkydPuHr1KhsbG3jvefz4Mcvlkr29Pba3txOgvU6pqpKNjQ22tzbZ2dlCNCTpMBV9bAhhnYe0+srAiRqXrJzGFHivWJQl3jvadsSkqtjYnDIeV2jER6eJPio6LqLoPKZbgePqLqwEQkq3WJbCYYRja3ePcWXEsa7E0Z52pYKv0imH8y3GOwqlhbTOGbw11L5gbipsW/N8tWLZWBSG/a0tbl69wns33+Ly7iabkxF4R1tBaaDUCoMDZ1FeJpVWKiQw1ZiiDBqVTPjWKYplGNyFZmtri729bTH9fDcBY8R3eAKiSYISH6IIPabLkhyL1oMpoiav2NrcYGu6QWUMPteoINASd3XjCQSHognpbBECTd04tDaURUVRGLa3txiXuj8Zs5+hQyX61qIpqXRgzVKShcYii87W1iY725uMR6OkBXZJWXONqgMYvT3DZgAAIABJREFUHwEW2cBqnceUJUobyuUqZFHWlGXB9tYG07KEtu2ePWtlvFHPpxeUw7hz3Tnz4XC2xXI1Yntri+2dTcrSBHPYrQGqo/eJ5rxzkkTWK0XrPEUhOQlNIUfkIhf7GzP98hdDky++LsuSs2fP8v7776eIc0mmIINsf3+fe/fu0TQN0+mUjY0Nzp07x8WLF5lOpzx48IDPPvuMt99+m52dHQ4ODrh79y5KKXZ2dtjZ2aGqqtduvNGGUVUxnUzY2JgKQVs2WTzRbs81xK6r07lFQuZep0Ar6rrGWcvGZMLm5oTRuEAjviyNlwSkAYxSH6q4Gxadwf1uFqeuYbGqabxlur3FpCooVNgjcaTKnI4R4rKfZLzHeNF44i6YQnFoYUbLi3rFom7RSrO7tcnVC2e4dnmf/Uozin6KakKpfbifRwcfkBCcqTDhRfuLrjePorUepaFejQHPeFwxHleAyQZzAKuB01wRNmVEQoBs28f4L+tEhjbccDwaMR6VAlSZKeZjxwWPtA9vRj+MyL/ft3Ut5ptCkhlMp1Omo26VH/qo1pV4n4hmcVla1S2rkCtyOh0xnVZUVSFtiqZksKF0BJfcO+3piBCJ6cNUIldc1Q3WOaqqYmNasVGV4IpsRA2K6sNX3v4erHmYbozRumA6nbCxUVFVJuvDDpz6ef2yO6vudEdc6JvgVhkfToJ1Yl77KNxppQdUaetYdQeKQdTqs2fP8otf/IIPP/wQIEWQz2YzPvvsM549e4Yxhh//+MfcuHGDK1eusFgsuHbtGg8ePOA3v/kNGxsbfPXVV9y6dYvPPvuM3d1drl+/ztmzZ18zIl1AqLUtbciBlpuwEFctYVtSRiZ2dAIKo2LcLu/GovPgnWS3iRND6UiGp+S1UiEtuKK//yojU9GtNF1rY344aZdX4I3Ghew22gfffpyMWhy7cZDrsBsYJ6dVmlXr+Wa24u6Tlzx+8YKD2RylFFvjMbubY7bHhrEKB45dOGjshUo50rzgrNDIovAhFb1RmugiQoVt7eQMF45tyQylewMbWMuZLnL1Haio7gi4KFo+ZbJWeIyGohDTqL81L/JNMUs+exuRS9rb8BB5Jby38gzWoVWZMq7IV4Pmt67dYWfMd7MymWxCnGdD3Rnxnwbthxxp0evTlXwcai1xdV7LJoN3kvDC2RBoEes9KeTxFYHKueAzdm3KyBRdDbGluWzWQ40KJmYY57rbpSb0ZWNb2rA7/KZCuIu4wxeFliNhTjM8Ho+5du1acowbY2iahkePHvHo0SMmkwlbW1tcuXKFzc1NJpMJ165d41e/+hVt2/Lxxx/zj//4j1RVlY7O/PSnP+XDDz/k3LlzRIaFV6V5SfZ+Fm3XH9fdzkdaPbsFuIszof9dFZ2I4c1UZ5pnA7qx/BrfKfoRAOPqmt8XBVZJkGfSjJN6lvsKwv/BgYlzeK2oFRy0jrvPXvLFg4c8O5zTWsfe7h7n9/bZ35hSKVmFoqnqg8oRQhUlvKKLKSAf1mHcduyNg7Z3F3TToAdauQCTsRChpl9X1ELXlVhfbtbE1b+LB1H9++edk4ArV32zz9Sg3f1pnW7RsUb4wRd89/vYIZvJNHsdM8X0wlp6z5CbWyeUU6bKGpjsKSHHf30oyPwjlVwoR4vvOvTozb91SeEJOfNmLLmGorVmOp2S85rXdc329jZXrlzhb/7mb5jP59y8eTM5xnd3d/nwww/RWrO5ucmTJ09o25b9/X3OnTvHX//1X3P9+nU2NzeJ7XidYrTGGB00nPjdjK42gUo3cdK06bTw+FGaVnEHsb8y9udG2hEJo1TFC1x/8nVjOn9DNMJuN8wHFcbRBVW6cIV8yXsJk3Be0Rg4qB1fP33O7YcPmK2WgOLM7h6Xz55jd2ODAgFcTYiR0aItJqxR4puSJU+cCSomo8ieoZOcPwrsUQPHD2ZrZ+qkw9dZXbkfT+QdEZG+dpDAJI9y7hzVAudpaUjz29MtQkfBMxtjPoWvHvlMDrD3XQky8fqgp5TvJdw4OjkzmWQmUwSqdNeAvZJLUqe07K/HnhAb0H9nCHZdrOFgEaX/GOtA7NTmxMVchXH3poBqGD+VB3wCRzSsfFewKAq2t7e5efMmu7u7WGu5fPkyZVkSk4KeP3+e0WjEuXPnePToEc45Njc32d3d5dy5c2xtbWGM6aH8qxalwZhOGnnmkqhRRfW+G85073iSiRYhWYdBFIIO0qDvFT9Y5fN5prOjKdm46dbeAEPeh5TkmVqhYoxzN4G6vxJ53Xo4tI5n8xX3nzzj/jffsKhrNibbXNjb59zuLhujEdo7lIu7SjKhxJrLHKYqpL5CkCyH9QRS4Tk6p3l/AEeoUvmMku00VG67DTWoDABUOPCdePD7ylp2n/6Sk7/u9UX+ZpyM6Q2fLWV+cHH+epBCJT+UnioLGze5XIYNPabo0Ki4RkXO8ZSJRukjz3iy8pS3fSD3I9eFj452ZLfGHFOOA6+jgP+GECqUAvqa0xFe5QyYhp8bE5yU0ynnz59P70dTMmpqe3t77O3tUdd1ykITyzBJxKs64XwKmunb0im7B+vGTISruBrT69veYHYu7Or5Xh1i0sm9c62CwThOgNibB4FH/ji1OYAVGZhA8PGEhHcrp3m+qHnw/Dn3nzzh6YuXtK3n2sUzXNrbZWc0oooOc+XoJBFNmcEsjnqk6mA8mtNJU5U9b3nmoIS5ocaST6s4Y4MGIsCjIPM7uZSFhuReSFpbXvFwOMS6fSbnqHn1AC6OjUyWKnaTT73a363sdcZR1Is+HcJph5imLcoil8kA0zqciwMta0GngIYhLZscDMZJera+eiR/BtjkPUdllz4P0DLE6FebelJH9O96uXkaO1narNeo7tRyxJl+klP7VQMyj6tj3c7eccB0WnYb0f58MGdUb/XuHIHdDpEPkyAOlrjjklY04sSRN5wTQIlAKBsbYTIGp6TkpOsv/zlQ9vToNBCC/uJDRMpgYvrQhg5eQiCoNihlWNWeR7MFXz16yMMnj1nUS6pywvUrl7i4t8u00BhvMcqkCPogAEkN3wkklJh9RhriwzOIzxKcIZ3Lo6vtuJ5hHdGaUlmcXpBj2xKP4CWgOqKlRhn2Sh8BDIR+yr8XASpuuceMygIzMWyig+n8qbJxFLdws2Uj+im9j+di+5lietTiKv4/kEkcj3EZUbGvSfKP+fdSveu0n7zCDB17C/QaAJL7BV9VaMfx5Whvi1mXSU2Rck56nwH4Gyz/FyQg7cq6QRFwPntnqFGwvuNfWX09OjE7TzpDtSPNZe04wqKQt6v7msaGg9YNirlteDyb8dXDh3zz/BlGKc7u7nB5f4ezG2M2CpPStcuc9b17928WtZ7u3RQFoLpJl8y+E1fJfIaukUn2bPInTJDYZ0c0tOyravjtznjr1XXM3Qd3foNlbYsHbx0ji54mn4GWpw92J9adVzQAWjV4/a3KSSpXBHE6hH7D5l5e/q8CKmDNCtI3o4gfhwni/XEd+QpC7xE5DZeto1WkoeOFpkUH30QfIeLX5TiNCz9WKRbe83y14v7TZ3z14AHPX7xkOpry9qWLvHVml71pxURJ3Yqj9x+CIajMZsinS/9wqo5g9VqD8biJcpKNcYwZ1vtKp+UOYfNYJeyVypoOO9ENcQxInVhy+anureOqf+1yqvC+XV1qTbtPve+bLf8eTHX/35Zj++QoWPWV+u9wv1fsu3ip9p4i/CQiGdUzfAJMGZQ3ODQNcGgtjw8OufPoMQ+fPKWuV+xvbfLOtbe4tL/JVgmlb9HOHiMGRY+qY+3nXfM7J3QE++NkNfzsNWQahHLqVDpSZR+mXmUq5vLt3XxtLVHbUydc/zrldJn07vSth+UbAo21j/mqdb953fX/Eo0qTJSomQCnCitfoXvZSFz2/7r7rKn3lcdGCGr0QjlSeo8OmpRTMaKToNcInxJetoNq4Nmq5c6T53z16CEHizlVUXBxb5d3rl7m7MYYPZtTuBbtM79TbF7YhUsn7GOLgjbo0+/17QYnO4lHfA/fVeUPQbK8wuRcoy2f2s+++6e7MkLCOnBV/f9TMNm3WdNPMoGPlnwZSe1dYzUfPzZfsxyL0cdotq9SUTID32z5ngOVaCPxkEZyk6QeHmpRPlkXHpU0hujYhs61fPqqMBzYmc2+rgT1OR4yLrzHOLmxw+OCA14n80vLWRqv8BrmDdx/Pufz+4+5++gbWu/Z297m0rl9rp/fZcsZGm8pfIvxlXwvm5BROYiaUufZiHql7z91hv2d5pmOuNKnOMxkcGSEO47X4I5K88gbwwk0AJd0GHowVzRIJH4ynjugOh3eVPZzwjXZApf8S6ybp8eMxTX1pwg71W0GnNzmdTI/xbzGQbYwnvyYw/rDdu1al0lc6B1revQ7le81UPXD/F/R9HilZZvezpuUmPkun5BrOkvF644fKApH4UQ7iUaVfCsG+Al1Lq7TiGarJV8/esyte/d58uIlZTXi/LnzXDl/hjNbinJmWSlHhe+OyCRAyjQrcukMl1TdyUiRAa8PY9oPsDgfxK9iGmb3OLbkvpHsvRP7bZ3Mfe/PkUpjc7wi+Qd7bc2v/y4+nmN2v5QPY0WHc56vW2/8/zi5nDYOjym5HE6V+ekL0Jsq32ugWl/Wq8WiZK3XGo6r43gFaTioX8EEya6XXR0PTpz5/Rh0JefFnEq7bw3w6GDOFw8e8PWjR9TOsbe9y9Urb/H2pctsFxq0xWPRWBQRANfp9mttifVvRa3Kg/A/nPxc/dffphwDLkfAce0Ha5+w98axF5B14dAfddxTh8/W8pSfBNiDKgYBT90dX21BPfmerzouTyunjJn/A+V7DlTrJtoxvocUE0MaWCrzz3T1ZTpar+87r48fzuZc0VpTOniMB1pVMOuCaecjZ7lKabHSdruCwwbuPZnx5b1HPHnxElNV7O7ucP3KBW5cPsdEabzxLL3Fu0biWICODekUmYVWrosIJ7T6+EmbT+x1YBWfeyi39fI5tqpev3YT8HhICEEVMQIcebacPeHoM2Rt9nrdhYPPj9EoeoIc1p3f46hMw1JGvhu7vhl9IcmrIeitX4jS0vpamJPXvf6LJ4+T71a+10AVPVQpLE7Fs1n54YM4UCNI0HuvN3w8EKhBlB92czy1Fs2X2HFZnfH/6Pzymc7lCYO7QKkCMOBDYKxyaRLHyeW1Agetgscvau7cf8rDR89Z1S37+zuc39ni6tlNLm8ZKg82sopah3XZubww4NemjutJMj1mfwIpQvIBM/D0wJGBm0yoHLlFXn0PUTaJvEL5LllGD6zW3ievV8Uqel9I3h2l8CpLAkHfmolBwj7FdKnQF1G5yhrRW4iUbFgcM9N9+K7yw8mdVeLjOIr3j96dCK7S5qPQnANUJtPk9M8BI1zjyZS+LrFEl7Qjk56wNYa5pDKWz3y8d2N10AryBBlvEq6+p0AlnayUhE3n2UrWLMV0vpXutLpHpeQL1nqKAFpeabQuMYVkGomMQlqBtyocHVFoZcB7XAuocLBWkaKwc3+jB5wWuhldlOhijKcQamQtWWQaL0R2hS5xaFqg9rBQ8PvPbvGvf77FwWHNznSby3tn+ODqVd7e32MKuBUslw6rKnQJuii7oXrKaIlDzYUoZa0USg4ASlIAr/DK4HSFo8V5vUbCEQByTSB8qsC7TGsNi4k2kdbEoHUFWuF1lv3l2HYf9Uz6IHPJmBN+XNg1VTJOlNLZjtqw/vyepv95PKAd16PwwpiSylQYVeCdJHnoncfweSU9SckjxvHi6ZEmmnDErCwrlCmwTtEO6z4O9LOFIcdQRzoBhTFCJii8Yxrn5bxn3uRcm+8G0dCM7C/kzgVgU0K9bYx5Y4YnfG+BSoq1LatVzXyx5PBwIefG4nk0rdI5Qo9wqeMj9Us80iHEcC5Q4yqlWS5rFsslrbXhgLbCtpHhU3Q3Hc6lRS6ipKF5F46DyITzMe2S0lgPi0XN7HBBPV/x9PmKalXgx462bKn1Cu9aFrpA6xGtG3GwVDyc13x29yn3vnnB4aJmY2rYHY/ZHVWULSwOLHbRMjtsOVyuMLrlcL5kPBI2y7jSyiTrzBkV5AKShqtpG0C4450FGewaZxXzecPh4YrFsmYyqxmNa/LkC3Hnbd2g9ICzrpORkhRcWhusV8znS5bLGq0Vc2PQDsoi4+3PWD5zdUgWJ58OT3f8UdKitrEczlfMFyvKwjKeL3Ftt/WfqRCxdnmVKylOmDi9VykZiFKKtnEcHsw4nM0BRWEK2sZGWsMo4tD8dcapSxxdwooRbVLDsq45mM2Zz5eYsmA8GmPbUuyGhJR09+kdxPepjVHbcw5sSKqhlGG5rFnWNeVyhDILmrZIWZXi+dVcB+xBbTja4wJjrtYFaGH4nM9r5vMVddNiW9Hqo7v9TZTvNVA1Tct8Pmc2O2Q8HhEJybSi40zH4YJwCep6SgqAkkwxHlnBlGa5WnEwO6RtG+pVhbWWuq4wCtpWAilNCCUYko857+UaZURbQkBKaeFMXy4l8cVqUfOimmNWGjN2MLa4osX6ViZF4Vh6ePjC8cevHnD74RNeHM6xtmVrNOXS7g67VYVf1ByuLMoq5suW+apBq4by0GJUgyQyCHqEJ5iaaRknbiN7LE1b4wFTlCGTSIHRJc5plsuWxWLJclUzO5hTFBrvrRypSckMyMyEfpFsPDIxHQobOOqtRzLFHB7KOVLnaOsak5+fVJFGWnqz+02PE0npojP7taFtLLPDBcv5Qjj1jWZVxDiw04FKofBO2Ec9GqVNGDsG2zoODyVxhNaGsixpmhbv22B0hjo8A+MN4kHjSDcs8gFlNKhCZHw4Z75YUpYl8+mStq3xtkny7RYHn52UCSpTXCDDLa33ohVrTWEqZvM5q1UNStN6y8oUKVUWoU5i/fSBCrozts57TFGijJHkDoua1WpF07RY63hdJpTTyvcaqGKGG+FzbwKDoUUbhXHikHZKNCNJbdWBlApA5azDeY3WFqWEG75pJFWW1oqmKSkKI2mebCuaSFqt5OCo1ipwdgeiQcJh58gIgTB2pow7OJwRQn2so7BQaAXeUHtFaxUHreXey0M++eoOX3/zDYt6yWRUcuXsGX5w6QIXtzepcNjaUhWVhF0pSW7RtFA3jdAN507fQNspkzFoRFoSX4hm0p1+V4hGFg+Ax+lsrQup0XKgQlbjHlCFAa90Aiq5q0o8XBZom5q2bdFG07QthUH8c5mmkNJlhQkl2mA8cC7TSet4B41yntZa2rahaRsU0q+EuKrjgCpZr3iMLsCrcOA5yjG0J0zUJBfvcSFRbxf7FGOrogHk049CfGcqhLLkjA+RaikurvF127aZ5tqBVbdrGPpT7EoBQxfaikIZybXXti1N29K0lqJpE2fZ6XzvoQTflRcUJ+bvS/JIWtnJR51ft3yvgaooSsbjMZPJOCWNcN4hjCjR1xATPEBUi6NDMU485xRVJUd5ldY0TY1tW0ajEZubUybjEVpJ2jBJQBpIBr2VCaoEqEAFE8rgUwYQBUqATitNvapBwcb2CKM8RntMAcpAqzQFhjmGZd3w4HDG3WdPefzyKV5ZLp49w3vX3+K9a1e4urvBqG5RK0s5GrPSllm9wFnHaFKxsTkOkeSKGN2eGT5h8XWJ06u1tdDyGBPy45VoCrzXaN1S1xJAMZ1O2NzYwDPI6+fjpOwmvVKSNMO6fFKLT07rkjb4xUTb0sLjPRlRZhxjEDnWu4keJ37Ohx+TO/iQbaVuIrOBpzQFk+mYcaXRJ2ZyoQMqFRceL64CFXnAFU1jqeuGprVMJiMmk3HgTI8pxDItMwErvXuqMNa8F61NGYPSkj6ttpI5qSpLJpMJo8rg2pLIktbTqIiQ6LKxWASgCiaYB2UMWhdMZhOUNkwnE6YbE6qiDMtYRy8Ud0d7W02hbmK6LOfQhQxcF5SAqipDGi0TyBDfXPleA1VZFimR6dbWpvil6LiogeA78mFiZk7YsDKIn0myvnqv0caEjM+W6WTM5uaU8bhEIyubCvVEqo8UmxU1NCcZh7tU8XKtZABWrFYrlHJMtirGZRGYOGUSWy0pqeYNPK8X3HnylMeHBxws55zd3eLm1Yv86OZb3Di3w5lRgWksfuzxpmCpHeWiwjuYbkzZ3tnA+Gw3K1PkO6Dy6VC0tQ0QssMEv4zGYK1CqYblSji8NzYn7OxuiEYVauuAis6nJFYIWosOExd/j5cswEbTOvkr3aLZ2pywtTGhKnSogK696b+sJMVLJZoYuYeirttwf0NpDJubG0wnBWYNDU3825mYgQnWh4zI2QQFxWrVUq9aWufCIjmWTEXx9AHd8Rd15D5Z44OcnPdItk6hSmnaFh/G93Q6YjKuUL7q9eD6+gUwdEgF773QIHU7iYqN2RRtSjY3N9jcmjAKqeDyej39fdpu1ISn85DSwimV+N9Hs5FkHFKamHjoTZXvMVBFcjEZ7GUledCi+uyDlzVl+8idpJliK4NbYbTschWN0BujRCsrCk1hQiIDFShkiWu6zoBKBoLzWnYIVco7K8On9dSFxhQajMfrlnJUUCqDaiSbrSoUSsPssOHONy/47N49nswPUIXm4rl93rt+mZsX99mrDGMcplBgDDWSmLQoDM7KPaqiIO27DOJ1OqAiaJw+7IwplCkDwMl0bVtPXUfKZ01hFGWp8N5kAzk3c4a9FHddkx4gB7GVQjkoii7prTGKslCUheyodhuIcZJEH8yRm/Te917hnaMspL3aKIyR7Cgm83XldfehcMBXRjd+xPmtKUoT8gUaylJTlonpqmfy6ON8NZHPKUx6H9CiLKX/tNYUxlCWirIEfNEdGEitPEbmUekMoOsRdljhbovakZa2VxqTnak6Gaji3X26h9cKazV1XYZEuyqNqTfppvqeApVIwAVTj6TlAGElTMlIkdWwv4VLz4fUqzmBnPifOm2s0wiU6inFRE9UfEf8YAMy22B5SQe2tG6JVwatJC02XnZnZrXl66cv+ezr+9x++IB5W3P+zC7vXL3EDy+f4+L2hBFOUnxrLU7YsKmmAyjnT3tc6cI0smcmGIeqeyLB3+xp89Hr8/+jStXvpbiYyNnKsJmRKg+LirMCQtmB506LcsmMGh7q8/gQC6W6Dspr8IGD3qu0cHVfH4JVRguN742NgFmdf78/g3vglIvkJJUi7Uh7wrY+2eugmYXHSqIO/6THSKZ2XyZ5fsN8kRaQtVjX4r0Nz5I9RP58Pu/g7CkVSdtUgUjSh/AcpTpr45THf+3yPQUqiB0Zk1emd3vC7q6Nf3x8qbo38kkdB8ewvrWrg4/b0SpNeBdXLaVSkKUjpIaKjlkc0OB9gw8xPk4r5hYevqj5y9ff8Je793jy8iWT6YgfXL3CBzfe4ur+NhtaYazH2waHQRWFqOO2lVVQqYzZc/DM6SHJtuEjWEiGG+1j8KkKTuxuUvVwPU2YOFnyCdLdR6lgjgWZp+PPaY550L6/ja06raGbPeELvjNP5K+s/2vxh6hPdLAXb7l+Evls169rd74Qxfe8z3a2MiDIASvi99r7+E4E3kmarTgmUxhA3so0Dgehs/FXp+Z3C6mPWw7hCRJ6errxH0DZZ1jlu7b3ppHyaeAIW2vX5nhVjP5JbLhvqHyPgUpRFJLKXZJTxPc7h6LWg1VeRUAhrQz5KqLpKFW1V2E3LyZHkHtqhKI33IqeMj4cV3Ewxl9hBdRaMaoKlHI4ZVGmoEXzfGG59fiAT+885OtHj/F4zu5s88GNq7x75SL7oxGFEw4rb8Brh8PidYGzwkNl8BRRuwqaRv6cQJYePTy4VziX6Zxpdqk08GVB0GnljNZQZ2HEA9VDpNBd5LgKyl8EuVCvmOwEkyckCc3UFh/b0kkW6IIrSBqkRPSLM1jMPaMVJq74WokfKcqkV59KshEZDFB5zbSThbKbnJ1pll3jj7a7OwjdjcVYn+qBeRYiEOUdYvhim1P98WSzChRB2UYFkDIOFUWBMS4lj5Dg5awNqd2dttXpR9l/ub83/Y5g1c2bN6VWJaBal8o9L8MkDMe9F/mvj6ujc0SffL/TiwjG+ajK+o5UPlM/17UhOkU7EAFjZGWzreQ5tLbB2iKcmwtb1SEjQTxek2saKtheRpk0sNLqGy5KaYQ0jMsSlMd6ydK4cPBoPueLh4/48sEDXhzO2ByPuH7hIu9eOsOVrQkTDdgWCkn+2ChoxbgBa1GtRevgnE+rqaYLqw4yyESjlAziwpjgz4PIFZ4mTtbuTPKZuhC1nbxvRAi96e4FWKxDwhacw9pWtt4VvWQa+d/+VB+OfIkDU+HKuPPnvcS0ta3F6y7JqR/UPawvtXwwhuKVkiUmaC2dqkHwFgT5dd/SveqlFqUU2uh0WiUme01AFIA0N6Ekc30IT8hi1/qqW9yZy9wfkIXJEFwiFucl07MVH8hRGF7T7g5QBYh6wbGhJ6ID37thP323kvL6pUwgayb5ujRaQzVfKUXbtiyXS8bjsez2hJicmNg0ZqGpqqr3fn6f1DlB0OsAJwe7vN19RVVifKIAY4fG1T9vfQSr3N0Rh4jWiIPQyc5gPF7rw+jqQFcGnYv+hsE4Iqjz3jls61jVDUVVYApN6xTfLFr+8uApH3/5FfeffINWnou7u/z1++9y89w59kcVmxqK4DuzSsIZ2hAzY7QWjivrhPMqPMs60yPznSaHenCrZf3gE8zERAYupCJOq25mX6vkZxlqH10EdhSyVhKfpI1oUM478efloQPRh5PqJPZk9xx5ByYtL7ZaIrYUvkv2GZ+3L41Uv/gfu3b37tJXzJHEvS3WhpCEfOyEKru29FsddyiHvhzvSbtlkfY5fqbD6hefoae5ZfzoKgxEJQJF+3jmMdxIRd+XbNzENF2d/tr9ja1TvU/6JS7CMdGJ9xZrZde8a2vnrf22yknSqNZVkIL9Ms1JOqb7Tvy8gk/wAAAgAElEQVQ8zw0YP+s51rxPGZZjVuSyLF85s82w9Fe0+B5IZ0FfhQiDsH91/1nXvJ06lE7d1XSaUt+X5cNK5vDB3FF0DnWtYi43maRN6zBVidUVL1aOW98840937vHVowccLA7Z3pzyo7ev8cGVC1zYmLCpFVUAjxZolaLBYMMpMDnu7NDeSvyUim0+Krue6Zee3icAH2ouyYeVO2GSDtOZJqeq+WHyomRXTisti4D3RwApu3lE+rVVRsdubIRKhlPUMEK/KTWQxXDw+MEj9MElLToqgkiXbaWnWQ9ke/yYS6p2HwuH+Bhex7Z3IKXS8627U3o3DkKy26l+W9d+M5f5Kf2aNMHQ4CiTHFSPa9+rloJ4kzUmXTSlgOSjiO9Fbcg5iVQGKEsJwIx1xWui5hOBKUbaRnCL5duCVr8Merr33jGvozR7pksXoHjCN4/eCkdnQ4XDzBB8Xlomp9KgKrQZs6Tg/sEBn3x1lz/d/pKnBy/QynPl/Bl++eF7XN0es2MUlZetbofHaWgDSCV6NO8xXuiCdb7DFUd/rkYd9wBDZSiTxb8HvWyqPrYhoWSmqYVrvOqAsfvqSUtPVCmzatMNe/r0Cc+m+v/mqk9ez1BmR8ym08pawR9zRbeMiEiOq7+/UA/7P7lMT7zjCaW3AyvA3Z0e+K6wdLT0nOndlmlfi8pNtDx5aCy5liXnnho5skAHgjYc8i2KIpl/Ubv69y35wHwV8b3GtTHKMUyuBPhZ/+UMCvJX4bzBFyOsKXhyWPPZvSf86xd3+Mvduxwsl5zZ3+ODG9f4+Q+vcnUM20DhPHiH0x6ndACpsCAga37a4erRx57CxNij8IjXr5s4gwc5XiiDi45dszNQUgyDUtc1M4JVrDd/le9vJIgLpHbHaw1D0HrVotb+e/JXMm0xPfebLPmzvOmcLf+edb9a6TnT87/rUro756jrGqUUo9EoXTcEL2ttMvPiUZayLFksFrThaEpVVUcA8ds72HNBnr469b8HPWTp/QyqiqvICWM7Pq/1gVqDbuq68L7VBldVHKL48skB//blHb58+IhF07I5mfLB29f56Q+vcWEKW0BpHcpLrJFXGkt2PIc4vQXIxMlt17btlUvuKzrRNlAckVdflRtcm7/WR151io3iKHGdz3fHj9Tlj0SPdf2XouZj0wbnEdeXdc/wmqUXBzGs75Sy9tJhu19VW1v33km85t9Befh3AeFjNKpYcv9S27asViseP37M3bt3uXfvHi9fvqQoCs6dO8eNGze4du0aW1tb6ftx0r548YJbt27x5Zdfslqt2Nvb49KlS5w7d46dnZ0EWs65I+bgyeU4gfs1/7+qZpVdc9JlaljXUDMR1do53yUwUaC0xhlDrQ13Hs/47We3+bfPv+LRs5eMR2OuX77AT9+5wfuXLzB1UOHQvgUlSQB9cDoohKNI/noa5YIz2uH162qR657ndctxE/u0+qLHJYvrHnafWlc/6dpEMROuFSxS6edEra53o7x8C87xEy8dLH6+P1Z61yU+dX9CnSeB1ml9+TpANNQ613031zBPA8FvV44409eZYtZaVqsVh4eHfPLJJ/zhD3/g7t27LBYLlFJsbm5y4cIFfvSjH/E3f/M3bG9vMx6Pqeuax48f8/HHH/PP//zP3L9/H2stm5ubXLp0iZ/+9Kd88MEHnD9/nrIs087iq5fThHESgMH6jsyBZ913cw2iD1KiEZru/bCUe+gcukbMtqcLx+/+cof/59Mv+PL+Y5a15cqF8/zoxk1+dO0yl7YqRtZhdItSLQPPZNJCsrvhtOxy+aQ1vA7oHHf9cfIYfH7k41c0/8KlPvv/SP0ejvpEIsCFrwRtq4NH1QOsk8tpmsU6J1T2nbVWcjZeeq+PqWP4XZX9nNjuUz7/lrtsx9d/kpY51K7fXOlpVPkuXnwNhK1YS9M0PHv2jNVqxblz59jc3KSua+7cucOvf/1rPv30U4qi4Oc//znT6ZSnT5/y29/+lv/+3/87f/7znzl79iw7OzssFgt+//vfY61lNBoxmUw4c+bMd3Smn6AOH1mMX2USD+qJpGQgmsvg4ySzzPQRbMnBRU6yz1aW+18/53d//orP7j7k5bJhe3ODq5cu8f6Na1w7s8O29oxci6YGJTuJLrAwxOYYoIR08sSF+Jrg1nzDxQ1EtgZAjog1n+gDwOs57wbal88+T19TfVMq3ae74dE5rYaXvMFyGoDEJrzKdSctEOu+E6PtTyoRIF/34ddZIMe3o1NhX/M2r1mOeMbXxTFFP1RZlvziF7/gww8/TA7x1WrFX/7yF/7bf/tv3Llzh08++YRr166xs7PDw4cP+d3vfsenn37K22+/zX/9r/+VGzducOvWLf7hH/6BW7dusbu7y/7+PltbW1RV9a3jLI4vQaC9FflV7rH+Gr/21fEdqgNQWedompbDxZKHz57xyZOv+fOd+zyfN4ymW1y+fIl3brzFDy7tcnZqGCtHpSzKt6AsThVYiqQ9FB5KJx1ow0ajFWKhdPTl9Kc8XjtcL4/XhT9F/0D0EN2H9b9SjXTmYUaikuPYkXqHpsmbh/HTy5u959H+XafpvKG5pNbV/X+2pIDPFC6fR7UGn1EEpc3NTXZ2doAuAr2ua6y17O/vc+fOnUCq5nn27Bmff/45X375JVprfvGLX/Czn/2My5cvM5lM+OMf/8hHH33EvXv3eP78uZCOvTZI5R0y9EXka06Mojp6fX/Y5oYDvSMRPqvFI8kStOrqVJEvJZ2FCn8VeA2NdRy2Lc8XC+49ecLv/vULnr5YYLRmb2ebm1ev8M61S1zcHrOhCAwGDnybQhcjXYpyfctAhRvZYPBEP9arD9j4VKp7hvRs0VdyjFrvMzmrfEwfvXdPDwi38QiJnMRwrdOAOpAbhiN0fai6dsQ6EabLSEvSu+mwHtX/NyqKPu/f7DrZTFRHvu7zq6PiiMrWSN9dOGh/fxnI2nmclhgk0gk9b89AWw3P4Xt+yH7ke/9p+pqe7zW6mzfxThLqkM2/EGA6XAK/S0kaVR4zBaSt9ghIMazAGJMizoHkZF+tVhhj2NzcpCxLnj9/ztdff82LFy/Y3t7m5s2b7O/vo5RiZ2eHS5cu4b3n+fPnvHjxIsVivU7R2qBVGc4tBT4fQr+kg6oeH9gqiRzmWelAKLxQQjCmtKdQqqM8UUL45lJHiHdIB1lhfRQc4bay8xfIDWbe82C+4PNvnvCXu1/z4OF90GMunT3Pu9cu85Mbl7l5dpuNIuP+1gX4Sp4VyVzjlcGEc2UmNtyp0O4KIXgrURiRxppR0oXUCKAlFgIlT+R6bBNxUMe4uCyX9KD6I4EAQzzI5k/cYFBKC/e2Cm/q9W2ObegvQOETrdOc7n6E7A4TfrQJ/IHrQjWOAnA8xtLJKR5jAYXBmDLx7MdFaYivcm3mzsg0E8GWNcCsjCQXMVVKLhKXnQ6COmhUazVEGaMqA3+PjCkVkqJoZZBkKH2IivXnpyH7kBPrywOh4+LQZaDxXqdznRHajrTyNRSTXnhCfkxm6FwfBm/aQL367NkzvvzyS54+fcp0OuXSpUtsbm5y//59nj59ynK5ZH9/n93d3RTGUJYlZ86coSzL5KSv6/qVGx0f3TnZjaxXDatljdISGS6nt2UCeoQ32qeVhbDhIiM7hCdhtBDprVYtTW3BtrQamlIoY62BlbOBQlY6WAc40A5oAecxwc+2copaKWypWWrPo9mSz5484+N79/n83tc0ywU72xN+cHaXH791gR+e2WJbe9ply9wLkwEF2DZGhMuhWq98pLyUtOpeSPnq2tG2Mrya2rNatQP3SLe2dW6hENQa+l24hDRt61Bao5WS4z6rhrquE+XzctUSjyV162sXmZx6KSB8jD+Nh5ND87FOUa+acNZPsapblssGV5hEJtgpFQOju1uR5IydjplWRMOoa8uqaQPTJ6xqK2ymKoeeWG9vOoclLeO9DGOlDSR6tnVYK3TEdWNZLCUxRqTDGR5OXntYO8jbIQlGlBJNeFW3NI2jbQWEViuLUQrjO3bPvC6ftN0ODGS4dNF1zpN+6qalbSx107JaNeB9d7A6wU8OLkN7I9TpfMi8JO1frhrq2mJdhFXd9fsxutXrhCOtZU8YxlLFErUrrYV7+eXLl3z++ef86U9/Yrlccu3aNW7cuMHOzg537txJAGSMoaqqVJ8xhslkkrSztpWDqa8XRyVm5+HskJcvZoxGYwCsdwhzZQBVpRLFilIdX3dSUb0CJ6Rq3iuWi5rZyzm0S+xIY9sl1aqiLTQL2+KUEh4opdFOYbz8aKtQQoKJ84pWl9RlyarQPLM1Xz55wr/efcAnX9/n/vMXTI3h0u4mN8/vcW13kw0c9cGM1sNKQ2sUjXasVnNwDqO00O0qMQscUbsxNE5xcLjkcLZE4ShVgXGKIxHUsX97IhYWS1EmJYlB04Q4OG2w1jObLzg8PKRtLVVlQAf/pY8glZOs+e52OmrlQiWSWFARpoTWwsFszuxwLma0c9imoTKajt89mywZ8kbGSgVCCGeMsHGGTENNY5nN5izmS4qyoCgLlsu8vR049QA2sBBoZZIWEmlQrfegNNbBbHbI4XyB9TIeVssVMX17BKZEKMiRLhB5BLrqtvUyprRmuWqYzebMlysKUzIarWiWNcrVqe153/XJBQNfgtLBNxqojj14J/KfzSS5gzEleMWy1AKwYSMmijgH7jTjMlO4tR6jJYlJ65DsTYslTSMp1ZTuNO/OUvv2RARFjJESNssiaUs5tUf/ZgJgTdPwxRdf8Otf/5rbt29z+fJlfvWrX3H9+nW2t7cpyxLoTMr8HCCQItXjfUDMyPi904ucF5zP5xweHjKZTfDIQVGvuvt5FdgNvawW1gciPBRKGdGQnKYoS0CxXCw5PJjh7BJbG6yzlNZiDSxsg9OBMEwJMBVOUXhDSYG2muWilfN34ylNpXlua24/f8ofv77Lx7fvcu+bF1gKzu7t8s71q9y4fJ6tcUmzWDFzDSOjMJVhpTyLeklTL9FegCpPwyVAVaJ0hSWknZovAUeBRrsICflgC7rJYKwkojZdoExBUzdoVVKYAuc98+WSxWKBtS2zmZxe9L30TbkHsBvsEagkkwtB3pIuqywrrPccHs4lm4tS4DyuaUOii0hb4jLTPJukqvvHe9AmbDQggN7ULYfzBYvFgqItKKsSI2pvr70yOXP5BO0kaSQQcwM6QGmDdXBwOGN2OMcrhSk0dW3wts2ePxmgDJsOhAVP3AfWepQp0KYIQLVgsVxSViWL+ZTWeFy7iCkbshngM79T1s86av2iZTofTeyS+XxJ09Qh65JQ4fiU+hTyLDS5g0BkIvJ1KNrWYkwp8vCwqhuWyyWtc0Gj6w7nv4lSQEhaoGMqqUwpHkSrR9Pt+fPnfPLJJ/zTP/0Tf/jDHzh//jz/5b/8F/7zf/7PTKdTADY3N9nb22M8HrNarcJAtwkMZ7NZum88A3gSY8LRogL5/ZTpdMp0MsXjaKyYJSmvnwoEcD4+U0hVFMn1UQGoCoQn3OOaMb41TMYFk80J5bjCGo+2DWjXqcnOoR0U3lBQorwQ9HtdwGTKgTccPJnx1b2H/PmLr7j78DHzpePMzlk+fP9dfvLj93j70nmmVYmtVygL06pgXBpUW1M3no3JWLSpwI7pldAWOyS9ktKFZIv2ULc1yjum0zHTjcmRgU3QdnywTXKZiNyFw0QHv1FhCryTtGDL0QjnCknAsDGRwR3GcuYGl5U5alrBPGttNOMCLa6TtFweaK1kRTFaMxlXTMchuUMCt0hV4vuWg4/kc8FQMzo8nixAxhhZDL0c2xqPKkpTciR/nZLJ2YGLC5KKnE4BtLQJz2BoraeqV1RVw6iqmIxHVKXBuYIEVLn5F2WSKZsWHzQ1jbOgSoNk0FaSUck7yqpkPC4ZlQrfkiWmICzCZLFjkZ0ralJBPjGLltZoUzKZCLPJaDRiPB5RFBq0T4Cd/E5J0xyIHbEYrHOS0ERrWif3LYoC31recF4HIDuUnMdPpQwu0PNbtW3LwcEBH330Ef/jf/wPPv/8cy5evMivfvUr/uqv/ord3d30vc3NTfb395lOpywWCx4/fszbb7/NaDSirmuePn2K956NjQ02NzeZTCbBOfmqT+mpqhFbW1tsb2+xs7Md/B5WBB1Yu5QOa0Po0Nh50RPsw/aEMRrnYFFVQkPiJMPIxuaYalzilad1DqUsWsVOtSgX3J3e4L1hY1fhtGGhCr55Nufh82fc/voB9x88YbFo2ZrucOPqFX7+k//Ae9fPcWZzhFHgmgLtJowLYei0tWGkPRuTCUZH53b0OUiuNrREqrdOocsS6y3KW3a2puztbGQ55TqZJU9GEHM8nBpBHaWo62j6aUnOemgkTZZt2dnZYndvM5l+0PfH5GZgBEMbEmigOrbTuBJrE7IYK8X25oTt6ZiqMMJnpLpW+yMzxid9kUBymLjGlGbVyCIYs/ZubW0yHZvMF9O1HehpQVK9SkAFYqYF8l7qxtIGgNzYmLK9vclkVKbv5zufMe9Pbv7FxZLgF7UOlBHTbL4o8QpMqSnLgq3tMdNxgbbjBHr9luZ9GzXPThbp8HFQQubzOWVZsbm5xdbWlLIyGJNrl1EqfRmp7J7Oi6amNXitaC0czlcpGbDSWpJK+GGG529firijJwLs4qagD1LWWh48eMDvf/97/uf//J988skn7O3t8bOf/YwPP/yQra0tlsslVVXRti1bW1tcvnyZM2fOcO/ePT777DMuX74MwP3797l//z5FUbC3t8fOzg6j0eg1Az4V2kjyx2o0YjQZieDChFCBX6Xb4eqKH/wfhe4c4BSruqL1UE7HlNMRo0onehethGFTCY9BmPbiM2q9wSnFCnh6sODW44d8evs2X91/wHxesznZ4cr5S7x79Rrv3rjE2a2SiZHO1KXs6xUieJyqUIViMh5HnZucryM6pB1QO6hbMEWB9orRuGI6rQauy+OLp5ObB6pKbmm0+CKsc5TzCt/AaFSxMa4C5MWe6P8dljwjSdRuvRLntLWOuqlRwHhUMZ2OxEc1bN+aNud/FZ3u6AGz0rSN8EUZYxiNKqbTIq32fXA9XjB5/cEFiV5ZRsuKumoYj0dMxmMBwTXyWHuPWG8E8qBcRUBe1iWtbakqw3hcMB0VaIojmk3+9yTZJNl7qIoSW0A1qhiPR4zHJm209jYAsvpyoCLIIG5geKD14L1hNJpRt61YMd6LQvCGzjAXQHJq52ZX9FVFLWe1WvHpp5/y93//9/zxj39kZ2eHmzdvsre3x7Nnz1gul0wmEzY2NtjZ2WFjY4Pr169z48YNvvnmGz799NMUBPrgwQPu37/Pzs4Oly9fZm9vL4Fhrs2dVpy1NG0b8tC5ZJd32+A+WxWJb3Y6fxwt0YpxHu8szlkaD8pZjPMYoHKgXYrMgfDXK6FdaRTUCg7xPF4u+dfbd/jNx5/y8Wdf8vjZIdPxNpcvvMXNq9e4eeE8+xsGg8eF5KOlktgpnAXnKDWYosJ7G/y7CvlHDuDG5keQcc7RNi3K25CO/pgxsga4U02+0zWCciXP6D3eW2zb4qztgCMtBPH7x/VUxwWlkRibbgxbvLdiYjormpQh7RgNAzS7V9nU8TF2LLbLo7wD7yRxhJIcjM4Vsir4/sRcm3Zd9TfUxaQKj+l9SNRqUxJa50Vb04O2Hi+TqO2owXsOZ638+G7fLbrshpl5YukfPgsSypzfIOPbti1t0+CsRRKgmiTTdHUmn3V3U6H/0pc8dAF9KmmUp55ceo3S46MaalORBUFrzWq14vbt23z11VfMZjO2t7d58uQJ//Iv/5LArCxLzp07x9/+7d8yHo/Z39/nxz/+MfP5nNu3b/O//tf/YmNjg+VyyWq14oMPPuC9997j7NmzADRNc4T186QSlV2VqcNpInqfBlHXjTH4T7ohdqT3oLyoY95Lho7WO7wrKJxjZA2lB5rgQM4QwGtFozQLpZl5eNys+O0Xt/jn3/8bH3/yOc+eHLI1PcONt67y7rWbXD1/kUtbE8ZOYZyjVFApTaEUzra4VpzJEmgLrmkDxW3wPUBgbFS9mM6o4kcaYpszBceiov/lqCS9E1NEhUUrykeAsAMryeJLt+uXBYKunfBEZ25wHqtsrQgT3jsb0TZk96VbYOLh3NjbmTlIaBs+EjIGk8qLX837AIIecDbk6Ivgm5s7R9sdfaaS5Uil1OXOx7nRyMaNs+G+EfBcb4IfDU3o6ypSn0eXIbGnjYlDLd4Fv5sP2n4EhJ48srGf5O3TM8h8VqkO54SGmJA81wdVWuQRFmGf4U7e4hT3JTu5JrhVrPO41uJayfytkXAfrVk32L5VSeEJuTNb2nKUh2p/f5+/+7u/4/Hjx8znc4qiYDQa4b0Xj3/YPYzfv3DhAr/85S/Z3d3lo48+4vnz5zjn2NjY4Ic//CE//elPeeedd9jd3f1W25amKKjGFeXIoI3qmXkKFQZvrrh2Ucpd4J9KB3stSrayK43xoCuFLkAbME7oflXEvcDd65VoUy+8487ikE/u3+OfP/2Ef719i2fzQ7b3dvjh1R/wVzfe44fnLrM/mrBROMZeMS41hRKNKgaOKuVTUonkUNMSsKhiYGsMswgiM1qSVVZVhfJKchEWR5QROhqH4fjxeN29J/3eaVU6AKf8aIyil7kExclnoDMg6JkXWmGMFoeuB11IDj4x4btJQfSrHdEiuvg4RUzCIXLT2lAYyfVotORmNCZ2m+r5kZJvJnckhU8id3lUTpSXzNJJHoXUG63VIdnMsecP47O5sGhCyFotP4WR8BCjwChQQRNMDYn9lvVhHOPJdxfmVOyjwkBRBLlog1EhY5HqLlJ0/brWpFdd3XG+dfglsX7pZ/jo36EEl4jrOdRzkIp+qslkws9//nM+/PBDFgvZ9o2snTEWCmA6nXLmzJnUkXt7e3z44Yfs7e0xm80SeV5kXJhOpz0wfC1tykvQnfUdKYePu0WINqWVCvMzLsUxHVRn5kZyfanSyWqMDY5zi6aUwZLbW4jPolYwc467By/57ddf87tbX/DRp3/m/qNvmJYbXLx0kffeeZsPrl7iymSDctmi2prSllSlwiiPCqubxmFMyJRiWzFhlIzUTvsLZgcqRXFLUhPhoYp59NIT9xfwJLu+lFXy8UQNSuVfTiNWllqRnk+mYRzZ/YMg3V26hVVy7IklKw7XROWbaTgQNTWy+jjyOpqRhLrzDQeI2lZMchDi6+JVOV70aBdyu6W/A92JxCetJX6QT+rM2OLocO5LvzOxs/v7qGW6rm6V37/Xop5cpHbVezs+nijlKhz9yiwS+s+Yrh/cJVcOI7BrQsYfnWUQwifH5HCz9tuWdNYv/h061ON7ZVly7dq1Uyus61q2Kb1P8Vjb29tsb2+vvT43MU+imjlaPNZJlpHWRtMkaExefEc+gFKi+UgaYzdY5JXEWznEcdy2LZ4GZTXGj4Tw12usdWBF23EKlsDz2vPV/JA/3LnHb/70Z/7tq1vcvf+YwlS8dfkKP3rnJj+6cYnrZzbYsYq2brB2hWlHaKeIGUW8d+J9UkoGqJfU8CqGDcfWRvMjaAVBgQjZeCwqAq0fmH4ZhvjBMh+PioRQpiTLTtQxmUWUVgcoPeROr4/+L0CY0zsHWmXvcNYJOPt1dfph8wf1B3mpPLdvN9ljkoG4C9bXuod1DV7nN1XDVrkU/uCTTPK68nE2rDusLkplo1Al2chPcFvEEAmfA8VAH1b9lsUF1UeNMzx30oCDfFLdWUtzWaS7+K594Ya9x4tgFYOsxZzPI+m/e0nO9GMvWEM9nJuIx12fH3LOvzfUmIYAldd73H26rdcArPl9VMjNp8TsE5u7mwSyKkXK4G7N8CBJGbTG4VG2pWxbStdSBH1t5Sw+BBS2BTypPV8+nfGHr+7yvz/7nD98fov7zx4zKie88/YP+I//4cf8x3d/yLtndzmjNebQstAtSq1QvgGng8kaBq1zJK+p6UzTNDiVaFHKx5g3umfKilrzXia9Ne90w1RMPZ1biV29KgdNxCeTT5I1k0i+1z8YbJSizQ68412mCx2/SA3Pi8VJ5/KNlPSpQ4x5H8TWbYN04BNjnjqtMJuNaazkICLjK2zNJw3W0101II3znrUyX6NpyHsqnantcu/RMyGHJwuU9733+sfx+3+lrV1/Rc0ojpkUTe+Pfls+F2Rynr6/UFYDSYHmZH/UrF9dvlV57QSkJ4HUaeU4s+64DDjH3j+EBjjl8CrQ76blonOcH6lVKXrR3c5jnaexFh0zDitNoUsKHJVXqFVDq2r0aIqZFDTAoYcnC8/nj5/zhy++4reffsafvrzNs9lLzu2d54dvX+Mn77/HX928yg/ObLFfaUbWY32LbQ9pmpd4NlCUyElZjvqTIjC9sqg9HStkb9T2rzmu5Cfrj3U4SZ66bzv+so2hFAAZzcJXra9nhrzSlWs+6UW4n3b39fpX99l3nIlBJsk89qeZS3mcVheZnjQu1X3WLwN77lUadkQ7jqc6ux+f+lF2WnUI2XnT5f93mZKHoDUMRoUAYjHktqdmpwvyGvLKBIxirvWwOqiY1E4RgvDA17KBXowLClPRAodGYqQe1Y4/3n/A//74L3z8+S2+fvCYxXzJ2Y0dfvT2u/zHn7zL+9cvcmV3k72RZqLkMOzKtPiyoTUNHgshNmbwxHBkOLDm77B0q99RU+Sk64+p81vr7EMY655BwdGW+eEznnTjru5jDKp+iaHbr/UwJwHTq5SwuKzjcPo28/eU7yQ5KN+T8uDOvaj4171Z3yQ8Kpd1I9Mfe/W3K98KqF4lEUP8/LsQ4R3ns0rb5WlK+k6l9+smaTQSgu0eO0222tB0h2UtihaF9gajRhhGOFWwAJ7UljuzGX/6+gG/+/QWn/zlNg8fPwULF8+d5b23rvOz997lr73ECpIAACAASURBVG9c5MrelKlWFA6KoE7/v+29WZcct5Wo+yEics6seSCLNXASSVGWJdlSn7Z9jofl1f127rp/q/9Jv97z0nf5xdd2y21ralkUSXGmObNI1lw5xADcBwQQiMjIYpGqoiham6uYVZERAALYM/be8NJqdzJIUOYIbsA5HdIZb/ojzPfZe+TUiiG1XeU0F6eTkt/3QKWSr4Z1VJHdN8ohlmsyz5TyCbAiT17Z9qwzGHdQ+faLRGJnRZXdkb+z/NqQYTZ8bSRqm36dtva0QtIZMKYYRtErGwPuDfZpNWLseSbj/P6tOUg2H0PmJQfQfAFeWqN6HgM6CCZV6p9yl8Ts6ljfgBu4kRFEpngJsoJ2escoAZK06FoCRAikFyACD+XXCVWVqK9YjbpcW13jq3t3uXD7NjfuPWBja5daUGNhfpZ3Vk7ywclTnF2Y4/h4jXFf4CXohFOdlqdteyGJReLgYAnx20/zPgK7PcQonM848P50iBcR7yprPzfOdGyqcK+xQcTwWpifLPkVhLKBAIX2i1CiraV9aQeyswto7SCjVRXJyn23Ub/vxaxcLd59v1GMrkzTHO7WzIc55qt0mUrN1WHhk2mwKb3ayouZUMtGUnz3lzTfnEcPklkdqun38sdfjYZca0KRBTblicnoVdpRneaAucdbp0wqUhBGCjyhj0lXHolXZUBCHAl8Ija2elx6cI/Pv7nG9dWHPNxcZ6ffo1Gts3J0jvdOv8X7J09yZn6O+UaFiQBqqWXqpypPgiSRijCRhEmCTIM2jZaR1yqsCzXFu4xJjQZTFSDTMMufKCLh8+Sgg3VuLSeVEpTrzypy0D1PgBFWeNgrpk13LGarrmSsdtby2bl2Ro2Gkh+FSXoqecdR7z5Ciyu8TcZw3cfsI/kVKTtwIjdTIgujGLozNw3DYzJYlMWiFcaYCnjbn1Ves+Tsck1MDF8a/nb4XQ4AXphRHXxN83IYXUkhC8DTO3oFRpXeU3zGFFpz88Gcr0nLUmlneQLrOwN2e9ts9Xs82njG5ds3uXzrBtthl6BZZXFmhuWj85xdOcE7x5c5NTvDXL1CizTdJu3A80H5abyyAh39E2DTVYzmqQTDSCEypSHdztZvWYLkSiAM084h734kZZGtufNoxuX+OHOsyp4v9iuyR11Nci9Ust2I0cuaG2O+eUd3G9LVsg6K71QyAEvJ+8V7Z3tgnzkk+Y1Tl62OEhyq5PeS+wRDbRRbHu7lefiiLEoIKLgA3TpfBwuvnTN9/2CkQnFLuwyrHfmg0lQCD0wlVr8iiIEwhI3tLndXn3L70Qb313dY3drm6fozVp88ZLc7YKzTZvnYPG8dX+St5UWOz8+xMDHGdK1Ky1P4iUlTEba2tjE9PeVT9WrUgyYid9CVsM/kR1tGXqPQYD+qepm5UNQWXgbNDDMboTm595Tetpf8dcc3aqyjCHoUwb+kWfNCUGT8+2Ra+75zv+s9Gpv27uc5DHxfUubg4HvBqIZjsgRuqVWc323RfUdBkaQns4i0jrlIzT4Jg1jSDUO6g4S1zV3uPnrCtbuPuPp4nXtbPTb6IVEUEvhVjh5d5q3FOd4+cYzTi/Mszk4y06zTqfg0hCRAooQuVyzR/jCZ5udJlda9UhUqooZQPlmynhmsLp+slQ1Tf9pVRQrIkROLKidon4/sz0GmkdrLXg+o7NOaYi6hiKFg0zwz2cu0cDVOMXxNiIIVVGzXK2hHRe21KOzKdI79MvGy9il5L5H7MLdYDbr0GfeB7EttgRcZYuZSEGSVttTQ088bf7Hr8nkQaK3/+W6KF4fXjlEVo+TLHOqaYXkoERCrClESECsPT+gyKwpsyIHZzYsVRDKNPJeKgVTshDHPtrqsPnvG2uYuT9c2eLD6lLurz3iw02Mr8RCVGhNjbRanxjl37Cjnl+c5OT/JkbEGY3WfplBUkHpnT0ikpx0jSok0+12bfbo2u0AlAqRINSpdCcGUF1ZpdLbSL5miS0ooztpbNMrRnGtCCofUXKQ2QZGFihIOIQoY8osoQ+il8t5lUA6TsuMrl+O5rBVMiRRvL+pJoTQSNU+61h7xMMXpMm21TGsdoa05gpGhp7K0puHxmDHs9TJiSMm0TMoG86bt55pxNoyE24errbrj8hwTVKEs7XjWR5rrKx2Fcg5Hschm8GuEEFOkoT1lCfHfEl4rRlU8Bad43VZ5QKCUT6Sq7IYVnmxLahOKSgUSkRY4E6THVCkiBX2p2B1EdAd9eoMB2/0+T7e63H+ywZ3793i6tsZ2V9eq7ncHeEGN6c44c1NTLB+Z5+2VRd5eOsrRsQbjVUHTh5qAQEmE0sepC1+A1ZS8tLyIXsAYRawgloo40ZWspNTMzOKCfslU8KcGrc7esfhnkFk6ipZUCik9FD7m5BFTd67AQiy+4USLawRLq1CkxCelQHmawSf2VBF9sojJ5Je27WHMtf0axBVk6SHozyQxKWHpmMmOBDPPmIaEKpi9KR9R6U1KqizUUCk9fpWWxDEHNaR1x8xkZ4nVIqMskeoeBaYPusAd6F1iIQJMwK7URQNMBRmDtHkO5MYeACgPka5xnI5Qpdq+G/6VSF0JQ8+lMDKJzHeXih27sZGtuJlnWyIGdE+ej8InkYJY6tOWdBqX6TzdqU61VCl1m4YkFTr7Qyr93rrcsUgrfwriROp0swOE14pRjYpQd5OmQU9UgqAbetxZ7fLppXs87iU02nWkrytjJ56AimJroOhLQTdOWN3Y4cn6Ok821lnf2mRzd4et7i5buztEcYwX+FQrFVrjFRbH27xz5ChvLy5y4ugR5ibHmW561L0BXqSIB0BKXCZNA08hE4XwFVIkJOlCKoQugB/HDJQiArphhBSKSpJm/TvcSljCTJHM1mlP313qE1wMKiQS+oOYKNFMsx/G7PYHKcPLRy/ZuXbEdCI1s/M8Xf87N+5E0htEhLE+0aXfj+n2QxwuZ3eLRNZ4TkkxedLGm5hIwNOMo9cNCaMIT3j0ByHVwCP2/bxIdggk/xLK5jp6QlealErPUxgmDMKYMIp1meZBDCTZXLs4Zv93BWWh5hcCmehPnWOqmXkUKvrdCCGVrvzqToBNgKeEUYm0FDakteYgnYMwinRJ7VDRS+fac8rHWGaV04yVc90p0SPNWmpmGEaKONZVSnu9ECklnifT3EIIhC7z4/k60RilkElWBx30fAdVjSdRpNuPEkkUJ0RxQhCrrE5+cc1eEl4rRrUX5CLT0RU1H29scffSFTYqTVrjbYJaDVGpoIKA2POIhWSjOyDxPLxKhb6U9AZ9emFIGGtkiJOIOImp12pMjk0yMzXBbKPGSrPOWxNtltpVJhigNp+xvhnjS51EqxJF1fep+AEeQifXpvWUROCjPD89VAIQHrGCfhixvb3NoNcjkRH1ik/F9/CtCp/f80HqLH0F9qAErU0JknQXEOHpAxi6fba2tgBFd7fLzs6u1k+Ula2Z0WSviZQYBXGSIDyPIKgQJVIfUyg0MxmEITs7u8RRRBLH9Hp9kNK2Wx5kmrafSmRNRNoESwDfD/RpLru77Ozu4nke3d0G2/UaFd+UaoXi9rs1dFL10BRH9PzAHpelDx9J2Nnt0uv1CYIK/cGAwNPmuc37wLTBcKJ26mtR6Twg9Ck3QujUq92dLlvb23QbTQa9HtXAQ+tGGSPMApLNe7gsMU38V7qmvOfrAyQG/YjtnV16vT6VSgUlJRXfR8ah8WDmmJQqmyOFPetQa+36Id/zWV19ShhGdLpdmo0G1apPHPXp9XugFBPj46liQIaXRjs3ap6n11JKCC1TEux2e3hehWarTa3e0KcNcTDwvWFUeVAkQhFWYNMf8PedVaKtx7qkqx8gKlWk8IikZGdXl0dutVr2rD9fCDqVCq1GnVZzkk6zzdzUFLPT04y3WjQ8yWQFjrYrzLbrNAOfOIyQsS4aR4JOIBYCSZL6n3TVAlvq23PipGyZGY24EqmL5HmkZqqHtvFSorfmn9JVLxVpSZfsrDl9EKourmfUf1PWJJFa9bZ1ljR7s2QizCUzLJGW81EgPEWcSlCEb00Q4yNVSpHEMj9ew2CV23DWm5RpFQuh0o2GNKmXvK9MSV04LkG/h/7OMSFEQYNQypo1knTMylT9IEteT2deJiaURTrt5YnftJ0d3qnnXQhHjCiVJSOnWpdMqwbYsjdpO1JI+0xRd5O+ZlSJKYxoyhGrTGh56WZMnMiseqgtlmfGnp9zqYSucGp8RkpvPknhp26CtDKDAM/z8YMK1UoCAqrVKv1+n+5uDykTqpWASlAh8LUfMU70eYD9QUy1UsOvVvEDfcRaEuvaaTqp3bfm8EHA95JRKQGJJwnGAsamxpg9PUsYSwaDUB+eKXSROZRgvFWhUW0w1mxT9Xxqvk+7WmOy3WFmYoy5yXGOTExzdGaKsVYLFSt6O9sIEdPpVBjr1KhXfOJBhJKxPnA0Nfw129DVDg0iSqUPLMAzPh2hg0mBXhhRq1bod2vMTU9Rrwb4vj7YwFZ5IHNBCEWaia6s9qQZlSkYpxFCAs3dBtVKBSUTxjotxjqtAvMwGtVwMJ8x8YQQ+EGQnioCQmitcBCGVCtVoihkotNmvNMiq3iQtTnMqFTKqIz2lmqACPzAJ1GCerNBvVHHE4J2o06zlp6MovLtmN/dUry2dAteOt96PYTwiCNJo1Gn29Pn+k1OjBEIl0mlbeQYldufE4xr/KJpUnucSKq1KpVqlU6rSafTohJ4IOMCo8rEg3vN9mD9gRD4PngB/UFIrVaj1+tTrVSZnpkk8D3iaGBj84YZVb5lbf46RpdKccfzkVIzmrGxMdrtJvVqFV14VVfs9L2AnZ0dbq7fYHt7i+nJScY7Y7RaLaIoYm19jfX1dZQStOdbTE1PUanV6HYHhFFMrzcgDAfEcYRUtQOz/b6XjAr0IsVJn2bD5/y549SbHQb9kF63Rxwm+MKnFlTx8ah6FVq1BpOtDjPtMY5MTDE3McFUp0anAg0BzQoEAsKeYsNvsBsN8AOPRtWn2aji1av4HtY16xkD3OxwGD6SeZjtYQAKfZBBd6CZW7/iMz09Q6MuCJx8aAPu366P1yB48UcClao+cAGZMDneYnK8Zdswn6Pq7BuHKEJXl3RJLZaKnV6ATBT9ns/4eIvZyU7pWEcsVKZMpL7aBK0gRhL8wLcVRfUpNFVN9C8IueIqCsJQn1JUrfXwfY/xsTZN95yM7NacVle8bpbZvKsCBlEC6HKhnVaNyfEm9WowNN+j2sa5bu4xPv7uoIrnCYKgQrUSMDZWo1EJUDRy67fXuPd6l8Ggx2CQpIyqZhVJz/MIfEGSSOqNGvfv3+PG9WucPHmCTqdDu91mY2ODi5cucffuXY4fP8GxxUU6nTq1WpVqpcLm1jaDKESqGEVCxadYzP2l4XvJqASKQEmOjHU4+9Zp/u9/+hkzk1MkSjFIww88oOF5VNHlVnXqgE8z8GhXApqBT1VAIEFE6aeEYCDxB30CGVGhSlVo9TVRICOJjyldK9OyvNmJsEhTOxtbW0wXuYM4VkRhSDjoEw76qCRCJvpMPt9YBkbbMUxJqbQ2db4OlErHA7qfKNYFC/uDHp6SxFHNmqBZPbq8oSVsn+nQzYaFqT2ejiFKFGEU0x/06Q96xHEzxxCyNSHfoOkEt389H3Gi8IRHlEjCMCQM+wDENR8pKxlzyy96scthpqOynzhJCKMBYdjH9zzCsKa1B2+4HdfsGyoSZE3Q7JTtOJZEYY+w3yUMPMJQEfhpyWBKmEhRewOrpaHSXTVTfzxKCAeRPnlZSaJQUQuyXcFcsLsz7oyp5ifFzLlK+4nStge1KpVKQKNRIfCA1Jleq/g0Kg0Eknt3/87mxhqNep2JiUluXL/Oha+/JpYJ58+fZ3KiRbVa1fgXxQSBT6NRo1arItITpf+hTT+hwFeSplRM+x6LzTpHOm1E6qg1Sk0FvcAmBlzn3oGXgIglKnUa10SQOYJVQjTYRQqJJwJdpB7So4EEngKV6JNCPNIGnSpzQhrzJB+T5Hm6wJney030ThnG8ar9Nzl0s0GuaV1MZWKClLYE0Q1rP0bqpZK64iRC2n5tDKBg6BCDjNDTGu2pbyxR2oQ1f3tCEPi6FrvnnC6Zsy4YUfQuswkxqSxeuoOZuW9MpQ1MdERpSayyEB5jbRrBYMal51PXKlPp30OjG1nuOBu626YBvbuX6nAeeL7C8wrzXWyocNGt7WkW0jNjd+bS1iosqnYFdpi9iXLaTkMXnLxBkPpEHqXPp9TmHjqUw/hE8VhaWmR+fpbLly8TxxHtdodut0utXuHdMz/i7bfPMj7WQaBIEl1NVaQ+SyUTjePGwjgA+F4yKoBAKhpRQmcQ0wlD2lGE7+uTZpWhUuPDSBdYJqnGkgbrKFJTxFMoT/ue4iBBVZQ9rUM7SDUzwBeItAindEoIm1K4WkI60UWpNualJo8vsuO2tNM8I1CLsgrLtLJ8RhOoJzNNwyAfpuJk2p59Lv3xTNuZtmZCFlxIfdApcWrKN20bJlVJGVWOgMnaH06QdRmBYYT6NGp9kIHQhJIezGHP26Dk0x2b06o5RcWSfsqwhMgqcXqWcbn6B45Nquxzbm+O/glogWU3W9P2A08XY/WFO8YyEzMfJlKmGRo884RI649rJmKErC345/jvlMjaza4aEeiECDh4JlB4Qo9bSR1G4wkdJpPEMUrBiRMrnD17lq8vXuDy5YtMjE+yuLTIO+ff5sMPP2Jh4SjVaoUozvqXMiaOQpKKj1LywLQp+J4yKoE21RqJohNKOqGiGcZ4nrLYqTxzojC2dKqMdR1yz/fwKgJR0dSp02o00xkEEtn0kYOYWMYkcYxQVduvp/dt8UxKhpIZM0x3Fa1T2WhFOL4tKy1Tie9muKvMOMgzAMjK2BhEzESsSGMDssoJBkFdRmEY6JBhgt0xTMMHDMEbh74dqzlwoPB0vs0y7aTAsHKLqbRqVdQSipy0tP0cudtn8tVl0jkxc6vc5zIGq4rdFodZHE26oeIm4bq+OMsLR2ptbn6AyK2MSgWglwod87xShXGb64UxqlRLzemxwh2jsm0nSYIUeifcT2ueB4FPq9WkM9YmCHzW1p5Sr9WYn5vl7bfPsbKyjO/pTRJzkpDwIJH6CDHAHiBxUPD9ZFSpRuDHMX6S4AsvrS+tQOo4XyF8hFJpSIJGCy8whVJ1vJPeDPFSZ65HkigGKqIfDfRBCZ5ePNBb2wKZHQMk0NqQEbMpMhiTrliLyVPgKW3+KWnQ0blP6cAFV+Jq/5JCCFNX3jAk4bSsL5sTXcx+vK6jLR3CTH/Md858atw1p574eGZr3iC3VMRRTBiGJEniPOW2XbxmV6twPd0HU+k6mEMpyM6jy8PQSHMt2zHmenOYUzqHWW39ki6EcJ7L962vOXXBwAYhS5k/SGPY7FPWX5l/B7N+bliJnm/jS9JHopsQkGK77tCHE6L0F0X2Za5lqWlKKQK/ghASKU3AMARejet3r/LNN5dZW3vG1tYWU5NTeJ6gXq8RBAFxHFOpeppheQopY/QhMAG1agXfD4gSnb2Rx4GXg9eeUbkn4tjI2DTmRHoirYKgUk+mNo9IvzcZIYo0PcRLD3lMT6uxAlCHf+AjCNCZZwqdjecLfRiBMVtcLUakmOlKPXNQqPVbGUltVPq0XSFSiamUZXD2fqOMGa3G3Efmu3L1GoP6njFJ7HO4ikZ+Xgt/m4MqESkjNaZsKt2VStMqrI9qFHMqIKQypXpMyk4ao6S0894z25kjxrkXo9LvkWYsiMw3k92t7OJ6vrDzsj/Q/dijpZztV2Mm4cRSWTniLGOm4Rm/pTNH7vt7meYkVMFUVdlTNpC0oKUVmawwD6LzR43Zqd/H+DQ1Penj2XydqB9HxHHIRr/Hxx9/zJdffEGn1eLMW6dptVpsb2+x+niVleXjVGt1PM9LrRaF7/tUKgFRHOuQG09YkiyI1fwsO8JprxJS3wtGVQZSCKQvNLMSoNJDD1V6QKcQpgaVMYWUXRxDHEYNVor00AJBhYAAH4XCnAGi/SqmDpbJrXJH49gNwlkdR8IaFmeRBKzZYN6w+JkDx9nmPpOibtp26leyLLUMRbJ27Byr9JguswHuEL57p46eLhvdXtLSMCZzn25VSonwvZTxDakiLwCl+gSOEWXXPfNKjxin8yRg59Aa645WNuRXhFweskmJyg5fyPp1mVZRyzM5dkaolZG5McfdmDL3zbJ7lXYtuDhoBZkJKkYLIimJo4gnT57whz/8f/zlL/9FtVbl/fffw/d97t27x9raGjdv3uTUqdPMzR+xtCPAhpjIJCGJtXbuuwV3vyW89oxqNAgS4RH5HomnGZYyPiKMJqVBo6zIE7BR91Ofi7nu46X/8mRqkd0q7EVw1ALXO+rc6F426Fckz9FahRi6zyKm+VqY3zOi2y/5G+0ra1MNIbjJN/x2kGooYBn/4UB+8r9tL+WMINOg8jBsQo6+Z3hkwjASR8t0tSK37/3U5hvCBWfOjUaTxAnb21tcv36N3/3ud6Dgf/7iF/yPf/4fJFHMX/krN27eZO3ZM9bX15mcmKRSqeAZt4sCGUuiKCKKY50v+Pyh7Ru+x4xKV0qIPJ/I94lTKaSUkdnZwuSrejrMR+X/NjXVlcolhpT0POrai5DD/u51pfxoppaholFcXkpHcR8SuY/s+5GjfEnRuc8qmKP75Tl9O+uy56Q8/x3209swFE3X4e8NvpYp6dnIincMj7fsyrD2XcDTlClKJdne3uHBg4dEUcQH73/A//xf/4uTJ0+wu73D6uNVwjCk1WoThiFxnKCU0kHQngCl/bg6VEGbxN9GTy7C95dRCW3uSWFSVdLieUapcZY/06zcaVNp9U1hzUAlIDGOZMdBDtiCfMb0MyEQQuDsGInnrIzIfnL1xEc9NIyeDKGeSH0jaZs55ju63eFxDY9Pv6LzT4nhmubuOHKfJe+cu9dR3/acg7LrxfbLIF1Qlb3P6Gdc7UY5/5urgtL3ei6TddZvaPdP5EZS3lLRJzc858KGrrhiOGvVBJVq9BUUe7QsUikCP2Budp7//b//L945/w6nTp6iVq0g2nDu3DmmpqeQCsbGxqhWqzlt2GxKBX5A4Ad43kEGJ3yfGRWAEnjuD8LazDZgEnOUuPFZOGovOgLb1IRTpPWs0vCGYQZhPp1NaeF8L7L+R0OBcI3XPIePxiNbcp9D5JkpKSh8S1mNqNyL5/oqjkXgmgcC0oMLiu9RbLSMWZUx472YUvG7vWZzmPDKv3fWymUuuUfyzCp/Q76f4TlWqbBw27EXcuzveWCwq3jSjCgddzmzKh27qTNlNbgsLFSmsVNT0zP87GfTDMI+7VabRr2OUpJGo8nK8RMsHFskjCLAo95ogBIkSRoCJHUCte/5+J5v/ZLPY+X7he81o/IVVKT+CZR2iBufc4ZCKv3UCGBQRyGswDV5bgpIPF3LypwSMwq3NC1nBT0M+poAvGE3hSPdU8QRRgOy4y32Zxyxwr1p9IAKxDB0e04DUIVrBSahnCuW9vZiMObGF2E0br/7Rekiw3se08sz9yGlJDev2Q2i0PYQ21Uuue+5MGTr4mo9w7uUkPGn0ij/0nEPz3mW/jPMl4XBPRwtWXhUAl0lIdOUdOYG6F13L6hSqdZopKWHPN8jiZTNYpBJklZlSEegRFpLbY+peQH4/jKqlDH5Mv0pCqF0Ecvkfi5EzllnRWY9KVHMg3dRLt+qcrQ3e5/ITELnRttgxpiyuKzcfUbTcQNCRxGEQdxyFwh5YhzFrPbDUPbz/SjNZI+xmwl7Ifn7Ave681P22MjyusV+8uucX8tih8rpr4hJhQYK7WpGmH2Wj0k541bOHJaYpwY/LRN0hig1w/Q8HyUl/W6PSq0KMk2LEWbvUSeyCnSFBYxSQLq5pJTWrqSpTnEQGy8ZfG8Zlbs+2do4CGG+EKQBjiaeR1m0UAo9+Urg+3ohfZlWRiiqrSkiuPqKacnV2mzgHkU0pASjMyQa6YowF3I+rVGwF0MoYySFji3iF9sRhc9in05TRSoeGldRk0u/LzLLockb1b877rL+Cpdzw3LGpAp/59oYPefab5cbTKGTUZpR6Qtm35bIk0xoFaSrHbZy3sHoT6b4X3lXuRJFiaTX6/H48Sq+J2g2GjSaDWq1GkJ5mPQwkTI/gaabJK1WiiL1paQpQD+EJ2TajxTaXJPC1KzOjDuDgELZatr5nT4FXlrxwBf6s5JAJVFEEhswCsO0YBUBh2HJkvvs/akpqYSp410kiuLbOS+5b21jP8wMB3kK95dm1Kb3mbPF9q3JOG2PMhntWryofbDfMWT10p/7TO7r4WfyQsvMx/7HnYujKnab4tm3oWmrkylwk+RJTczskKJ07ErXawsCD5kkRFGisy+Ezx//+Ac8BKdPn2ZpZZlOZ4wg8Anw8Hxfl9qWEi89OEPHZmlnuvkxDPKglKrXllGVnT4zdI/QSZm6prihB+HozI50GVIkzLIJ/PQ7D/CFxEujxk1hPCCvxgqDqKaFYX+DKeppu3WqI5iodotcVouhYKqZqv7C+XFezxmOJncnINF+SYEXCudiQZuyzwobmGooSTjsdaSuIYptC/suRf3MvI6OlJZpgKMqzDNDUGTvRhFylSU7H0LXGveEl4kGV8oPzQm4hV6Kr2YJz4OcnyE3AJfpFzssvosh9OEXtbF+xeBhFz9yAkc5OJ+ZXXlmkY1NpDRjwgyCShW/Joi3YiqVGv/n//w/rD5+xNkzZ3j//Q/48MMPOff2OZqNhq7BFifEUup6akLn+tlqREof3BHHUDkgDvNaMSqTQ+V5HlJKnU9UqeS3QdPFi2NdTVHKmJ3tLeLpSRCCMBygpKRaqeD7HmEY6gRP4dk+NJjwT30aiAx1f/3egCjqkyhFGAl2dgRhpOvr+GnAo64xlScqL6U8KaVOfgp0SwAAG4tJREFUmUvjukwUdhzHdLt9wnAXpSKiKESRWMbgzAI5clQpE0yZXlY9QacpKCCKYvq9XaKwj+cJBoMB3V5Po2+xtEuBZsy2tVJK744aszdNW4rimEG/j0pCkjgkHAzop7WS9lhJZ02zdTPvpRREsSRRkkGvB0lEIhWDXkAv8IiDyogE3PzAzSwlqdPXLIiUCYMwYjDoI5MBkQzZ3hZAK61HpUaovpqqlTKR1ul6pmNRSv89GAwIBz08TxJGA3Z2tonjWpqG5ES4C6dd12mgo2d17X2pEJ6H7/skUtLvdQkHfZI4IvGg291FJvX01aRtVA+/OC/GBWHmWaXzpCumhnGMkjFCSMKwR7crrCZUrVZQvkCqhPc+eI8/ffwn/vrXv/Dg/n2uXL3K5198zpmzZzl58iRHFxaYmppiZmaOVquFlBHd7jZJElIJFL6X4BETBIG1qrGul+Iy7k/neu0YlXuuX5Ik+mVTMC+lJ7bK7u4uly9d5He/+39ZWFggSST9fh8U1Os1PE/Q7XbxPEGlUkUpmR00QLrrkS6UVn8jwigijiIkiiAI8P3A5jH5fsbsiq4Og9hxnOisctIqDek2bRSF9Pt9er0eSimmp2cs0RTRLWMmRsvRYsrUuwaB7/v4aZG7KIro9Xt0d7sIIWi1W7SaDTOr5ChyBKMyh1OoNJFbCM+uQRhFDAYDBoOQTrtNu9N+DqMy65l2mJoG7ikmcZwQxRFxHBNHMXGSUK9VqdcbBIHvbESU92NSQBS6AoA51QUBMpFEcUQURel3ei2bzZRR2Ty4ctNEpfcDdk5EqkolSUK/39d4BgRBQLVapVKpEAR+fo5zjMp8irQel0ccJyRJkuJXhSRJ6PV6dLs9K6RbrTYVq5YUGdVec6/sPHmens/BYMCg3ydOYnw/oNGoE1QqujAjmsFHUUSr1cL3PdpjHVYfr/L4yRMuXLzI5OQkS4uLnDhxgoXFY6ysHGdyckozOQV+ENDpdGg1K8ikhUfN9d5i6o65a7hfeK0YlSF2k4hstKksYz9DooWFBb744gsuXLjA48eP8TzPZvcb5InjmF63S7Vao9Gok8iMGG2xNk+fzoFA5zvF2lbXtcrT4vcpU/DSMhjFg1HteYPpWM131l5Pr8dxTBRFSCmp1+uOllGmMWSXs6OPMumux5TWUE81tsFgAECloreZzXwNteuCcYc57+W+j87mT4iThCSOCYIKlUqwL9O8mCKTP6tRt6sPxUgrmfqeLhkiiubSMEK7/ZvqpL7n6SOoUgZbXIsXIQxzv5kTz9Njk1KlVUlDhBApg0rroO2DeRuzzNXWfN8nCPScmrallARBQL1eBxRxnDy3ZcARBtl7G9yN0goYUib4fkCtVqNWqyGlpN/Xtc51orKfMWhPECcxiUpYW19je2ebb65codFsMDExwczMDPPz8xw9usDx4yusrKwwOTFGksTEcYzvjw78LDKuveC1YlSQ15pcRAEswrRaLc6dO0etVqPb7SKlzjGKY61u1mo1fN+3Goy5ZtooYyZmQo356TJHl4G6jM4dc/F791rxMNVRJ0A/D9znzJhMZQnzXu54Xqbt4mGvLhSJ4Hkw6n4XQcv62S8TlDKvBWqCNNpBQSAVBN5+2zfPG2EFWIFjGJXWbNULtV9cS9fUNO0YYW2Y7n7Hbdo3DDwIAjsvRlC6zHEwGCClpFar0W632dzc5G9/+xtbW1sEQUBnbIxOp8PMzAwzMzOMj4/TbreZmppidnaW2dlZZmZmmJ6eZmpqivHxcVqtlm3/IOC1YlTu5BY1FPeaYVTLy8tDBGYQ1tViFOCnyGD6cCfQRRQzjlETXHwWyDEM83zx+yKzetF5GQUHkdSbOzPREQqmfZepHEQ/xbYz7e3FGHhRCywKlG87VhcfDY4AVoPNGJguH7TfsRcFggsHlaTt4qkriF16MvQQx3HO3P3666/5+uuvAVhYWODIkSMsLi6ytLTEsWPHmJmZod1u0263aTab1Ot1qtUqQRBQqVSsJWTW9CDgtWRUwEiV0Uix+fl5kiSxEsMssCtljYR11XeXIEZpD2Uq6V5EVCTmMsI3370MjELqUZrdi/TlEnrxWnHeXnb8ZW2Xff8iSO3O80ERdxGKOFLGqFwG9iLtmjbN30UBbd7P0MPL9FEmEFwGViYgut0uly5d4tixY3Q6Hebn51leXubYsWPMz88zPT1Np9OhVqvlNDUzL2ase5l8LwOvFaNyocx8cheuXq+XMrUkdYonSWLVcre9/fRriLPsOzg8wngZGEX0L9pG2XOu6fOihHJQYziMZ/YDz2vXaB8v6vtyx1GmwRfn2SX+/ZrE++m7eL8ZQ5IkNBoNfvrTnzI+Pp7u7mlzr9FoWM2pKFyMYlA29oOAQ2dULyolzcu6DMq1dYuL6moEZdeLz4127ubvG4VIoyR5fses3OfysozOLHiZz8ttt+y99tN2USgU2zQCwvWHvSyMMoFfpk2XiIuawSjf4LcBd26+jSkP5DSoIp6OEhovM85R18rW15h/Z86coVqtMj4+bv29RZ9omUvGfRfzvbtr/21AqIMyIkfAyzTvMgoX4Yr+Ifd6cbLM98UFKTKqUXa0e33UeNx2n8dM3Lk4KIIpG+uLQpHxP88M+7YazEFpoy5xlZn0RZPsRbWv4rhHCbmXMe1dfHGfLXM/vKy2VmzbbbMIZjPKuFLMXBpnPpDbqHEVgVHv4LpfysYy6u9R8J2bfmVEb3Y5hBCl2+ye5+V8BO6zps1RiLSfiSm753m+n/34hg7Kr/IyJs9eY/o+Q3GtyzSPMm36ZfoZtXYv03axvVHa32Gvj7vLaMZkdjHN3y6dlSkEz2NaBwGHyqiKL+AO3AS6uTFAvV6PnZ0dBoMBURTheR5TU1O0222q1erQ9rP5fZTqX+yz7O+9oEzCjXrP/bRfNh9l5srz2nsRX8Ve9+5lvowaw37edZTJUdbO88zYvcZd9llmrpeZ82V9PU8IlT3zMppsGVMqmk5FDb0Mb9zfyxhpGc4Wr7laaRAElnEVNVJ3bt1Pt739aqEvA6/ER1U0LYyqKaWk2+3y9OlTHj9+zLNnz9jc3KTX61lGdfToUbvjMDExQbPZfC5DKk7gt+Xse7VTRJK9TE33OzdVyGiPLnLsxRBeltnudY+LsEAulsd15BYJftScFE2X/Yxjv0RfJFL37+JY3fGUtV/ETwN7adXusy+LWy5xm/Uve8fnjbns2ovMuYt3ZrfOaFXm973M0G9jDr8QHqtv6zDZA4xkKO7OxXFMv99nMBhw+/ZtLl++zM2bN9na2rILZxhZs9lkcXGR8+fPc+7cORYWFiznL+P63xWY99xLpXevxWkBfNfvZrZ7iwteNHEPElxfj7tOhlG5gY5lQZTFdzNtuvcc5roUGb25BuT+dpmwgeKmixnny+7kvQyYWL+i09mshxDCxgUacM3b/WwkvAlwqBpVEXlcJqSU4tq1a/z5z3/m0qVL9Pt9jh07xpkzZ2xY/87ODl9++SV//etf2dzcpF6vMzMz863jeg4DzHvqJOjhSOmiPPB9n16vZ/MWXWRzkS+OY0tQh/G+hiCMGd7v92k2mzlp6mp/QoiciVDmwzDz8SrWRymddmK2zN05KzIiV2i6OGSeM77RSqVy6ON3A0mr1aqdS3c+gyAgDENAp0W5gs3cUxRqhx1G8l3BofuoXMlsJrXX63Hz5k0+/vhjrl27RrPZ5MMPP+QnP/kJi4uLNt3l6dOn7O7u8vHHH3P79m1u3brFqVOnmJ+ft0721wkMoulk5iwS2GhPrgaYq93jEEzRv2Ak7WERjenD9G1+931fH30URQBUq1X6/T5CCEvI5j2KBG/e9VUwKjMeM09F87XIUI2GKISwmpgrUF6FACxqcUaoGVxxI8XdeSwzpYvC5E2FQ2dULhjJnSQJly9f5tKlSwRBwLvvvssvf/lLTp06lWNA9Xqdd955h2vXrrG+vs6dO3d4+PAhs7OzIx143xW4JpRB/G63y5MnT3j69CndbjdHLNPT08zPz9NoNCySFU0sc+9hgplHQxzu/BvEHwwGrK+vc//+fZRSTE5OMjMzY/O5RuVlHpYWaMBoGGYMrra0vb3N6uoqT548YWtry5pXJ0+eZGFhgWazadtwY4SKjuvDgCIzNILsyZMnPHr0iI2NDVs9YWxsjLm5OWZmZqjX60PMyDXZ32R4JaafQVojnbe3t7l8+TI7Ozv86Ec/4sc//jErKys5R2gcxyRJwokTJ1hZWaHX67G9vc3GxkYOKV8X86+4YRClp85+/fXXXL16lWfPntnEaSEECwsL/OpXv+L48eM0Gg0br5Kvf3T4xG76dNORzNybd3n27Bn//d//zaVLlwA4ffo0H3zwAceOHaPdbg85VMt8bAcNRYey61rY2Njg6tWrXLhwgdu3b7O1tWVNrd/+9rfU63UbyFhsq8wpfZgQxzE7Ozs8evSIr776iuvXr7OxsZHTtM6dO8dPf/pTlpeXrVnuzsOr1GC/Kzh0RmV2lIz6vb29ze3bt7ly5QqdTofTp0+zsLCAEILt7W06nY7dFTThCSaEv9VqWaJ21fbXAYwZZxhOv9/n6dOnPHz4kAcPHvDs2TNbx2hzc5M//vGP7O7u8q//+q+8/fbbNBqNnGP1oCJ6nwdmro25aojUMKput8vFixf593//dx48eEC1WuXZs2fMz88zNTU1RDhmLkbtsh0UmLU3fYRhSLVaZWdnh08//ZQ//elP3Lx5Eyklk5OTtFot1tbW6PV0rSfA+tpcbdiUCXoVGwBK6coFDx8+5D/+4z/44osv2NzcpN1uMz09TRzHXLx4kStXrtDtdvn1r3/N0tISzWZzSDi42vibaAK+shQa4xt49uwZN27c4PHjxxw/fpyFhQUmJiZoNNIi8iljMw7GW7ducfv2bZ49e8b09LTN8QvDMLcj9V2CQXAppc0cb7VavPXWW8zMzPCrX/3K+lGSJOHatWv827/9G7///e9ptVrMzc0xNjZmHaguohV3tA4DXGlsNI9qtWp9iZ999hnXrl1jeXnZmrPGjDdMqSylAg5XK3E3HwzTuXXrFn/4wx+4f/8+7777Lh999BFnz56l2WyytrbG7Ows4+PjVnN038OM97BxyvVV9vt9VldX+eyzzxgfH+c3v/kNH3zwAXNzc2xsbPD73/+eP/7xj/z5z3/mxIkTjI+P2woFZrxm/QwOmj7eJDh0H5VryhgHbb/fp16v02638X2fwWBAv9+3C1hkVI8fP8b3febm5pidncX3fetwfx3ARRbXV1Ov15mfn7c7O4A1gU+ePMknn3zCvXv32N7ezu2oGdgrfuWgoJj97nme1exu3brFp59+yu3btzl37hw//vGPuXLlCkoparVabnfMZVhG0zlsk6Q4348fP+batWusra2xvLzML3/5S95//306nQ5xHFvcMWvg+hPd3UrX7D0McH1r/X6fBw8esLq6yszMDEtLS5w5c4axsTHq9TpLS0s0Gg36/b6dUzPHo1KE3kQT8JWYfq797/u+1Z42NzdZX1+n3+8zPj6ek8ZxHLO2tsb169fZ3d1lfn6epaUlpqamcrl9rwsUt7ldzcQlJlfzMJU4janhxvu8KolY5pPxPI/Hjx9z4cIFvvnmG2q1Gr/85S9pNBrcuXOHKIpsOIMxldzwhWK7hzl2A77v8+jRI27fvk2SJMzMzDA2NsbOzg5ra2sopThy5EjpZoGb4/aqNZEgCBgfH2dpaYkoirh16xZTU1McOXKEZ8+ecffuXTzPY2lpidnZWer1em4HvSgQijFXbwocuulXjGep1+tMTk5Sq9W4c+cON2/eZGVlhbm5OSvNut0ua2trXL16lVu3blGr1VheXmZxcZFGo5ErWuY64L8rKDpjXXPNRagwDNnd3eXx48fcv3+fo0ePcvz4cTqdjmVUpnyrMSFd4j+ssbt+DaNNXb9+nW+++YZ+v8/Zs2f52c9+xsWLF63ma6pcutpHcfPkMKEs9GVjY4OHDx/S6/XY2Njg4sWLfPPNN4RhSKPRYHFxkaNHjzI9PW19a6659G1Lt+wXXPOy1Wpx9uxZfvGLX/D555/z6aef8uDBA5aXlwnDkC+//JJms8lPfvITu3lR3ATYq3LHmwKvLCnZTKAJ2lxYWODGjRtcuXKFqakpgiBgZmaGbrfL6uoqly5d4ssvv+Tp06ecOnWK8+fPs7CwkHOkF4MMvytwNSZDqGZspmSt53n0ej2uX7/On//8ZzY3N/ntb3/Lj3/8Y9rtdm5zwGhdtVrtlRGN6SMMQ+7fv8+FCxfY2NhgaWmJn/zkJ8zMzFCtVm1A5V75YKMiwQ8SyjRBI+CMD219fd0GTZosh48++oif/vSnLC0tAeR8VN+F6eT7PuPj45w+fZq7d+9y+fJlHj58yFdffYXv+8RxzM9//nN+9KMfMTY2lgv8NPP9pmpRLhwqo3J3N4zju9VqsbS0xHvvvWc1jM8++4y///3vNJtNGx29trbG7u4uJ0+e5MMPP+T8+fNMTU0Rx7pAvVvu9HUB4/twAx8NIm1vb3PlyhU+/vhjLl68yFtvvcX777/PysoKrVbLMrMi8ZcxhIMEs+tnnLMbGxtcuHCBu3fv0mw2OXv2LG+99RbVapVqtWp3J03NbUMkJg6rGJN0mP4pw9R7vR6NRsPuovV6PVuuem5ujp2dHa5du8aXX35pq8POzc1Zs7w4v4cdEuJmAxiTeW1tjcFgwNjYGLOzs7TbbcIw5M6dOzx69IibN28yPj7O3NycFWCGUf8QnnCA4OaRzc7O8sEHH+B5Hg8ePGB3d5fd3V22t7ft7tjU1BQrKyucPHmS8+fPW/+CkY6vG7hEaXagIAs+vHLlCn/5y1+4cuUKjUaDX/ziF7z99ttWm3RNRldbdPMHD5PoPc+j3+/z6NEjvvzyS27cuMHk5CRPnz7l6tWr9Pt9Ll68yMOHD1FKcfXqVcbHx1lZWbE7lm4is4HDGneZ9mNCO6anpzlz5gwffvghR48epdfrMTY2xieffMKNGze4c+cOZ8+epdPp5II8X5Xv03UH7O7ucvfuXS5duoSUknPnznH8+HGmp6fZ2Njg888/5969e3zyySdMTU3RarVsJZFisKdrbr9pTOvQneluzpiRurVajRMnTlCr1Xjy5AkbGxvs7u7aWJharUaz2bRORROVa9o0kvx12YItRqUbMMGHt27d4vPPP+fmzZvUajXee+89fv7zn9tUIGMuFZNQX0Wwp9naN9rI7u4uOzs7RFHEzs4Of//739ne3mZra4v79++zuroKwLVr16zD2hT4L/q7Dtv8M+M3DvJKpWJ9OHNzcywsLLCwsKDPPez18H2f9fV11tfX7dFirkBwg14PE1xf3vr6OteuXeP69essLi7a3dWJiQnW19fxPI979+5x6dIl3nvvPVZWVuh0OrlKuC6+vIo5/y7glez6QZZ3ZbZlx8bGqNVqHD16lMFgkPN7GGdyrVazuxxlDs/XCcz71et16+zf3t7m4sWLfPbZZ9y6dYsgCDh//jz/9E//xJEjR6yD3ZixRU3EmAeHbUJ5nmdrgLXbbU6dOkW9XrcmYbfbtUcquTE7Zs1cMBsCr8IUKWpV5vime/fu0e126Xa79qzHfr9PFEXWhC0LJzFtvQoBYYSTiUvb2NhgeXmZTqdjmX8URRw5coRKpcLW1ha9Xs++j7vJUpbC9KbBKymcZxbeBDwaAqzX61YKAjlJXAxkg3w1BrM79rowrDJH8urqKv/5n//Jp59+ajWplZUVfN/n4cOH9Pt9Wq2WLQ7oMmTD1I3v6DDBaLtBELC0tMSvf/1rSxjmfXZ3d7ly5Qrb29sopTh79izHjx9ncnIyd2ClS/CHTezGXB4MBtb3eerUKe7fv2+zH6TUR7D/7W9/Y3t7m/fee4+lpSU73y7RG6Fw2EGTrpnZaDQYHx+nXq/z9OlTbty4wdjYmDX9Ll++zObmJq1Wy9JLkTG5tPK60MNBwysL+HTTQlwpbFRuN4yhzFdQjM95FRHb+wXDhI02EQQBURTx4MEDLly4wI0bN1heXmZ7e5tvvvmGCxcuWKI4fvw458+ft6EXkH9HMy+HvfNn1icIAtrtdo4IkiRhfX2dMAz56quvkFJy/PhxlpeXGR8ft4zKxIa9ql0oQ6ymzMvs7CzvvvsuDx484N69e/zXf/0XV65cYTAYcOvWLSYmJnj//fc5ffq0FY5uLJhb8eIwwQgh3/eZmpri3LlzXL16lTt37vDJJ5/w6NEjZmdn7UZTv9+3u96dTsdqhG7aTzEc5k2DQzf9yj6LTr/iDlGRQbmL4gZLvm6L4jo3B4MBSZIwPj7O4uIiExMTbG5usrm5ye7uLkmS2OoDCwsLzM/P53K4XFP5MLUTM6cm9ADIHTMG2c7g7OwsKysrSClt9QQ3366YLPsqNCrP82g2myRJQrVa5cSJE/zzP/8zn3/+Obdv3+bBgwcopWg2m/zLv/wLP/vZzzh27JhlrsUQl1cRj+RqQybV6je/+Q1ffPEFt27d4vLly1y7ds26Ps6cOcNHH33EyZMn7Q6xq0kVx/+60cVBwCup8OkispFghtGYYmVuvpZbVMxMuls0zPixXhcwUs31sfV6Pe7evcu1a9fY3t4GdIySqSAxGAxsisSpU6c4evSoZVRuqoRp7zAZFWQ+E+Nfc5mjcbQ/efKEGzduoJTinXfeYWpqKmeaGoHimlKHBW6Uf6VSYTAY2E2BtbU1bt68ye3bt1lfX7c7zWfPnmV5edmmZ5mTfYu7yIdttrqBvYbRP336lLt373L79m0ePXpk3QJzc3M22Nk1s4FceEOR0b5pcOiMyhCdcaIbgjBMyHWiGx8W5Ouru0hT9IG8DtLDxE9JKW110jKz1KSejEKkMh9PMajxsMCsEWQ5mWYXc9QuWHFsLvMoi086SHADT91CfmZMe81xv9+3/j+jSRohWAwPOQwoujsA6+g3YOa/WCDS3cAoVrx4lf7BVw2vbNevOHlFtdu9z3UWmpIchsDd+JHXZTGE0Dl9BgFNGIaRmC5BGeeuCbcoMqcigbhldQ9TqzKankn2NhoikAsxKWq5kE85MWN1nz8Mojfmv+d5lsiN4DNla9xrJtG91+sB5HaTXeZm0oMOa9ymXdeacDUryHJijc/W4FOlUrFrUPTpFp3qbxoc+gGkZVDcCraDKZngUd+/bra4y3CKYy7GtxTjrfbSml6FRlVkljB8OrMLRV/jqLEd9hoVd5Xda8Vxmzkv29Er0wxfBW7td23L6GWUlfGmwnfCqN40eNH4lddNNR819qIgMddeBygTCs+DN9F3848CP6zcAcGLEPD3RTZ8X8b5A7z58AOjOgB4XbSMfyT4Yc7/seCVJSW/6fAD4bx6+GHO/3HgB43qB/gBfoDXHv5/lbsqmumDyZ4AAAAASUVORK5CYII=)
In a function, every value of x must have one value of y. When we draw a vertical, it cuts x axis at one point, we take that point to be x. If the vertical line cuts the graph at two points, then it gives two values of y for one value of x. This does not represent a function
Explain whether this graph represents a function ?
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)
In a function, every value of x must have one value of y. When we draw a vertical, it cuts x axis at one point, we take that point to be x. If the vertical line cuts the graph at two points, then it gives two values of y for one value of x. This does not represent a function
List the sides and the angles in order from smallest to largest.
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)
List the sides and the angles in order from smallest to largest.
![](data:image/png;base64,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)
Choose the correct synonyms for "technical skill"?
Choose the correct synonyms for "technical skill"?
Choose the word that rhyme with 'easier'.
Choose the word that rhyme with 'easier'.
Use elimination to solve the system of equations.
![y equals negative x squared plus 4 x plus 2](data:image/png;base64,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)
![y equals 2 minus x](data:image/png;base64,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)
For any equation of the form: , the solutions are:
Use elimination to solve the system of equations.
![y equals negative x squared plus 4 x plus 2](data:image/png;base64,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)
![y equals 2 minus x](data:image/png;base64,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)
For any equation of the form: , the solutions are:
Explain whether this graph represents a function ?
![](data:image/png;base64,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)
In a function, every value of x must have one value of y. When we draw a vertical, it cuts x axis at one point, we take that point to be x. If the vertical line cuts the graph at two points, then it gives two values of y for one value of x. This does not represent a function.
Explain whether this graph represents a function ?
![](data:image/png;base64,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)
In a function, every value of x must have one value of y. When we draw a vertical, it cuts x axis at one point, we take that point to be x. If the vertical line cuts the graph at two points, then it gives two values of y for one value of x. This does not represent a function.
Solve -2(4x-2)<-8x+4
Solve -2(4x-2)<-8x+4
List the sides and the angles in order from smallest to largest.
![](data:image/png;base64,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)
List the sides and the angles in order from smallest to largest.
![](data:image/png;base64,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)
Solve 4x-5<2(2x-3) .
Solve 4x-5<2(2x-3) .
Select the positive descriptive words that start with g
Select the positive descriptive words that start with g
Use elimination to solve the system of equations.
![y equals negative x plus 4](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFEAAAAPCAYAAACcCyOxAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAMyZLetQAAAUBJREFUeNpjYBgFpAIfIP4/GgzkAx4gvjYaiAhATkDMBOJkXHrnAnE4FvECIG4dhAEA8kgHFvFmqBwtAtEaiPfi0xsPxF1oYlxAfAuIhXE4gBCmNTgHxOJI/EQgnkKjlMgGxJeAWB6fXi8gXoUmVg/EtYM4O3oAcR+U7YKUSmgRiKBUn0NILyi1XUHiiwLxXSDmoHGZRGlq3g3E9kB8AUeOoYZ9ekB8lNgI+IbE7oOWh7QMAGoAkBt/QT1Kq4rlJBCrEKv3MBArQTEoFTIN8toVVNCvgUZ4JA0DkaTEshCI/YB4KRDHDvIABEX0JmjlB2q7nSEiO1OjiUNQbwG0qXNpkAcgqLzehhZooF7E4sEQiAFQSb9BHICgpsY6IJbGIrccWmMPaEMdFHjHRzsylAFQFrEcDQbygQ4QbxkNBvIAADlgaY1uBo8eAAAAgnRFWHRNYXRoTUwAPG1hdGggeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzE5OTgvTWF0aC9NYXRoTUwiPjxtaT55PC9taT48bW8+PTwvbW8+PG1vPiYjeDIyMTI7PC9tbz48bWk+eDwvbWk+PG1vPis8L21vPjxtbj40PC9tbj48L21hdGg+q9VEMgAAAABJRU5ErkJggg==)
![y equals x squared minus 2](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEgAAAATCAYAAAAzpEtzAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAQ3ZOC+gAAAYpJREFUeNpjYBi84D8U/wLio0CswjAKsAImIM4C4nOjQYEf/BgNAtzAHogPjgYDdiAJLYOUaGC2NRCvAeJP0LLuAhBHD6XAUQPiLdBAogUApcpIIOaB8rWgkRE5VFLONiDmo7O98kB8CV1wLhCHY1FcAMStVHZAMhB3YBFvhsrBAChwNAZLhRAPxF1oYlxAfAuIhfG0UfBhfABUZYsj8ROBeAoRdtADWEKzGQrwAuJVaGL1QFxLI0d4AHEflO0CxHsHSbbmAOKT0MIbBYBSyRUkvigQ34VqoBXYDa2+L+BIpeS0uslN0SAgCMQbgNgNl4JvSOw+aPlDSwcVQKtWvUGQcpSggYO3O3MYqlAJmnqYaOggWPujbxBUqaCKYDa0zMULFgKxHxAvBeJYGsfWJqiDQO2PM1TIYuQCcWjZy8JAZJKfi60NQEUgCq2+kQPEB4gXD1AAbSGlKREALTv8aOQYNiBeB8TSWOSWQ2u2gRpSIaoMBQXM8dGuH26wDdpIGgVYgA40P44CNAAAUkxkQ7D59vUAAACPdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1pPnk8L21pPjxtbz49PC9tbz48bXN1cD48bWk+eDwvbWk+PG1uPjI8L21uPjwvbXN1cD48bW8+JiN4MjIxMjs8L21vPjxtbj4yPC9tbj48L21hdGg+UiBf3AAAAABJRU5ErkJggg==)
Use elimination to solve the system of equations.
![y equals negative x plus 4](data:image/png;base64,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)
![y equals x squared minus 2](data:image/png;base64,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)
Describe the possible lengths of the third side of the triangle given the lengths of the other two sides.
12 feet, 20 feet
Describe the possible lengths of the third side of the triangle given the lengths of the other two sides.
12 feet, 20 feet
Solve -3(2x-5)>-6x+9
If you get an inequality containing no variables, then the solution of the inequality is decided based on the numbers on either sides of the symbol.
Solve -3(2x-5)>-6x+9
If you get an inequality containing no variables, then the solution of the inequality is decided based on the numbers on either sides of the symbol.