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w21VBnZGhIUFRud4/w9vV7KKRXRi1jEgCsFou97QUAFmJh5h0fdOLDhpaC3K7uUW5LXmNra2Sgb0F5W2t5QVJmSjaxsaGoMACLCo1IfVBA6R0SF+U3N9UW+d/yCSRkjCtMU1O2lrRkidrcVluUl//Qz++eX0RKt5BK8PX090aVkeisunIyq1er6CvMys0ur2BO2LSC2ssBMc3UmpvefoS0h6PS8YzYkEBcQFh8usw4Ofsi+6hVZ7Xac4NZLd8ZXmdqVKlUyRVKsA0ONsUUj0dWmUwulkhHxZLhMfHwmHhMPCGWSGUyuUKhVGs0er3eaDSaTAajUafVSVWqYZmsTyrtlytGlCqJSq3S6fRGI9iv90SyCrJoNRjNGq1BqzPoDSaz2WKdtdp0SmCxGI1GnV6v0WpBBOVy+cTExOjo6PDw8NDQ0PDw8Ojo6MTEBAiuWq1WKpVg18f4+PjY2JhYLJZIJHK5XK1Wg+CaTKaWlpbc3HxiY3N9Q2MDkUxqbCY1NpNIZBKR2FBXXVtdWlNVVF6an5oU21BXXl1RVFtVUl9b3lBfQyQSGxvJTeTWJnIrqam1hcbODSHk37pY5uNZ4XOtGulZj7pOQnuSMZ7NWM8WjGcb1rMF49mC8WzFXGvBeJIxniS0ZwPKs9bveqWvZznyerbvneaaapPFAgAAgRA83d6a6R4wT9kmAWDKNjlp7x+Y7mg0mXQ6HdjynrSa9AYTAADWx/u/zGYLAABGndZgNIGttSkAsJiMKrXGaDVbLQadTgs2ocA1wWYX+D+TQW+2TtomLRaL/SMAAACr2WiwWCcnJ7VqtUKhnrTZLJbHegMA2+Sslc2TNrD7dFKpVFonAZvVYrFYHvW3TU5arVZ735lW99hlEeQVrFG5XCGVysQTkpGxiZExyYREJpPL5QqFXK6Qz/xDKpOLJdKBUXH30Kiwf1jYP9w7PDo8JhZLJFKpDCRAp9PpdCqVamJsTNjb2yYQ1PP49Z1d7T19/P7BgTHxhEKl0euN9nK2N9EsFqveYJIrtcNjspFxmUSq0mgN5pl17LkNyKteb7B384nF4t7eXrADjkqlMhgMPp/f09MzNjYmlUrlcvn4+DjYB8fhcNhsNpfL7erqGhoakslkYEYhl8tlMimPxyUSGxrq6xsa6hsbG1uaye1tzdQ2EoVc2UIsJNXmNlRm1lVm1VZk1Vdlk2rzmomFlOZKGoXEZLSzWUwOm81mc1hsNr2N0lJb11zf0Fpf30qsp5Aa2htJNHIjo6WZ2drCamtltbXZzWxrY7a1MttaGa0t9OZmCokoZDEVaq14QmazATg8HhIcHGzn9Wk92c86u/fqSVjNYEt8dkeYyWTSarVSqXRkZHhkdHRiYkKjVptMJttM4wOME0ajCSxujUZjNBjBzi/wI7PZrNFoJBLJ6Njo2NjYhFisVqtMJqO9C8x+DGDoNJmMKpVKIpWKxWLx+LhMJlOppi/N9sxVrVaDAUYsFsukUpVKqZ1pkajVarlcNj4+PjAw0NPTJ+rqFXb2dfUODo2IJyQymUwO9svKZDKZXD4hkw2PS0QDI6yuAaqgjyro43YPdg2ODI2OjY6NjY+NSSQShUKuUEgmJvpEomZK+4MGYnJdfXJTSxGFTmJyOV29A+MTMpVaY88dzWbTTNGZlWrd4KiUIxjgCPo7e0bEEoXeYDSZzCbT9JXB3m8NtiB1Op1SqRwYGGAymbW1tQ8fPiwoKCgpLiYSiUwms7+/f3x8HOwwZrPZjY2N5eXlpaWlVVVVra0tfD5/dHRULpcrlcrx8fGenh4+n89gMFpbW1tbW1ksVlenUDw6IB/vmhhsGxBU8NqyqKTkltrEltoECjGF25bdyy2VDFK08m6zQTE5aQZDkcVqU+stE0qjWK4Vy1TjUvmETC5VKFVarcFssU49ca/j8UAEAEarTarUDgyN9fQPq3XmgIDAeXg1PZLZbJqP5tmrz1xbDfqZcjSZTBqNZmJiQiQS0eg0Go3G4/FGRkZUKpXZbAYvaFar1WQ0KpVKsVgsHhdLJVKtVms2m+0/Ca1WMz4+3t3dzeFwOByOUCgcGxvTajXgD8Pe7AWvvFqNRiKRdHd3MxkMCoVCoVC4bG6XqHNwcFAqlYIpmlqtHh4e7ujoYDKZLBarp6dnfHxcqVSC25HL5aOjowKBgEKhNJGbm8itVDqHJ+geGBwRT0ikUplUKp2QSCQSqVQmG5uQ9A6Ps7sGyNzuBqaogSVq4/ewO/u7+gd7+wd6e/sGhwbF42Ni8cjIiIjNqSWS0srKwouKw8urMhsaKyl0urCrd1wsUSimL9NKpdKe9ep0hnGJQtA11NjGI7ZwWumC7r4RhVKt1epBLsEuVb1ebzAaDUaj3mAAl3d3dzc1NWVnZ0dHR0dGRiYkJBQWFpLJ5M7OTjA3EIlEzS3NDx8+TExMio+PT01NLSsra29v7+/vl0gkcrlsZHi4o6ODTCaXlpbm5+fn5eVVlJc3Nzd2ClgD3Yxefi27NaehLKo0D5+fHlCQHlCcja8vjaY3ZfZ11E0Mc1SyUZ1WZTDo9QaDRqsXS5UDwxO9/aNdvQMCUadAIOzq6hoYGBgfH5fL5SqVCjzl2TKZTAajUaPRSWWKwZHxzp5BnrBvdELtj8JM82oymcBkaHa8fCLKzg6oc8psNhtnQiy4RKvVjo+P83i8JnJTY2MjlUrtH+hXqVRWqwXsgZ2ctBoMBplMNjIyIh4Ty2Vyg8Fgs9nvTdi0Ws3Y2JhAIGhvb6dSqVwud3RkRKvVgtu3R2WQV6VSOTgwSKNSq6uqS4qLi4uLa6prWltaeTze8PCwVqM1GAwqlaq3t5fa3k4iEkmNjXx+x/DwqFKpBu/8qlSq4eFhFotVW1tbUVlVW1vPYLJ7egfEYgnYXaRUKuUzrZgxibx3dILZPdzM6yWyuoms7taOPlbnQGf/cM/AYF9f/9Dw0MSEWCodm5jo7+5uZTKLyeT0BmJaU3MRlU4SdPJHxkZUGjX4qwObdAa93mw2m8xmlVo7ODzO4nXXNTGqGqj1TQxuR494QqpSa8AM4xHcFou9BanVagcGBtra2vLz82NjY+/fv5+SklJaWkqhUHp7e8fGxiYmJrq7u9va2oqLi1JSkhMSEtLS0ioqKuh0+vDwsEIuV6lU4+PjnZ2dra2tFRUVBQUF+fn5lZWVba3N3Z28kX7OoKiRTy1srEqoeBDxICvkYVZIaX5kY1USq61gsLNJPi7UqiaMBq3ZbDKZLQajWanWi6WqkTHJwNBoV3evqLOzp6dnaGhoYmIC/MmBt1cs4D1RixXMeMxmi1ZvkCvVY2Jp78AYg9vVPyLz9UNNt7cMBj2dTq+rqyMSiSQisWGWiEQiabaI05q1qLGxsbGxsamxsalxRk1NTU1NTQ0NDZWVlQ8ePMjMzMzIyMjLyysrK6urq2tsbCSTyWQymUQi1dfXV1VVlZeXV1VV1dXVkUgk8ozALVRVVhUXF+fl5eXn5xcWFlZVVTU0NIB7sR8OeBy1tbXl5eV5eXnpaWkpKSkpKSlpaWnZ2TkPCx9WVFQ0NDSAuysrK3vwoCAnJycnJ7eoqLiysrquvgE8CyKRWF1dXVxcnJOTk52dnZeXV1paVlNb29BAnF0AJCKRSCTV1hMra+tLKmsflFXnl1bll1Y+LKsuqaypqK6trqmtqamtq6traGhoaKhvaKiprS2uqswtKUkvLk4tLs4sK8urri6pa6hqbGwgNRKfOJH6+vqqquqi4pLcvAfpmTmp6VlpGdn5BQ/Lyitqa2uJDdMVNFP0TXYRicTq6qqioqLMzMykpKTExMTU1NTc3Jzi4uLq6uq6ujqwtIuLi7Kzs1NSkpOSklJTU3NycoqLi2tqahqIRCKRWFtXV15e/vDhw6ysrLS0tNTU1KysrAcF+eVlxdUVRZWlucUPUnIz76cnR6QkhKUkhKUlR2Rn3C/MS6wozamrLiY21DSSwApqIjU21tcTq2vqK6tqyisqS0pLi4tLSktLKyoqampq6uvrwVNuamxsamqaRqipqampqbGxsaGBWFtbV1ZW0UBs4ov6B0ZkSD8UJDAw0Gq1jo+PV1RUgCnRypQ9P1n8mrO1wArzff2xrMi+8pxbfw49tlHjs8/GOLPP5yuo+fO7R6f39KcLFODM4ZqM8xSCcTEn8/wyGAwlpWXCzj6xROWPwkDQaLRKperu7q6srJw/93XIoWVTTU1tX/+gRqvHYLEQlD9KMiERdAgqyiuW+8AccmgO1dfXj42LrdbJwMAgCBqNVigUXV1djvjq0MoUkUhUKBQAAOBwOEhAQIDZbB4ZGamtrV3uA3PIoTnU2Nio0agBACAQCNPjB+RyBZFIXObjcsihudTU1KjRaAGQVzyBAACARqNpbGxc7gNzyKE51NTUpNFogMd41eocvDq0MtXY2KR+xCseDwCARqN18OrQylRjY6NKrQEAAE8gQIKCcAAAqDQakoPX1aOegXGpVKLRmZb7QF6FSI2NKpUaAAA8ngAJDAoCAECldvC6oqUxTHX39OiVoykxOEYpLvD8Hu9Tm758f39P3+ByH9pLF4nUqFSpAQDA4fGQgMAgAACUKg2J5OB1ZYnFFSjGukryEiuS71JybsVc3c5ORFSit1PC9gznIsIvbMKd/kfsPfcJ8dhyH+nLFYlEUihVAADgcDO8KpQqIpG03Ae2fgWOORd1D/AY5C5m7X3UV301/rHX9zSFOJFD9jcRdjLvO/GTYLT7R1jxMHosVJSGCD6/+f6V7aLEQ033P3iQk7LMJ/AyRSSR5AolMH2/IDDQNgVIpLLFTOnh0FLJMgUYzTa1RldTWaLsb4nGfNecer6McCz/3mZG9MGWkD3t4fs6kqCMOFdGLJQRB6XHPmaQ18hLW0Vp7qwY58QrG7JS45f7nF6W6hsaxBOSyUlbYGAQBIPFGk2W4ZGxGsf9rZesMalGrzdUlJeXFqTUZAcm+7pzMk+n39jUHrGPFnmgPeIAJ+4IJxFOi3F9GtD5eBWmIuixUE68a03gnvayqMGRieU+y6VXbW3t4NCwTm/AYrEQFAqt0mj7+gcqq6qW+8DWmsakmsHhMRGfGR2O7yAm+Xx1sATvUYLam393I+u+E+P+IVq0My8JvjCai+GVHgvlJsIasJsDrh7r7l9r6WxlVVVXd69MrkKh0RAUCq1Qqrt7+ioqHbx+X+lMUyyeSC4eCMOjanPwGdiTwd/taI1yzb+7sTVkd0fiEWbMYXYClJMIpz0/owvzSo+FchLhDYHbi8JOj4/0LXdJLKUqKquEoq4JiczfHwVBoTEqja63f6Cyqnq5D2xVqp3B6xJyS/MSgn2/o2TfQJ99rzHsaCV6e0Pgdn6CCz8JSo85ykl8kSD6vLzSYqGseJgg0SX11s783Ky5pyNchaqsrBJ1dUukcn9/FASNwWh1hv7BoapqB6/P0BQA2ADAZJlqJpPVI5zkcJ/GNM+oq7uy7+5oCz9QH7iDEe0kSoUzYo+y4mGMONjSMvpMXu3mJRyJufRua33RchfY0qiqurqnt0+hVKHQGAgag9UZjINDw9XVNct9YCtROpNtCgBaWikCWnVzWWKC3yeCh1cSrm2mRDi1hu5rC9srTIFxE2H0WFfmywT0uXilx8LYcUcYMS7JhCtimerZJ7myVVNTOzA4pNXpMVgsBIPB6g2mwaERB6+g1PpJrU7f39dX8TBVzCsLufUhM+PcAz+nStRWetQBauQBWpQTPxlOj3V9ZXQ+P69QeiyMFXe0Fr0Zd+ukXKld7kL9Xqqrqx+ffr4gcJrXoXXMq8kGDI+KLQZVTnpCT2tGVsj5Agy0Lfb4g3sbaRF7WTHO1KiDnARXVjzsezaSXi2vUFoslJMIb8Lvak270NxEXO5ifnE1NDRIpTIAvF+AwWANIK8164hXQddgX19vY01xWMA9ykN05NW93NQPi5Hbmgk72bHOrFgXeozL92/FLy+voFkJcEbU/vALG4uLi5e71F9QDQ1EmVwOPOLVaB4aHqvUD+8AACAASURBVF3bvI6K5eRW6qCIivW62FqAir5xKPnmzpawg+V+W+iR+/mJrtRoF3YC7Jkd9SvEi+eVHgtlxME4cYdzvfeIqBWrcUhXfX2DRCKZmpoKCgpag7xOAYDFBpitUxVVdb18SkLIvTj0mfr7p4LObWiNcG4I3NkSsluQ7MpLhNFjXcHb8avOz8UrPRZKj4V1JEFrsdsI3uckSv1yV9Hzqaa2dnhk1GgyBwQEzPA6Mrqq81eTDTBZbOTm1srSgraKBK8LHpT085EX3i1H76RG7G8J3cuOPSxMdXvFrfiVxCuUFgvlJsLK/TZnhl42m4zLXWPPoaqq6r7+AY1Wh8ZgIBgs1mg0Dw+vMl4nAUCm1E5NWspKCnuoRQ/ivLIxx4vQB9M836FHHaBFOdGinAQpbux4GD0WylhuvFYCryCyrAQYP945F+NeW7dqhjdVVVX39g2o1Fo0BgPBYLBGk3l4NcTX0QmVRiVvbyNX5UaKiHEh1w7zMk8VeO8g4XYw7zsx7jtzElx5SW4rtpG07LzazYw6EPrd9oa6autquAlWVVXd2z+g0ujsvFqGR8ZWKq828ZAoOQo92BIf4+VRE+xKCj1c6b+ZEbWPG3+EGnWIk/By7yStTH9PXhlxMHacS6n/zgisp0q/0pkFeVVrtGg05tF4whXIq0Zvzgy5SI8+WIXe1ha6m5fgwow9At7tXHZiVjWvoPlJ0CLvTcmht5a7np+hyqqqnr5+hVqDQqMhGCzWZLaMrEheJxT6a5/u4MUfcgD6MnilxULZCTDmfafSiNMUCmW5a3teVVRWdnX3yBQqfxQK5NU6MroSeZUqDffOHeTFuyw7HyvNS8IraGYcjBax2+v0rr7BFTpwtqKisqurWyZX+vujIBgs1myxjo6NO3hdRV5CXumx0M40OPLLjVxBz3JX+NyqrKrq6e1TqTUoFNrB66r00vIqTIH5ndnCF63QUd61tXWjY+NmixUbEADBYLEW6+TYmNjB6yryuuKVSCIp7c9zT/M67uB1NXld8drURNbr9QD4fkMsFmu12hy8ri6vK17JZLLRaAQAICQkBILFYq2TtnHxhIPXVeR1xWtzc7OD19Xtdc3rpM0mdvC6qryuebXZgIkJiYPXVeT1zGvA1BQwIZGswPHaDl4dvAJP82qbAsQOXleV1zWvUwAgkUgdvK4ir2NeAwIAAJBIZdU1K25+QgevDl6BOXmVyhy8riavd15lMrmD11Xk9c6rXK6ocfC6dOYluXWmuXemubMTlnhmwvXJq8lkAkBeAwICAABQKJQOXr+/aTFQXpJbT+axMqxT9JVt0Ve2NYW79GYdYyfAaDEOXl9Qc/GqdPC6BLCK0hCk0MNfwf7+61/+FAKBQCCQP/7u53c+eYsZB+MluS0hsuuZ10AAAJRKlSN//Z6wdqa71wcf+usffgl5Sk4bf0+PhbISluwptPXG66P8NSAwEAAAlcrB6/cyP9mtBuf859/PASuos9C/d2W4O3h9AT0eX6d5Va/tfKAjxU2QiuhIcXsZsDLioB0pbnve+X/zwQqBQH77f/6VGuPKil+a5td651Wt1qxVXgWpCGEaIt93X8bd3QXIfaI0BCcBvrStH16yWxnWaQFYIRDIj//lh2HfbRGlLU2IXb+8otEYjVa3Mt9f8P15FaW55/nshe34nx//6IcgNG67/tgSucQvwOhKd7/o8drCvEIgkEvHX+/NOubg9XlFJk8/DxMSEgLx90cNjYxxeB2VK+99Rt+HV1oMtDvDPeLiFpDU2YJu++/+bI8l5LUn85jbrj8+m1cPB68vIjKZrNFoAPD5LX9/1PDIOJcvWIHvi/s+vLITYC0RR/70u58/zc2//OiHmLMbl6Sm7by+v+9/F4b1pz/5UdTlpcHLwes4l9+xlnilxUL7sz0+d/nLfPQ4v/eH/myPpcpiezKPue/+08K8/vLfftwWdcTR3noBkclktVoNPMYrb03xyk6AUaKP/uN//n0+ev6/3/+iKdxlqW6Wdmcc+/zwXxfmddsbv+UlwZdqtuR1zevQ8BiHu6Z45SfBywKcfviDHywAUK7P3qXq3uImwSsCD/7spz+ab1+/+vmPc7z3CtOWLANx8LqmeOUlwSuDDv7rT+YF6Le/+tdavDN36XoJejKPfTZ/iL3o8dpg7nHH/dgX07rgtSLw4E9+/GTPgF3O7/1hqZrqoFnxME4iHLr9v5/Y0W/+/aehFzazE2BL+94EB69rjdcqnPPP//Vf5uP1W7d/LOHdUXoslBYD5SbCeUluhG/eO773T6DPwf5eiz/UnXGMudTvmnPwuqZ4ZcRCO9PdnTb9fk5Y/+Pff9occWQJk4FpZGOhzHiYMA3Rk3kMdHeGOzfppbx0zsHrmuIVrNGQ85vn5PXuybe7M47Rl/SW7Cu2g9c1d38rFtqbeSzwq02zewl+8+8/vfXxWz2Zxxb5HsMV+yKkdc3r4FrkdaZe3XO8914+/vqWf/7nGde/NQQf7kp3XwystBgoJxEuTEWszPfLrV9e/fxRA8OjHC5/TfJKj4UKUxGiNHdBCkKUhuAlLbbDlZ/sVoI+8IXLXzmJS9bJ7+D1xUQmk1UqFTCbV/ba5RX0c73ImBEHE6W5v7/vTxAIJPLS1p6sY0s7/tDB63PpKV6HRlkcfsWa5vW53JXhHn5xC5jy/uJn/5Lns7cr3X1FIevg1cHrtJnxMEEqYuPffmNvpe1447eseNhLejLbwesz5eB1XtNioIO5x791++cTXWA3TrzZm7WUQ2YdvC5eZDJZqVQCDl7nqLlURI73nl/87MdP8Pqzn/7ogd++zhWTFaxPXgkEgoPXR2bGwTrT3Tf/4z/nvMuw5Z//yY6HcVZGVuDg1cErVJSOCL2wZb4hBxAI5OaJt7rSl3LUgYPXxcjB6xzmJbm1Rh759S9/sgCvP/gBpARzQJiKeBlDAhy8zicHr0+aEQsVpiJcNv/XArCCevsv/8FLgrOXbqYWB6/P1Hy8Vi73gT2pV8MrLQbanXEs/c7uhZ9HsOvaB68v7VhEB68Ly8HrY+Ykwmmx0I1//82zUYVAIBDIT378wxLMgY6UJXu4xcHrwnLw+pi7Mo5dWsRsF49lBX/+tTAVwYpftqzAwes65VWYisjy2rPITGC2Pj30Z8HSzWDg4HUBPcGrf//QCIvDW4e8MuKgonTEnrd/twCX//mrn/76lz+Z7d//5mefH/7L1fdfZ8XDGMs0dGt98zoI8rru+gcEqQjCt5v/5//+/H9++/Mvj/zt1sdvXfvwjdmOurSVEn20KcxltpsjjvRkHutKd1/GXi0Hr+uRV0YclBx+pD3alRrj2pnu3pfl0Zt5bLaFaQh2AoyTAJ/tlTDwxcHreuSVHgtlxsFY8TBWPGzFPvri4NXB66r3OubVz8Hr6vM653XYwevq8rrmtW9giMnmOnhdRV6/vCL9/Hv6BpksB6+ryeuYV6R/d+8Ag8Vx8LqKvN54BZ/fAnn16+rppzPZ6/D+1ur1euMVnC9jmldRVw+NznLE12U0JxHOTXrMjLgnF3IS4fxkN0EqQpiKGMk/HnFpa5zn9v5sD24inJsEZ36PwTcrnNfm5matVguAvPoi/QSirnYqo6LCEV8XZUYclJ/sNtu8JDcQpqfNS3rsT24inJMI5yW7CVMRHSnTCztS3EowB3J99s52c8SRItRjC4tQ+6Mub7v36du3P3nL5/N3Pj74508P/SXba88Dv3253ntbIo4IUhGzd8dLWux9uJXPK/g+o+DgYIgv0o8v6Gprp606XhmLMD0WCsak2eYlufGeWihIRbAT4Kx4GDvhkZnxsCeWcBLhtBho2u1dKbd22p3jvacIdWD2kpRbO7Pu7UGdfvfWx29d/+gNu3HfvBdyYfONE29+4/aPS8dfv/HRm9c/evPmiTfvffq2/5fv+nz+jt21+EPB5zfPXoI8tSHi0tbKIOdizIEi9IGqIOeKwIPosxt9T21An3n31sdv3Tn59q2P38Kc3ZjttSfl1s5cn73g3WNWPIyX5CZIQQhSEfxkN/qswlkVvJLJZJ1OB9jjK69D1EKhrkBeJQoD8hvnrpQjghS4KA3Rme4OWpSG6Ehxo953fYZjXOmx0My7uxOu7wDf7g4622tPxt3ds5fEXN0WfWXbzRNven74xtX3X7c78tJW5BcbZi/x/PANzw/fQJ95F3tuE+bMRtDhF7ek3Npl/xM09uzGHO89pFCXGryz3cSQw6TQw61RRy8ee+3+le2ksMPgcm4iHDwvu1nxMHDOr2mnu3fkHefmHmdkuDMzjjEzjjEyjjEzjvHzjvML3hfleLREHqnBOZNCXTLv7cae3Rj09Xt+X2zw/OCNax+8cePEm/6n3026ufP+lW0Zd3fTY6HU+660GHBmMYQwDdGdDl/JvBKJRLFYbLFYAgMDIT5IP26HsLmtvXzl8arSmD523ZRze1PkdxvRp/6JPPlX0ISzr6E///tF+P9cPfZnr0/fBH39w9cvefzjssc/L3v889oHb4Bg3Tzxpv+X79755O2Q85uDv5126u1dSTd22v+c9vnNtYRDLZFHyOGP3Bp1tDnisSVN4S4tkUeEaQhRmrvdYNyavQQ0NwluH58AmhkPY8bBujOOIU9tyPPd15HitpjRC+1piPZUhODO7u4LW5Tv/l79+m/tHj/0F5HnDk7gQWq2Bz3FjZMA7ctyH8nzGMnzGMh2Z8a5MuNceUmwcuz+8G/fCf3qdb9P/3bZ7Y+X3P54ye2PAV/+A3/2taDT/2wI3Hbzw79zBT3LXeFzq7y8nEKhCIVCHx8fiI8vksMTkFsoK5BXAADaaUwui9bSSrl6/TbUzQPq5uHu8X5q8LXShNvdNQFNaZdQp98F/cBvPysBBkbWKvT2cv+t5f5bazDbW0J23Tzxek+mhz1W8ZPdOpLdZgczYRpCmIZgxcMYcVBGHGyWoU8tWYIxr6I0d5/P38nx3stdOMWMgbanItrTEIK7u+Wb/wD8AAJA5rblVz8dcfsHP/xIafz7mG+3Yc5uxJzdiD27MeDcpoBzm7BnNxG+3dyU9NVES/BoE767JqC3NlBYic2PvpETeT0/+ibO6+sbF89KpLLlru25lZ2dHRMTk5KScuXKlWlem5rbViavC0trsNKYPNCjQ71W7ahJNWJUDseGoYP8bgT53UgO9+4iRl//bDsr7uiyN9Sej9c4GCXzWIfXHvmW/wJ+8IP5SJ3tqf/zr+OnT1JJrVSeiMrkPeEJuWa5q+sFFRsbe+HChYsXL545c2Y2rxXLfWAvRWYAuHcewbx/cNkxfQ5e42C0RHjnlW22n/5oMaQ+ZldXwGZb7lJfSoWFhbm7uyMQiE8++QTii1zjvOrNwN1vYMz7zsuO6WJ5jYG2ZXn0fbHhuUm1e/9+QKtd7oJfMoWEhBw9etTFxeXEiRPrgFfLKuOVmoLgofZb/+3HL84riKxavdxlvzQKCwvz8PDw8PA4efIkxNcXyeULyC1rllcDANw977ZqeI2BUjKPSff86XvBChqBWO6yXxrFxcVduXLl+vXrZ8+eXeO86iyAMjT63pY/MFOX/6GrxfBKS4Axoo4a/98vloDXH/0ISEtb7hpYAuXk5KSlpRUUFHh6ekJ8kUguX7j2eDVaAXkvPR5zjgmBoF7/NTNzKd+++fJ4bU9DiDx3LAGsYI/BH/6gGxxa7qr4vqqsrORwOENDQ35+fmuTVy6jLSfgqya//ZxgZyH8tZv7/pe1tHNbxEGpyW7P68XwSslwl+7+41LxaoFAar45ZV3lvQUkEkmhUExNTeHxeIgvEsnrEDa3rhFeLXrlaEtGE9aV4rebiXdlEmANBNjl999cyoew46CM6KM8//3PZ/QBeozrM3ltyzom3/ZfS8UrAIFw//xrZq9wuavle4lMJpvNZgAAQkJC1g6vQ8MjA6QUduRHFL/d9CAXBgFGx0OZBFgjyuXKsdfZS/e2WGqKG99vH/ADyHPZ8qufMsNdaAnwhXiNg1ET4eo3/+8S8mr45Q/jz8OlWt1y18+Lq7m52WKxAGuJV9KDuNxbh1t8d9ECD9HxULtfIq/PyY31Fz95Jq/UZDee//4lhBV02+k3SfUPl7uKXlxP8srtEJJXJ6/mSUDVSxVl36CgD7Bwh8GYujJ5tfz7s+MrNdmNh9q/yLuvi3fXzV1xN48yuYLlrq4XFJlMNptNAACEhASDvIpWHa860yStqeZh0Ll2jFM7ej8d7/oEqaA5IfBW7NF1zqvo9oGyu1uDvS8td6W9oJoaSXqtEgCAYLC9tep4NasnKsIvlt7YTsceoOPmJpVBgPLC4PXIQ3Hf7FjnvPJu7GNHuZXcOdBOaVvuqnsREeurpcOdNoM0KAAN3i8Qklsoq4LX0ZHhEVICM8yDGejEIsyBKQ0HZYfABRFuJJQL9uTG3Ot7y+44rQhef7mo/PUFtvxMd3jupUUg6NgDNz87KNOYlrsOn1s1FYU9jEpFbzPG7y7E1xfJ4wubVzyvg4MD5Sm4wnsuVP89tMDDc8ZUOh7KD3er9nFO+m5nnudeMuYIL8ytGXNkiXlNRfB99zw3rz+EMMMOL8wrLR5Gj3XV/vU/lhDWyZ/9mOt1kBoG54TAym9sI1U+WO6afG5VFGUxq2P7WtORd6+sDl4VoqYyX1ij9w424ch8pDIJMAYBWuPrnHppV9bVPQwCjBUMeyntrZjD/KSTQFXVc9lSUciMd6fFHF2AV3ostC3rmGzHfy8hr4p3ft9+3x0sImE4NODUViq7Y7nr8/lUVpDa+jBQUBPqc+u7Fc2r2jDJbqnuzLzSjt7Pwrs83fwHzQqGcUPhVJxr+T2nlO92UoJcBRGIl9g/EOnEz//mec/FAkwxk9+n3XdZmFdKhrt861LeL+j9dGN71DSv7BBYza2tWRG+L6OyXp5K85Ob81C8cpzPzQsQXySSxxetQF41ksF89KmqOztpCzSq8FAmAVbj61xwY1/ihZ1tgUc5oXBmMIz2Uvuzog7yc7963tOxGJTMpOPP5LU9DdH13ZYlTAbYyEPUMPh0co+HdoTB8jx3l5SWvowqe0l6iteOzubWFcSrUT48UBPBCHFjBDixgue++oOwsoJh1T7O+FPvld51YhJgr6j/9WXySkuEM0NdzL/5tyXhdcT1tfboY493m8Da/PdizrtpdMaXUXcvQ0/yyhd0trS1LzuvNgAQdXYSMwK44cco/ntoQS4LpKqcEDgND025uCvPc58wAsEOmTtVWHW8guNf5VuXIIXV/unX7ZHu9Kd+w+wQWN3dne2kFTedz3xaibxOTVpG6GUFNw80++6iz08qAw9l4KHN2CPpl3cX3T5AxUE5ofD5Vl6VvMZCqakI4Z1dUz968V5YGwTS97tfdHgdpIa7zVks7CDnlNsefYMjL6Mql1wri1eLxSLj1fCTv6Gi97MJRxnzkAd2rPLC3BLO7wj+YnOtrzOYvC4A60vj1akj77nbW1ajepG80mOhlMxjwx6vvRisVggk+j/+Le2uEyf6GB03d7GwguH1tzcXJwS8jApdcpXmJzfno3gVy82rdQogVxVU4j5nBhxoxzgxCVB2CHxOBJkEmCDCrQ55KO7bHXXIQ5wQOCdkobD6UnmlRR/mpH8m7ybN4S6i1agGpqaetkWvWDyvYDftwMm3XoDX9t/9ws35b2lX9/AWvPJwg48+uH2os2uFzpExW6X5yS2zee1YDl6He0V1id7J596iBxwEwWpCuxTfPtCCPdIZ5S6IQNjdGeXehD6Sd31vLfJQE8aFFfyMmPqyeaXHwmgxRynhe+dw2B5O+me8nHNzOPsMPQ5Gj3VdDK/0GCgtAU7JOtb97Wbdn3+9WFh/AJG/+19874OsKPewM1sa0QuVFYMAa0ftu33WXW1c6cO5n+JV2NXaRi0vf3W82qYAzLduN478N/qTje1BrkwClBsKf3Bzv+9HG257vOX70Tu3Pd4Cfef4W7c93sq5tqfS+yAzGMZ8HlhfGq8LZgvRh6hRznPavs5i53eJhVIy3GnxsN6vNun+dyFqp370A9l7/91xbW97tDs13I0TDCNjjuBPvccNnTt/nQ6xIbC8y1uoLQ2vrN5fTCCv/Ef5gLCr5dXyarBMJfp82RV2pGOmQUDDQdkhsM4o92bMkeI7B0pmXON7yOfDd+K/3dE50+m9wnldjBfPKz0WSouHUTKP0WKgfV9sGnZ7Q/9fvzL+9hd2K97+/cAH7wgu7aJEu7dHIuwnzgtze3Bzf+KFnfywhZAVhh7FfXVQ0D3wyqr+BfQkrx2vnFcAAPhNhfV3tj0dL5nBMHYI3G5RpHuu516v99/pijr2XKSuGV5Bc1LccnGHygKOsh/PSqmhcEqMBzUC8cSJg83W+19vq0MeWiAr4ITCC69szIzBvcqqf16V5ie35M3mVdTdSqG9Yl7r6mofXN/FCXk2cG2BR2+6v9mCPTLf/dj1wCs9Ftoe49oe7koJcqUHw2gzfrp71W52CKze71DY6S28+UMsDQftCHXNvenU3NL6Kmv/uVSSl0zO9ec9yeurbW9pjdaIK3AOYd6uVrsFEQhPtzdqkc7Pm7yuMV6Z8bDGCJfsG3vYwYvqG6HhoYIIRN71vbHfbOfP0xFLx0OZwfBG7x3I7z4ymq2vEoDFqzAnkZTtxy0PWk5erZM2Zmlcm//uZ5Z7R7hb9FdbQ09vEUY+dwq7lnilx0LpcVBGLJQZCmPPGiPxDGpx0Ervg03oeUcL0fFQTgis4vYuNrX5VQKweBVkJdRn+LLLAqd5FXR2t1Kor77/tTAnreT61vlupdrND3NLv7wL9fG7wqeytGeaHQKnYJyvHnttjfAaC2UlwGpwzoW39i+2BzoY1oI9mnd97wJZAR0PZQYcSPL+XKFeibPE5WXE1aR5s0sDfG6en+a1rf1Vx1cAAJQKWR0axsTNO6R1dpC4DHu9PfAofa5nCuYHHdbit/fGRzs/P/I6P3mN8MqIg7ZFHyUHH1l8PzQ7BNaEdim4sa8j3G2+qCwIPRpw7uDQuPQVM7AYrRRexTJV7A0PfvCzU1hOCPyWx1vVPs6sZwVj0KxgOJ9wOO3CFt8rX/C6h+5dcGfFrJL53haHLCMemn59Ny0IyljcD5iGg9b4Otf4Os+X+7b7755oTX/FACxSBVkJdRm+nNn5wLLwCgBA5v2gyptbnhkqRJGI0NNbws5sEUU9IyWg4aG8UHij1/bs2675mclmAJgCVtl8mot0e7QrheBKDZx7ZPBTP2BYI8ql7K4Tfaar67FPQ2Blnu+lhKNfPQCLUWFOIikbOd3eQi4rr32dfDLGhYE/unBx88Lcsq7uQX2y8RlJWDCMH+xS6LktPfBiR+f0205W33zFizM3Cf4Aua/B7xA3ZFFtL16YW5WPc+ndA/ynsgImAVrrtbe4IPvVA7AYFc/uz0IikcKuZeN1cGQ86vy+jtBnFTcBSsVDzx/9JzMYNueYIzCstqP2ZtxyLctPm90xs1Z5pcdCeUnwAu/9JNQR9vyj2mebEwqv8DpY7eP8xCBMWtAReogHYF6JjS3gifsFSCRSuHzx1WKdpGT6t/nveWZZs0Pg3h++U3znAPepYUcMAkwYBi303Hb71GE2/8m5zdYwr6JUOOr8gfvY282+O585tJKOhzIJsGbMkQqvgy3YI7PXF4bDkSfe5Yt6Xz0Ai9Fj92OXl1cAANKjg0g+u57ZbuiKcsd9vin6623CWXfJaXgoJwTODDgQ+NmmsECkWGl4evtrmFdhCgz11Q4ar2eoOoSK2b+YEMsNdSu961Tre2h2NyI7yLkh+pJMuULnj19ZvPJ5vPhvtvDDnhEeuCHwBzf3e3/wjiAcQZsJqx2hriXXt906daS5tX2+7a9tXv1Ob+4dlihV6od3XViBB+n4ZxQjDQ/tCEc8uLGP6H8Y7MFlEGD1d7c/iF2hjS1gZry2ffyA33R769WOH7BLodI0xVxkBDotXNAMPJSGh3oi3iRjjjAJME4ovB2198GtA5lRaPmCc5ascV7PbOno7LcBgHKAww0/zsS5LPK+FzjUmEmAMYNhVbe2+ty8+Mpq/HlVmp/cnOdvj69+gs6e1uXjFQCAxICrdNQuUThUEAalB7kwCa7gEwScEDh71l2crqhjyBMb0i/v7ot2K7++Od33UxKJ9MyNrwdewTPtpNaVXdu0wBPFdrOCYVXezvV+4NyjrhTs4YEO2sut4++h0vxkcq4/b6Y/y0/Y1dPWTl9GXhltJO+PNiFPbkN/voMS7FHns7/g8ibQD69sakXuYuOcO0KO9kbB0r/bGvzpG0V3nPIT8FKNeTEbXz+8qvWmjpIQdtDBZ/JKw0P5YW45nnspga6dkQjcp++wufyXWMHfT6X5yU25ftzyQDuvvW1URnn5sr2P0zpp6+wf6ewb7u4fMWmVDdWlkcGBoGPCcQNNmXlB33p9ttf78713Tu45uv21htrneBZ5/fAKAMDkFFCIOkFD711gnKHdnFB4zrW9bNyh8qDPhkbHl75el0ilecmkbF9OWYDPzfMrgtdnSmWwjkiUIxLlmFSl1Oif67vritcpAJAMidiRH1L9d9OwTu2YA7PNCT4qiHBjEqA0nCsd58rAuzaiDhdd29zxcEU/KFuSl0zM9GaVYL1neO1po9JXMq/fR+uKV1DykW6vcwj8lQ86s6+LsjyFmdPOv+0Sfuqdeu+99ICD7RgnKsaJHnAw4Yu/3T5/cjlqZrEqyUuuT7/HKEJ733DwuhZ5BQDAPAVYpp5cyOZ2lFdWjwhp+mGOZpCtHmRrBtnJ+Nt1VeWvoCJeWCV5STWpd2gP/b1vfAtBIv1EDl7XHK9rSSV5SdXJtygFvjO8dvdSqMvZP/BS5eB1taskN7Ey5lprxl0vz29meKU5eHXwukJVlBlfFvBNU9h39y6fs/PKcPC6unjlJ7v1Z0K9Pn2DK1yh41SWSkVJ94svHCX7hgAAE6lJREFUfkS8+vHdr79w8LqaeGXEQXlJcEEyjBK+L+36hsCvt575GDo6PrHcZfxyVRgT/tDjUL27893PPwHbW70U6lrm9d63ME7sIUYcbNlJfTFeGXEwbiJclApvCd2bcXMT6sx7fp6fpyTGtlHZT/UBrEEVRoY+2L+zdueWuyc+XBe8fvPhrgrfd1rDDohSYcIUKGhOIpydAOfMmBG34nhlJ8A4ifCudPe26KN5yH2Yc5t9r5xKiI1qpbKXu1BfqQrDQx7s3FqzccPd94+vfV6npoDoyFA8+g762gnM1zt8vtzq8+VWn9PbHiJ3VeKci9AHQLMSYKI0hCAVIUhFdKQguElw3oxZ8TDaK+SVnQDrSHETpCKqcAfzkHuRpzZchf8Zc/F4O4O3HqLp0yoMC36wY0vNhrfvHgd57e5bw7zapdGbRT3Dnb3Dnb3Dop6hb899/rXz/3p9+Pbd99++98Hbtz56y+vk27dOvHXn47f8vtiQ57s3x2dvtveebO89jWEuXRnu/GQ3XrIbL9mNn+zGT3brSHbrSHbjvtC0BnPyCmLaleFeSzh0/+q2Ox+/dev4m94fvpN5eTcL75p9bV9Pb99yF+HyaC5eacw1z+sTSk1OeHhpU+/9Y8IIhCgSUePjXHrHqfSOU6XXwZxre5EnNvh+tMH3ow3YTzfe/vCtC4h/Xjv+xvUP3rzxwZtxnttTbu9Kurkz6ebOQtR+brIbI8aFHuVEj3LiJUIFKW52sxNgdPDx6zjo7HxjNq+seJggFcFPcQMx/Qb+j+seb4R8sbnS6yA3FC6KRPBC4axgeP29XQ/S7i93mS2PCsOCH+7YUrvOeY2Picw6/679aTDWzLyI4Nu8RJEIUaS7KNK9M8qdFuT6xf6/lt1xIvodrvF2xp96L+DTTdhPNwZ/sdn3xIbrx1+7+fkerwvHvC4cw5/fHnPp3fDz74Au9dtOjdjHjDtKue9KjXEVpiJEaQhRGmIk/wPM2Y0lGCdROqIu+PD9q9tufvTmzeNvRn217dO9fyH5H+6OdmcFw2Y/eM3Bu9z9eOfAiHi5i20ZVBju4PUpXhcwOwR2Df56W8BRVjCcFQwTzkKZEwIn3t3e35RltgFmG0ChMssra8orq0GHB3n7XT91wvl1z2OvXfN4A/f1e8HnN+O/eS/q8jb33X+89fFbvp9tuH7szfAzW6q8DrKDYUPxxyPPbo06t00Y8eRMYcIIt6gvN5SWregb/S9JT/O6lvtf59Piee0Idwv5cnPsN9s7IuaY/YDit0vFLppvLyYAuHXanYF1asMejf92R8zX22O+3p54fufd42/jPnuv0usgNwQujESwg2HggNTyewfveLz99FExg2E1t7ejbl+ctAHtI0AaDRhfoU9fL71meH1nXfMaFUbIvbBhMbwKIhAxX2/Hn3pv9qO5j0gKcKqKuaXVz/v6tYT7kVnfbuBHIDrC3cA3MnSEu4kiEcIIBPvxOdtoeCg/3O0a/I16v0OspwZcC8Nd73y05c93Bv8FA0C+A/JX2VtgX1yFESEP92yv3bLp7ocfrF9eiaSmsDNb+c+cqgMPFUQgor/aFvLl5jl5FYS5XvV4b2BMNt+O6Cw+9rMtHWGLegxQEIEIPb054uwW0eP7ouFhQ+EHfC99BrmogPgCkFuAR+6rLK3lVGFU2MOj++sP7b578gQEifTrXJe8jsu0d0/u6Qh99vxTC/PKCzmC+8ppXKacb0cGC3DnjBsj4MBi5gfnhMArvJxue7zFC4PPhpWPd2bjD+/BciBIAOILQO4Bvw8ChlfohAFLrML4yMJTiPovEffOfA5BIv06e3rb6euO18Exmfenu78/r9SAQ5z7n9osC72OtSA/P/6rjbzQRUyuiIMKIxE+H76T4zk9Y+sMrC57UW0QHwDiO+NbQO76SAkKU2KKbp9q8Dl778LZWbwu9/tjX7EWz6swAhF+ZmvY6blnR6QGHOLFfAZMLjQHwqhMfe/kbkHYM6a1A90R4ZZycSf2040d4QgaHsYnOLMJLnv8KY/B6gtAbgIeea+stJZThRnxRUEXiJHX7l35xsHrs3nlhbnleu5FffIuN2yOxhk14BA7+uSkeY6pkOyyWCcDva5U3drKWsyrBwiw1oCjl2GvMQgwLuEwG++yx7/9SVh9Acg94P8EAuJ10EtQmJVQHHq5MfGOl+f56fy1nebgdQGAoAwC9BLstfYg16cnT+WEwPIub8nLzlx4d8UlJffPvMufi/g5MxCfD98p8NzdF+78ZBpgtw8AuQ3k8F5NaS2nirITiiOuNqZ4eV3/DoJE+nV29bavv/bW4nllEKDtQa5X4K9TcXPwyguFp371dnRkxMK7GxqXeX+2hx/y7N1x8Yd7ww/nX34v5pM/hgTj5yDV7hvAB/nA5FofBVOYnVAScZWchvS+eQnii/QTrunxWfNpqXjlhMDzLm7MS09ceHdTUwD6zpWa29uemPiSj3cWEg4ICQdEhP2dhH29hN21uE8KcN/moT7b6nHppyjbQrx6Af8eAMgXykTWggqzE8uib7RlB/jeurp+ee0fkXp9vE0U/uw2+8K80vFQiv8eCavsmXssr2gM+2wLP9idFoCgBSAo2GPtaPc87PnEwBsZQZduYaOd/JtdUKTfIaULMfp4SvCD20Am9xWU1nKqODelOtmfWRrjd+/mNK9t649XiVyDOn+Mij34zG7RRfC6Wyuqn29HNpvYYHgok0GHRne3k345xP7PfuZvxrm/KaiC+qUg/xzUA7kJQO4BEJ8Z23FELgLZG8BHD15lsS2D/v/2zj2mreuO42dbmkStOnXptmyq1pe6P7b9UWnrVLVNVLVdG5q2kyK1S9c91NdWNdk6lWDeYJvwKGAbEvWPtqG0C0uaQDDYXNsYg+3raxsCNQ8/MI+mQPzE2AbbwVxT8G9/GIwhQHgYbMf3o+8fyMb28U8fXZ97zr3nYPUXVbyq4atYETMveX0FgLOcj+r/87vedTey6mYd1bJTNGUvpL78iJad0sdK6b55t4WSZ/CL5eTs3Ir3n58f93pP22z3mUzIZEI2K5pwIatjKQ4n6r72YCrv9IEiB8qG1c+r1k8+7GdA72192ZaIX69rb5kYM5SWFCW1r2fKCxs+fCzSVw3rJR3rBS3rSD/7uWvswyPsp3pYR3HWn5Ts47TXn6zL+6OKc7yH9eII+6lr7MOh6FnPD3KezTj++I3llxD4/Zdttp+ZTMhsRhbLmnHZ0YwLGUcOHqv5CmUDytu8sjQ4jceqhLuBWNT07UAf6XOzyssQg8lcXI8oGX3FPnx0sPIFA/sPw+ynr7EPD7CfaS7/e2v5G9WlaW8XXX6/uOaJ05p7GJ57Czw/pE/tz3EdKPA8eVrzfnHN28WXQ6ktOyFjvf7BO3/WmwOehUmDgNN1zGy+hamRmRxHHgf6QnXsDnoA5W7S12x49JPYFnJnkTQLTKPfzH8XYLPZiM5k9ierr9WsrC8+eLqBfaK+7L13i796tVDwUmHbnUz/fga5MMAZ7lDSATEBMSMeXMwPGHP7GeQeemA/Ex6ugH8LyVHrK7aNaRqO2YJsVjTrRjUdr+xjzKD8zfhKh+/ngGIs1tXcMSRiocU0AsG5RV8Hh5PHV28AVGNQ1Q2vXoTfF2p/lDWycFpz8+nOpsIElA/oFOQJ/zppR9ZN+hrO/CT6WPEGythMS7LhV2dgcM3rwxKe1haR1TwKMJ+MviqvA8oAlAULTmzkHHyDyYKUL7hO+55x6xZltVjQuBU57Xte/LIeZW7sQ3NgLwNGpmJd1p2kVSK2W80AwQVfDQNDMdxvY5dRmwDlwOZ+cDeSfLiTeePq4EO+CWTeqqyhjoF3AnUNPfjjovFbNzIfUCacXXNrnNsEqbTV4bADAJvNRnQGU28cbO/oTCJfc7fxu79WMuGNS+f8rq2bGqnsd25UInkfZaz7iXRA6cBSx7qgO49cLne7XQDA4XAWfFVTvm7v4Hp3gUdlfHhqPAq+hoYLFIZf3sX0rXeIzYTHzgG5csz3NoQgFFNTUxD2Vdc/oGq/Svm69eTAY5+o3Ns4zbo5fhd6s+5jlLXGJ2bB/SyY2NxODokKQRAejxeWfDUMqNqvYoKkuFd4R3zNhCLJyZlodAbCCbhRadt7q3cJ8mFvHlyK3w2IogxBEF5vhK9aw4BS3UH5uh1fCyX/iq6vLjtSGR+5p8i1SpcgFUqUsa7jLkIQCp/PA4u+Mvr0RiJpfMXHYM0f2a12Xg+UTHQN/cJpj6av4zY0arrjYLll5QxtFhz5L9yYjXUddxGCkHu9kxA+vvbpjYQqWXwdnYIH2LDpOc91kgcHy60jpr3jtmj66rCh4bG7flpmW+ZrFtxTDFPr3Sp2G4LjrR6PAyJ9VajasaRZ6+alC3CLoaKt+LpvZ33NBZQBe/OhcSDW5dt1cFw0NTUKEExSX58/DxudPdqYrwdKJjTD90W3P+CwoaGxu/YV2FAaoHT4OQt+fQZ4g7GuXSyQy3lutxEgwOGwEZ3B0Or7KV+3lR0YH7Ba0HXzPp7RWqeHOh3Yb8S6arFDJuO63d0AviVfCcrX7flaLDkRXV9NJuR2HwPY0B7ktzcy2RW3uxNgivI1SsmBxz9VRHe+wGRCHk9qrEsVF1C+RtvXfLj79FTHwAOTUZqPtViQxfK92dmvY12quEAuvzI5qaH6A1HuErx24RPfRHQOsSYTcrv/Eus6xQtyeYPXawifbzG1BiPl660Tea9B1mIyF5MGD3F8vd886IzGqJbZfMfsbHJtWrQOcjk2PT0KABUVnEVf1Unk6+HqxYu1cwBlbCyZgLIBZQPKApQPT1TBoWo49Bm8y4P6fqjvh3o9jE3BzEytxbxn+wfXycm/xbpIcYRCIZ6ZcQBARUVFhK/JMb8FAP/kA0oHlA2PnIWXL24gNfAPPshGQDYCsm9BbVrvzV3u4ybTdo6syG6/Pxj07lYxEgCCkJKkD5Z81RsJVRL5Ss5BjxV6zDC53pqtWyQYnHY6j2xNWbMZWSz7Zmaaot+sRIYg8EBgBlb6mjT9gZ0mGPQ7nUeuX9/E/dyhboDV+hNK1pshCGJ2NgBhX5NtPnYXCAb9Hk+u2YxuuV5GyFSzGblcr8zPW2Pd8HhEqVTOzs4C5etOQ5ISp/Oo1XowtB5RpLghlUMP2u2/mZ4+H+vGxi+Ur7vK3JzZ48l3OA45HL8NLfpiMiGb7V6H45DHk0eSslg3MN5Z6avWQPm6OwRJUk6SMpKUzc0l6ebFW2AVX5NqPIsisaB8pUgkKF8pEgnKV4pEgiAIyleKhIEgCJIkIWL9AcpXivgFx3Gfzwfh9d50/QPJs/4ARcIhl8udTmcwGCwvL1/wNXnWd6FIOKRSqdVqDQQCpaWliE5n6pJpPSKKhEMqldrt9rm5ubKyMspXingHx/HQeposFovylSLeIQjC7/fDwvgAnak1UOdbFPELQRCBQPj6V8pXivhm+fwWPTT+SvlKEaesnI/V9SfX/bEUiQXlK0UisYqvynbKV4o4hfKVIpGgfKVIJChfKRIJyleKRGJ1X/l8amURingEx/ElXwsKCvXGwatfa5owAY/HwzBBKE1bCbZalv4Bi0Y20ZKmVduDLT3bhPH5TY08fkNDI5fbwOU28PlNoubm1rY2HMcVCgWxiDKRIAiCwHFc2tYmEokwrAnDBEKRSCxuEbeIQ0haJC0tLWJxs0Ag4PN4DVwul8vl8fkYholEIqFQKBQIhEKhqLlZImmVSqXyMDLZisrcTHS/jFwu7+zsnJ+fB4CzZ8+it956R98/SKg6rnZplOr2cAjVKlEo1Qplezg4oV4eVWTkCpVcoQo9FXqhUtWhVHeo2q+q1AtRh9LeGU74qXCU6o7ILG/PGo1RqOQKlRxXynClDFdK5cRiFFLZQtpkuKRNJpa0CUTiRh52hdt4pb6hWSzp7NIMDX8zPu5wu90ej8fn805PT/v9fpIkA4HAbLwSCEOS/ulpt2ti5Npwu5IQCQVNTQJRc7NMJpW0SgQCQbNY3CZta22ViISCBu6Vixdqqj4/V1V17nxNzeXa2kYer7Gxkcutb2hswARCQtWu1fePjI6aLZaxsbGx69dtdrvT5fJ4PB7vEj6f78aNG6FCzczMkCQZxa8WPtCePHkSHTny4rmqaoNxUN8/oDMYw9HqV0mfrj8yvVrDTdGH09O3kF6toUdr6NMZ+nRGnWFAZxjQ9w+GYgjHOGgwDhmMQ+Gnwgm9ZClrNymyGaGP7u7VaXp1mh5tOF2avi5Nb5emt7O7p6NLo2rvVBDq1ja5WNLWLG5VqTuGhq85Xe65ufmY/f5Fg7nvZicc1p7urtZWMSYQYEKBWNKMCfi19bVcXoNAKGjC+A2N9Zdrvzpf82XV559+du7T6i+r/3fxQl1dXW3d5UuXLl6qu9zI5yvU7YbBIfvEhMfrcbpd7qlJ/wwZk9JgGHb06FH0YVrGs889/+ZbbxcWFjGZBbcM49ZhLoXBZDCY4cfXe+eCxWygDRtqEoO5fugMJp3BzKfT8/Lyc3PzcnJzc3Jy8+n0wsLC0tJSNpvN4XAqIqhc5Ex8U1FZyeFwyspKi4oK6Yz8nNzszKzMjMyMjMyM9Iz0NFpaWjotPSOdlk6jpdPSaGmn0k6lnkpNPZWampaaRjtFS6fRaLTQH+mZGTl5uQwms6i4qOSjklDKystZbPay0iynMoKofKPKysoTJ06kpKTk5ub+H9LJEzHTCebkAAAAAElFTkSuQmCC)
Gambar diatas adalah hasil outputnya,
Berikut adalah syntax yang digunakan :
#include<stdlib.h>
#include<glut.h>
int w=480, h=480, z=-20;
int x1=0, y1=0, sudut=0, z1=0, skalaX=0, skalaY=0;
void renderScene(void){
glClear(GL_COLOR_BUFFER_BIT | GL_DEPTH_BUFFER_BIT);
glClearColor(1,1,1,1);
glLoadIdentity();
glTranslatef(0,0,z);
glRotatef(sudut,x1,y1,z1);
//kaki kanan
glPushMatrix();
glRotatef(-20,1,0,-1);
glTranslatef(-1.9,-4,0);
glColor3f(0.8,0.55,0.3);
glScalef(1,2.5,1);
glutSolidCube(1.3);
glPopMatrix();
glPushMatrix();
glRotatef(-20,1,0,-1);
glTranslatef(-1.901,-4.01,0.01);
glColor3f(0,0,0);
glScalef(1,2.5,1);
glutWireCube(1.3);
glPopMatrix();
//sepatu
glPushMatrix();
glRotatef(-20,1,0,-1);
glTranslatef(-1.9,-5,0);
glColor3f(0,0.5,1);
glScalef(1.2,1,1.5);
glutSolidCube(1.3);
glPopMatrix();
//kaki kiri
glPushMatrix();
glRotatef(20,1,0,1);
glTranslatef(0,-4,0);
glColor3f(0.8,0.55,0.3);
glScalef(1,2.5,1);
glutSolidCube(1.3);
glPopMatrix();
glPushMatrix();
glRotatef(20,1,0,1);
glTranslatef(0.01,-4.01,0.01);
glColor3f(0,0,0);
glScalef(1,2.5,1);
glutWireCube(1.3);
glPopMatrix();
//sepatu
glPushMatrix();
glRotatef(20,1,0,1);
glTranslatef(0,-5,0);
glColor3f(0,0.5,1);
glScalef(1.2,1,1.5);
glutSolidCube(1.3);
glPopMatrix();
//badan
glPushMatrix();
glTranslatef(0,0,0);
glColor3f(0.8,0.6,0.3);
glScalef(2,3,2);
glutSolidCube(2);
glPopMatrix();
glPushMatrix();
glTranslatef(0,0,0);
glColor3f(0,0,0);
glScalef(2.01,3.01,2.01);
glutWireCube(2);
glPopMatrix();
//bendera
glPushMatrix();
glTranslatef(1,0,1.52);
glColor3f(1,0,0);
glScalef(1.3,0.5,1);
glutSolidCube(1);
glPopMatrix();
glPushMatrix();
glTranslatef(1,-0.5,1.53);
glColor3f(1,1,1);
glScalef(1.3,0.5,1);
glutSolidCube(1);
glPopMatrix();
//nomor punggung
glPushMatrix();
glTranslatef(0,0,-1.53);
glColor3f(1,1,1);
glScalef(1.3,0.5,1);
glutSolidCube(1);
glPopMatrix();
glPushMatrix();
glRotatef(30,0,0,1);
glTranslatef(-0.7,-0.73,-1.53);
glColor3f(1,1,1);
glScalef(0.5,2.5,1);
glutSolidCube(1);
glPopMatrix();
//tangan kanan
glPushMatrix();
glRotatef(110,1,0,0);
glTranslatef(-2.7,2.3,0);
glColor3f(0.8,0.55,0.3);
glScalef(1,3,1);
glutSolidCube(1.3);
glPopMatrix();
glPushMatrix();
glRotatef(110,1,0,0);
glTranslatef(-2.701,2.301,0.01);
glColor3f(0,0,0);
glScalef(1,3,1);
glutWireCube(1.3);
glPopMatrix();
Tutorial vektor "Hope" style Obama menggunakan Photoshop.