小白求助:关于C语言库函数memset源码的一点问题
void *(memset) (void *s,int c,size_t n){
const unsigned char uc = c;
unsigned char *su;
for(su = s;0 < n;++su,--n)
*su = uc;
return s;
}
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiAAAAEDCAYAAAAMWb8ZAAAgAElEQVR4Ae2d/Y8bSXrf81fF90OCIHAjPzQghMgAjHWi5YhRIFqA6DFCWwghZCebDL2AQDnqCBlaFw8EL2ZtgXIGXPgGAhZUvJ4FJgTGoJH1KNDxzvLIN8c52cTJZixnEgbfoLr76a5+I5scksOXr4AR+6W6Xj5V3fXtqqee/nvgPxIgARIgARIgARKYM4G/N+f0mBwJkAAJkAAJkAAJgAKEjYAESIAESIAESGDuBChA5o6cCZIACZAACZAACVCAsA2QAAmQAAmQAAnMnQAFyNyRM0ESIAESIAESIAEKELYBEiABEiABEiCBuROgAJk7ciZIAiRAAiRAAiRAAcI2QAIkQAIkQAIkMHcCFCBzR84ESYAESIAESIAEKEDYBkiABEiABEiABOZOgAJk7siZIAmQAAmQAAmQAAUI2wAJkAAJkAAJkMDcCSyYAOmicc+AYVhoj42iDcsoonGe4sKzBoqmAcMsYu9NP8UFDGITGHTR2DRhGCaK+91LQOmj/TgLwzCQ/ewQvcElopr2pecNFA0DxuPxWyCOLRj3GrgMmWkXh/EtNoHufhGmYcDcbKC7SPfBYmNj7laEwIwFiAgKA9ZxGmISPp0AOXlWRq0tAiIoQPpvGth62EQvnKzXiWZhHcu14UDcTyTQb8O6rkRiEfWzxFBDT/SPLWTn9dAVQZFW1Er4NAJkcILdcg3tD25xAwKkj87+FqpfRVrgUDbJJ+XeSHsvJce0kGcUOyX81k7A+WK8+ILSdSHbJjM1MwJLLECcB3zWMFF42kZ/IAJEO77Tirxdd7903jiyT09mBnXlI367h/ykncVHV8CYZTSn1TcPAy6CYhYCpN9B45MsDLPgCGERIHL8WgG11rQKSQEyrJqX+tzgFHu3HVGfagR3qQvLzJOAT2DGAsRPKN2WPGTTjYDYcZ63ULtrwrxTQN7IoHAnC/PGFhpxUyuq89tQUy8VHH5Ml6N1DKWGhdXbaPI0ywXajzP2VEzlm4uxEEnc+eenY103t8AiWNKMgLiZ6h7VULhmonAnD2OjgMJ1E7lPG+jIyMjcMj8iISnb2o0yjOCScFraavJ9kHDhBIcvji1k1KjgZ4cY746aIDFeQgILQmD5BYgCOeji8GHO7jQzm3WcJIiL3suSHWZhO78FaRSpHry9A5TUKMj9g+g0V1I5BieoLboAlE56DAFiF/f8ENUb6i02g+LzE1ws4ny+lI0CJKmFBo6nug8CV1xmp4eD+6r9lHAwrUGzy2SH15LAHAgstwC56KL1rIz8NRP5ByV7BKRYLiJzLYPiowOcBG5kGV3hDT6qXaV78F7gcFs9MPOovxsVo3v+2LIN7jI7Czz9JZ10SgFycdbC7oM8zGt5lEtqBKSI8mYG5kYR1ZcnkSnAlKRmE0zKRgGSim+6+yBVVKkCXXxd4QtSKlIMtCoEbAHidCRmgqGoKPNgR9N/c4BqKWt3KGq43swWUH7Wilhytx8nzG1+6ODgUQnZa+q8AXMjj/KzOqw7aj/NFEwf7Sd5FHea6NhCQ2xAAFx00X5eQb6sWZZ/aKI8zG5BjOBUx/O+hZqU7VoWJbElGSj7kgryG85KkMztSvxUjwr3sopSVoVT5TGRvVvGbsgewGHjGBX2WjUvvJkt+bYDHzpobOeRsVftZJDfbqATtp0dOEKsoKd3s4TKF6H6GJkvEWlOnTh5l+1onfS/KtvlSztEffLUmbaJGiSfYu+mSidhFVPCyEn3aBfl2xm3DZrI3Cih+rKDfmD0QbWLeOPGYBs2kbldxu4LCwUVPo0AUQa5t4uoveo4QkNsQFQTPGujvp1HWV8tJPxv6HkuoLxzkGq6JnIv6YJCtYEd7X66VcaeZ6ANSGcarFOnbqP1EfN4+3CK5rMyvDZmZpArVbD36jTEO+baNOWWsgh3uR/t+0faoPYbFlHnjhC07xP7eZJD6dFB9F6JyV700Hj3QeB6KYfK34g6CVyndkY9oyIX8AAJLDcBW4BcfFNxloLFzT/KDaUNtauHmVo6ZqjOeduC9aSK8i2nszVvWNCee4g8NBWvswZKrvBQceRu5pDzOk/1kIl2dqMxawIkLnDbefvOfZ5geyAPvFsFFFRn7+ZLHmj5Z00cKINDQ3V0Wn7DxpT9DvbspaoGzFtlVJ9YsB6pURpVruDyVREg+TsFh382h5zXOeWx++oAW2rFiXrY38z5Yq2sre7xVvWE0rNFkrZiIlW++mg/t1DdVELBQGazCkvl3/5rIkLurO501g9bccRDx3pobCoG8fY3p8/zdpqx02ORkRN/5YAtXB+pPFZQdMts3teEJ+IFSPfLkitclHjOBfjanbR0hKFSDN3VBEg0nJ7nIio204onOtOIuMi9JPfmRg45t31lA/dSFrXXTk767Tqsh0XbzkCN0tjt0q3b5ttobgNHtPvVa9PbRUcUJ4lGL4KU5ZayCPe3Ta3tSRu0UL7liJDM47ZnK9H7umKvqlL3SdF+HlmoqFEo9Yy6HnweedkaujHmfaDHJeVIUSf6Zc52F3X7BayKVkBER0PyCAmsAgFnCkbeMGM6B+kYKl+7plGva87NHnNjn75whIn+cIg8NCFvFyaKn4feVi9OsGu/CU9fgPS+dAwrq0l9pQgQI4utfS1f7xuOrYN6q7pjoaX5GWk/cTpqv/O4QPuJI1KKL0LdtSxf1QxgRYAY14NGs70vHVsVJVgKT7RRDLXSR9lQ6A996ZwfthAeGOkeWajb7izGy5e8LfvlSmrq8Z17fOg2LCXs7tTj/WSITcnNvZDQucDhZ0rc5rDndpS9r8qOYAv7Thj00XL9i/h5j8mjdBIxfmAuXu8il3YEJFzQYQJE0rxXj4wSqiXju69GL8GM3EsSp2onOy10NevF7gunvQeMGiV8ePQgXI7Avna/htu0/YZfxYF2TwQuVTtemiPKLeFEgEQicl5cbP89+rNHXafa1XULrZDRr7woxYrauPhDx9LfB9qFUo60daJdqjYjdRw6z10SWCUCng3I6eeOEWfppW44cYq6Wh4W6DSd6YfY1Q8xQiZyQ72uOW9h2oiKD1QedpMIED+WuC15mCQON4sAibzNS54KUb8Xco08NGUINbZsQPdFwX7LFxEkAkT2vXzLQyyms5ZrpBwyDTLUrmLMfAkrvxP3chbacKdOIqIhFMzejRECgWBiU5JB7VvtxMdDVFQHc7vuChOpj+CUoHdFRMhE03WmggwE27obg7CXOvUivuTG0HafLu7IvSR5jRMU712Havq5YeGTsnDZfKe9XvKWxF2Wb4f8zzh1GWozUpZBC1UlJmPuIwky7Df9faDFIuXQucvpuDqRc+6v8xz2xXboNHdJYKUIeAIE7+qObwe983QfHn7nJg//hLl6aJ2IO/QbfmjKTV2Idboj8c9KgCTlG7C9WMa++UqeYq4NCxB3mifzaR2to1b073NnZEM69rCY8FrWkIdY5JpeE2XVQRsmcuUq9l620TnvB1dhjJkvqSPJp5evyIawSVNfrhBI6mCU3YQ7Fei3N0AEli8W3HgSp+nEnqSMpv1GHBYgkucYQanKJ+yH5DOCIc0BJc5tB24GzLsV7O43cfIuVE8j4gnfS15e4zq7uKknKVts+PjEpS3E36/x1wSOpi235C2Wu0zjBKcwAZnWK6D2KuZ+OzpAdeIRVd9uZvR9oJVYyhHLONwWtevcTeEtLxjREDxCAqtDwBcgiBqbnuyoKQb9TfMENXuuuZI4RxnuIMMPTbnB4m9q6RzSdGjjVYKTrgkrycN2WEx40UueUggQiUMJmSF/UvYwKy/JIQ+xuGvUEH7FtcHx0lXz4WI8O2a+hteRl0sAE4yAbDaSl+3KCJo34ua2SW8fgIxweCMien7Udri+wg/98PnQ9cI+tiMMhR13Vxk3i22C1z7MeMPimLjD99I8BYi02ZhsjT6UptxDuIvzwExkmlHqcvj9NplN2dUIEI6AjG5ODLE6BDQBAgSWgSl7g8DQtyq03PAxnbHNJP0ISPwDTeKfvgBJbQMS6XgkTzFllo5drnH3Mym9rMaJCRujPIxj3qISr1EXfuyi026isSNGrwbs+e8x85VegIQ7dzv3Cf+NsAFxr3IewCbsKT6XQ8COQd7sLz0CElOfKg/CXuo0oTSXOnzRx+nrFg6+0Axn4wzAQ4lcpQCZeAREL8Owcidxl+826XYfXpxyb8pol3diKhvp7wMtOSlHzL0Labux55w4InWsRc1NElg1AgEBAplv36ih7Q6H+0PfTtHbj53VLp5Rqk5E3mA1Y9bIDdWq2qMDwU5FIpEHyvQFiEyxJD5Iw2JCsjRMdIWvEVuLxLdzL1J7I1FMDHmIJV4TjBp44xpTqofdmPlK/eAdaxWM1O0IC3+ZCiw30bZXxoTn9yWehHlyGSHx7FKiIqn10JmyirVjEvazFCB6XfWb2LJHQ0a3+ci9JHmN7dCi5fbEVWx4PVPadlobDu2SVJvhcktZdO4Jdh96/LK0O7Yu9YATbKe+D/S4pRyxjGPqRL8WXAUTwMGdlScQFCAAnGmXDLLXzYDxqUdi2CqY547l/dBVMCJyjCyslrZuQzkVe+IsR510yNTLY9yGdMLlZmS1iB08LCa8OKTDi3ljjlzTx+G2Y6QbWeGj4hso/yRb2HU/zJcoJoY8xMLXdL+swjrqBm0+VFrfOsa+pv1AHy9fMhKm22J4OLQNsc+IH83SArqbnsGgax8UDaGOyFRgFlllMxEj5oaugnkYXpkUfeiLrUl45YRyKmbdcQR2Kj8g8QWIP3q8i639GMdkIpj0DkvdI+4Ujf4CcGkBIvFu1HCSdpmnZ8MRtr9Q7bmPzvOavwpG4jc0A9+05ZY27wmQJLuPEF75LtH1Cpoxq3H6ajnvw8m+UJz2PgjkSMqh16cXINoWvVNqQ55RsdcGQnKHBFaCQESA4O2eswxRLTv1HgbBsqo3A3uNvbfufjw/IDKnq+wVHB8MrkOz6wUU7GWmo98GgzlKsydCIsETakRMSJxyXRoBAkAtt73hdGK+jwoLlVLO9Zvg++YIiwlJcdibavgaeUvzfbJYqD4Qx2VFNOSLtWPkC5pha/6B8gWi6reGoPlMH82yGknQbYS8EsRvyJLhEZ5Q5cGv2ke8uJHOSflryaM8th+QLhqurxZlvKv7zsjeKTirtBLafnzBUhyV9mVm4DC1YG2L47DQl5ldTvrqM5XCpQUIemiW3bbp+qhRbaU26kvVMg2i7lfxbePlXbsv4vKdttzScbvc+6+2nGdMpuD6TPF9gYT90vg+XUxkSxXHf8gjzWnapB16qvsgVPdSjtg0hwsQEfSTLhsO5YS7JLDwBKICBO7SWyM89B0sS6/duJQn1F5r13NeZneettdC6exnIUCAod+CkQdlpOORPGkPWkGRdI3t+bGG8l3fU6wqY+FBDY1jf7QiLCYk2nEEiO31dT8mre062uE3wpT5UvmwDVs1L6PZm7sIOFCXN/eYEQqvHOENmaLTjUrDYdS+N0qWIBbta/o4fXUJT6iDnuvG3zFgVN5nbS+q0oFE2kFcRsc4Nuih82ovIERtB3OlGppvtZFAZdrrLokPj0BdXoCoitU867ovALv6suekIrmei3Ouszcn7xXsaaNvsflOW+4Qd09Ye8a6YUPT0DPivIW97RK8/NkOA5U3YPGUnFSw4cdH3gfhy6UcYwsQGfkbQ9CH0+Y+CSwZgRgBsmQlGCe78jXcDQvthA/WjRPd+oa9/Ndw40c21peoX3IRvMvWES1rvn3yV7nFr+FeJX2mfVUE1kuAKAsD14tmNuVKlauqmIVOV+bdY9/yRuRcbArCLuxHXLY2p8UOQPfHswyFX9Z8LwLbwSn2lMNH3cPxIuSLeSCBGRNYOwGiDEGd+f/QvPuMQa9M9OJSPuSRcpzy9Y8t252/GXalPk4kqxrWtqNwlyEvUxkXPN8y3en5yUmc2pm3EPDtmYqxzhmXqREwryQwHoH1EyCKjxjVmcX0n5Ifj+tqhvbEW8yKiLFK7D90s49bo7+mOlbcyx3YXik0ziqVBSnuoue798M4T6lJx9rozmmKVgz6KcYXpCEzG3MlsJ4CZK6ImRgJkAAJkAAJkECYAAVImAj3SYAESIAESIAEZk6AAmTmiJkACZAACZAACZBAmAAFSJgI90mABEiABEiABGZOgAJk5oiZAAmQAAmQAAmQQJgABUiYCPdJgARIgARIgARmToACZOaImQAJkAAJkAAJkECYAAVImAj3SYAESIAESIAEZk6AAmTmiJkACZAACZAACZBAmAAFSJgI90mABEiABEiABGZOIFGABD9DHfr09cyzxQRIgARIgARIgARWmUCsALloux8Lu1HG7kv1vYQOeqtMgWUjARIgARIgARKYK4EYAdJHs6y+CFnCAVXHXCuDiZEACZAACZDAuhCIESBtWKYB404d3XWhwHKSAAmQAAmQAAnMlUC8ADEMGPcaFCBzrQomRgIkQAIkQALrQ4ACZH3qmiUlARIgARIggYUhQAGyMFXBjJAACZAACZDA+hCICpDzBopqCmb7EBfrw4ElJQESIAESIAESmCOBiADpvSzBMExUvqH8mGM9MCkSIAESIAESWCsCvgAZXKB7ZKFgGsg+bqO/VhhYWBIgARIgARIggXkScATIsQVDTbsYeVhHXHw7zwpgWiRAAiRAAiSwjgQcAfK2CetRGfkNE+aNLRy8W0cULDMJkAAJkAAJkMC8CPhTMCrFQReNTROGWUTjfF5ZYDokQAIkQAIkQALrRiAoQFTp3+4hZxjIPD1ZNxYsLwmQAAmQAAmQwJwIRAXIx0NU6Al1TviZDAmQAAmQAAmsJ4GoAEEbFgXIerYGlpoESIAESIAE5kSAAmROoJkMCZAACZAACZCAT4ACxGfBLRIgARIgARIggTkRiBEgPTQ2lU+QEg56c8oFkyEBEiABEiABElgrAjECBOgfW8gaBswbZey+bKF11AG1yFq1CxaWBEiABEiABGZKIFaAqBR7rV2Ub2dg2h5SLbRnmg1GTgIkQAIkQAIksE4EEgXIOkFgWUmABEiABEiABOZLgAJkvryZGgmQAAmQAAmQAAAKEDYDEiABEiABEiCBuROgAJk7ciZIAiRAAiRAAiRAAcI2QAIkQAIkQAIkMHcCFCBzR84ESYAESIAESIAEKEDYBkiABEiABEiABOZOgAJk7siZIAmQAAmQAAmQAAUI2wAJkAAJkAAJkMDcCVCAzB05EyQBEiABEiABEqAAYRtYPwLHFgzDQHG/O7Wytx+rDzgasI6nFiUjIgESIIGVJkABstLVO9vCSac7zY58tjl2Y6cAmQtmJkICJEACwwhQgAyjw3NDCVCA+HiEBUdAfCbcIgESIIFhBChAhtGZ0zl2XnMCLclwBERI8JcESIAErowABciVofcTpgDxWcxliwJkLpiZCAmQAAkMI0ABMozOnM5RgMwJtCRDASIk+EsCJEACV0Zg5QVI/20Tuw8KyF5zVimYGzmUtvfQfNsPQO8e7aJ8OwPTUOFMZG6UUH3ZQX+gBTtvoKjO32ugO+iitVPy471Vxl47GKe6sv/mANVSDhnTT7/woIaDNypsG5adnnNOraLw/lQaWtKRzWGdqHvOeNz2LtNFTv9NAxUpq5lB8VETp3o51VWqfM/KKGRNN08msjdLqHzRQtcN290vxq/8+NDBwSONTbaAyvMDWHdU+Sx4uZqAp8qawzTr1pUBM1tA+VkLvXAZAITrNVuq4uDZlp3vcYxnR7WjcfmeflVB6abfLlS9223z0QE6H7xqUyVA457iVkTjHOi1dlG+5dTJKHsTJ0/OdXqMalvPb+Dch1M09Xo3M8iVKth7dRq8FwIXzWEnVb78+2mcup1D7pkECZBADIGVFiDdL0ueoMg/qMJ6YqGy6YoMr4Pvo/04a3dI5kYe5UcWrCcVFDech7x5X4kNl5x0mBs55GxBozrlHHJeJ51F7bVPuX9sIatEherkt1W8Fiolt+O00z9F84mF8i1HeOQfOGFUOOt5G1E548eNCQVI9kbOZqI6u5zWAZrlJnoS/aCLxqZb/ltlVFV+HpWRd5lIxxcrQM4aKLliz7iWtdPw+SQIkJQ8gT46nxedOr0mdVX1OmRzU6sr9NF+4pTVEZTB8qoOP20nlaYdSYeeiq8tAFTbKbjtTdW7Xw7juoX2R6kMESA5FO9LeZz2IvUgIcO/YwsQre5Mqfftoiue44VMME1fAHhCWhfVoe1R+ffiTp0vP/20deulwQ0SIIG5E1hdASJiwSyi/i7E9byF2qMDe4Sh91XZ6ZADnZcaAeij5QoT72EmcRomCjstdC/8eLsvnNEA87NDOIel4yiifuaHs7c+dNB41vRGOKTzSv1AVpFMKEDMG1tovPakBtBvobqhOrS8z+nYsplkHrYiIqh7ZKHuDmFEBYiU2UTx89Do0cc2dm8mCJBUPIGLtiPozM16aMRGRKSJyjcO/YtjCxnV4V2voHke5N97OcYIiNT5iHYkdZiKbzA72l4frYcZWwxXvpbGJUxVWbZQPz7FhQhi7cq4zfEEiKRjovjiNBidPdpXxUGIYzCQ2nMEtS2glWgd8dd8G40hemScfFGARPnxCAksLoGVFSAnT50Heeml1tlG6kEeblrnq4fpHaCkOrGbe7AfydIZeaMnWuD32vSMffgENbtjL+FgWBaGDYdr0Uc2JxQgcSKn/SQ4pN//qmx3gpmdk0iy+oGIAHldczr9OD7eVELCFIwesdqO8OyjWVYCJoHnWR0FVVcPW2qSxg2bQe3bcMQjxFsoeLp2NGRKQ9VviG8oieBupF6ljRaiQjZ4ZWRvLAEidXf/wB8Ji8R4BQcWNV9XgIJJksCqEVhRAZL2oS1vTFqnGKjhU+zZb+1lNNW8/DABIvYcWud78tSZ2jGuFVD57Qaar0/R94bW/YTk7TlOHPihQluRjko7755LsgHRQtqbESHRa6Js26yYyJWr2HvZRue8H3nzDl/X+9IZBSq8iLNekTrRWI/Fsw1L5SmzhfpRC63I354jFm3+Uq9VtOJGC4axC8CRPI/u/IfVYZiTJHFxdoKDL9S03LDpIclDmikQidn5HUeASB7j6y4Y7zz3FjVf82TAtEhgVQmsuAAZ8dCWEY7bdWeEI1LLoYf/WB2mmsbpobUjc+jOvL1tbHirgoZthOokOKzzimRJDgzrRC8rQGxDzwYqrrGjN5+vbFl2fGNP6RxEOMm+N2UlebV/heUlBEjIhsDLl348IEC0tPS8DGOnh/NGbUa0oxGjWMJFOKkRGt8+xTE+zYk9yIN8yEBWuI3OQyDrXp7irwu3OcljfN2FY07aF+Hnt/XYOnLry+eRFB8wnXwlx88zJEACV0dgxQXIqDdXeWAmdFS43AiIV62DC/TfnaD1cs83gjUrOHRHQ8KdgXfdsA23E419Y52CAPGS/thFp91EY6eMvGtcmn/u2AhI5yAdiezHd2LSkWqsxxJ0bl1t1DB8YkjlfES9ji1ARrWj4VMwwkU4XXxTcQxplX3Kmdh6uMQjeRNu8ULCq6eYDaddxec93OYkj7HtKSbu+EPTtwGZTr7ic8ujJEACV0tgRQUIkG7uXh7uOezFGcTJCEkaGxDp9LQpmPiq7aP5ifOGKB1SuDOIvy50NEZkeCFizg1LQx7ykh8vnvDGm13k1NurW8bwdRdfV5zVRJ4hrh6BsJ5UgIhdR4K9jp4UuqjbS34TwkY6+cDFgZ107Wg8ASLctl7FrHOK5E24TSpA4j+QF2kPi2prsaj5CrQS7pAACUxCYGUFCF7X3CWwRTRiVqHUd1KsgnFXJHhv9GO+se9+0sBJxAC1h4P7SoD4Hcrp5zm74x5uMBuqXsnLRhUtrR/rva77y2AT/ICEYvKGuUWAdL+swjrqRmw+8K1jZGq68UpHKtfh4yEqtu1IEbvaFJOaijrZ30LOPjepAAH6XzsjB+bmXshXhlOi7nEdW8+cJTqnz52pjPCKmd7rBrauOwLQq9cwEH0/ZTuKdOhaHGFOYitjrzLSbFTi8za5AJF0A6uZVF08l+XpmjgZnKBmczGjy5MHfXSe11KsgtEKPa3NMfMl95KhRso0ttPKDuMhARKYHoHVFSDKhdO+6zPCMOH5AQn44VAgZQmnAcPzLTHCD0jsKIc77O+dk2kAE5nbri+NJxWUXJ8h2ceanw+vkxN/IRUUyyMckaGPw21n9YryM6J8euRsPx0mCneczndSI1TpuJQfj5Lrv6T6IO/4gzB9QSfhPAESYK4chCnjStfviZlF1l4VNLkACdhOmBmvTq3tklt2A16ZP7ZhuUIjiU8qARIoU3I7GkeAoK/lTXylSN3dnZ4NCPoiCMXOxHV8ZhZQcH3P6HWHswaKtkg04PsBEYdyvmCe3uMnZUyp8yVizYBME6ZMgcFIgASugMBKCxDFM84TqfKE2grMvfdx+mpMT6iRygoLEKD3wyb29M7R9bBai/Eq2WvVPHFid5ifplgOGfDGqoSOa9x62SmYiy7a+zWU7/reRpUYKWzX0dZ8QcQJEIWlexQsS/7BLlrvpXO4jABxoKs6rWnebZWjsezdMmr77YBvFvSVR1YxAnaE4G6rN9yHSqRe/TTDHm31djSWAFFRvm+hJmJYtYvNquMdd4pTMHbOlc8bSUeJtu2GPXqUmF/Xi60jZh0nerYn1LgRsQRWMzmcJl8fmijbBq4JS7VnkjFGSgIkMCmBlRcgk4LhdVMmMGihqjqHO3XPAduUU2B0607AdaDnOwNcdyAsPwksNgEKkMWun6XLXffLLWw9D41EKBsC14U6h8aXrkqXJsOOwXCC87mlKQUzSgLrQ4ACZH3qei4llWmZuO+vmDcsxHyvby75YiKrTsBd+ZTo02fVy8/ykcDyEaAAWb46W+gcX7xt2vYZng2BbffifK3W+6jfQpeAmVtKAq79x1gryZayoMw0CeO83fQAACAASURBVKwOAQqQ1alLloQESIAESIAEloYABcjSVBUzSgIkQAIkQAKrQ4ACZHXqkiUhARIgARIggaUhQAGyNFXFjJIACZAACZDA6hCgAFmdumRJSIAESIAESGBpCFCALE1VMaMkQAIkQAIksDoEKEBWpy5ZEhIgARIgARJYGgIUIEtTVcwoCZAACZAACawOAQqQ1alLloQESIAESIAEloYABcjSVBUzSgIkQAIkQAKrQ4ACZHXqcnolOW+gqL5c+7g9vTjdz8xPNc7p5c6Oyf6OzTTLPOX8MToSIAESWCUCFCCzrE3pdO81lusT9OsiQHpNVD89wOnAaQQBATLoofWkjN3Xs2wgjJsESIAE1pcABcgs654CxKcrLBZphOF9C9YdE8b1LRy8AzwB4h43b2yh8abvl4FbJEACJEACUyNAATI1lCsU0bqMgKgqG/TR2d9CzsyicCcD41YBBdNEYacFfr13hdo0i0ICJLBwBChAFq5KFiBD6yRAXNwXr+soZgwYRg7Vr7sLUAnMAgmQAAmsNgEKkNWu38lKt0YCpPf6ANXNDMyNIsqbagSkhPItE+atMnaPurhw7UMmA8mrSIAESIAEkgisrgAZ1onKOd04VLdR+NBBYzuPjKneiE1kNqtovgshVEP3L6so3cjAVCtGVLgbBZR3DtD54IaVdMJ2D4MuWs/KyG+YMAwD5kYOpZ0m6p+oeIponEtaXTTu+ce6RzWUss41xrU8yl+00Y/rIM9b2H0g+Xfjf3SATow5Q//NAaqlrF+G22XsvrBQGHcVzIdTNJ+VUZD8mRnkShXsvTp18jgm3357D+W7OWSvqfK7f9eyKDzYRcvj43BqP3bOW8eAXR4lKAwDxf0RIxlnDZRvV1A/doSGZwMCoPfDJmqbeVjHGjS33rwyGiayN0uofOFP1zh50etQ6hLQ8+kf9Y8benvUA3CbBEiABFaQAAWIVKp0kNdzyCnhoTrQmznkXJFgmGU0exK4j/bjrCseiqg8sWA9qXjiwOv44gRIvw3rhisiJA1PxPhiw0lJBEgGOfcaM5tD7qYIBgPZpyeSKfu393UFWdVhmxkUt1W+LFTcDtm4bqGt9afdL0uu8DDgxBvq8MPCKZCStnPWQMkVCmrkoKp4bBddAed2xmPxdQxCMzdyKLllCJTDDHbw0rEX7/vlUaLFqwctq8M2dQESCTfoorHpCkYp4yNfRCrxo/5RgETI8QAJkAAJxBKgABEs0kGaOWztn6DnjSz00XqYscVG/vmpE1qExb16xFCx/6aB3Vfum7eE8zryC7QfO3FlP2sGr73o4SBxBMSAebeG1tmF5BY4qzu+OswKDj+6h1V6Sjxdt9CSURj3lOpc1ahApAxmEXuhlR4Xr3eRSz0CIiLJRPGFy0dyqUYMdqo4UCMW4/CV62N+uy+Kdl3kPvfTEgFimAVYrzroaZhiokg8NFSAHFs2v8zDFjQNZ8fVPbJQd12mUIAk4uUJEiABEggQoAARHNJBemJBTqjXWqfz8Zxova4hozro+wfwBkW04N5mWIB8aKKsrtuw0BbR4AWOe3uWzj34xu9c0kNjMzhicvJUiZsMat9qkcrmoIWqSvtO3fZJ4oQ1UHoZU4JwviWOuN+0LMbhG5eOHIvJmwiQaksCTf+3/1XZFj6ZneCIUzilSQRIOA7ukwAJkMA6EKAAkVoe1kGGO73BCWrXHbsD824Fu/tNnLzrRw0Ww9eJkHkY31NGO69hAiQsWESQFFB71ULrKPx3gOpNlWcLbUi8BdTPBID2G863diq8aY8aGAYKL0bYW4zDVxLpddDa30X1QcGeDgvYg2hCUQSITIPI5VP97TVRdm2CcuUq9l620TmP1nm0Dv1czCWffnLcIgESIIGFJkABItUzbgf5voWa2FaokQX7z0R+u+Ebe4Y78mFpxNoPiFCIGwEJCxAJK3lJ+tUFSHy8COdbGMX8igAZaW8xrOwx6en2Kca1rC1AbHuQh0Vn9GneAgTKwLWByi3XfkfqXNna7LS8KTsKkJhGwkMkQAIkEENg9QVI3GiDdHj6qoMxO0iP5UUfp69bOPiigqKsavnsELYZgqQjneWwNKYmQMpohuw/vLx6GyJWpidApjoC8q6OvOrglX3K69AUUZipx83ATEdAPHYAPnbRaTfR2Ckj7xrfim2NI0DiR5Y4AqJD5DYJkMC6E1h9AaKLDKlt6cT0c8PEgYQXISHxhH/7TWzZb8ZqlAGIjCS83XOMO2/X4ZtQ+pFE356HC4VweMeuw0Tlm9FWmK2HaoQkIWza8qqsT8MGJJyeWxfZZx0fjmyFw16FAJG8qN83rsGu25aGiYxh5/QouU0CJEAC60BgdQXIoA3LnrMvBuwcLs6aqMoy2EkFyPFuaKWM21R6BygpASLxRjrLU9Rvq44/g8pXms3E4ALKx0fBfpvWRyXGEyB4u+eMHFyvoBnylaFy2H/bhPXQ+TDexTcVZwluaMXMxZn7fRRVjlGCS0Xq2cOY0WWvylfK81pwFUxcnGFOYitzr+59KE4llZS3eXTs3S+rsOIck33rGCSbbrlkSiqwWmbQw8lzf4lwZKRGhGmSAbHbvPhDAiRAAqtEYHUFCIDTz/OebUZW+fRwnWRl7xQcOwIRCqpGxxkBkbBmBvkHVdvXhrVdcp1mZX3nVeGOVYmAY8vx0+E6IFO+RhyHZ1lkbcPWSwgQAL7thIlsqeLk7ZHmIMwrs+/XQo2ExPKJEwtxrf/MXf6ryiQ+MjwebnmEWVycYU6azw3PH4tddyZyd9260+KZiwDZd5b/KnsU8U1SFWdvyi+JGPP2D1Gxha/jAM6rX7OAwi3HLicsQES0GAkjY3HIeYwESIAElp3ASgsQ50NjFd/jaLaE2lHXnxrxOuMxBcigh86rPVRKIh5cx2WlGppvNS8R4Y7VbS22MeNt34NqtlTFwRvl3Ex1UJcTIHYS5y3sbZd8J2q2l1blsbOJjm5SoT45rzyyihOxbAnVlx30E/I9tLF/6ODgkZameEKVUYNxBIhKqK97o3WEjXKNHpnWmtcUzEUX7f0aynd9J3BKjBS262iHR5vOW6iJd1klUpVh8gcxGg7bqvTRLDvCJHZJ9FDoPEkCJEACy0tgtQXIUtVLF/U7qiOqouU5QVuqAjCzkxCQqULdodwk8fAaEiABElgyAhQg866w4xoKO6GRCDV18spxoW7KCpp554vpXQ0B14h3lIOzq8kcUyUBEiCB2RGgAJkd2/iYZSpC2UvY33XRvr9yreTbEsRfzaMrRqD7ogDDyKMe/tjhipWTxSEBEiCBMAEKkDCRWe/32o59hnw11hUiJfW12pH+O2adOcY/XwKu/ccol/7zzRRTIwESIIG5EKAAmQtmJkICJEACJEACJKAToADRaXCbBEiABEiABEhgLgQoQOaCmYmQAAmQAAmQAAnoBChAdBrcJgESIAESIAESmAsBCpC5YGYiJEACJEACJEACOgEKEJ0Gt0mABEiABEiABOZCgAJkLpiZCAmQAAmQAAmQgE6AAkSnwW0SIAESIAESIIG5EKAAmQtmJkICJEACJEACJKAToADRaXCbBEiABEiABEhgLgRWX4B8aGNXPo1uuz3fxcms0J41UDQNGGYRe2/6s0qF8ZLA2hHoH1vIGgaM6xbavLXWrv5Z4NUksNoC5GMb1nX1iXsT+QdVWE8qKGVraM+iLgddNDZNGEYW1jGfkImI37ew+yCPjBJqtiAsofrqNDE4T5CAEOjuF2EaBjIPW+AdJlT4SwLLS2ClBUjvZcnu5EovezOvoe6XzsMx+3Rm4yszL8PME5ARIk0QFjeUaDORe0ZuM+e/9An0cbit2ksG1vHF0peGBSCBdSewwgLkAofb6i27jOasvzKrRlo21NRLBYcf171JJZW/h2bZ6TyqLe39ddDB7m1VT/wkfRI5HtcInDdQVFMxt+vguJnGhZsksIQEVliAdNG4pzo2azZTLlply0hL/jkfiRqW4OaHJsqq47i5F+k4+l+V7ZGq3Oerza/9+BLt8diyGVnHQazruHeyk7FHQWrfrmPpWWYSWB0CFCCXrksROiUczH6m59K5vbIIWlW7AzUex1jgnNVRUOJks4GpIbzoov28gsr3u1dW5HDCFCBhIhPuv91DTtkPfXYITsRMyJCXkcACEFhNASLDtKpTC/wV0Tj3qXePdlG+nbEN25QdQuZGCdWXHfQHfhhIXPca6A56aD0rI39Ne5OVN3t1XrtM3+y/OUC1lPMNLzdyKDyo4UBWykgacZ2znBsSv57WzLYHXbvshayaRlHlN5G9WULlixa6Gi9lKOicD448yfHifgylQQtVO87gNROVpXeCg0dFl7WJ0vdTShp3hMEWSB86aGyLoayJzGYVzXfR3EiZ0o6yzUWADProvKyidENv1wWUdw7QkalIaVNX2t5EuDv3ZPeohpK0rWt5lL9oB+/DAP4T1OwpTwttre0FgnCHBEhg4QmspgD50Eb9SRVF9ZAy8ig/sWDZf3W07YdwH+3HWbujNDfyKD9S5ytwDCINmPeV2HDrTh7WN4so3ZDOVxMgbcsWMEnTB97yQTOD4raTj4osCxZRIWlMo0OQuALCS+U37i8oyBJbq7fCx4B5q4yqYvmojLxtQGpAnxZI6pSdztdArABBG5advypawj0xM/En+m+b2C3nHDGpWD86wElK7WHHKALkeg45eyl1BrmbOeTcMhpmGc1QfElljc8hMHsBorfrIip2m1crv5x267GXNjKN9pZU2JHHRYBkkHPvKzObQ+5m1n0hMDDMoLv1ULXnAupnIxNiABIggQUlsJoCxIYtD7joW3Xvq7L9kDM3NaGhrhn00XKFSeRhbRjIflJH+11w0Lf3pfPGX23F1bDkoRh9UKq37GdNZ9Rkmh2CLb5EcI36FUEWl3ft2LEjsuKWP3aPLNS1WZWkTjmdAEkpiCRrgwvYo1i3XGF4rYDqfhvdYBVJ6OG/IkDMHLb2T9DzhFAfrYfK5sBA2MYnqaxJCc1cgEg7ulf3BbSbmf6bBnZfuaNPEm4hBIgB824NrTOt0s7qjqHpEKNuYa+L3yTuPE4CJLCYBNZQgIgoSFh10TtASb2Ni7GkPKzv1GOnWIY/CN2hYmOEfYikcaUdQnIDFSPRzM7kS2WnKkAGXbT3qyjYU2HOqMzuURcXnmhILkviGREgcXXgjnLF2q/ERihtLG7UKe5YUHhJm4oftYpe74nl1zVkVNu9fzDclmZK7S0+n1IWGdUK5dfjK4wkvA6yh8amui7unBPu4uuKLQorX2vCRY+C2yRAAgtPYA0FiDwYoyMjTm2dYu+mevi5y3flYS3TJaEqdR7CyQ/Kk6fOVI9xrYDKbzfQfH2KfniprqThPZy1RORcQvpayNlt9poo247DTOTKVey9bKNz3h+rw28/CU0DBHIrdZJuCsbv+HLY+n5nOoaIwwSI1EFc/QTKITt9tJ9HR5/Kt1S70qcEJUxwJKrfrrtThnLegvUg74zCPNCOuVOLdXENOjhBzXa8p0YVKtjdb+LkXUw9DSuPnEvR3novt5xpKjVV5f1t4eC94nCCXe+Ydv63RcQOEyAyXZV8X8GtL098CXr+kgAJLA2B9RMgMsKR6Ecg9GAc8UB2OkMTljYNEah9Zbi6I0aR/tugeauCxiyMUCW/sTYffvrO2/WQB3ygEIAawq/IVIfErWwtdlradEXoIm1XRENsh/HxEBU7ziRRqEWkNuc9AiJMUwuQUH7d3ZlPwah03rdQ2xQDVKlvE/ntBjrifmVYeeRcCgESX8q0R0P3Wegyh1Vy++QISAgYd0lgCQmsnwDxDB6TOrvxRkCG24BoLWJwgf67E7Re7qEiHYTMcctD/2GMIYmcS9shzMIGRCsGPnbRaTfR2JHVQFHbCD24t+0uwzWfxCi1SZfhzsIGJE5kSB3EnfMKOHpjLgJEsnHRx+nrFg6+0IyrZdmqlGca7U3SG/v3cgJEBC1tQMYGzwtIYGEIrKEAkQdfDntvY+pBRkjCNiBJAsAdCi68iFleGhO9c6iP5ifO26n9AJUOIS6NYecS45/TiTe7tj8GIy7f4SzIcmXhqp33bEwu4cZ+aqtg4kSG1EHcOa0cozbnKkD0zPSb2NJHmKQ8cfU27Jwe56W35T6MH+UYNQLCVTCXrgBGQAJXTmANBQgwdBWMu+LBmyoY9UCWjrXcjPlAVhu7nzRiloP2cHBfCRD34Ttow7JtLIKrZS7OmqjK0t+4zmJOzaf7ZRVWnJHnt47Ro6l3zN50ioHgN3jm5Ip9Gn5AwlylDejlVGESyxqOwNmfuQA53g2t4HHzIaJa2tAE7e3085yzlHujhpPLGPt6aC4jQOgHxMPIDRJYYgJrKUAA31+CoZwepfEDIg/vSGXLgzRupYsYV5rI3Hb9Z9hf5HUMMrOP255oOf3cMTJ0HHzlkHN9N2TvFJyVDYnpRzI09QMy3G1cy6Lk+jKpyhdtzSIaui8Gd8lu7Hdxhn2Mbqc9HWNSKf24nlAnMUIdVlbJh/Z7+pUyIG1GXNFrQZI33zZtw9Rm3KidXCVlMDPu158tWNslZO3VQsGvNI/X3qSNp5xuk/wM/ZU4JxgBcVf70BPqUMA8SQILT2BNBYiqlz5OX43pCTWhOod9C6b3wyb2tku+QyvX42rt1WnQ06PyYLlf8Zx7mdkSakddBDyxJqQ/88OqM9+voXzXdxKlxEhhu4625llW5ePkqeMzI3HJ7vsWdkW8KHfaWdf77MwLMSIB6bzDoxzqsoQRkJFlHZHk1E8Peui82kNF87prmBnkSjU034oFqpvqOO3NG+mJE9mTlmJyAeJ8C8ZE5RsuwZ2UPq8jgUUgsMICZI545Wu4Gxba4SW2c8zG1SclnUqCj5Wrz+AUc7BGZXVHehZixEHEYOIqtilWMaMiARKYKQEKkCnhFbuSYe6jp5TU4kYj9jCjHGEtbgnS52yNyuqM9GRw9V+f7eNwW01fZmAdc/QjfWNlSBJYTAIUINOqF+97KcG59mlFvxTx2Ett12RofG3K6o70LMCIg7JFMg0DcZ8EWIr7g5kkARIIEKAACeC45I4YWZpF1GO+nnrJ2Bf+cvtNeWqrJBa7uGtTVnekJ7iiaf51433U8boFcfw6/1wwRRIggWkSoACZJs0Fj+t/vPlb/Mpnb/HPSz/A/Uen2H76YxR/4y2+++sdZP/1DwJ/373fQeHTH9l/6rzsq+t/5Tfe2sd/qfxD+1c/JmHVsS++/1fo/uX/WXAqzB4JkAAJkMBVEKAAmSJ11cE/+E9/YXfoqsNWnbDq5H/90and4f/Hz3+C//L7P7X/1Lbq/FUnrsKpffWnwqoOXh1TIiF8jcQl8ephRVDowkCExj8tvsHfv/4tfu673+I73/0WP3f9W3tfHQv/qTD6edmXX4lHhdGPyXEVv/73/T/62RQpzyeqv/67/4c//vH/xvdaf41f//5f4v7BX80nYaZCAiRAAmtCgAJkShVd+d6Z15GrTlk6ednWO2Tp3PVzemeuH5fr5Lweb/iYCIDwcbX/nV/4Ft9Rvypvsq+Ohf/UOf287MuvxCP74bAh8SH5/8n7xR0JCYuNzLOf4DtPfhz4e/4nfzOllsJoSIAESIAEFAEKkCm0gz/5n3/rd+SqQ5ZOXrb1Tlk6bP2c2tb/9PDhuPRwEof6DQsD/Tq5RuKV/bjf8HWyL7/qGtmWX4lH7Sf8LcooSBqxERYfav/sr//vFFoKoyABEiABEhACFCBC4hK/v/rZW19ASAcsHbXsy29cZy1h5VfCyq9+XLblV4VR27Ivv3JcfsPH5Zrwrx5ertF/9e24sOpYzN9VCJBJxUZYgNz8vZC3tUu0FV5KAiRAAiTgEKAAmUJLuF76QVAESMcc0xEHxIKcD3fqclx+5bzal235lWOyL79y3P39uV9w7Dpk9MLeV8fCf+p6Zdshx2VffiUeFUY/JsdVeqG/n/+XJ5j1FMy0xEZYfKh9Tr9M4SZhFCRAAiQQIkABEgIyye7mZ2+DHbZ0+qqDDnXGXueun9M7c/24XCvn9XjDx0QAhI+78SmxYNuIhPbVsfCfbUOiHZd9+ZV4ZF/9ShxqO1zmeYx+/MHr/xWw2YgTEpMe4/TLJHcFryEBEiCB4QQoQIbzSXVW2YBIByyds+qEpYMOd8jSYeudtYSV37hrJLyEkV9JS9IOH5fr7Divf4t/8q9e41d+48/xH37rDMXKW3z31zrI/uoPAn/qWOHf/RnubP2ZfV72i5U/t69Rx3/p3/zQDqMfU+HUn4r/iz+Y7zJctWrl538raDw6qejQr1NGqY/+6Gf2qphUDYKBSIAESIAERhKgABmJKF0AtQrG7ujVCID6c0ck/sEv/ilUB/3r1VP85u908b0XP7X/fvN3fmJ35KoTV521OqeOqXBKFCRdo86rPyUewmFFUOjCQML+8r//Mzu8Wiq8yv/evL9A3CoWXVBcZtt4+mN8+lUPf/ijj1DTPvxHAiRAAiQwGQEKkMm4xV6lHG/9o1/6U89Ow7h9gnlMP8RmZo0PKmHwi797PrMpGV3AKB8hv/cnf4OfcJXMGrc4Fp0ESGASAhQgk1Abco3y/Pn9r39m/83WC6jzjQ7reEhm1vyUGqnQxcKst3O/e247LlOjMPxHAiRAAiQwnAAFyHA+C3W291UVWy9P3TyFBMj7FqzyLk4GC5XlK8/M77b/Zq4iRESOmgaSqZorh8AMkAAJkMACEqAAWcBKScpSr2WhYBrIfnKAU/X13XsG1AiIc9xE7tMGOv2kq9f3uFohMwvjVBEbo36V3YiaqlH5oN3I+rZDlpwESCBIgAIkyGPx9z500Pg0B/N6AYUNA/k7BZjXCqgddRc/71eYQzUtcpUiRBcpaqqGdiNX2BiYNAmQwEIQoABZiGoYMxODC5w8LyJjGDBuVHFIR52pAM7TOFUXHMO2ucQ3VdUxEAmQwAoSoABZpkod9HDysorihonMZhlFNQJSKiN/zUT+wS5aZzR+HFWdSoTM2zh1mADRz3GJ76ja43kSIIFVIkABskS12d0vI79dR9sWGr4NCAY9dF7VULxtoa3bgJy3sPuggOw1A4YaLbmWRa5UwZ43XePEYRgW2hEOcq6IxhWOsLQfq7zH58E559jBBLL/4RTNZ2UUsqZTbjPjlPvVKfquke5vvvzjocap6vsvamntf/vhR1S//hlufDGfZb26IOES30CtcocESGDFCFCALG2FagIkrgxnDRRN1Xmr0ZEqrCcWqg/yyNjHRHCIyJB9PSI5F9/56yGd7TYsJXJS/qVdPjy2ADlroOQKLvNWGdUnFqztolturSznDVz/F/82UYQkff/l+C/+Dk//+wcUfv+nc7UpUXYjyhsrl/hGWx6PkAAJLCcBCpDlrDcAwwVI+7F6+8+g2tKHRAAMumg9qbsjHiIypiFATtFUnX3Kv+bbdODHEyBSHhPFF7Jc2U1HlXunigMZzTlvoGgY+Mf/7Bb+4X+Oum9P+/0XJQjUUl81rTNLD6z6yAiX+KZrOwxFAiSw2AQoQBa7fibMXR/NshqNyKD27bAopMOehgAZls7k58YSIK9rjmHu/QP0xkhSTbXonlPV9Muk/65i2oZLfCetLV5HAiRwlQQoQK6S/gzT7n1VhqmmQ8wcyo/2cNDuoNsPG6mulgDp7hftKaDCi/GXJCvj1F/+r+/tKZmk6ZdJq2ue0zayxJdTNZPWFq8jARKYFwEKkHmRnns6fXT2K8iLAaprm2FuFFFryfjANAXI1duAiAAp7o8vQKR61FRK2ukXuWbc33lN23CJ77g1w/AkQALzJEABMk/aV5TWxXkH7VcN1B7knVERI4/6O5UZESBVtCIu3OWcZrg5NP+ztAEpoH4WTTy8CkYEyCQjINHY53dkHtM2ssSX3ljnV69MiQRIYDgBCpDhfFbubOdZzp6mcEYJhomMYefmhyUsMvSUI+cmtAHR41yUbZm2+bU/+MuZrLbhEt9FqWnmgwTWlwAFyErWfReNh1asY7KTnYy9NFeWwTqrZQwUdbuJiy6aD3PuaEnaEZDZgJRRjczDFrz1PMoh2/OSmz/ND8jgBLXrztLjyDTMoI/O85q/CgYXONx2lw2PabQ6m5IOj1VN26jRi1mstuES3+HseZYESGA2BChAZsP1imOV0QsDZraEir00tory7YzdaZubDXRlyuXtHvJiH5LNIXcz63Ts7rdmkpyAza2A/UNUbN8lBswNlb+c49PDLKBwyxEQIqbsPHn+Twz4fkBKrjM2TUwN2rBcPymVb8LGuXMr3cQJKaNZcZKmfJLoy3Qvs80lvhNXCS8kARIYkwAFyJjAliX4xVkbjR3NG6ihxEgBledtX3y4hem/aaDiihPlLbW000LX/drulQsQlcfzFmolVxiZGeS3G+h8ACJTMFI5Hzo4eFRCbiPkCfWoiwsRXjJds1HDiRyT65f0dxbTNrLEV9mp8B8JkAAJTJMABcg0aTKupSEgUzv55yGHZUtTgtEZnfa0DZf4jmbOECRAAukJUICkZ8WQK0NAHLWVcCArklembMkFmea0jSzx/cMffUxOkGdIgARIYAgBCpAhcHhqRQkMWqiqKanPDrF81h/TrZNpTNtwie9064SxkcC6EKAAWZeaZjl9Arb9xyg39X7wddrSp20m/QKw8ij7e3/yN/bXhNeJHctKAiQwHgEKkPF4MTQJrBUBmbaRLwCPu8KGS3zXqrmwsCQwFgEKkLFwMTAJkICatlFfAB7XSZpM1dBuhG2IBEhAEaAAYTsgARK4FAG1RFecpI0zbcMlvpfCzotJYOkJUIAsfRWyACSwWAQmmbbhEt/FqkPmhgTmQYACZB6UmQYJrDmBcaZtuMR3zRsLi782BChA1qaqWVASWBwCaadtlN2ITNWokRX+IwESWB0CFCCrU5csCQksLYG00zZc4ru0VcyMk0CEBeQHWwAACOlJREFUAAVIBAkPkAAJLAIB5ZNEVtuoaZnwEmCZqlHh+I8ESGD5CFCALF+dMccksJYEZNqm+vXPEF5toy/x5VTNWjYPFnoJCVCALGGlMcskQAKAEhriSr7w+z8NjJCI3Qi/4suWQgKLS4ACZHHrhjkjARIYk0DctI1a4vu91l+DUzVjwmRwEpgxAQqQGQNm9CRAAldHIDxtI3Yj9MZ6dXXClElACFCACAn+kgAJrDwBfdpGuZKXqRrajax81bOAC0iAAiRFpXT3izAMA8X9borQDEICJLBMBGTaRq24+fpHH/kV32WqPOZ1qQlQgKSoPgqQFJAYhARIgARIgATGIEABkgIWBUgKSAxCAiRAAiRAAmMQWF0Bct5A0TBg3GugO+ih9ayM/DUDhmGhLYAGfXReVlHKmvYUi2GYyN4tY7fVc0N00binron7c+M5tpKnZ9xzxmNJUeIronEO9Fq7KN9y0raOAQTy3EVrp4SsnWcD5q0y9tp9yfno30HXLnNBL9vNEipftNAd+JeLuApw8U9ziwRIgARIgARmQmD1BcjNIko3RGBoAqTfwd6mc1x17tUnFqxHIlJM196jj/ZzC9XNjC0yMptVWCqc/dfEqaqSiQRIDsX7OZiasAkIkI0ccrbwMJG9mUPOExFZ1F6naAeDLhpxZdvQxI4bDQVICp4MQgIkQAIkMHUCqy9ADAPZT+pov9PdNV+g/SQLNeJRfGHLCB9svw3rugHDrODwo3NYOulYI9SJBIgB4/oW6senuNBGI7wREMNEYaeFrpbl7gvHENb87BDaYT/f+taxZYubzMMWwmMm3SMLdRmQASBl4wiIDpDbJEACJEACsyaw+gLkTh2RtSsfmiir0Yf7B5DJFh1090XBHvGotpyj0klPT4AUUD/TU3S39SmY8On32pRS+Fxov/9V2Rmx2TkJneEuCZAACZAACSwGgdUXIMoGJMy67Y4QfFpH66gV/fu8FLDrmL4AcWxAwtnyRkDi8ow2LLFpiVwYOtBromyq6SYTuXIVey/b6Jz3g6MtoUu4SwIkQAIkQALzJLCeAkSMQzUbjDhDUxnxWDoBAqD/poGKa+Dqlc3MoLjTQk+f9plna2NaJEACJEACJOASWGsBknmabooijQApvIiMs3gGqkmrYCKtcNgUzDgjIHrEH7votJto7IiBrYH885Ddix6e2yRAAiRAAiQwBwLrKUDEBuR23VnJMgJ0GgHiiwwtMhlpSViGq4V0NmchQPRE3uwil3YaR7+O2yRAAiRAAiQwZQLrKUDQx+G2WpJqovh5B/3wlMSgi/bzLewq3xwALr6uJBt1imjYqKKlLTnpva6j5Prw8MVJ0A9IpC4lrkvagHS/rMI66kZtPr6tIWMYMD1BBODjISruVFTpZZxJbiSXPEACJEACJEAClyawpgJEGUm0Ybn+QcyNPMqPHP8elVIOGduA04Dtm0Mh1ow68w+UL5AqyrdqrkMzETNq6W4GOeW3w/a3YaJwJ28Ll7kLEPfbNca1LErbTrmqD/JOucwiGvoKHHfJrr7s+NKtihGQAAmQAAmQwAgC6ytAFBjbE2oN5btZ3ynYtSwKD2poHAdHEGyjztsZN5xyELYLz4JEeR31vJaayNyuoPGmf3U2IBddtPdjyrVdR/s82CJOnrpO1rhkNwiGeyRAAiRAAjMlsLoCZKbYViVymRLKo/5uVcrEcpAACZAACSwDAQqQZailWeVRjHETHLLNKlnGSwIkQAIkQAIUIOvcBlpV2xC38s1I5+7rTIllJwESIAESmAEBCpAZQF2WKG37j40aTsKrgJalAMwnCZAACZDA0hKgAFnaqmPGSYAESIAESGB5CVCALG/dMeckQAIkQAIksLQEKECWtuqYcRIgARIgARJYXgIUIMtbd8w5CZAACZAACSwtAQqQpa06ZpwESIAESIAElpcABcjy1h1zTgIkQAIkQAJLSyC1ADHcD5YtbUmZcRIgARIgARIggYUhQAGyMFXBjJAACZAACZDA+hCgAFmfumZJSYAESIAESGBhCFCALExVMCMkQAIkQAIksD4EXAHShmXbeKhPyZex2+pFCNAGJIKEB0iABEiABEiABCYk4AqQHjpHLbRe7qJ8w4RhZGEd9wNRUoAEcHCHBEiABEiABEjgEgSiUzD9Q1RMA8btOk61iClANBjcJAESIAESIAESuBSBqABBH82yAcOo4PCjHzcFiM+CWyRAAiRAAiRAApcjECNAgPZjJUCKaJz7kVOA+Cy4RQIkQAIkQAIkcDkCFCCX48erSYAESIAESIAEJiBAATIBNF5CAiRAAiRAAiRwOQKxAuTkaQaGkcPeWz9yTsH4LLhFAiRAAiRAAiRwOQKxAgSva8gaBvKf++tgKEAuB5pXkwAJkAAJkAAJ+ATiBQj6aD/JwTSyqLw6xcUAoADxoXGLBEiABEiABEjgcgQSBIgTaffIQt79Ci4FyOVA82oSIAESIAESIAGfQLIAed9C7a4J41oe5UcWR0B8ZtwiARIgARIgARK4JIF4AdJvw7puwLhXx+nASYEjIJckzctJgARIgARIgAQ8ArECpLtfhGGYsI69cBwB8VFwiwRIgARIgARI4JIEYgUIPaFekiovJwESIAESIAESGEqAAmQoHp4kARIgARIgARKYBQEKkFlQZZwkQAIkQAIkQAJDCcQIEPkabhnND/61NEL1WXCLBEiABEiABEjgcgSiAqR/iIppwLi5B98PKh2RXQ4zryYBEiABEiABEtAJuAKkh85RC61XDVTvmPYKmPJXPT0cV8EEaHCHBEiABEiABEjgMgRcAdKG5Xo8NbMl1I66kTg5BRNBwgMkQAIkQAIkQAITEohOwUwYES8jARIgARIgARIggbQEKEDSkmI4EiABEiABEiCBqRGgAJkaSkZEAiRAAiRAAiSQlgAFSFpSDEcCJEACJEACJDA1AhQgU0PJiEiABEiABEiABNISoABJS4rhSIAESIAESIAEpkaAAmRqKBkRCZAACZAACZBAWgIUIGlJMRwJkAAJkAAJkMDUCPx/KQ254gRxiAQAAAAASUVORK5CYII=
这里为什么可以把不同类型的指针变量之间进行赋值操作
在C/C++中,在任意时刻都可以使用其它类型指针来代替void指针,或者用void指针来代替其他类型指针。由这些特性就可以衍生出很多比较有用的技巧。指针的本质,是其值为一个地址,那么延伸一下:
https://zhuanlan.zhihu.com/p/137711909 Max472 发表于 2021-9-15 19:41
在C/C++中,在任意时刻都可以使用其它类型指针来代替void指针,或者用void指针来代替其他类型指针。由这些 ...
感谢大佬{:5_109:}
页:
[1]