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FFBAAQUUSCBgACdAd0sFFFBAAQUMYM+AAgoooIACCQQM4ATobqmAAgoooIAB7BlQQAEFFFAggYABnADdLRVQQAEFFDCAPQMKKKCAAgokEDCAE6C7pQIKKKCAAgawZ0ABBRRQQIEEAgZwAnS3VEABBRRQwAD2DCiggAIKKJBAwABOgO6WaQX63GMV2J6zvwbUd3jt5J/v+DVZ4+7+3e373PF1d/bvJuv+7L+/Y423X3/7npP/Xx1x2w5pNd1dAQWmFdieb0LTru11CjRKYDO9p69RnwuERhU2QzE1bC2of6fito/MsIyXKqBAAgEDOAG6Wy5foCRcDDwW+HJFfOjyK1jMjiXhq8B+NcX7RoyPW8wurqqAAosQMIAXoeqajRIoCd8Bdivg9UPiixtV3ByK6RPOK+D3obixYnyfOSzpEgoosAQBA3gJyG6RRqCk92qoTwW2VMR9gSpNJYvfdTc4cJXwSWDHgpU/HbL1dYvf1R0UUGAWAQN4Fj2vbaxASfgscHANl4+Ij25soXMurCR8Gngk8ImKePicl3c5BRSYo4ABPEdMl0ovMIBH1oTLgF4NfzwinpW+quVW0Kf3yoL6NOAHFfEhwLeXW4G7KaDA9ggYwNuj5GtaIdAnnF/ASQXFDUPGe7ei6AUWWRJuBnYHzq6IL1jgVi6tgAJTCBjAU6B5SfMEBvS+XlPfH4p/qBg/uXkVpqmoT++igvpo4OqK+OA0VbirAgrcmYAB7LlotcCA8KwazqlhdY14zA/gY61uaAHFl/SeAvX59Y8eGrJ2/IjVDy5gG5dUQIENChjAGwTz5c0RKAn/BBwFfLEiHticyppZSUm4FnhATfGBEeMnNLNKq1IgHwEDOJ9Zd6rTkvBdYHMBfz0kntKp5hbYTEl4K/AHwE0Vca8FbuXSCihwNwIGsEekVQIlvddA/TJgVBHvN/lL31Y10IBi94AHjbe9XWknWDm1YuuZDSjLEhTITsAAzm7k7W14QLiyhofV8M8j4q+2t5NmVF4S/hX4d8CnKuJhzajKKhTIR8AAzmfWre20D4cWhEsm7+0FXlgR39zaZhpWeEnvz6H+z8AtOxMPugGub1iJlqNAZwUM4M6OthuN9Ql/V8CJBcU3h4z36UZXzeuiJNwE3As4pyI+r3kVWpEC3RMwgLs30850NKB3fU29DxTvqhif0JnGGtpIn96HCurHAddUxAc2tEzLUqAzAgZwZ0bZnUZKwh9Ont4ExDXi0Vtg8mhJv5YgMGDTk2pWLphsVbB2wpDV9y5hW7dQIEsBAzjLsTe36XLb73qPLOALQ+JBza2025WVhGuA/WuKD40YH9vtbu1OgTQCBnAad3f9eYFeSZh8aEAJxesqxi8VKa1ASTgHmNyNuLki7pm2GndXoHsCBnD3Ztq6jkp6Z0A9eZhGtf5wiHHrmuhowXvBfrcSPgfcE4pXVIxP72irtqXA0gUM4KWTu+EdBQaEq2qY3Gq+tCIeqU4zBUrCJ4FDgSsq4iHNrNKqFGiXgAHcrnl1ptpd4VErhIuBADy/Ir6lM811tJGS3sug/i/ArTsQH3ETTJ4t7ZcCCkwpYABPCedl0wuU9C6E+oSC4htDxpPHSfrVIoGScCOwB3BuRZz8jtgvBRSYQsAAngLNS6YXuP29vTW8Y0Q8cfqVvDKlQJ/eBwrqyV9HX1sRD0hZi3sr0FYBA7itk2tZ3SXhZOCsyXt7a+JRI/hEy1qw3J8R2JVNv7PCyjt/9JZh1p5WsfoPIimgwPYLGMDbb+UrpxToEy4t4IgCrhoSHz7lMl7WUIGScDXwwJriohHjYxpapmUp0DgBA7hxI+lUQTuVhBuAPhRnVIxP7VR3NvNjgZIweXLZ5C7HdyrivaVRQIG7FzCA797IV0whMCC8toY/Br6//g15dYplvKRFArvD3rcRvgDsUlOcNmL86haVb6kKLF3AAF46efc3LLd9E/4l4JKKeFT3O7bDOwqUhMnv9yefL/zpijj5vGG/FFDgTgQMYI/FXAVK7vEtKPYs4NlD4nlzXdzFWiMwYIdTatbOBK6uiA9pTeEWqsASBQzgJWLnsFVJWC3g9UPi5PazXxkLrH+W81Mq4uRhK34poMDPCBjAHom5CfQJLyjgrIrouZqbarsXKgl1zdpvj1j9YLs7sXoF5i/gN8r5m2a7Ykn4CrC5Ik6ekuSXApSE0fptaH8X7HlQwJ+APQOLEigJtwFvrYiTt6P4pQB9eu8pqB9fEXtyKKDATwv4E7AnYi4CA8Iza3i7t5/nwtmlRSbvBb9ljXjEFrisS43ZiwKzChjAswp6/Y8EBoTP13CfiribJArcUaAk/BD4XEX898oooMBPBAxgT8NcBEpCrOGCEfGZc1nQRToj0Kf34YL61yrijp1pykYUmIOAATwHxNyXGLDpiTUr/8vbz7mfhDvv/55w30D45grx4O/DlSopoMA2AQPYkzCzQEn4DLB/RSxnXswFOinQJ9xawMd9Mlonx2tTUwoYwFPCedlPBErCGIr3VYyfrIsCdyZQEj5aw+Ej4k4KKaCAPwF7BuYgsAv8+ibC/6mI9wD8wIU5mHZxid3goFXCVZuI9/sefKOLPdqTAhsV8CfgjYr5+p8SWH/w/kEVcRdpFPhFAiXh32qKS/zMYM+JAv4E7BmYg0BJ2FpTXDxifOwclnOJDguUhMuBR1TEnTvcpq0psN0C/gS83VS+8GcFSvgVCFesf97vzQop8IsEdoVHrxAuWw/gW9RSIHcBAzj3EzBD/33CpQUcUhHvOcMyXpqRwOQP9mqKD40YPzGjtm1VgTsVMIA9GFMLrL+15F8q4m9MvYgXZiVQEq4AHlQR+1k1brMK3ImAAeyxmErg3rD/VsI1PeKDb4arp1rEi7IT6LPp2IKVD/jQluxGb8MGsGdgXgIl4X/XcMTIxwvOizSbddYfW/r3I+KJ2TRtowoYwJ6BeQlMPuGmhitGxCPmtabr5CEwIFxZw/0q4iCPju1SgTsX8Ba0J2MagbIkDGviYSP41DQLeE2+An16Ty2oL/A2dL5nwM63CRjAnoQNC/Tpvb+gProi7rDhi71AAaAk3Ab8bUX8D4IokKuAAZzr5GfouyRsAb5YEQ+bYRkvzVigJHwJ2KMi7p4xg61nLmAAZ34Apmm/JNS3EX/zh3DxNNd7jQIl4bnAf/c2tGchZwEDOOfpT9F7Se+dUP9uRQxTXO4lCvxYoCSsFnD2kPifZFEgRwEDOMepz9Dz5I+vgK9VxF+eYRkvVWDye+BrgF0q4p5yKJCjgAGc49Rn6Hly+7lg7fghq++eYRkvVYABO5xSs3ZmRVyRQ4EcBQzgHKc+Zc99wtsLOGn9s3+nXMXLFPiJQElYg+LMivHLdFEgNwEDOLeJz9BvSfge8O2KeOAMy3ipAj8WGNC7Dtg0ZLy3LArkJmAA5zbxGfrddvuZPxgS3zbDMl6qwI8F+vROK6hP8za0hyJHAQM4x6lP0XNJOBt4bkXcNMXlXqLAXQpMbkPXFKeNGL9KJgVyEjCAc5r2DL2WhJuAqiI+aIZlvFSBnxMY0LsBiEPG+8qjQE4CBnBO056h1223n1f+aMjWN8ywjJcq8HMCJb0zoP4Tb0N7OHITMIBzm/gU/Q4Ir63hxd5+ngLPS7ZLYHIbumDllCFb/3q7LvBFCnRAwADuwBAX3UJJ71sFbB0y3m/Re7l+ngLrv+LYUhEPyFPArnMUMIBznPoGe15/r+bLK8anb/BSX67AdgmUhDcCz/Muy3Zx+aKOCBjAHRnkotoY0PurmvoV/n5uUcKue7vA5O8MgOdUxLeookAOAgZwDlOeoccBvesnnxs9ZLzPDMt4qQJ3K1ASvgvcVBF/6W5f7AsU6ICAAdyBIS6yhfXbz6dXjF++yH1cW4E+4bwCnuGjTj0LuQgYwLlMeoo+S3Z4Kaz9N28/T4HnJVMJbLsNXTy1YnzhVAt4kQItEjCAWzSsZZdaEq4F7lkR91r23u6Xp8Dk4y4LuG5IPDhPAbvOScAAzmnaG+x1/QPT3zAkvniDl/pyBaYSKOm9A+rjK2KYagEvUqBFAgZwi4a1zFJLwvOBN1VEz8gy4d2LyW3omrXHj1j9RzkU6LKA31y7PN0ZeisJXwZ2q4h7zLCMlyqwYYGSMAK+UhEP2fDFXqBAiwQM4BYNa5mlloTbgHMr4nOXua97KdCn996C+nEVsaeGAl0WMIC7PN0pe9tM76Q16vO9/TwloJfNKrBLSdiyRnz0Frh81sW8XoGmChjATZ1MwroGhKtq2Lsibk5YhltnLFASfgh8tiI+KmMGW++4gAHc8QFP015JiDVcOCI+fZrrvUaBWQX69C4qqI+siDvOupbXK9BUAQO4qZNJWNf624/OGhJflLAMt85YoE/v/QX1Mb4dKeNDkEHrBnAGQ95oiz6AY6Nivn7eApMHcgDXVT6QY960rtcgAQO4QcNoSiklO/wJrJ3hIyibMpH86lh/JOXvVYzfmV/3dpyLgAGcy6Q32Of6hzD814rxn2/wUl+uwEwCfijDTHxe3CIBA7hFw1pmqesfQ7gyZLz3Mvd1LwX8WELPQC4CBnAuk95gn316f1lQv9Lb0BuE8+UzC2y7/cxzKuJbZl7MBRRosIAB3ODhpC5t/Tb0X1SMX5O6FvfPQ6AkvBF4XkXclEfHdpmzgAGc8/TvpvcBvRuA8ZDxfjIpsAyBknATsKUiHrCM/dxDgZQCBnBK/YbvXdI7E+qX+NNIwwfVofImd10KVl4yZOvfdKgtW1HgTgUMYA/GLxSY/D6uYOVFQ7a+XioFFimw/h98p/h3B4tUdu0mCRjATZpGA2tZvyU4qogPbGB5ltQhgfVfecQh43071JatKHCXAgawh+PufgJ+E3Cyt6E9KIsWmNx+rilOGzF+1aL3cn0FmiBgADdhCg2vYdttaJ49JJ7b8FItr6UCvu2tpYOz7JkEDOCZ+PK4eP3BCDdWxAPz6Nguly0woHcdsMkHvyxb3v1SChjAKfVbsnef8LYCnl4R79GSki2zZQLr7zk/o2L8Zy0r3XIVmFrAAJ6aLq8Ltz2daO0pFat/n1fndrtoAT/8Y9HCrt9UAQO4qZNpWF3rHw/39Yr4iIaVZjktFygJ1wC7VMQ9W96K5SuwIQEDeENc+b64pHch1E/yA9LzPQOL6rwkrBbwpiHxhYvaw3UVaKKAAdzEqTS0pm23oevfqrjtIw0t0bJaJlASTgbeXBH9XtSy2Vnu7AIe+tkNs1mhJGwBvlQRD82maRtdqEBJ+BKwR0XcfaEbubgCDRQwgBs4lKaW1Kf3vuJHPwHHHZpao3W1S6Ak3Aa8vSI+u12VW60CswsYwLMb5rRCOfljrJp4+Ag+kVPj9jp/gT69pxXU/9Pbz/O3dcV2CBjA7ZhTY6osCT+s4TMj4mMaU5SFtFJgQLiyhvtVxEErG7BoBWYUMIBnBMzt8pLwkRp+dUTcMbfe7Xe+AiUh1vCuEfFp813Z1RRoh4AB3I45NabKvWC/WwlfDcSHfge+3JjCLKRVAn02HVuw8gFvP7dqbBY7ZwEDeM6gOSzXJ9xawOUV8bE59GuP8xcoCVcAD6qI/fmv7ooKtEPAAG7HnBpVZUn4GHBoRbxnowqzmNYIlIRxTfGhEeMntqZoC1VgzgIG8JxBc1huAL9cEz5TEe8N3JxDz/Y4P4Fd4TErhH9e/w+4W+e3sisp0C4BA7hd82pMtSVha01x8YjxsY0pykJaIVAS/i9wcEXcuRUFW6QCCxIwgBcE2/VlS8LHgYdVxF263qv9zVegJPxbTXHJiPEx813Z1RRol4AB3K55NabaXeDITYRL1j8jeLUxhVlIowU2w8PXCJ+LxL1vgRsaXazFKbBgAQN4wcBdXn7yhzRQvL9ifHyX+7S3+QmUhI/WcPiIuNP8VnUlBdopYAC3c26NqLokfAbYvyKWjSjIIhovsP4Wto9XxKMaX6wFKrBgAQN4wcBdXn5XNh23wsp7fJhCl6c8v952g31WCddvIj7se/D5+a3sSgq0U8AAbufcGlP1+uMELxwRn96YoiykkQJ9eh8uqH+t8jGmjZyPRS1fwABevnmndhwQPl/DfSvi5k41ZjNzF5h8kAfw2Yr4qLkv7oIKtFDAAG7h0JpU8oDwjBr+1tvQTZpKI2vZuST8YI34mC3wL42s0KIUWLKAAbxk8C5ut/6h6udVxOd0sT97ml2gT+89BfXjK2Jv9tVcQYFuCBjA3Zhj0i5KwleAzRVxj6SFuHljBUrCCPhKRTyksUVamAJLFjCAlwzexe36hP9YwBu9Dd3F6c6np5JQ16z99ojVD85nRVdRoP0CBnD7Z9iIDkrCagFvGBJf3IiCLKIxAn3CBQU8uSKGxhRlIQo0QMAAbsAQulBCSfgqsFNF3KsL/djD/ARKwrCA64bEg+e3qisp0H4BA7j9M2xEByW9l0F9ekVcaURBFtEYgW23n4sTR4zf0ZiiLESBBggYwA0YQldKKAlrUJxeMX55V3qyj9kESsK5wDPXP7RjtsW8WoGOCRjAHRtoynYG9K4HiiHjfVLW4d7NESgJ3wVurogPbU5VVqJAMwQM4GbMoRNVDOi9qqZ+ubehOzHOuTQxuf0MnFwRz5nLgi6iQIcEDOAODbMJrazfhv6LivFrmlCPNaQTGBDOquH5FXFTuircWYHmChjAzZ1NKysr6X0L6nuv/zX0za1swqJnFtgMD18jfBb4akU8YOYFXUCBDgoYwB0cauqWSsIkeHefPJxjSHxh6nrcf7kCfcLbC3hGQfHtIeP7Lnd3d1OgPQIGcHtm1apKS8JHgN9cf/zgQ1pVvMVOLTCg97Wael8o3lMx/t2pF/JCBTIQMIAzGHKqFvv0Tiyo31bD5H/HjbjtolS1uO9iBTbTO2mN+rwaVleJT/ghXLzYHV1dgfYLGMDtn2HjO1h/StZ+NcX7RoyPa3zBFrghgZIwCdvHAl/27UYbovPFmQsYwJkfgGW13yecV8DvQ3Fjxfg+y9rXfRYrUBK+A+y2/hzwFy12N1dXoFsCBnC35tnobnaDA1cJnwR2LFj50yFbX9fogi3uLgVKeq+G+lRgS0V8APB9uRRQYGMCBvDGvHz1HARKwqeBRwKfqIiHz2FJl1iiQLnt7UUH13D5iPjoJW7tVgp0SsAA7tQ429NMn94rC+rTgB9E4kNvgW+1p/o8Kx3AI2vCZUCvgJcMiW/IU8KuFZiPgAE8H0dXmVLg9vcMA2dXxBdMuYyXLVigTzi/gJMKihuGjPde8HYur0AWAgZwFmNudpN9ehcV1EcDV1fEBze72vyqG9D7ek19fyjeXTE+Pj8BO1ZgMQIG8GJcXXWDAiW9p0B9/rb3DK8dP2L1gxtcwpfPWWBAeFYN50ze27tGPOYH8LE5b+FyCmQtYABnPf7mNV8SrgUeUFN8YMT4Cc2rMI+KSsI/AUcBX6yIB+bRtV0qsFwBA3i53u62HQLrH+L+LOCm9Q912I6rfMm8BNY/w3dzAX8zJL5kXuu6jgIK/LSAAeyJaKTAveDBkXAFsBOsnFqx9cxGFtqhokp6r4H6ZcCoIt5v8hfqHWrPVhRonIAB3LiRWNAdBcptIfwrwKcq4mHqLEZgQLiyhofVcNmIeMRidnFVBRS4o4AB7HlovEBJ7+VQ/xVwy87Eg26A6xtfdEsK7MNhBeGjk/f2An9UEc9uSemWqUDrBQzg1o8wnwZKwk3AvYBzKuLz8ul8MZ32CX9XwIkFxTeHjPdZzC6uqoACdyVgAHs2WiXQp/ePBfUxwDUV8YGtKr5BxQ7oXV9T7wPFuyrGJzSoNEtRIBsBAzibUXen0QGbnlSzcgFQF6z93pDV93anu8V2UhL+cPLUMSCuEY/eApNHS/qlgAIJBAzgBOhuOR+BknANsH9N8aER42Pns2p3VykJlwBHFvCFIfGg7nZqZwq0Q8AAbsecrPIuBErC/wCeDdxcEfcU6k4FeiXh28AAitdWjF+qkwIKpBcwgNPPwApmFLg37L9120fk7QTFKyrGp8+4ZGcuL+mdAfUp6+/tvS9wa2easxEFWi5gALd8gJb/E4GS8CngEOBfK+KhudsMCFfVMLnVfGlFPDJ3D/tXoGkCBnDTJmI9MwmU9E6F+lWTn/R2ID7iJpg8Wzqrr13hUSuEi4EAvKAinpMVgM0q0BIBA7glg7LMjQmUhBuBPYC3VsTnbOzq9r66pHch1CcUFN8YMp48TtIvBRRoqIAB3NDBWNbsAn16HyyoHw9cWxEPmH3FZq9wh/f2Xlgxfmqzq7U6BRQwgD0DnRYYsOm4mpULgaJg7cQhq+/uWsMl4WTgrMl7e2vir4/g413r0X4U6KKAAdzFqdrTzwmUhP8HHFBTfHjE+HFdIeoTLi3giAI+PyQ+rCt92YcCOQgYwDlM2R5/JFAS3gw8F1gDvtZylhVg3209FGdWjP+s5f1YvgLZCRjA2Y0874bvA/e/hfC5gmLUdomaelARNwOrbe/F+hXIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9kdWdmwAAAKYSURBVKyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXMAATj4CC1BAAQUUyFHAAM5x6vasgAIKKJBcwABOPgILUEABBRTIUcAAznHq9qyAAgookFzAAE4+AgtQQAEFFMhRwADOcer2rIACCiiQXOD/A8mcXrR3cBjsAAAAAElFTkSuQmCC

2-20-20I

-20-10

-10-10

-1040

-2040

-2050

2050

2040

1040

10-10

20-10

20-20

-20-20

Coordinates for i15,0,5,1

point

110i

-50,20-10,12010,12050,2030,2020,50-20,50-30,20-30,-50-30,50-10,50-10,1010,1010,5030,5030,-5010,-5010,-10-10,-10-10,-50-20,-10-10,-10-10,40-20,40-20,5020,5020,4010,4010,-1020,-1020,-20-20,-200,5040.45084971874735,20.6107373853763555.901699437494706,-26.94208842938130440.45084971874735,-74.494914244139030,-103.88417685876267-50,-103.88417685876267-90.45084971874735,-74.49491424413903-105.9016994374947,-26.942088429381304-90.45084971874735,20.61073738537635-50,50