C#文件或文件夹压缩和解压方法(通过ICSharpCode.SharpZipLib.dll)

我在网上收集一下文件的压缩和解压的方法,是通过ICSharpCode.SharpZipLib.dll 来实现的

一、介绍的目录

第一步:下载压缩和解压的 ICSharpCode.SharpZipLib.dll 支持库

第二步:创建一个压缩和解压的demo项目

第三步:查看压缩和解压的文件的结果

二、demo演示(包括源码和界面)

1、下载文件压缩和解压的支持库dll ,下载地址:http://pan.baidu.com/s/1pLausnL

2、创建window创建项目

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nlb8rKn2uXW5cmLftVdJCQeWfB8vfgwYPM6i7/3Z8464LIH5lVkD9CmpEC+dv9l1/+9d98b+tbt2//5d/+t/c/NOXPML8Zy58jrgHf7eun9bUg7149O0WZsOp3nzQvdZM/hn3JDIP8EdKM+OTvo49+8V/+/t7Wt27L/PXffE/1v2d++t9/8R+C//i5z31ufX39hZRZzvlztL978ZIhbSXu9rd9/bTYvHhp4noRQmaTBcvf/fv3x+Px2e5phn3JAoL8EdKMOOVv919+qZqfzO2//Nts/PeZv/veP3zz1dfs3P1/vlf2tUvIn3tId/v66XLVu1uXsgbKPaUp+JF5ZsHy1+12x8pS32zBh28IWKXy94osXZA/QpoRp/zJ0V5nim7yPF0my9/9K2f05bpJ1Hs+u+//l60RUSt8ckSYmh+ZaxYsf+vr6wcHB/uj/WzNhz28i/yRWQX5I6QZseXPp31ZPvroF7OQP2u6nquB7mppzU8xQlnSy48jte/i7eSpi7cTU8x2ydcO89eByRyyYPlbW1u7c+fOeDzeH+1f276Sjf/+p2+/iPyRmQf5I6QZseXvo49+UZz/9W//exbyV+YeLomfpaU+74jt3YvCrhHKvbixH1loTi5/h6PHdrIvXeezT548cerd06dPj46eZM3k8ZE/cuwgf4Q0I85h36n/wgchRKYS+TscPX58ePTk6MnTJ09lnjx5cvT4idEG+atByvyxyvoG+SOkGUH+CJllqpK/Mlm8/CmLrqZKiYX888y7V8/65hOrZ6iNNpS+n+i7V8/6RyTUCc2l7lGV3Nzq0l33Xa68p3T/ypnjOCjyRxqc4/ZXiz7mTIL8ETLLNFv+bl2yplJsXz9tTrrI1O3+lTPLIH+T/9qQxLhjlP4++ORPvTuBn/QNNP5GuZy47HiVXPXSd+ndq2fNqS+FPvru1bPH+E+D/JHljaP7+tmjWfRXk1606Jja9Z7rTsbyhGc/YoD8ETLLNFv+Pry9KZy3VVd7txncSnPh8peev65E6peB1vneuiROX72b30CqwOem+5PiZeUvf/NLyl9JwZ30niN/ZIlze9MjWHO8DUiB/Nl3ILl1STe825vJR3L7+ulZWynyR8gs03D5MxdX3b9yRly8qvuNJYjTZ+HDvll97tLdD7fvv6veiyDVpryPtu9UcHvz9Jmzbnmy5C/5m+PK+6n0/ieSP4fMqfI3iy8P5I8sc+5etD6khdMwZhCv/JXoJ7O+Qv2kzyrIHyGzTNPlzxgZkfUwzWDUzs680bo2Nc0aNs3rT9dN+dMHT52v5X5o3DHAdYl/65IwemHdz5Rf/NJdT/uzV65uijObF89Y3yJS/hQF1Ppx8wug7Jw/81YJl+5Orvyduf6uert7C9dNVc0gf2SpY6meNnlX70DsTsO8r4jeXv1w5S/hkT/fbYwfffizorkiZT6kJeO41cvPf1Ec5I8Qb5ouf3rvmeqFYkta/2j/lR21me5AutL5n9VmGWryJDvr7GFWNtNP6arvKnwC8gTevXpWnDl72pj/d+b6u7c3xZnrt66e9czaUfxYub+9NfFuqsrfNPVRbce7F1OJTL9mylZqkT+y3DEGefUqvtJfOTuNIvl79+qm2vO4LoD9p+FO1hscc3lWcZA/QmaZxsuf2m1lpbVcYrydqTmZWpFI+z6dqtY47uJp7KtI1dnTZ9TJdmevbJfrZxU3cv1VyVzCbl2SlU7td7x4Oz2CPTUn3ZL7cf4WWVf/5hhxofxJbztz9vSluwUlw/zNMU5M+u6UY8HIH1nyaJdMxtVX3l+5O43iyp8S5QLPL3+TfC77zM5hwt+HyB8hs03z5S9XFkW80r7MGFWxh32z4+QtHf2s0tjZCysFP01A5bByth7W+NPeBR2oUsJ0+ZMhYYr8ZR20cgTv+lylqJCWJPUvgGnk792rZ0+fOSvObF7UDdI9Pej2pjhz/cqk++pPHFRC/siyR+mjzKsve6TCKswXyZ/eexxf/rx//2KmCnhM+XN+wxFCnGmW/KXdmWYqidAYZbMFyF8qVaknpWdlztvLptH4rtTPbF7MZyXm3w3ZPSBc8nf3ohDJUg8NpVtX1+sZXzl2Na7MfWFyg9y8knje3YueVSD6L2j+4lrLMqUI5I80IFmXYv2bN0XN7DQK5E//i2ITK3/uP0umJbuMdE1BnkGQP0IcOcYyKDXG0Romf9K9Ll6yRkwubV4071xQQv4c/aA6I7B42DftwW9ranXxtue2WM57PfxMr6ht389GUdOWTvnTywbmfVXyrl+d5qgOl9t9ujUFsOg+f6ev3lfszbeSw7XKRH05ZXcWfJAVifwA2h8Kt6jlnYbZieXt9ZVbagflGxr23HQwS9aDzWXC34fIHyHOIH+FSdzI/BMXRtGrrPyZ62eNBR/m3bBMgbt/5Yy4eGlTn8dzNp8ls339oqpoPik8c/2WtRI5PTGH/F28pH9z2DdhSeqR2gIU/SYv5plY0w298nfr0uatyUrnP4635YQgf6QJSSv9xodCnfPn7DQ0Y1NnzaqdUlIvnCB/6QWb2gko3UU+z89YBDazIH+EOIL8FUf6mdZ1JusPtG6upPx9qE9zkXPsTLVyDqrmh/IsBzYP7rmGLr3a98OkO7aO47yRXsHd9dxjvsZhp7jP34cFG5VK5ISWk4L8kUZEH6VNY96mytFpKCX2S3f11b7ppaNc+z9Z/vS9Cnqn+QT5I8QR5G+1MuEeyP4FH0VH0O41MwHXINSH2kTGBOfaDu8McSHkOg/TIB1GWyrIHyHNCPJHiCPIHyF2kD9CmhHkjxBHkD9C7CB/hDQjyB8hjiB/hNhB/ghpRpA/QhxB/gixg/wR0owgf4Q4Uux2W9+6/dFHv0D+yKoF+SOkGUH+CHHEZ3W7//LLv/6b72196/btv/zb//b+h/OQPyfZl25xszIgf+TYQf4IaUaQP0IccSrdRx/94r/8/b2tb92W+eu/+Z7P/4yjIX+kGUH+CGlGkD9CHHHW/FTzk7n9l3/rHP81job8kWYE+SOkGUH+CHHE9jk52uvMTOSvmOxLt0zjklTe+5ClC/JHSDOC/BHiiL3CozhG/c84GvJHmhHkj5BmBPkjxBF7tl9x/te//e9jy1+Z8KVL6hD+HRLSjCB/hDhScBuXMjGOhvyRZoR/h4Q0I3OXv/393/70p/9csnEciaCzkz0cdsL0YT8SYWeoNR52QhH1i48WxdVrBFnGIH+E2OHfISHNyHzl79NPf/PlL3/5xo0/K9k+lb+dTiC8RH3ZWJG/fjSpMSFTBfkjxA7/DglpRuYof9L8Pve5z00vf8nD0pU/x7OEnCTIHyF2+HdISDMyL/n79NPffOlL61/4whfW19fLyF+s1+6iTtdd+wu6Q6tx0Okif2S2Qf4IscO/Q0KakbnIX2Z+X/nKV1544YXSlb9+JNLK37AbiFZsNIhbUv7kwzgSk4Z9rSMQUi7IHyF2+HdISDMye/lTze/ChQtTyF/cEkIEQSii/mhYVPkbjY6UBq1YDvvGui/qpkjIVDnGp6JY/k5I9qVLSB1y8n/SAFAts5Q/w/ymkb+dThAGgRBRP45EELWKK39xFEZRKKL+sBOKqBWJsDPc6QT58l5lviAhUwf5I6QgJ/8nDQDVMjP5Ozj49y99af3zn//8+vr6Cykl5/zJ1Rv5go/iyl/cSrWvPxodZQs+WAJCZhXkj5CCnPyfNABUy8zk76c//ecbN/7Mzo9//F8nftfGUSu2VvuORkdOjZONXapnWyAhx0nd5A8AAGCGzGW17/GSyp//vn3KtL/c8NTpfXGLpR7k5EH+AACgwdRQ/rQtImpFrqUbmfype6V3gUH+yImC/AEAQIOpq/zJaX9RP/vZ+FttifzFrUT11PZy4TALPshxs9Ty98vf/PKXv/nlgl8UAACWiPrJnxy6tap9SVUv6suHw04ooq5c4TvshFa1b6cT8OfdyDGzjPK3P9q/tn3l2Runssjt2c/ZFgAAWHFqJH+E1CTIHwAANBjkjxAzyyh/0vxefnvzrfduvvXezWvbV8ap+dlGCAAAqwzyR4iZZZS/Z2+cOn/r+f3Rvr2dyh8AAKggf4SYqUr+1qbnwYMHcl9Z9jMOSOUPAABskD9CzCyp/J2/9bx9TCp/AABggPwRYgb5AwCABoP8EWJmieSv2+3KfV9+e1Nd8GEPAQMAAEiQP0LMLJH8ra+v7+3t7e3t7Y/2pf/JnO2enl+vAQAASw3yR4iZJZK/tbW1jY2NjY2Ng4ODicecUacBAADLDfJHiJnlkr+sBHjnzp0HDx58/PHHH3/88YMHD7rd7oULF5A/AAAwQP4IMYP81ZJBW4S93arPAgBg+am1/F29eu2zzw4qVwGyaqlW/g5Hj2eeRsjfeLcXCtEeuJ8ctMUkdHXc7YVCCNEeJD8UNtb3w0EBmsagXfCpr9ExZ0Wt5e+55547f/4PZ+h/cSRE0B3O9CTnccxFHp/YQf6cDNrCdK/dXuh0qvZgnNmVS6ds33I4nVvKfJI2aGvH2O2F+jHTumF+1PRph80VFhl3e2FtO3QAcOLovsZjpb9y9GWzedGiY2qXrObJ5X3YXAY96i5/r732+te//qeffPKvZdrHkRCiFZvbdzqBEFE/+WFR8hdH2ldU0Nk51vHncs6kOMifG6snS0RK3aZU53RJ0vrWwhqeeqhJbbSTKyV/9tMT5K9ESdFjrwBQG5z2V6onOtlrerRNdp7qSw/aetOsS5vPYEPd5e8737k7HP68rP/FLSFEFOsbh93A3ji7FMlftn3YDY7vf2TRQf48GF3Zbi8U7Z5uWUoTs0JmeOH08qf726AtjBc+vvwVVBSZagjQCHxDF3O8bvPKX4nx4Kzjme4quDRLIH+j0VFp/+tHQhb58o3DTugqB84speRPPtRPjNQ2yJ8HY2RE9k6ahKl9mjU8mrecQv6Unk/rBM3es+ycP7NdezC58hf2dgsHoZFDgPpjdTtaF6X3KHk/ke7g6nGMkQ1rFMDjeIUzR/w9zWz7meWQv9HoaDj8+YULf/Tb3x4W72Kp3k4nyEtuupD1s4HZtC7Yj/T6nN5+pxNk/xXylygnf9nQc9GhXKdkHz9vw3DwnIL8+dB6z9SQFFPS+jpX5U8pCpat/ClyqfzoMsvylb9pLvi1HQftrA92jHkDQI0xPvd6J6J0Xlo/Nug5No7NC9222u25O0TfabiZ86DvEsnfnTvfvnPnrybvZQzyDruBCDvD5KEiUprnxR3HRr390bDTSo+jzcMrJX9xS5U8z6Gcp2QfRznDYbczt+HsVQ7y50XptjITy7tQe5afoU3ekVZXT5h2erl9+V5pbMteofzJlw/DsD0oKBnmxmn0vXIPrA9gydC0y+hEclFzy1lx5c9oqFyuuuVvUvehDvrOp6tZDvkra36jI6PGNuyE5tirfOieCFhc+VOiyNxJF3xkh/LMTVSOb5QPybyC/PnJ+i1HFc5xXe0Zsyh76Zutz1WuyNuDscPIppG/3V4YhqEI2227NGmf1KAtwl5v0qAyKghQf7wL0qzpytaneoL86ReRx5c/78XorLuYJZC/aczvaKSN/GpjviNbpMyR0wnyp/tcCfkzhn0nHMp5ShOFlcw+yF8BSXdmzb/TB2jH48IubupxD6O/tqtxZe4LkxtktkxFW2BXIH/Gb6G15NYvAMuCdmuXQrnLuhTXWLD+WAqbOjmwUP5KLPfIOr/5rTeru/x99at/PJX5jUaKJOljviNb1IbdZOqda+B1ZA0T50O3JSt/6va4JZKT8R7KdUrIXwVB/ooYtIVVNBu0hWi32wWzqXXKyJ8xlVAda3a7X+EwsFpH1N3Vp43K09aZGrujfgDLguxD7M+128jy6Spmp5W3dyz9KJY/300H1efnPOhbf/m7efOtY+wol9YOO6ExSOoWtfwGMea4at4+V7ejkb6sZGr58x/KdUreeYpkfkH+CknGJayrZnPbyeRP7fXsyTmO5bn68bzyN2inl/1FSle4bS1FuNYAACAASURBVG43XwCAuTNoy6tX4xOszvnLlm9Y9T21vKfKn3EtOUH+snnHeqVRnZiSD1PMqaOptfz95CfvH3PfuCWCVhSYdTK1ihZlFqXYmHab6LiVV+DUOwgmxbnjDvv6DlVwSvmik1Coxb+4RSFwHkH+itEHOcbjsasrO6H8FYx2lKj7TXWfP/8+Dqks2B0AlgFHBzbWRU2ZeOccCU7GH/S71qfNJw/72oezes/5U2v5O0H0odU0qkgps+7UoWHlJixR3xavRAenX/ChFhSLDmWdkquC6DgmmWGQv6rJ5KrE3ftcIzj5EZT+1bm2o+gFwl6vbRlk/rKLeCMAAOZBU+WPkOOnKvl78ODBgwcPSjZ+fHjUXPkDAIA5gvwRYgb5AwCABoP8EWKmKvmblvL+h/wBAEAG8keImarkb2tra2tra5xO/rPJ2shm49L+h/wBAEAG8keImcXLn/S5tbW1MvInf5YtDw4OfI2duwMAACB/hJhZsPwZPjculL9xaVNE/gAAwAnyR4gZ5A8AABoM8keImeWSPwAAgKlA/ggxs0Rz/gAAAKYF+SPEzBKt9gUAAJgW5I8QM8tynz8AAIBjgPwRYgb5AwCABoP8EWIG+QMAgAazHPK3v//bn/70n09+nDgSIugOZ3pu8zgmqTbIHwAANJglkL9PP/3Nl7/85Rs3/mxiyzgSQrRic/tOJxAi6ic/LFr++pHIiWL92WE3SE64H4mwM1zoG0t8Qf4AAKDB1F3+pPl97nOfKyN/o7jlESxr4+xSIH/DTmicTxzphhe3RNRPTpLyYW2C/AEAQIOptfx9+ulvvvSl9S984Qvr6+ul5E+W2aK+unHYCV3lwJnFK39xS0wq5sWRCDo7yUnqp00qDPIHAAANpr7yl5nfV77ylRdeeKGc/Nmqt9MJEsEamaKWD8imxbl+JPLGVvudTpCN3+Yv4ZE/7XXNDLuBcOPdhSwwyB8AADSYmsqfan4XLlwoL3/mIO+wGyjlN0XUNM+LO46NevujYaeVHkebO+iWv1Jjzf0okcidTsCEvxoF+QMAgAZTR/kzzG86+cuXdxyNZCFQMbNc1NxyVlz5UxK3suKfX/4m+Vzcyk+GCX91CvIHAAANpnbyd3Dw71/60vrnP//59fX1F1JKz/k7Gmkjv+bYqyJq6RiuZl0T5C9WF+6eQP7046iDvihgLYL8AQBAg6md/P30p/9848af2fnxj/9r2YNkVT3LwExRy+beucaCR9YwcT7Vb2LlzzqUnThKSo/Zsg9SkyB/AADQYGonfzNJHAkR9e0ltG5Ry28Qow0Za+31pbvqshLf0LDnpoNZshv7MeGvdkH+AACgwTRT/kZxSwStKDBn9alz/qKs2KaInWZscSsvCqp3EEzqhRPkLx1ZVsVO8bx8nl+27IPUJcgfAAA0mIbKnzFKm0YVNWXineFn2Q1g+vpq3zCfmTd52DdJvpf5QqS+WUb52x/tX9u+8uyNU1nk9uznbAsAAKw4TZU/Qo4f5A8AABoM8keImWWUP2l+L7+9+dZ7N9967+a17Svj1PxsIwQAgFUG+SPEzDLK37M3Tp2/9fz+aN/eTuUPAABUkD9CzFQlf2vT8+DBA7mvLPsZB6TyBwAANsgfIWaWVP7O33rePiaVPwAAMED+CDGD/AEAQINB/ggxs0Ty1+125b4vv72pLviwh4ABAAAkyB8hZpZI/tbX1/f29vb29vZH+9L/mN4HAADFIH+EmFki+VtbW9vY2NjY2Dg4OJh4zBl1GgAAsNwgf4SYqVb+DkePjxHfMeWzyB8AAGQgf4SYQf6WjUFbhL3dqs8CAGBJQP4IMbNcw77lmUmX4fCsQVu0BwVtd3uhu4H3iallbrcXCs9JjMeDtpiE/mq7vVAIIdqD5IfCxvp+OCjAUjJoF3y0a3TMWYH8rXL6kQg7w8pPo3ZB/gpweZlHvdKmluN5n1AOtru7mzV2tyltdMYRCk9Hkj7tsLlCL93thbXt6wFWmUFbuDqprO/a7YWLlz/tutQ8ubyjmsvIBvI3g8SREEF3OPWOO51AiKhf4ZkPO6EQrdj9bD+a+O3q+a2nfEP6kRBBZ6fy/45ZkL8Csn6oQMCyHstjZF75m2CRWjtfnc95yqXkz356gvyVKCm6OnUAWDhO+yscMpjNa3q0Tfaf6ksP2nrTrN+az4gC8udIHAlTiYbdwBSUTN12OsGSyN+wG5T4qkp/zX6kvQk7nUBEsXK0uOX/rfuR0BtPPrEa1SBrJX/qxL5W1Mq2//pXn77++vVFyp+uOu2eW8BSd1IcqlTlz77wNtXKI2jaEfM9ladPJH8ef3XsCAA1xmF/c3Y/v/yVGA/WLrPncI7InytxS+guMuyEQuiGN+wGU/mNI5XIn6/OZ6es/MWTK4SZV3aHydtbgkW+M3qQvwIs4UnVyrg83R0M0geT5c8pWf5RkORHn1+aHWvZOX9mu/ZgcuUvndNYeGAAqB5L9bRpGnq3kXcG6Q6ubiV/rHYC+Ut4HK9weoi/O5ltZ4L8+bxHrfPtdAIRdXRzsgRx+lQvf3Gk/ppGue4Ylb9+pEubo4bq3rFeqY/8HY4e/+f/3GlFLZn19XWpgK2o9d3vfnc4/Kha+TNHLpRL6wLhCnu9ojl/BWQuluyoVPiUH62edarK3zS1AG3HQTvrnpPuG/EDqBPGh1vvKRRR05xt0HNsNB7v9tpap6hMN3Z0A6X6mDkP+iJ/nhgjuXJhhOZG6rQ25efE55JKobDURy16RV1T/vRhWedruR8mB8ln6blLklL+FAUcdsL8BEydnWLOn/L7+ttmlmnLX810sFbyp1b7VF588cXD0eOXXnpp8fInFa7ddl69GkOu4/G0Cz7KkPaHuX3l/bjlfuarFMqf9LYwDNuDAoPNjdN4B+QeWB9AHdG0y+gpclFzy1lx5c9oqFyTuuVvUh+hDvrOpz9B/tzRVkIo45vKfLjcZkz506bNCd2udKXzP6vNMtS0TDpZ9jAryOmn1HG5VKJ9isXGLaGKoGZgU1T+hp2weMWG1sApfxYnG1I/Ueosf1nlb21t7YP3P/j+976/MPnLVEi9rHVQ/LR3wcekFbxGv5sdQLlYbw/GDiObRv52e2EYhrbZujV10JZlzGJQQYCaoHidqWCKqKV9kTUHuUD+jCnRx5Y/7xXnrPsR5M8TZUpfVlrL9UhfoGDKn2I2ikTaa1rVYV/HildjX0XXwiBIG2dnUmYO4rAbGBab/yI7nUA/AXOMuJz8Ge9b+i5Nlj8qfy75a0Ut35y/tbW111+//utffbow+ZM4FzkUb7RuWeCVP28Z0HgBdUjE6MrtUylzX5jcILOFLNrauwL5M35t63fC/QBqg3Zrl0K5y/oN11iw/lgKmzo5sFD+Siz3yHq4+S0qQ/58yWRIEa9UlYw7pNjDvtlx8pYOOVMaO9VNKfhpAiqHlYPuUCvXJUXHIotKHUvZK/vtrHv+TS1/3cjx6vKswijS5U95i4xD1SHIXwF1kD/lUd7Ryp/c7lc4DKyeTtjbNZaRuFCets7Y2B31A6gVsqOwP7xuI8vnMZuDwXl7x9KPYvnz3XRQfX7Og77IX0ESpdMcKFElZZqd0nJ0ND/5S3UtNbD0rPQVG8qsQadLZdaV/1Kp49r6Vea+MHblzxrAldvVyl860TC1VVcdptrbvtRH/mbLTLqMWchfyjHlT+0Q7Xk7juW59s0EnfI3aKcVgSKlK9w2t/syAMBsGLTlvA7jY6rO+cuWb1j1PbW8p8qfccE4Qf6yycV6b6jOPsnHIubUmyB//sQtWbKyVle0jJvYlZI/x8CuOiOweNg3LTrGmrRFsedPdBjTB5XzVCcjqoPapkQ6pgCWG/bVJTLbrspf+lrWAfO3Bflrnvz1kiqa2pVpXlZ6zl/BQEiJut9U9/nz7+Nc2eLdHQBqgz5Kq251zFd2jgQngwzqXOG8+eRhX/twYvZz+iaB/BUkWe6qWVFS2dLspJz8aXPgRtaCD7lgNpchU+B2OoGIopbWPgiDzLSG3UgdV3X4004n0JaJ6Dd5Mdsb1c0p5G9C5S97LeTPpObyp82CLr53XvGKC72r9LZS0Zf1tgfjUnfvcw3u6Leh9nTwE18g7PXalkHmL3us9xcAYFEgf0WRfqYJihwM1UdIS8pfdkBJFFv3+dPMyRQg0w6tPzqiHNxTDvTNq3OP+RoHOU7lTz03qwHDviY1lz8AAGgGyN+KRLsjzATkgpKo7z6CMhdQncbnvtVLrrN2tY/KnwnyBwAACwD5I8QM8gcAAA2mmfL3f597jswklf+nrCTIHwAANBjkjyB/ZpA/AABoMMgfQf7MIH8AANBgGi5/lZ/JkmbF30DkDwAAGgzyl+fDnz1qZBb2BjYmVckfAADAAkD+8lRuachfTYL8AQBAg0H+8lRuachfTYL8AQBAg0H+8lRuachfTYL8AQBAg0H+8lRuachfTYL8AQBAg0H+8lRuachfTYL8AQBAg0H+8lRuachfTYL8AQBAg0H+8hzbrm5dEuLM9Xen3vH+lTNCXLqL/NUtyB8AADQY5C+PJnNi85aqUNvXTwtx+up9l7rdv3IG+WtUkD8AAGgwyF+eXJhubwpx9sp27k/vXj0rhG5429dPC3Hx9km0DPmraZA/AABoMMhfHkWY7l7U6nz3r5wRF69eP62WAy1BRP4aE+QPAAAaDPKXx9SyvM5396I4e2X77kWl1KfO81N+TnwuqRQKa/j49qbIuHTdlL/t66fzp92v5X6YHOTuRWtf5O8YQf4AAKDBIH951GrZu1fP5t52e1PK1q1LWTlQKw2a8ie0Zrne3d40lc7/rDbLUKsySsPLHt6/ckbupZ/S1dwOF/YGNibIHwAANBjkL482WqpM6ctKa+9ePZtI3vb108qYryl/SllOkUhjKNkY9rWfNfdNvPD2phBnT59JG2dn4p+DuLA3sDFB/gAAoMEgf3nsCXmnr97XxCs1La0u6Br2dQicQ86Uxk51Uwp+moDKYeUz199VfTQtOtrrjhf2BjYmyB8AADQY5C+PUTBLlG5bXeeRiKAyzW5B8pdKXjrIm56VMhKtzxo8w7Dv8YP8AQBAg0H+8pgDprc3hTh78dJZa3XF5kVd1ErJn2NgV50RWDzsmxYdb2cmKi1QrkSxhnr16YMLewMbE+QPAAAaDPKXx5otlyye1ZwsWa6rKVc5+ZMrPPSZgsqCD7lAOHdKY/2HtL1Lm1r7M2dPZ2K6ff1idp76bWgW9gY2JvWUv4ODgwcWH3/8sXx2f7R/bfvKszdOZZHbs5+zLQAAsOIgf3nspRLSz7TRWDmuqs+rKyl/ufAld2Ox7vOn3gjGKumZdmj90RHl4Nq+C3sDGxPkDwAAGgzyl8eWv2ZkYW9gY1JP+Xvw4MH6+noraqm5c+eOfFaa38tvb7713s233rt5bfvKODU/2wgBAGCVQf7yVG5pyF9NUlv5a0Wtw9FjNU+fPJXPPnvj1Plbz++P9o29qPwBAIAB8pencktD/mqSJZW/l9/eNHah8gcAADbIX57KLQ35q0kWL38HBwfOKX0S2aZM5c8+MpU/AAAwQP7yVG5pyF9NgvwBAECDQf7yVG5pyF9Nsnj5k5Jnr+doRa21tbWsjS1/T46eyGdffntTXfBhDwEDAABIkD/CG2imKvmz3e5w9LhY/g5Hj/f29vb29vZH+9L/jOl9T588ffrkaVY+BAAAQP4Ib6CZ2srfmouNjY2NjQ3fkY2DAAAANFz+yAlT+X/KSrJc8ifJ2shS39MnT58cPXl8eIT8AQCAAfJHkD8zyN982O2FYW+36rMAAFh5kD+C/JlZXvlbW1uzjzBT+dvthaI9SB8N2kLVud1emD/nYtAWAv8DgNoxj86pzh1eM+WPkJME+fOzO2iHQohEABX52+2FQoh2bzfv6QZtUYZiXwQAODGDtrOv2e2FcvNuL1y8/GldpHly+YW2cZE9G5A/QsxULn+PD49k6id/4/FY6ZWyTmm3F9rdk9FlDdqIHgBUg9P+Mveb32t6tC25Wh6ojfWmg3by9HzmyyB/800cCRF0h1WfBpkqVcmf1LiNjY2DlI2NjWnlr7jBSZC91RS1PF3+cD8AqA6H/c3Z/fzyV2I8WLuynsM5In+OxJEQohWrG4fdQIigs6M02+kEQkT9yYdC/pYtyF8JBm0R9nptEbbb5hWs1mRQrIx1nRADAA3DUj1twEL3sXxANt3B9DX9sXpprE2KdnVxzoES7SwX0Fkif67ELSHCzjDfMuyEQugaN+wGQkTxhEMhf8uYCuVPNb/xeCz9L2tTA/nLeqZ02Nf0O73Wlz6i7AcAFWPYn+5giqhpzjboOTYaj3d77fQZbe6gW/5K1RvnPOiL/HnSj7Q6304nEFGnG6jlQEsQnUH+ljFVyV9mfvK+zVtbW+PxWFrguAbyJ6+Fi/ss6YZ5Fyp/UtVvLnOXAQAmommXUX/LRc0tZ8WVP6NhPvPFI3+TOkF10Hc+HSby58xOJ1ClrR+JsDPsR0qpz7S6YTfIah/K9qSZ+mzUr/q3IxOyePk7UJBDvRLpf5KsNCipqPKnU9wxJf1X4VxBRBAAFoXidaaCKaKWdlla7zRB/vR7Gxxf/rz3SJh1V4n8uTPshPm0v7glfS6OsnKgXhrUqoCaOMaRroOOuYOkdlm8/EkM8zP87+DgYGtry+mIi5G/aRd8uOcpU/kDgKrQbu1SKHdZf+caCx5bw8T65MBC+Sux3CMb9J1ff4n8eaJM6YujpFw37ISJxg27gW572uQ/5Vl77YimlaSWQf7KMWgLEYbe2l+Z9R5qnwkAMG+km9mXpm4jy5cIm4PBeXvH0o9i+fPddFB9fs6DvsifPzudQJbolNHe1Oo0gVOHdBVycTTm/JWbLEgqTFXDvrb5rekjv8Yuanu5cYHyl3df/qtbT7dH5Q8AqmKQ3KPAkC91zl+2fMOq76nlPVX+0ieSeuEE+TNmR6dblDvm5685r4tj5M8bZbpeVqhLRDCrBY5GE5b9In/LmAXLX7bCY6L5yZZbW1vZWpBsL9lgEfKXzknR+qRko3upr7k78gcAleFeuqaKmjLxzjkSLER7oK/2DfPmk4d97cOJ2c/pmwTy50/cEiKMotBcwBG1Is32jKXBWuxhX9b/1j/1kb8CVP/LbgczT/nTb/LiJhdD7xUr8gcAUDXIX0H6yWoNVezilpR0+y6AuQ4Ou0HUlz8nCz7Sh3L3iXcHJNWm8mHfrLYnV/jKZ1955ZVK5Q8AABoC8lcUqW7WYg5H6S65C7TEutVLrDyL+dU/yB8AADQY5I8QM9Wu9rXv7edTw2rm/AEAwJKD/BFipqrKX/bHPDKk/GVtDDU8OnpyOHpsyN/h6LEd5A8AADKQP0LMLF7+nH/ebazL37gmq30BAGDJQf4IMVOV/LWi1uPDo8eHR7JcNy78e75ZCdCY80flDwAAikH+CDGD/AEAQINB/ggxU5X8+QZqWe0LAAAzBPkjxEw95Y/VvgAAMBOQP0LMVHWrl2Ls1b4AAADHAPkjxEw95Q8AAGAmIH+EmEH+AACgwSB/hJhB/gAAoMEgf4SYQf4AAKDBrIT8Xb167bPPDio/DbIsQf4AAKDBrIT8Pffcc+fP/+Fc/G/YDYQQQgSdHeNhHAkRdIdV/+7kGEH+AACgwayK/L322utf//qffvLJv063b9wSConh5elH2kb14U4nQP6WNcgfAAA0mFWRv+985+5w+PNp/G+nEwghws4w29KPhO5zw26gNjAekqUN8gcAAA1mheRvNDoq73/DTihEKza39yMhRNRPHsYtzQ6Nh2Rpg/wBAECDWS35G42OhsOfX7jwR7/97WHhLsZ4bp5MCuNIHRAOg0B72BkeWXP++vkeZvnQtZ1UF+QPAAAazMrJ3507375z568m7FIwgKs+VVj50+QvbmlTBofdTmzvwjTBugT5AwCABrNa8lfK/EaFA7jDbiBE5FC3Avnb6QTKYHGenU6QHio/OAPH1Qf5AwCABrNC8lfW/EazrvypvmgeyoGjJVlskD8AAGgwqyJ/X/3qH5c1v9FRmTl/o9Fs5A/Vq2GQPwAAaDCrIn83b7411S5xJHyrfXMpLDvs61NJr2KSalNP+Ts4OHhg8fHHH8tn90f717avPHvjVBa5Pfs52wIAACvOSsjfT37y/vR7yfv8qf5n3eev9IKPYSfUxnPjlvzZ3D7sBlG/8reLIH8AANBgVkL+jh0pZ97ZeOVX+470PxYS9d0vwVLfeqSe8vfgwYP19fVW1FJz584d+aw0v5ff3nzrvZtvvXfz2vaVcWp+thECAMAqg/wRYqa28teKWoejx2qePnkqn332xqnzt57fH+0be1H5AwAAA+SPEDNLKn8vv71p7ELlDwAAbJA/QswsXv4ODg6cU/oksk2Zyp99ZCp/AABggPwRYgb5AwCABoP8EWJm8fInJc9ez9GKWmtra1kbW/6eHD2Rz7789qa64MMeAgYAAJAgf4SYqUr+bLc7HD0ulr/D0eO9vb29vb390b70P2N639MnT58+eZqVDwEAAJA/QszUVv7WXGxsbGxsbPiObBwEAAAA+SPEzHLJnyRrI0t9T588fXL05PHhEfIHAAAGyB8hZpC/RrPbC8PebtVnAQBQHcgfIWaWV/7W1tbsI8xK/gZtUZb2wNwt3TJo68/qx7ekbLcXOpvr2409d3uh5yWUU8L/ACBnHr1CnXsa5I8QM8jfsdCEbLeX/t1Cpe/LN+bkT6cK52pltt4dtMPcKRX5kzu3e7t5h1tSWot9EQCWmUHb+SHf7YVy824vXLz8aX2TeXJ5h+q6Lj4xyB8hZiqXv8eHRzLLK38JppZpz+/2QvmsoWdKI1/lT38ye5XsiJ5zSB4iegCrhtP+7F5p5q/p0bbkMlUbI9GbDtrJ0/OZqIL8EWKmKvmTGrexsXGQsrGxMa38FTc4MY4yWtp/Fcpf8kNuXlZX7BQ3xzGLCoPOE9PlD/cDWEkc9jdn9/PLX4nxYO2Sdg7niPwdJ3EkRNAdzviwO51AiKhf+W9HkD8/2dWoRO2XtD7KlERtdNfYku2dbXOP1Lo6y0FbhL1eW4TttnkhrTUZFCtjXeflAMCssFRPu+DUfSzvgtTpyuYQQv5YvSbVZiO7+hbnha52lgvopZC/4vQj5a2P4mQ78tfsVCh/qvmNx2Ppf1mbJZK/rLW5FEPvHI1nwjBMx4HNjk4f+sg6yHTY1/Q7vdanSiVlP4DVxLA/3cGUzkrrtwY9x0bj8W6vnT5jXcXaylaq3jjnQV/kryDDTqgK32h0FEdhZyh/QP6anKrkLzM/ed/mra2t8XgsLXC8jPKnLvrotRMlc8+73u2FYRhm3lZU+dNXD7tJVDLrtPM9lct4qn0Aq4WmXUb9LRc1t5wVV/6MhvmUE4/8Tep91EHf+fRUyJ8ncUuIRPXsIH/NzuLl70BBDvVKpP9JstKgpPbyt9sLRbvdTl0uK9FZtAeyg+u1RdjbVX7UXrioDyzuH5NutHCuICIIsAIoXmcqmCJqaV+hdQsT5E/v244vf96bE8y6j0L+nNnpBCLo7PgamPI37AbKfyOlWNiPhHYcc8e4pezWRf5qksXLn8QwP8P/Dg4Otra2nI64WPlzyNt4PHbc6qU9sG/CYq1nS9xPb1tU+Zt2wYd7ujSVP4AVRLu1S6HcZR2NayxYf+y9l6mnOjh5uUd2kT2/jgr5c2XYDfQBXyOaw8UtTfiG3SAXvkL503eM5ezCqF/9r7/yQf78GJU/FWPBR1rqy+/d1x5YE/CS8dieMdFv4pw/45SyyYLupyeu91C7bgBoMNLN7GtCt5Hl01TMwWCl/7KXfhTLn++mg+rzcx70Rf7cGXYD/5jvSHM4U+9GyWTBVux6tnBHhn3rkqqGfW3zW9NHfo1d1PZy4/zlr4AJ9/lTmzl161jyl/ei/ots7yphKn8AK8cguTmAd3WasnzDqu+p5T1tGnLyhL6mzV/iswdClB4u/7HgYvukIH+ulJc/Z40wny/olz/HjshfXbJg+ctWeEw0P9lya2srWwuS7SUbVCp/Lp8yt6Xm5+rQSg775q3tIyUb3Ut9J54sAKwA7jVjqqgpHZBzJFiI9kBf7av8QaPJw7724czubQEgf8446nlqkL9mpz7yV4Dqf9ntYCqQP9XTnIMm2t/wmPCnjtL7QPtJ7uc3cdAk76Dd7ZA/AFhhkD934kikQ7eeZ0sN+5o+V7hjPxLIXy1S+bBvVtuTK3zls6+88kod5Q8AAJYN5M+XnU4g9Lu97HQCx33+zNsBOpZxpBIp1/amO8aRdnwWfNQnyB8AADQY5K8oUuyyASdN1Hx3bDEnC0qJTMTO2DFW/n5IFDPsW5dUu9rXvrefTw1rNucPAACWA+SPEDNVVf6yP+aRIeUva2Oo4dHRk8PRY0P+DkeP7SB/AACQgfwRYmbx8uf8825jXf7GdV/tCwAAywHyR4iZquSvFbUeHx49PjyS5bpx4d/zzUqAxpw/Kn8AAFAM8keIGeQPAAAaDPJHiJmq5M83UMtqXwAAmCHIHyFm6il/rPYFAICZgPwRYqaqW70UY6/2BQAAOAbIHyFm6il/AAAAMwH5I8QM8gcAAA0G+SPEDPIHAAANBvkjxAzyBwAADQb5I8QM8gcAAA0G+SPEDPIHAAANBvlbssSREEF3WPVpNDvIHwAANBjkz51hJxQaYWdY/VmNRjudAPmbe5A/AABoMMifO8NOKEQr1h5W4n/9SIgorv4NWakgfwAA0GCQP3cM+ZMSFnR2Fn4myF8FQf4AAKDBIH/uTJa/YTfIxoSVcdhkTp76bNTXDq4+pYud3DeWI87ZD9mLdHZG2py/nU4gRNRXRqjVEz4axS1l375sXPkbuxRB/gAAoMEgf+4Y8hdHulrFLWUUWJuHF0e6DkrVi/rKjorwDbuB4pTJvlnj0ZFd+TPlL9+9RGNLzAAAIABJREFUHyn7SiPMdnQdmXiD/AEAQINB/twxFnzoA687nUDfMuwGqQuamqh5pGPsWLVMe9/J8qcUHQtfaIfKX/kgfwAA0GCQP3eKnEwftzUE0XErlqxMOOwG9gQ+pYjouo3LJPmL+o5zdrwQ8jdFkD8AAGgwyJ87+rCvNqLqdrg0yF8DUjf5Ozg4ODg4eOedd1599dX19fU1hfX19b29vb29vf3R/rXtK8/eOJVF7pv9nG0BAIAVB/lzx1zwoc3VK1r5aw/dKrpWYth3JvLneCHdX0lhkD8AAGgwyJ871mpfbYKdsZxiNOwGUV/+bC6t0Fd4mDvqz/rkT9W4cvInTyO/MSELPqZKfeTv4OBga2trzU+325Utpfm9/PbmW+/dfOu9m9e2r4xT87ONEAAAVhnkzx1L/sx1u9qKEOtWL+pdWlzjvBnajaPdf7otbe+71YvvnBPhS86BYd8pUhP5u3//vlHns3nw4IFs/OyNU+dvPb8/2jcOQuUPAAAMkL8Zp65/exf5myKVy1+32+12u4bnvfTSS6+/fn1tba0VtVpR63D0+HD0eP83ie3Jsp9xHCp/AABgg/zNODWVv8JFKsRItfJnaN+LL774wfsffPD+B4ejx9/97nfX1tZ+dO9HP7r3Iyl/T588lXvJyp99NCp/AABggPzNODWRv2EnVGYK9iNRi7NaliB/AADQYJC/Gacm8jfS5/wx4DtVKpS/+/fvq+b3jW9889e/+lR63uHo8UsvvbS+vp49PBw9fnL0RO748tub6oIPewgYAABAgvwRYqYq+Ts4OFBXeHzjG99UPe/Xv/rU3ng4evz06dOnT5/uj/al/zG9DwAAikH+CDFTlfxld3V58cUXX3zxRbXmdzh6/MH7H6ytrd2+/ReG/P3jj/7xH3/0jwcHB85jZiq5tbU1o04DAACWG+SPEDOLlz95G+dM1LJJfmpu3/4L+ZSxXTZeX1//8f/746dPnmZ5cvTkgw/+SR1E9gkiAACsFMgfIWaQP/AzaIuwt1v1WQAAnADkjxAzi5e/d95555133im6m3MJXnzxRXkLQDVqg3feeWfeHcrsGLRVxRq0hWgP7DaJh+32wuTp/Cf1R53dnnKHdiFE2Nt1bvOw2wtdJ5Of6AT0Qycv3B6YZzDhPHZ7IQ4KMDMG7cKPfW2OOSuQP0LMLF7+Xn311VdfffWE8jeRV1999SSdxaAtTOnZ7YVOmWkPxm7HUhtpmDK1u9trW7ukjVLpK5Q/l4aZrfNjubb5zrXI6AZt7VexBDQ9dH7U9GmHzRUWGXd7YW2/VwDqhqP7Go+V/srRl83mRYuOqXVSVh+o9mWz/6gjf4SYWbz8ra+vZ+t8H37yyBjYlZFlPOdTh6PHa2tr2Z/9UPPwk0cPP3kkj7y+vn6i3sLqyRKDUbcpZTHdTrS+tbB4pr1gu205XNjrTZY/b9lvPG3lr+hI7lMuI3/20xPkr0RJ0fUFAgDj8dhjfyV7opO8pkfbZI+jvrQ+2KH0JfOp8iN/hJhZvPyp9Tmf3h1P/rJnJSfrLgaOYlxP1xuliVmaMrzwOF1u0gtOrPwlLy2Fyeo3p6/8FfibMSB9IvkrqCgy1RDgZPiGLuZ4weSVvxLjwY7ebaashPxdvXrts88OKj8NsixB/jwYIyOyd9LsR+3TrHHJvOXEPldxKOXHtBecJH897Uo5tSrv6+lDxWaXnOukay6huUfZOX9mu/ZgcuXPVaF0VysBwMLqdrQuSv8o5x9QpSOyPuru2SH5S3gcr3DKhv8jPtsP+ErI33PPPXf+/B/Oyv/iqKZ/MKM+f1xk2VOh/Bl/wEPNSy+9VLX86b2npWBGX+eq/ClFwQkXs/mh7KkvjlcuT8nxUyG0WqJa4VN+dAlu+crfNHUHbcdBW6jvDuIHUALjA6d/epXOS+vHBj3HRuPxbq+tdnvuDtF3Gm7mPOi7OvL32muvf/3rf/rJJ/86xY5xK/8aUKRq3vI37OjeX9bndjoB8jebIH9elG4rU6C8C7Vn+Rm+4h3idPaEZveX+Y9L/iasy/B0talF2RNw1F/ZeDHfLzy2Za9Q/uSLhmGYVDMLz9wWXc+gNgB40LTL+PTql5t2Z1Bc+TMaKteJbvmb9LlVRzXm8xlfFfn7znfuDoc/L+9/w04oRCvOtsStoLMjf16E/OUONw+l60dCRHH1/11qG4Z9/WT9lqP85biuVvBM/ytHokb5hblT/jxHtMZpfU5oCJheblR67Ox3t4xsGvnb7YVhGIqw3bYrpPZvMmjLlS7FoIIABXgXpFnTla2P0wT5c3Ysx5A/71XgrD/bKyR/o9FRaf/rR0JktmdksfJ3NBp2gxm7GvI3Iaz2LSDpziyh0kdGx+PCLq6U/Gn7TxpwNpRJOxWXkZm9qn+1r1p/NL427GpcmfvC5AaZrZbR1vkVyJ/xZmotufULwES0W7sUyl32WXaNBeuPpbAp3VOx/JVY7pH1OvNb6LVa8jcaHQ2HP79w4Y9++9vDwl36kfAanpQ/ZXBWKRDKQp21Xc7Gi+UumdgNu3lbxfZM+TNcTd1Ldzhlzt9OJ3CfpDGm7BPcFQ/yV8SgLaxq1aAt5E1ZTMc6ifw5BnWNIVCv/Nnjz8nIajZOrYpr4WpfY0ajOuTtdr/CYWC1jqgrtE8blaetN8zYHfUDmIj88NofKLeR5dNVzE4rb+9Y+lEsf66Fx+bzcx70XUH5u3Pn23fu/NXEXeJIulXf91SqTf1IUbdhp9UZymbacK3jaHFLiNDZ2FX5S1vGLWGJoDYercqfcZL5q1P5m5DFy99S3OQ5RR+C9W87ofypvXMmW/poq+eqOBs40V8hO+A08qd2vvYcIcfyXP1FvfI3aKfVhyKlK9w2t3tAADSZQVtevRofHXXOX7Z8w6rvqV2SKn/GRdwE+csm/OqVRrvXMRaQzZLVkr+S5ieTF8mivrrdWFRrzg7MErey7XHkKBBq+qUYni5/qrc5BqPVVzflz3uSyN+ELF7+tre3t7e35y1/s/rzbvogx3g8dnVlJ5U/fZDVXGSSnYilm6n1Oa/stQWyGQXDvgWDLiXqflPd58+/j0MqC3YHgEIcHdhYFzVl4p1zJDi9FlVsLW8+edjXPpzVe86fFZK/qcwvS1K0y6t05pw/Q/7S9hJby45GI3PoNkMKmXdk1jn5T6kg2sO+npNE/iZk8fJ3cHBwcHCQjfx+8P4HH7z/gTGAe/v2X8injO2y8dra2u3bf2E/pcrfwcHBvDuU2aFU94xyW95pK1U7d+FRR+2pS1X+so0lbg/jGkjKj6CcjHNtR9ELhL1e2zLI/GVn8F4DwKqxKvL31a/+8THML40cRVVMLupnzype1Y8U4TMrf6XXcFhz/gr3Qv7mkMXL3zF4fHiUSaHTC3/9q09ffPHFzPy2trbmdCZzIfEvd+VNu86u4uwAAJaaVZG/mzffOtFBDJOL+tlTuVdp0/h8A7IyRauJvfI37bCv8yTT4yB/BUH+AACgwayE/P3kJ+9PuUs/UjTOcKlC+UulKhnY9clfMrarLd1Ij+mXP2svff3HVPLHOt+CLIX8jVP/+8Y3vvmNb3xzbW3t17/6VJU/uVGyvr6+VGO+AAAwR1ZC/o6Vvjp5T1Wlgjl/+XS9oDssGPY1GoviW73oUf/uiGao5eUvPwgK6ExV8re1tSXrc74VG1mbrIz3+PBI3ibmpZdeygp+v/7Vp6r5ra2t3b9/fx7dBwAALCPIHyFmFi9/0ueywdli+VOHcQ8ODuTD7373u3KFx4svvqiO9t65c+fOnTtz7UQAAGC5QP4IMbNg+TN8blwof2OPKb7++nX5x39V0D4AALBB/ggxg/wBAECDQf4IMbOM8mewvr7OPD8AAHCC/BFiZhnn/GV0u91ut8vaXgAA8IH8EWJmWVb7HhwcbGxsyNW+r7766vb2Ns4HAAATQf4IMbMs9/kDAAA4BsgfIWaQPwAAaDDIHyFmkD8AAGgwyB8hZpA/AABoMMgfIWaQPwAAaDDIHyFmkD8AAGgwyB8hZpA/AABoMMjf1IkjIYLu0Pq5woPHkRBRv/J3pjFB/gAAoMEgf/7ELZGRS9hOJ1iM/GkvNHmvqF/9O9aUIH8AANBgkD93hp1QiFacbYlbQWfHbjbXyt90e0V9z7P9SIgorv4tXaIgfwAA0GCQP2f6kRBO2zOC/DUyyB8AADQY5M+ZfiS8OuWclmdLm7Zl2A0cI8hJm7gTZtuL5vwpw9BBp98J8jOU8jeUxxEiq1kqW+ReO1W/scsR5A8AABoM8udOHAnh8T+3n8UtIcLOMG027AZZvU17ypoyqL+KT/6kxmUFPGNH+TB1u36kKSaVv6mD/AEAQINB/rzJy2ZRX93u8bOdTpCX1pQpgzudQHevYTdIXTCOhDaz0Htwexh6x6z8KTVCfcIi8jd1llr+9kf7+6P9Bb8oAAAsEcjfhCQ1NqWqV1Scs0VQHfBVkDZWPFic/6zWEZNY8pf+PEL+TpxllL/90f617SvP3jiVRW7Pfs62AADAioP8lclOJ8hLdN5peZmiKbU9l7flQf7qGeQPAAAaDPJXLnFrsvypCy+ifrpv0cLhsvLnOIi2JAX5m22WUf6k+b389uZb7918672b17avjFPzs40QAABWGeTPmX6krt7wT7BzLcgNA32Sn7FWYzTsBq5DFR88jqyh52nkj3W+U2UZ5e/ZG6fO33renu1H5Q8AAAyQP1/6kecmKYV/gc1YaZtEu+WKdasXtfGEsmI+ZbD8sG9+jxgUsGSWVP5efnvT3kjlDwAADJC/JY0mf2S2WVL5O3/reed2Kn8AAKCC/C1nCteRkBMG+QMAgAaD/C1Hhp1QGbR1Dy6TWaVu8rfmp9vtyjYvv72pLviwh4ABAAAkyN/SRJ3zx4DvXLNE8re+vr63t7e3t7c/2pf+x/Q+AAAoBvkjxMwSyd/a2trGxsbGxsbBwUGZfU9+MgAAsOwgf4SYWbz8+cSu+FmjBHjnzp0HCt1u98KFC8gfAAAYIH+EmEH+AACgwSB/hJiprfwdjh4fO4uXv0FbiLC3O/V+u71QiPZgDmfkf7mUsLc7HrQdf43b/EUG7UWeIwDMmeP2V4s+5qxA/ggxU9s5f9XK36AtTOHZ7YVm55apm+O5clQgf/LVBu1U/ozTtrY4/TABJQSoH47uazyeRX816UWLjql1JObJWT3TbEH+CDFTofw90JEbayJ/dk+WFM3UbTMwt9rJX95inDTz9tW1vcwHWHGc9jfnzqZA/mTnqb70oG1dYsqnd3vhHPoV5I8QMxXKX72HfY2ubLcXinbPNqMTdlQ1GPYNe7vaE/lvlA336qon22J+ALXFN3Qxx77G2x2W6Cezi1Dj4nNWIH+EmEH+PBi1Ldk7abPf1D5N+TnpYxWd0jszdfSj3TM7ZE3P3K/lfpg0zY/u6kJLDPsq56k9o5w23gdQcyzV2+2F+SdX70DsTsP0Nf2x2knlL+FxPO11nWfpZLadDPJHiBnkz4fWe6aSpMiS1teZ8qdroS5xxiPvs5p/Wq9mlOLaA6tRz90Rm/LnwPBGZyOm+wHUGMP+dAdTegpnp1Ekf7u9tjYI4OwQfafhZs6DvsgfIXZY8OFF6ba0AdB8fMLZmZrT4YzDeJaMOJ91nkLSMAzVF8zHbgv7WWflr90O9ev3sLfrubg3zgwPBKgrWndg1N/yvsbdaRRX/oyG/v7LfmEn6qDvfIYVkD9H4kgI0YrVjcNuIITy13WPRqOdTmD8mbW+9gfY4mT7sGMWcbOnSD2D/PnJ+i2lh0u3GX2mPeyrHUWZOuedh+PshY0r9Owwclg5Uz696FhylCUb9h0o82y848BzWYQHAPPC6Fw8MufsNCbInz4WcHz5895JYNZdDfLnStwSIuwM8y2JwAXdYdZm2A0sw1OtLo6SIww7oamSpN7hPn8FJN2ZNgk5cTDj3ncLkD9VO9uDvIpnWlkmeJ75N645f8qotmG0xVDzA6gt2q1dCuXO7DQK5E/2CurkwEL5K7HcIxv0nd8FJvLnTD/S6nw7nUBEnW6gOpwqiJYsqkH+li7IXxGDtpDDoubqirZx3+NS8ufoB9VZfsXDvmkPnpfppMl5Okz3nb78Cz4GbRGG/lFjxyK8uQ3RAMBskG5mf3rdRpZ3GmYnlrd3LP0olj/fTQfV5+c86Iv8ebLTCdQ6Xz8SYWfYj5TaXhxlDXY6gTEirAX5W7ogf4UkxS/XulfflXSB/MldrVV2qt1ZlTfjSO12W7fBMO8wlZnY/t49v37X5K/w/i3OgzEODFB37Em96ebsg+/sNLS+R11gpj6R1AsnyJ+rc1E8L/9x0J7bUALy545mbHFLel4cZZKnlAb18d8JhyLLEOb8FaMPcozHY7cnlZS/7IDpqKk11qsNtZpdqWmH1q2WJ9yPRV+rnMtfehaOWzc7fv/8tRn1Bag37g+wKmqeTkO7V5W+2jfMm08e9rUPN4c5fZNA/jxRlC6OkoUdw06YVPuG3SAb51V/dsVa8IEI1j3I3+ogr6yzXjiZMGj2xWl10vWtUaimAAB1BPnzJRvMVUZ7U8/Tinml5A/hW6YgfwAA0GCQP2+SWX1DdZ1HIoJZLTDbyJy/JgX5AwCABoP8+RO3hAijKFTv8BJHQkStyLyrS9FgLvK3dKmt/J2ck58MAAAsO8hfQZKbNmtVvbglp/bo47w7ncDYuNMJuM/fsgb5AwCABoP8FSWOhDBW8g67gdDv9pxGX9iRiyDyt3Spm/wBAADMEOSPEDPIHwAANBjkjxAzyB8AADQY5I8QM8gfAAA0GOSPEDPIHwAANBjkjxAzyB8AADQY5I8QM8gfAAA0GOSPEDPIHwAANBjkjxAzyB8AADQY5I8QM8gfAAA0GOSPEDPIHwAANBjkjxAzyB8AADQY5I8QM8gfAAA0GOSPEDPIHwAANBjkbwaJIyGC7nDqHXc6gRBRv/LzT36FepxJHYL8AQBAg0H+HIkjIUQrVjcOu4EQQWdHaZap204nWA75G3ZCoaKcM/KnBvkDAIAGg/y5EreECDvDfEuiTarhDbuBEFF8kheqQv7yX0FzVuRPDfIHAAANBvlzph9pdb6dTiCiTjdQy4GWIE6fauVP81fkTw3yBwAADQb5c8YYye1HIuwM+5FS6lPn+Sk/Jz6nDLDqw8dxKx91jbqm/A27gTIq63wt98PkIP3I2leNKX+j/DeSB/GetufEJv++6o7HGRmvJsgfAAA0GOTPnWEnzD0mbklxiaOsHKiVBk35E1qzXO/ilql0/me1WYZalVEaXvZwpxPIvfRT6jhMy1X5S44jT0Y77axlwYlN/n2181wW/0P+AACgwSB/nriGRHN5UrRpZMufojiKRBpDyUf6sK/9rLlvol9xS4gwCNLG2ZmUmIOoy58makY1sfC01WcLft/MStW39IQD5QtKbeVvb29va2trfX19fX19bW1tbW3twoUL8qn90f617SvP3jiVRW7Pfs62AADAioP8+bLTSQRLEa9UX7S6oGvYNztO3tIhZ0pjp7oplTNNQOUwa9Adaj6XFOEKqmvGal9V6Yw5f4WnrZ7YhN/X5mRLZBYU5A8AABoM8udNonRDdZ1HIoKGKi1A/lLJS8tp6VkpI9FH2XF8CmjN+dN/2bKnPYX8LYXq2amn/H388ceZ82V0u135rDS/l9/efOu9m2+9d/Pa9pVxan62EQIAwCqD/PkTt4QIoyi0Vle0Il1rSsmfY/xUHXgtHl1Ni45xZqLSAuVKFOeZO8TrOPJXZti39I7LkrrJ397e3t7enm1+a2trDx48kG2evXHq/K3n90f7xr5U/gAAwAD5K0iyeFYzmGS5rqZc5eRPLqrQZwoqs+7kmGxubKbA7XQCEUUtrX0QBpnMDbtRdp6e29AcS/6KT6zo9zV3HHYDpWWdUzf529ra2trass3PkL+X3940dqTyBwAANshfUaSfWasWzEHVkvKXHTCd/Wbd50+9EYxlbw6XsuftefbNjzC9/BWe2ITfV5tluCRLfUf1kz91kl9x5c/el8ofAAAYIH+EmEH+AACgwSB/hJipm/w5tc9Y8PHy25vqgg97CBgAAECC/BFiZonkb319XS4H2R/tS/9jeh8AABSD/BFipm7yVzDsu7a2trGxsbGxcXBwcPIXAgCAVQD5I8RM3eSvYLWvWgK8c+cOCggAABNB/ggxg/zBjNjthWFvt+qzAADQQf4IMVM3+Su4ybM9/+/kL1cbBm3XXwjU8JjVbi8U7UHxoc1dB+2CXdzty3jdoO09SwCoDfP4pNb504/8EWKmbvIncf55N9X8Pv7441m9lpNBWwjDj3Z7odm57fbCpNVuL/SJmvmUedzsBdXNltEV6deEXte1a37mBc13e2Hyo/PVS/iq77cFgPnh6L7GY+VT7+jLZvOiRcfU+gvz5PIOr+SF5nQgf4SYqaf8jcfjvb29ra0tdf3H+vq6HBReRM3P6skSh1O3KQaVe1L2RPqwwLP01ysvf5O1Sz3NbFdbQx19sfJC+Tn55M94GUQPoA447a9cT3Si1ywYndBfetDWm2Z9zXwmjyB/hJiprfxVjdGV7fZC0e7pSqY00eXP8sLZy19RB5n1n7okmqfvei319/AqptMIcT+A2uAbupjjR9QrfyXGg7UL1DmcI/JHiBnkz4MxMiJ7J81w1D7NlD/FhUrLX/lqXln587RORdO+yB60s9fRemF/5W/gryaaFUgAWBRWt6N1UbqP5Z1PuoPpa/pjdQhBGzNwfd6trtE6ywX0HMgfIWaQPx9a75najz4omvdQrsqfUhSsqPJntzbHX7QCgTqybZX1Cod9KfsB1Auj39F7KKXz0vqxQc+xcWxe6La17sTZIfpOw82cB32RP0LsVC5/vlUdW1tbvl1894I5QefgQum2MrnJu1B7lp9xJW0olTVqar3WHOf8yW3ttvMaPPnl5K/Qk68zqXiobVTVby7TtQFgWjTtMq5Oc1Fzy1lx5c9omE8D8cjfpB5BHfSdT++B/FWQOBIi6rufHXYDIYQQQWcnjoQIusOqz3YFU1v5c/pf8V0AZ9FLqGT9ltLDpdsc19Ue9yp16Tu1/BUd0J7zN2EaX/JLhr1dj7wVyV/BMhKGfQEqw7sgzZqubH1UJ8ifMZn42PLnvYqddb+B/DkSR0KIVqxuHHYDIYLOjtJspxP4HW7i8d079iPlVZC/qlJn+ZP+lyngxJs/z7S7GI+z7syc/ibaA3Ogs6CLKy1/k9DGbqcYZC2zVNfcXlxbDHu7vrOg8gdQE7RbuxTKXdb/uMaC9ceya1AnBxbKX4nlHtm17Pw6D+TPlbglRNgZ5luGnVAIXcWG3UCIKD7O8b3yN+wGyusif1UF+Sti0LZHSwdtIdrtdsFsap0y8mftXlj5m1D4c/wSU8tfia1l1nuoXxMAsGCkm9nXaW4jy6ermJ1W3t6x9KNY/nw3HVSfn/OgL/LniVaBk0W+qNMN1HKgJYjl45U//ZjIX1WpufypCjix2cy7jGxcwrpqNredUP6sBRMF8ldmEo158DnIn+cAVP4A6sOgLa9ejQ5InfOXLd+w6ntqeU+VP3UOjJgof2k7o9Ko3Cghf815XSkif87sdAJVvPqRCDvDfqSU+kwzS+fqSdSKoGwZK7VDVf7iSIhshp8yhtQZln0Jo5njYfpapGSWQv5KMvMuY2wOcozHY1dXdkL5c+zsl7/pF9bORf6m2x8AKsHRgY11UVOmeDhHgoVoD8zbWmXNJw/72oezes/5g/y5M+yE+bS/uJVJW1oO1EuDcUsTPn2CYGJ1UT87eCZkcjQ537Gg8lfwEtpe/Sh1x9HoKKlZHmtsepWD/FWOa/Jcuk3pMjP3K69+2lzuEtP4xqXlz3sayB8A1AzkzxNlSp/matLGtMl5xhjx0Uh3R3v5SHLAuCWMHb3yV/wSSkkybgkRBkHaWJ9ESEqmcvkr5uDg4ODgYGNjo8HyBwAA8wP582WnkyiUolapS2l1QefKD0Xj7Kl7cSREEFrLh/3yV+Ylov5IGmHUzyQ1t1UyTZA/AABoMMifN4l7DdV1HokIahPpTiB/ppkdV/5SyUsHedNzVsapyRSpufxJSvrfnF4dAACWF+TPn7glRBhFobV+ohVpKlZi2NeWv6ifLOCI+sYrTj/sm5Yk48xTpQXKdSpVv41LmKrkL7uHS4HJbaWMy/nfnDoOAABYXpC/gsjFE/a0PHVFxdHIvW7Dvy5YXYFr+J9/wUfxSyS2F7WyQw07oQjCgDHfY2Xx8pfdt6WM/MmfM/9D/gAAYCqQv6LIhbraeKvUNVuqEikUthoWyV+2o2xQfJ8//0uMbDt0/EkSUjYLlj/D58aF8jcubYrIHwAAOEH+CDGD/AEAQINB/ggxg/wBAECDQf4IMcOcPwAAaDDIHyFmWO0LAAANBvkjxMxS3OcPAADgeCB/hJhB/gAAoMEgf4SYQf4AAKDBIH+EmEH+AACgwSB/hJhB/gAAoMEgf4SYQf4AAKDBIH+EmEH+AACgwSB/hJhB/gAAoMEgf4SYQf4AAKDBIH+uDLtB0B2OjkajfiR0on7arB+JsDM8Go36UdLYdRzRiuOWEK248l+KlA7yBwAADQb5cyeOhAi6w9zwjkajo2EnFFE/UTrlqbSxdZyk5dEobrkbkFoG+QMAgAaD/Pmy0wlEFCeGF0ci6Oz45E82VoqCaTL5I0sV5A8AABoM8ufIsBNGsfy5pPwdjYY7Q1kCLCDqV/6rkTJB/gAAoMEgf44M41YgRBQfTSF/zlD5W84gfwAA0GCQP090w/PL304nkGU9p+T1I+RvCbOM8rc/2r+2feXZG6eyyO3Zz9kWAABYcZC/4uTyF8XeBR+Z5A07oTrMG3S6k6uDpH5B/gAAoMEgf75In8vLe2XkT+6bNBsdjUY7nQD5W77UWf7WdLrdrtwuze/ltzffeu/mW+/dvLY6IrrbAAAgAElEQVR9ZZyan22EAACwyiB/niQ355OGl3je9PKXlAyr/3XINKm5/B2OHmd5+uSp3P7sjVPnbz2/P9o32lP5AwAAA+TPHVXgRnFLCBF0dpKHfvmLO92hvm/+M7f6W54sqfy9/Pam0ZjKHwAA2CB/ziTjvKORVD0RxTudQPG/0dHIlL8wCJJbPSsz/1pxuuBXs0lS7yyp/J2/9bzdnsofAAAYIH/OpGKn1fwM/1Pkb9gNhBBBt5Pc50+d55fsNeyEujuS+gb5AwCABoP8uSL/tm/cEuZa3X4kwk7cTe7ukg3jxq3Cqp78A8Gs/FiaVCh/a36yBqr8PTl6Ire//PamuuDDHgIGAACQIH+EmKlW/lS3kymQv8PR46dPnz59+nR/tC/9j+l9AABQDPJHiJmay18raql55ZVXXnnllYODA+cB1YOctLcAAIBGgPwRYqbm8udkfX1dNnjw4MGDBw+ePnn65OjJ48Mj5A8AAAyQP0LMIH9QBbu9MOztVn0WALACIH+EmFlG+TMaOA8y485jkez2QjGFGO32QtEelG46oe2gbb32oF2wj7t9mdMftMU0vyYAzIp5fPjq/IFG/ggxg/w5GbSFqUm7vdDs3HKZ2u1pf+pabWc+NUm/ppA574mZv0v2rCGWg7Z5Ni5zK3DGvHl+ZKf8DdqiDFP94gDgwtF9jcfKB3lSl3HsFy06ptYFmCeX93olrx2nA/kjxAzy58bqyRKHU7cpUqRLlda3lii3uQzRJDv61Bpln1v6nMMzs6634IzyXZSOOq8P+uRP3WhbJwDMCqf9leqJTvaaHm2TnYn60oO23jTrPuYzHwT5I8RMze/zd8IGJ8DoynZ7oWj3dFlSmphDtYYXlpK/gjaqOpW4MjaOZpf7XMaqS6X5u7oOre7vVVKnEeJ+APPEN3Qxx0+dV/5KjAdr15xzOEfkjxAzyJ8HY2RE9k6atKh9mjVPL285a/k7Ds79nXMLrZapKtpX5IN2VpDUTt9f+RsU1zfrOmEIYOmwuh3t4677WH7llu5g+pr+WB0V0IYBXB/hwinM/vGF2XYGyB8hZpA/H1rvmQqNPs7pnUunPp7tsO/khs7e0z3A6zgtc4Kg2btrZb/0VayyXuGwL2U/gLlj9Dt2mT95pPVjg55j49i80G1rPYSzQ/Sdhps5D/oif4TYQf68KN1W5it5F2rPpDOupA1LynH1hCeq/JUaKjGUy3c9nhYBwnbb2SA5jNy9J0/L6LGL5U89j7nM7QaAsaFdjpVeytxeq/corvwZDfOZHWXHF+yDZCcznw6h1vJ39eq1zz47qFwFyKoF+fOT9VtKD5duc1xXe6pu8xn2NSt0JUppxm/hqgRqJ++Zxpe8I2Fv1yNvRfJXWLhEBAFmh3dBmjVd2fr0TZA/Y37wseXPO1N41l1BreXvueeeO3/+D2fof3EkRNAdzvQk53FMUm2QvwKS7syc0Sbag7KFtPHsV/um7d1TcAo7z+QsiyZgl1mqa24vXn8c9nZ9fkrlD2B+aLd2KZS7rAtxjQXrj+WnXZ0cWCh/JZZ7ZIO+8+sP6i5/r732+te//qeffPKvZdrHkRCiFZvbdzqBEFE/+WHR8tePlD4/iisTGlI+yF8Rg7Y9ADpoC/H/t3d2L3Jcd8Lev6T+CPsivtYb6KKDsW+VNzgXUYh10UN5tOxVIowvxLu52GbS1lhGStYbEvBV3DtOIwbBYmwTdiCiZZHGSN4B7V5ogwZvS2PSsLEcvxf1db6rqru+63n4XUxXnTp1uqWqeeb3O6c6CJR5a2XIX4HMn/3pLRlEN3l7623kL8fWPOs93AMDgKKEbqbfIMxGlk5XUW9aaXvD0g+3/NkeOijur7jo2375e++9Xy+Xn+X1v/meQbCWB6Mqrcshf8upr4xnPvGnywZshigUyJ+TKKml/dWsbqtV/tRCTT75S1ZohA5mGW018mfpgMwfQKUsgvCvV8Mcj9i4kuUbWn5PTO+J8ifNHsmUv7idkmkU7l7pOav6468D8rden+f2v6OJFyb50o3LqW9KB5YWVvmb73keqtfJQP7cyEWOzWZjupXVWvZN7rHJo1ay5C8uy0ptTAq7qUj+ih0PAGVhuIFtZFETZm0YK8GeFyzUx1olzbPLvnp39j89K6Mb8rdeny+Xn128+P0vv3zqPkRTvfvTkTea3g9fyqKWFmTj5NzRxEsba+3vT0fJv1N6Cov8Sed1xtEkw00zGxAlh3JVFA2lt0IXZCfkryZyZ/4Mcw1thLdsw51fPXHYRson5pjGt8ktf9a/6JE/AKiezsjfrVu/unXrl9lHKUXe5cFISL8JoiZ53nxq2Ci3P19O9+J+pLmDZvkrUGtG/loXDcpfHs7Ozs7Ozi5dutRz+QMAgGrohvzlNb/1ubC843wdJgIFM0tFzSxn7syfEPO9JPlnl7+cNV/kr3WB/AEAQI/pgPwVMb/ztVT5VWuvgqjFNVzJ2zLkby4u3N1R/pYHI1PtSM5ZOhsQlUXL5S9E979wO/IHAABu2i5/r732w0Lmt14LWT3NwFRRSwTLVAtea2XidKpfZuZP68oeZP5aF03J37Vr165du7axC1zSJmy22WyePT1/un72dP1Mkb9woxjIHwAAhLRd/q5ff2eLA+cTz5scLae+svLXLGrpA2KkkrHUXl66Ky4rsZWGLQ8d1AP5a13UL3+hz124cCGP/IU/hy3Pzs7I/AEAQCFaLX8ff/zplsfO97zR3mSkFknFOX+TJC0niJ1kbPO9NCkoPkEwyhdmyF9cWRZTj/enI70WjPy1LmqWP8XnNk7522imSOYPAAAK0Wr52yHkKm0coqgJE/gUP0um1x3Jq33j50eMDpbZZd8o0qPUExHtDeQPAAB6TF/ljyC2j27JH2VfAAAoBPJHEGow5w8AAHoM8kcQatQvfyFbrPYFAAAoCvJHEGo0JX8AAAA1gPwRhBrIHwAA9BjkjyDUQP4AAKDHIH8EoQbyBwAAPQb5Iwg1kD8AAOgxyB9BqIH8AQBAj0H+CEIN5A8AAHoM8kcQaiB/AADQY5A/glAD+QMAgB7Tavn72c+u/vnPZ42rADG0QP4AAKDHtFr+XnrppVdeebVE/5tPPG90sCx1kFX0STQbyB8AAPSYtsvfm2++deXK3z948B952s8nnuftzdXt96cjz5scRT/UJX/Lqe/JTOZCg+XBKBrq0cTzp8tmLIcwBvIHAAA9pu3y9957v14uP8vrf/M91bHWoWZpG8sLp/zpJioMdXIUDY/EYcsC+QMAgB7TAflbr89z+9/RxPMiqYojQ8J2ju3kbz7xRtP7UTN5wETj0Wn5e7J+8mT9pOaTAgBAh+iG/K3X58vlZxcvfv/LL5+6D9GU6/50FGnWWhW1o4lakD2aeGljrf396Sgp4aanKCZ/y4ORZ0Y8L9FsdFH+nqyfXP3wp9/5+YtJhNuTn5MtAAAwcDojf7du/erWrV9mH6UUeZcHI2FGnSBqkufNp4aNcvvz5XQv7keaO7hV5u9oEu26Px0x4a91gfwBAECP6Yb85TW/9bmwvON8HRqYYGapqJknArozf0LM9xKxy73gQxDB+V46DCb8tS+6KH+h+b3+2x+/89H1dz66fvXDn25i89ONEAAAhkwH5K+I+Z2vpZSbVPNdS6IW13Al98qQv/nEIHOFMn9yD2LRFwVsUXRR/r7z8xdfufE9fbYfmT8AAFBou/y99toPC5nfei1k9eSa71oXtWQGnqkWvNbKxKnM5c38mcu+80mUdEyWfRCtiqbk70JxTk5OwmPDtJ/SIZk/AADQabv8Xb/+zhYHzieeNznSF9KaRS19QIxUMpbaz/c8wSNFsSsuf8mD/Zjw19JoSv4uXbq0i/y9cuN7ep9k/gAAQKHV8vfxx59ueex8zxvtTUbqrD5xzt8kSbkJYic9Jnq+lyYFxScIRvnCbeUvneeXLPsg2hXIHwAA9JhWy98OIVdp4xBFTZh+J6bfhOe5TI7k1b7xAo7RwXK3si/R8mhK/s7Ozor638HBQXjs67/9sbjgQy8BAwAAhPRV/ghi+2hK/jbF/e/ll19+9OjRo0ePnqyfhP7H9D4AAHCD/BGEGg3K3yb2v/wKGDY+Ozsz9ia23Pl2AQAAfQD5Iwg1mpK/a9euhT+cnZ1tkQK8devWicDBwcHFixeRPwAAUED+CEIN5A8AAHoM8kcQajQlfxcuXEj8b7PZnJ2dPXt6/nT9bPeoSP5WM9/zZ6s8TReB5fnmSQermW9r4nme5wWL0scPABCyCLy8d7NG+ywL5I8g1GhQ/hT/22w2pfhfZZm/RWCxMkX2hDa2Q1Yz3yp4rn0AAFksAuNfkKuZH25ezfz65U+6TaqDS+96i6AChUT+CEKNZuUv9D9RAZ89Pd9RAcuRv6zcnH4TM9y0rPcx5A8AKsNof4n7VXdOi7aFd1Px1ItAbroIot2rmV9B+hD5Iwg1mpI/ZZJfiSnA8uQv8z6Z3LGiF/Fdy1L3TW9qyB8AVIfB/ip2P7v85agHJzfPiu5+yB9BqIH8mZFuQoLXSVP/HPKn3eykbcz5A4AK0VRPvXMJt6P0j9X4ANXX5Nfi7Uu6AZoczzlZ2n4jLDf9h/wRhBpNyZ++wrcs/yt3zp9esIhvWKqgGeXP9NOGzB8AVItif7KDCaImOdtiZtiovF7NgniPNHfQLH+58o0VF32RP4LQoyn521Tmf6XJX/j3sHMWi7K4A/kDgHYgaZeSf0tFzSxn7syf0jA62i5/WT4nFn2rWS+M/BGEGg3K38b0DR+7r/8oRf4sy+UMrcRKSiH5o+wLANUheJ2qYMKdK74XSdaVIX/ypObt5c/6UKyyFRD5Iwg1mpI/90Oed0kBllj2tT+wz6BoJvkTsnhk/gCgTqRHuzjlLvlr1FQLll+HN0VxcqBT/nIs90iKvpU85WWz2QxH/uYTzxsdLHO2nBy1bVRNjXCYgfzlJUvKElP0Z7PoJibec5E/AKiX0M30W4rZyNJ6h1oMTtsbln645S+zilJ90VeTvzzRavlbTn3P25ur2+9PR5XJ33wvTXsUM7kCo9pphETBaEr+9G/4KMv/6pe/WPuUvYvA8/wgMK0OQf4AoHoWQXgPMt2bIuNKlm9o+T0xvSfKX7xDnvhsT/GF7ZRMo/D8hPScVd34BiJ/BcKpVkcTz5vM7aeb742m97c9tdr5ViMkSogG5e/ChQvn518lW8ryv6Yyf2pb7VkKws2POX8AUANylVbcangqqbES7HnBQl7t66fNs8u+encVzOnLAvlTo4j8HU08bwfbc3e+3QiJEqJZ+Xu6fnZ+/lWigKWs/yjvOX95MD3Pz2xvYg2YzB8AQE0MRf7U2XVCrXY0PZqOUp0K1Wo5TX7NRb0JW8Kj7oe6ZvQw5XSGl5Mjcbup87Dx0STdGvVgGyFRVjQuf2GI/rdjCrCqzB8AAHSQIcpfqE1Jjm0e6tXkSHwZ69fRxBO9TU3OKcemMd/zPH+6TI8SXt6fjqJOZCnUMn/zPUkElwfTeeYIiRIC+QMAgB4zQPnTa7X31cyf4FJyh4bKbJqBi3tQW873PM8fjeKTLg9GsQg65U8aleW9uN4ysXW0RP5E/9vsNv8P+QMAgIThyd/yYKQKnCZ/8c9ah9ZpeVEKME3vpf0sp35UpU0qvGIB1yZ/hnGqPbvfMrF1tEf+yvI/5A8AABKQv/NS5C/tR5wjODpYJkXe5cHI25uvz+eTNO+I/LUzmpU/HXGFR+b6j/ClsZ+Sbx4AANBNhid/hrKvtG5jB/kLK7xx47C8O4+cL57qdzRRsoPWsq91KTHyV3W0Tf6UJF+eKYBG/yvzzgEAAJ1lgPIXlmhlAysif/JS3LQfbZbe/enIm0z2ki3Lqe+N/JF1FbBqe8rClPV8L10mYh0hUUIgfwAA0GN6KX8yk6O18WEryf55/rJv+owYabGt4REt6WCUSq7YxvYAmrSN+PUhOUdI7BxNyR8AAEAN9E3+tgrrulpimIH8AQBAj0H+XEsriGEG8gcAAD1miPK3nPrqV2jwkGRCCOQPAAB6zBDlby3P+aPgSyiB/AEAQI8ZqPwRhCOQPwAA6DHIH0GogfwBAECPQf4IQg3kDwAAegzyRxBqKP/jr/3ju+64d+9z5A8AALoC8kcQaij/4+/d+/zdm+87zO8//+u/kT8AAOgKyB9BqKH/p//k0z/+87/8TtG+X1z/ze3jTyj7AgBAt0D+CEIN4//7Tz79o5j/+8X13/zrh//GnD8AAOgcyB9BqGH7r3/v3ueJ/BlzfsgfAAC0H+SPINRwXwD6Cg/kDwAAOgTyRxBquC8AfYUH8gcAAB0C+SMINba4KpA/AADoCsgfQajRafl7sn7yZP2k5pMCAECHQP4IQo0uyt+T9ZOrH/70Oz9/MYlwe/JzsgUAAAYO8kcQaiB/AADQY5A/glCji/IXmt/rv/3xOx9df+ej61c//OkmNj/dCAEAYMggfwShRhfl7zs/f/GVG9/TZ/uR+QMAAAXkjyCqjTzX4cnJycnJyYXinJychD2EaT+lWzJ/AACgg/wRRLWR5zosRf5eufE9vWcyfwAAoID8EUS1kec6RP4AAKA2kD+CqDbyXIdby9/BwUHYw+u//bG44EMvAQMAAIQgfwRRbeS5DreWv5dffvnRo0ePHj16sn4S+h/T+wAAwA3yRxDVRp7rcGv5u3DhwqVLly5dunR2dmbsWWxZ6q0DAAC6CvJHENVGnutwF/lLUoC3bt06ETg4OLh48SLyBwAACsgfQVQbea5D5A92YzXz/dmq6VEAQEdA/gii2shzHSbytzfZe7p+Vno0In+LwPO2EZLVzPe8YFHBiPKf3j3u1cyXWywC2xGGPYvA8e7M7fN8jNt+3ACwqeYCavNFifwRRLWR5zo8Ozs7Ozs7OTn505/+9Jev/pLEV1991R75WwSeKmUGUUrULYdEmalX/haBlwvhnaxmvjK+QvLneoNp81QwjZ3nHHZzDg3QKgy3r82mjPtV1kldfUqXsTq49D6T8++/Yuwqfz/72dU///ms0O/C+US7Q00OpiNvNL0ftVkejDx/uhSOmu95o4Nl8rN8U5ZaEkTLYpfr8y9f/aU98qffyVYzX/GiMsytdvmLxy8n9MRfBtLNdxF4/mwRvvVMVUyOXNkPSN+rcJ40P2iTP3HjIkD0AFwY7a/im41D/sIbgnjqRSA3TW4B1czp2FX+XnrppVdeeXUL/wtVbzn1vcnRen2+Xt+fjrzJXNqbhiJ/yc/rownyR7Q7Mi9C22y/cK+YCEzSgUUzgiWVfZVb2Wrme8FMToOVUOeoveybeFmw2KxWK9EB47/M0+FoJd/NIvB9X//LXc7NqZ+T2F282XRimynK8of7AWRhK11UeOVYb4c57pPS340VjLEE+XvzzbeuXPn7Bw/+I/+vQ5P8xSG5nZYmHB0skT+iU5F5EXZH/pTKSHh3ksRDvKcJP0f3WCH7ZRelYKbekOWkmfFc5pepKBnPmuzLnL+X/o4wtfdns8Dzg8A33KG13uI/5/W/5oWupdu9PfOXN/0IAAbVk/6Sk28g+k1D9TX5tXiTklL5pstQ/wtSHWUNF3QJ8vfee79eLj8r5H+S0k2OllPjm92bi+3J/BHdjMyLMJG/nK4WKmAjCz6ku2csJXKt0ngzVerD8p/ghlfWvWoxVj6b8DLRJ7nRzPZXeAZJ+cXzfem+HTpcrGJGuZTGpP5mkNJ+8RvQ0nrOsi9pP4BcKPYnO5hwpzDeNFzyt5oF0lVuvCHahmGm4qJvWfK3Xp8X8j9b5s+QCFyfhxVh5I/oaGRehDb5M2YEN43Kn3jbSpwjvYVab6bqZGqlG8uSEeNe4xCihqmXJSPJc5/NEClx3nUsesJ7DBZxD6a7dCyWfhAY/9iPThiOdxZ2rfTjlj9xxJXMCwfoDdLtQMm/pfca803DnflTGtrvX/qJjYhF32ou6tLkb70+Xy4/u3jx+19++TTz12Ex+VsejMRcIPJHdCoyL0Jb2Tfcrjjcpln5S+9bwh0u3qbcM/Wyr9RLao72eTjGu7DyF3rSTVhWTpRPTjq6brZCCtOU81Om3MiqKC/IFZ/ikvSWMY0vOtCfrSzy5pI/xzISyr4AKsrNxSJzxptGhvwpc3y3lj9rHaLsy7lM+bt161e3bv0yz69Duex7MB2Z32wiiJPJXjrbD/kjOhWZF2Gn5C++namz0rxgoabNapA/UTuDRZqkU30pcSTbX+p+EKSzEpVz2+QvTjY6b9J5luqq291l6MRu3TVmANCRLmun3Kk3DYf8hVeskIB3y1+O5R7Jn5HVXdOlyV9+81vbM3/ziSdO9Vuvz9fro4m3N2e1L9HZyLwIuyV/4Y1LKWIuAs8LAqVkmkv+DPdBcSqcu+wb38EXiQqFUmS5YRpW+8Xbk7k7qzQDKJ5Dkz+twi1NPpTSn4XlL8fWPOs9xPcAACHhBWp8WKf5WrX8nZq2Nyz9cMuf9VYk7K+46FuW/BUyv7VV/o4mnj+KH/gSxnLqj6b3ReHTD0H+iDZH5kXYMfmL3Uj7q9m0LVv+xEWuQk+ieVkXSUT7gyCQbdBPb5jCTGzXnVgyKWVgBvkLAl/1XGVGo1YZ1k64i/zZ7ZbMH4Ab0xW8kef8GW8a0r1nISwwE3dE+cIM+YvbKZnGdP2In56zqj/gSpC/1177YSHzWyfylz6ueW+eWN3yYCSt81Xm+aWPA1yvz1P5k48iiPZE5kXolj+FTfPypxQ5NpuN6VaWW/6SDmPz0mq9UhlUvZWqdqiuLRGPtpiRu8yqZtCsiThb3+XLX7HjAUDEcAPbyKJmuWlIz6oS26c7fOnhV+76rjxjt+5LtwT5u379nUK/C9MJf+FDXiZH67X0rR6uh/+pkifIn/B0QIJoT2RehJ2Tv76R4Uz2BR/ObdKk8RzT+KwD0bZaswHIHwDkY1f5+/jjT3f5vRh73tHEE/N596cjT/K/SP7uS98Ctz5P5U9+NDRBtCcyL0LkDwAA6kQRu2v/+K477t37/O9K/L24nPreZE82vyjmE8H/DOt8hWZhGlHrgSDaEJkXIfIHAAB1osjfvXufv3vzfYf5/ed//XeZ8kcQvY/MixD5AwCAOtGrup98+sd//pffKdr3i+u/uX38iaHsSxCEOzIvQuQPAADqxDir75NP/yjm/35x/Tf/+uG/mef8EQThjsyLsKj8nZyc2A5xU/39BAAAOoBtVce9e58n8pfk/JA/gigcmRfhycnJ3mRvb7KnJOrC7fpz/pA/AADYBffC3nCen2u1L0EQ7si8CJE/AACoE7f8hSs8kD+C2D4yL8KiZV8AAIBd2PU5fwRBuCPzIiya+QMAANgF5I8gqo3Mi5DMHwAA1AnyRxDVRtPXOAAAgATyRxDVRtPXOAAAgATyRxDVRtPXOAAAgATyRxAEQRAEQbgC+SMIgiAIghhQIH8EQRAEQRADCuSPIAiCIAhiQPF3Tc9TBAAAAID6QP5azdcvvUQMJ5r+7wYAAIMA+Ws1jesIUWc0/d8NAAAGAfLXahrXEaLOaPq/GwAADALkr9WgBUOAf2UAAKgT5K/VFNWCF9/9luhcJP/KjY+EIAiCaHOUZRfIX6vZQv6gcyT/yk0PBAAA2gvyNxSQvy7ieV6h9sgfAABkgvwNBeSviyB/AABQOsjfUED+ugjyBwAApVOz/K1mvucFi3ztPM/zZ6vwhT9b7T7CQVOR/N254nnjG6cV/zcdLMgfAACUTp3yFxudiVAI0xaC7K1mvtMXU6GMDlcbpw0WgTdYjdxe/u5cMf6TjW+cfvvt6Y1xUfmTurtyp4L/1PVyemNs/3x2BfkDAIDSqU3+FoE55WfKBS4CQdEWgV0WN3JaMHFHuT/xFMPNIpaX+dtC+MQjJeG7c6VHacNysqB3rggfEfIHAAClU4v8WRNulh2C/EkeGCL5m+SUq5nv+UHgK/on+6XNQvtOWfK3vfr1vkKM/AEAQBeoXP4EVQsTc7F4LQJzik5BtUA5dSe7YbRPPo+WXBTLyKuZP5RCcEnypwqO+Dr6WayDplm+0xvjLDOSC6hygtDzrtxJ96clZ7WtcwzR3jvhzmQ0YmNpiGmFWunDXLO2yV/u/pUK8vjGKfIHAAClU/dq37SIa1cuY2nWkALUsnjJgbL+qZVl4Sjkz4pR/nS9UeVPlyrBa1wz/O5c0Vwx7SnsOXqZKFLUWjrSNYZkr+qVcuvolbTjzg3HRvunU7j/b7uY+fvm7t2vL1+u84wAALALNctf6H5u25JW+iaJulD+ZNtTLdGSZdSmFRpFsu+UIH+KnyXbJPmT9qfKl5H4M3iTqIvKbuVEecdg2Ht6Y6y3TvOKqq26FdbyJgr0H/fSFfn75ve//+urr5JrBADoFjXJn2uhr6KDsR8uZr4/WyVpukjYJJFT1wFLMpjqn0n+hjftb2f5M6mfsexr3O2WP6MJCd1JQqSdSOzbNQZ9r2WlbqKrWqHWuNEyrG36V99ra+VP1D7kDwCgW1Quf4LL2YRLTMStZr4XBLHoBUEQ61zSSFgk4pS/VP+Qv81mZ/kzq19++XOvhmhU/lzF6MTejMpoP9EO/bda/v727Nnzmzf/+t3vitqH/AEAdIvayr6Op/Wl8hfZmyR60UHyCuD0uX6Wsm+6wfN8n7LvjvJnU7+skqt7r6VhhFquzS9/7jFoSy6yF+gah+4+0/b9t1T+HNqXxuXLX1++/Pyf/un5zZvf/P7339y9+7fHj0sfCQAA7Ei75G8R+LOVVOIVn+kipwfjhzabFnzIp/U8T2vGgo8sBPlzaZthwUfSUj0uTHMpOTRpFYc8j0/uqYD8WcdgK8xKC03iFSpXpGRcVLw2bLQNa4v+tRdtkL+/PX789VtvuZwvK/763e9+ffny1//wD89v3nx+8+Y3d+9+c/fu3549K3GQAACQn1rlL9ecv405M2fO1hkf9WI8sXmZCP4v3JMAABLTSURBVPJnJZE/yxd8GKq50oNUZAdLkGfB6fJk3lW07GsbgzERJw1JXVZiKsoaB2/rvWD/4o7GH/Wyu/Zle+EPfvD15ctfv/XW85s3n7///jd37/7twYNSBg8AADbalfkzbUis0fqY6GLT97K+La6vlPWQZwdteIpzG8ZQIk3JX/j0lkq1LzvCInKYLPzoI4rIAABlUfdz/konyeM58ooJm4HO99tskL9uMmj5syULX31VLyLv+H4BAAZF5+XP/O3AFqzfMzcAkL8u0mzZt80KaPbCH/xAXXFCERkAQKMH8ge5QP66SLPyF9I5BTRIYbjiRCkis+IEAIYK8jcUGv8FTNQZL777bblx6c27//5qtxXQGI/+z6v//url3/3ftw5fv/n/9t6/9ObdS2/eLf3TIwiCaFuUZRfIX6tp/LcsUWdU9d/oD3/435/8pL7TAQBAu0H+Wk3jOkLUGdX+Z9IUsNrTAQBAW0H+AIaEoIBNDwUAAJoB+QMYHn/4w//+5CdNDwIAAJoB+QMAAAAYEMgfAAAAwIBA/gAAAAAGBPIHAAAAMCCQPwAAAIDeEmggfwAAAAC9JQiCUxnkDwAAAKC3IH8954vTxwRBEARB9DK2cwPkr+d8cfr4OQAAAPQO5A/MIH8AAAC9BPkDM8gfAABAL0H+wAzyBwAA0Evqk79F4PmzVfJyNfOl1+L2TILFdoOG/HRB/h4ejj1v/7jpYfSGh4djzxsfPmx6HAAAUCm1yZ/ifpvVarUIDB63mvnxtswf0yPCLelP8omNlgluRPl7eDiW7dsmCMf7Nhk73s8+ujCZ8mcfT/eo4b2UK399+vABAHpFXfK3CLxg4c7qhYZWNPMnZhCN8mdPMoILVf5EJwhl0PSL/XjfYA+qox3vC012UYTszJ9xPGXQgNlU9l5KRPpYujBgAIAhUo/8adm6/GQcuggE3bPIn9IKcuGSv+fPrb/ZDU3dDlCt/BmHXgZNpLWqei8lIn8sHRgwAMAQqUX+hPquyeUEZ1sE2Wk/IU2oFJOt8ieddjXzKQRnkyV/onmJ5UK97fG+JU2oVJPHhw91UzS9jtk/TIagC2a8xS0g0ZsQRiIPVBxi3Itp2BKhAaXNxocPpaOiU9jHrL1V62cbHyKOScqxet748DjcmRwpvwHxDatDMr19w7+E+galbdgfAEDbqEH+okKubcpeRl7OmflTjrTLn9gS+ctFpvwJW+W5YlpSLNIE+2RATVcs8idrpNSt6ThBsmxJuoeyF+knkI1JNjNbp+HABGFTlc88ZjGPebwv6dbDw0PLe4k+BEXs4iaGT15Rcf2fzvxCb2cannl8TPwDAKiP27dvvyHz9ttvP3jwQGxTufytZr7nB4GceJMETV0KkjXtL22sTuZzyJ9+FnCTT/6sE/+U7WlaSD0gv/zpmTJxBPIYtblnFgFRlzgo6UzpKOkMWfKnzGoU2gp7pR7VTGouVzakVTWHdKX2DO2FsVnefoHhYX8AAPUj+p9ufs9rkL9F4M9WkvAp9qdb2WrmWz1Naq16ZIb8Me2vCEUyfyq2X/hxpdCSootfmuXPoBzSJmE46sjsAqJ2mr7WVjjL7polf/a3JA7OPGbnVMaMz+u505eNPRvbO96+a3iGjwX7AwConw8++OCNN964evXq48eGB7c1seBDemXIyBXK/CF/FVFkzp+Ga66XslS4NPlLT6qf3TqeDPmzS0s58peeRVVC+6n1FGdl8pdPmB1v3TBgAACoh9u3bxvN73lDq30FETNVYwtl/ij7VsSWq30dR0iH2uRPfyyMo+xrmL8WLX5Qz20bj13+dlikXED+xNUhxsqwAa38rM+yE+cwSh3lL/s6xpCxS/tYsD8AgHbRzKNeEhNbBJbn8uXK/BVY8KE8JRoRzMQlf2H51rZqQD3keN+VfTIu55UXLEjLMbTVsMqUtvH+/tigZfJ4pJmCNvdUn2b48HBsHbY26tzyF+4ey2NWT328r+6VPhN1FYzjSXt6z7b2jrdvH57ZC7E/AIBW0ehz/uyb82X+jI96kRGET3oUNPKXhfMbPkzLOUypQWXVaYjtmSGGR6nsH5skK9mpFyBVLTWNRxM8e+JReuOG6mqyWTqumPypTmt+q5b3EnV+bH7Si8XF7P8apvXHGW/fdEq9ORP/AABaRJ3yl/XlHX4Q5Ph2j7hx8qC/HFP5dnjI9GDZ/bt9m/iFX3Q+WldJ3ou7Qrx1t6XTpw8fAKDr1PbdvlWR5PRslrhhvt9W7C5/DVT7sp/o3JfqY/xeSpW/Kj+gPn34AAAdp/Py517msQlzg6hfcUqQv9oZYHqpTPkrN4sIAABtpQfyB5XQLflTvqljOJQibOq3kAAAQK9B/sDMF6ePCYIgCILoZWznBsgfAAAAwIBA/gAAAAAGBPIHAAAAMCACDeQPAAAAYEAgfwAAAAADAvkDAAAAGBDIHwAAAMCAQP4AAAAABgTyBwAAADAgkD8AAACAAYH89YrGv3mGIAiCIIiKoixbQP56xRenj5v+4mkAAAAoH+QPzCB/AAAAvQT5AzPIHwAAQC9B/sBM7fL38HDs7R/Xe04AAIDhUZP8rWa+FyyklyrCbsPR/myVYwiLwPPytYzGkLfxAHHI3/G+5xk97XjfGx8+dPx3czew7314OBZPqXhiuFfGoZEPD8fuUQrjyXg/ygjzNgYAAGiQWuRPdL3U8RZB4l6JGy4Ck47llj+X/i0CTRBMiA66mvnCBrGD+BRFbLNjWOXveN/z9g9F10mkLf7heF/4RMeHD6XX4o6kQ8M+UekkqxJ3pI4nmGPihsf7Jh3LLX8u/TO/JY39XKcBAACokRrkL5E8wfaUV+nPi8CQAzTLnyl9aMafrdSzG5Hzk6uZL9mpOK5UUsVWvcIsfw8Px7K0jQ8f6vIXc7yvpODSBlJTScfiPRZHs5xMfCWdRc8Bmjs2pQ/NxH6bZZAPD8fIHwAAtI/K5c+UcAsWseQlApf6U2JT1lSdoUCcw+xEVJezDTxu4kzwGX21+xjk7+HhWHWp431vfHho9LHEE51JMiV7KNia0dFMfe0fx4clAldkFIYCcQ6zy/hcAAAAWksdZd9FEHueoHtFpviZCsTaKTLkL2fV1xNSkGmPi8A1YnFM/ZlJqMqfw3AMyTgxQ2hqmf5ky7iFlWWDKR7vx54n6F6RKX6mArFtmDZyVn09z9UJAABAE9QkfzLBIpGrXCm7TPmzVoD1vg1lWlPlVknnRW/B4n9C497K3/G+N97f13Qsmlqnyp/oRplz/qRzpNtSadMKvPoY0sRhdsouU/6sFWC9b4PkWrwXAACgBm7fvv2GzNtvv/3gwQOxTSOZv2BhsjXB7xTJypQ/c+XVJJaLWWicmozKWBTR1rxg1bkTWMq+yiJbi/wlKFuKrPZ1yJ+c+ds/Ntma4HeK3mXKn3GmoHHsx4dRqVoTYgAAgIYQ/U83v+dNyV+QyJquTauZ7weLWVaVVjzKvOhC2Wp7vIxpEa+tupy21urSvZv2l0v+9IRfvFYjbGh3s9TPjHvDdGFO+dtPZE0XtIeH4/H+8WFWlVY8ypy6U7baHi+j5DyLXa4AAACl8MEHH7zxxhtXr159/NiwfLOxsm+6T/YofWVvZiXVsuDWKnDWc+c9NvRIpSo8OPlLbUjP/El5OaGHIpm/UPKM23XnsvWvrxrJfCCfpWyb+QzqgqtEAAAAquT27dtG83tei/xFOidk/nzfOEUvaqXJoOfPVmH20IjNvKTtBZ8Lk/UAF31K4HDKvkLOS5UzwX/iOYLRUlwLQu4vbBgfI2mb6bEwgl6Ox8bEYtRKk8Eoq2gTOXPNV9me/7kw7isTAACgfup5zl+w2Mhz/sSdojapjic8Y8Wx1MP6VGerkcXFZz8IzM+Plu1O6Up9UowwtN4u+Hj+3JT8UkxJsjTTA5IN2TFhFXG09+HhWHh8jKHb/WNbblGfYqgmHsXlyJalHtanOlsTe3Hxeby/n/v50QAAAA1RvfwpPueUP7FtWCyWdE8tt2rlV+W8lqUhnvzY5ygpqBibqo5S7dqYnEyHNBj5UzfImT85vZcD+Ukxxi/vUH3OKX9i23A82ug9pY5tXa5hXQSSvMNUXQu9aQAAgJqp4SHP4vd4eKrQGdNzTqlLdupPXlZqu8p5Ms6dHBw1yT2PL3NuYTcxfcOHXu1Un5+cPulF0S4b8qNh0hUeVqcUNdBThc6YnnNKXbJTT1Qq71Y5T8a544ONJwUAAGiQWr7bt5skCT2Humz6Od9vs3F8ty8AAAB0GeTPQfa3wDm/963bIH8AAAC9BPkDM8gfAABAL0H+wMwXp48JgiAIguhllGULyB8AAADAgED+AAAAAAYE8gcAAAAwIJA/AAAAgAGB/AEAAAAMCOQPAAAAYEAgfwAAAAADAvkDAAAAGBDIHwAAAMCAQP4AAAAABgTy1ysa/+YZgiAIgiAqirJsAfnrFV+cPv4WAAAAegfyB2aQPwAAgF6C/IEZ5A8AAKCX7CJ/b8ggf70C+QMAAOglO8rfen2ehEv+VjPfCxbSSxVht+Fof7bKMaJF4Hn5WkZjyNN4NfOdo5PaeVGfq5mfeyTtJKf83bnieeMbp1X/PwUAAICSqEX+RNdLLWoRJHqUuOEiMBlTbvlz6d8i0HzThGJ5Jk2Vm6YthPMqsmv+RIJFerjl/YWDDnsqYrYlkMrfnSvGtz++cfrtt6c3xkXlT+ruyp0q/lfXyumNsf3zAQAAaB01yF8ieYLtKa/SnxeBIctmlj+Xl8n4s5V6diOqshkHszHnAqXuzaKZHCGmBVcz3/N9c5ow3hcfWGs60Z7520L4xCMl4btzpUeOVE4W9M6VXjgxAAC0lsrlz+RBwSL2qkTgUqdJDMeaqjP4WA6zE8lRybXm2Sw7hBEYBiNpm+SU4VACi/Oqe2w6WgE2+dte/XpfIUb+AACgC9RR9l0EsecJuldkip+pQKydIkP+clZ9Pc+frQRVC4cbn3ERaCM35R9VC5QzdvJYIw81JPXCdoruie8/96zFrbDInyo44uvoZ7EOmlrM6Y1xlhnJBVQ5Qeh5V+6k+9OSs9rWOYZo751wZzIasbE0xLRCrfShj9D02Zjel7N/pYLca1MGAIDGKEX+zs7+J0P+ZIJFokC5UnaZ8metAOt9Gywrq5qajt/eytiH8c0ZbE78QMTt0WZbKboB+dP1RpU/XaoEr3EltO5c0Vwx7SnsOXqZKFLUWjrSNYZkr+qVcuvolbTjzg3HRvunU7j/b8n8AQBA1ZQifz/60aWzs//Jn/kLE102UVvNfPt8OrP8mauhJvdazELj1GTUTtjaLVnSSt9klKbcnWqJaQVaape80N5awQr31hjkT/GzZJskf9L+VPkyEn8GbxJ1UdmtnCjvGAx7T2+M9dZpXlGVMLfCWt5Egf7jXpA/AACojlLkz/O8H/3oUgH5Syey6Sqzmvl+sJhlVWlVgcrM8dkeLyOaoNRJ1oISefGK53n+bBEWrGNhi96cNMNQtVdhpzBgxwqYuqb9afJnUj9j2de42y1/RhMSulOESDmR2LdrDPpey0rdRFc9T+nNuNEyrG36198rAABAyZQlf57nFSv7pvtkbdNX9mZWNy1l26zHrdhzaILL2XoQj419NhS9IAji4YjrnJWkoPzuhDpubIvCvMFWyJ9Z/fLLn3s1RKPy5zKtxN6Mymg/0Q79I38AAFAtpcjfCy+84JC/SOeEzJ/vG3NqUStNBqPaqc14bDakL6rNRb6n9aXylw4wFb3oIHkFcPpcP3PZN2kWGOu/+pmrRZI/m/pllVzdey0NI9RybX75c49BW3KRva7COHT3mbbvH/kDAIBqKUX+lsvPXnjhBcdz/oLFRir7WjN/quM5UmYhjrSgy5KSZF0QOJ4fnUv+oudSCyVew+MLpedYmxd8CC/VirKaKax7wYdL2wwLPpKW6nFhmkvJoUmrOOR5fHJPBeTPOgZbYVZaaBKvULkiJeOi4rVho21YW/Rv6wUAAKA8ynrUy3L5mUX+FJ9zyp/YVvxyC+FY3ZTsemZZGuLJj322f8eGO11ofRyNc5vlUS/SORUdtu2uSf4sX/BhqOZKD1KRHSxBngWny5N5V9Gyr20MRrGShqQuK1G3Gje6ei/Yv7gDBQQAgCqo4SHP0sONPcXWjH7klLpkp/60ZUXWlPNknDs5WJbLHHP+9A2GZ1fLTbedtZc5j7E8cn63r0gbclZtGAMAAECbqeW7fUEmSd+ZU2oWNvXN99tskD8AAICesqP8iSB/+cnx/XIa1i+cqwbkDwAAoJfsIn8KyF+vQP4AAAB6CfIHZr44fUwQBEEQRC+jLFtA/gAAAAAGBPIHAAAAMCCQPwAAAIABgfwBAAAADAjkDwAAAGBAIH8AAAAAAwL5AwAAAOgzfMMHAAAAwIDgu30BAAAABgTyBwAAADAgFPn7/6uSls1MhF17AAAAAElFTkSuQmCC" 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1) 添加引用(文件压缩和解压的dll)

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" 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" alt="" width="200" height="277" />

2) 编写文件压缩和解压方法

选中项目,创建Model文件夹,添加连个类名,压缩类(ZipFloClass)和解压类(UnZipFloClass)

2.1)压缩类(ZipFloClass)

using ICSharpCode.SharpZipLib.Checksums;
using ICSharpCode.SharpZipLib.Zip;
using System;
using System.Collections.Generic;
using System.IO;
using System.Linq;
using System.Text;
using System.Threading.Tasks; namespace ZipCompressTest.Model
{
/// <summary>
/// 压缩的方法
/// </summary>
public class ZipFloClass
{
public void ZipFile(string strFile, string strZip)
{
var len = strFile.Length;
var strlen = strFile[len - ];
if (strFile[strFile.Length - ] != Path.DirectorySeparatorChar)
{
strFile += Path.DirectorySeparatorChar;
}
ZipOutputStream outstream = new ZipOutputStream(File.Create(strZip));
outstream.SetLevel();
zip(strFile, outstream, strFile);
outstream.Finish();
outstream.Close();
} public void zip(string strFile, ZipOutputStream outstream, string staticFile)
{
if (strFile[strFile.Length - ] != Path.DirectorySeparatorChar)
{
strFile += Path.DirectorySeparatorChar;
}
Crc32 crc = new Crc32();
//获取指定目录下所有文件和子目录文件名称
string[] filenames = Directory.GetFileSystemEntries(strFile);
//遍历文件
foreach (string file in filenames)
{
if (Directory.Exists(file))
{
zip(file, outstream, staticFile);
}
//否则,直接压缩文件
else
{
//打开文件
FileStream fs = File.OpenRead(file);
//定义缓存区对象
byte[] buffer = new byte[fs.Length];
//通过字符流,读取文件
fs.Read(buffer, , buffer.Length);
//得到目录下的文件(比如:D:\Debug1\test),test
string tempfile = file.Substring(staticFile.LastIndexOf("\\") + );
ZipEntry entry = new ZipEntry(tempfile);
entry.DateTime = DateTime.Now;
entry.Size = fs.Length;
fs.Close();
crc.Reset();
crc.Update(buffer);
entry.Crc = crc.Value;
outstream.PutNextEntry(entry);
//写文件
outstream.Write(buffer, , buffer.Length);
}
}
}
}
}

2.2)解压类(UnZipFloClass)

using ICSharpCode.SharpZipLib.Zip;
using System;
using System.Collections.Generic;
using System.IO;
using System.Linq;
using System.Text;
using System.Threading.Tasks; namespace ZipCompressTest.Model
{
/// <summary>
/// 解压方法
/// </summary>
public class UnZipFloClass
{
public string unZipFile(string TargetFile, string fileDir, ref string msg)
{
string rootFile = "";
msg = "";
try
{
//读取压缩文件(zip文件),准备解压缩
ZipInputStream inputstream = new ZipInputStream(File.OpenRead(TargetFile.Trim()));
ZipEntry entry;
string path = fileDir;
//解压出来的文件保存路径
string rootDir = "";
//根目录下的第一个子文件夹的名称
while ((entry = inputstream.GetNextEntry()) != null)
{
rootDir = Path.GetDirectoryName(entry.Name);
//得到根目录下的第一级子文件夹的名称
if (rootDir.IndexOf("\\") >= 0)
{
rootDir = rootDir.Substring(0, rootDir.IndexOf("\\") + 1);
}
string dir = Path.GetDirectoryName(entry.Name);
//得到根目录下的第一级子文件夹下的子文件夹名称
string fileName = Path.GetFileName(entry.Name);
//根目录下的文件名称
if (dir != "")
{
//创建根目录下的子文件夹,不限制级别
if (!Directory.Exists(fileDir + "\\" + dir))
{
path = fileDir + "\\" + dir;
//在指定的路径创建文件夹
Directory.CreateDirectory(path);
}
}
else if (dir == "" && fileName != "")
{
//根目录下的文件
path = fileDir;
rootFile = fileName;
}
else if (dir != "" && fileName != "")
{
//根目录下的第一级子文件夹下的文件
if (dir.IndexOf("\\") > 0)
{
//指定文件保存路径
path = fileDir + "\\" + dir;
}
}
if (dir == rootDir)
{
//判断是不是需要保存在根目录下的文件
path = fileDir + "\\" + rootDir;
} //以下为解压zip文件的基本步骤
//基本思路:遍历压缩文件里的所有文件,创建一个相同的文件
if (fileName != String.Empty)
{
FileStream fs = File.Create(path + "\\" + fileName);
int size = 2048;
byte[] data = new byte[2048];
while (true)
{
size = inputstream.Read(data, 0, data.Length);
if (size > 0)
{
fs.Write(data, 0, size);
}
else
{
break;
}
}
fs.Close();
}
}
inputstream.Close();
msg = "解压成功!";
return rootFile;
}
catch (Exception ex)
{
msg = "解压失败,原因:" + ex.Message;
return "1;" + ex.Message;
}
}
}
}

3)窗体页面的调用

3.1)窗体布局

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdEAAAEjCAIAAADi+6zeAAAY8klEQVR4nO3da3QUZZ7H8efV6ro7Z9zZrOO4vpiTdTjjZV4IuGduOjNG5Q7u9JlGnSOOKK2ABhguchFwHR1GQiABsuYColyigFcUsQiXhkTlJlIJhIuJEAhJaBExQXbnGGRfdBI6Vd3V1enKP3Q/38/5nT7d1U9Xl6f+9Zs6SUbVeQCAFDV69Ojz58/zyCOPPPIo8KjOAwCktHVuXwBA97j++uuvvfbats7t27fvnXfeaRjGiRMnLgIAvNba2vrZqdP/njUw45pr1IIFC+rr6wvf20cIIaT7Unn2f1dXH1P19fVF75mEEEK6O9vOfKOK1puEEEJkoorfrySEECITVbKhihBCiEzU0g/2E0IIkYl6ydhPCCFEJmrZxmpCCCEyoXMJIUQudC4haZX8NRVPPFP04Li/CeeJZ4ry11RcPsfwcummB28fkpWRKZwHbx/ycukmhxNE5xKSVhk1Jc8o33e0qVk4Rvm+UVPyLp9jGNbrto3FJeeq9ghnY3HJsF63OZwg9UrZQUJI2uSh8S8cbWou398onKNNzQ+Nf+HyOYasjMwWc9ep1UuE02LuysrIdDhBcTo32CU9PnaEaJs/TZj7eWPztqpG4Xze2PynCXMvn2PIyshs3rujsbSosbSo6dX2lLalY2PDqsJwGlcVNq4qbHq1qO0jHSvb3mpb2fRqUVNpcVNp8aUddt5z894dyXaufUswGDyw8rpwzFd+ZL7yo91LfvhR4TVbFmbQuYT0bB5u67sG4Xze2Pxwe9+5OYZn5pb4/AH3eWZuSULHkJWReXZ3RcPyAmtWFDSsaHteMmNm5FcsnvzUsZfyTi5ffGnB050XTHmq7qX8KPtcXtCwvODk8oKTywvO7q6gcwnRKA//Oae2sXlrVaNwahubH/5zjvtj8PkDFxLh8wcSOoasjMyvdmyrfymv/qW8+qVtORH5fMkCyzH4/IG5T46veTHnxJIFJ5bmFU2dbl+wa94zdUsWnFh6aT9tX9G+5692bIvTucs3HXJIMBi0bwl37nenje9OG9+devO7U29eOPnyhbrcd+b8S/hd530SQrovIyfOq21s3lLVKJyaxpaRE+e5PwafP9CaCJ8/ULbvhPM+axubO44hKyPzy4rNxwtzjhfm1BW1p3Be+5OcY4Vz7b3v8wdeeCL74MLnX5z8VNR3y2ZPrH3xhbqinONFOcfbdjuvrmhe+/OcLys2Z2VkOpygLnbup8uu/e7UmxdOLrtQN/9C3fwLNdMuVD+6cub3YnVuzphbVWe/+6vQCOaMuVUNKu7xK4EQmYycOK+2sWVLVZNwLJ1b09i8tarJIT5/4NtE+PyB93fWOu8z8hjCnXu0YM7RgjlHF88JPzlWcOnJ54v/GvVe2+cP/HX02FhvfTBjXM3C548unnMsYm9t+1w859jiOR50blQfvXjNhbrcC59Nb60e1Vo9qnXfsNY9vyqa9I+OnTt8kvD8vTL9J+GCp3OJNkmhzv17O4cf40auefejw952bt64CbG6NerG2Y8Ggs9Mql301+7t3B03XbnjpiuDP71qQ69/evOGtjvZD3J/cKF6VOu+Yd/u/vW3u3/97cc3frv9urwnr7x8OjdnzK3q5uk5mw5NGkTnEo2SQp37f+18/kDha0bJ2k2WWNZ427lHC+Yczv/LC2OecPOT5XDhrp+WXTVv9udJdu7KLYcd0rXOte8nd+ytSg2fHPVbVrTfjSqllLpzzqW3Jg9W6ubpk8feqpRSN0/PDW8ZXJI7tv0nFTdPz23beViUrwh/xPkfk5C0ySOTcnccqC98Z49Dxj+dl9DfDIx/Os95h4Xv7NlxoP6RSbnuj8HnD3T8p3B9/sCcl96fX7rVEsua+aVb3R9DVkbm4eL5H2Td4pANWbes+91NU/vd41y7Pn9g/F13FfznDWvvuHHDnU47/CDrlsPF87MyMh1OkFq19YhDgsFgWa+rynpd1fLeW6HFect+/P1wq679y/dbd/+q9aMbW8uvay2/7tvg1d8Gr84dc0X4Xft+5o+9VanhU+xf8bfhSqk7/9b+cuWMnyj1k7Fl4ZdTBiullBq8pGN9eEvbgpUz2sq6bcGSOzsvvvQR20ZC0jUu+y7unZ2ldFx2bkLHcK5drD51sybWMbjp3HDtvv3bm6b0v9vnDzRF4/MHxt1118Lb/mP17T+NW7gdnetwgtSrwRqHBIPB12/43us3fC9UsKA28PCC638QbtVl0/65cOJVC8ddOX/sFfPHXpE75orcMf/Q0bn2/Sx4onfnX6Hd91Sw5tXg0iylej2x2bYy/G7NU4M7VrblqcFK3fz0gsiXEQss717aOHip8z8mIWkTl33390T4/IH/eXOnm75L6Bga2zl0btw1sY7BZed+kHXLXwb39/kDDbH5/IGJ99z9xm9u3OBib+HOdThB6rVttQ4JBoNLf3z10h9fXfPYw5/+os+zP/q3OP8XtGAwGAza95P/ZG+l7p9q2V46s5dSd83tvHHu/Ur1fqi09rVttVOHKHXLzPyId6cOUWrI0k4vIxbkP9nbst7+EULSOy777lQifP5A/urtbvouoWM42c6hc+OuiXUMLjv3ucEDfP5AfTw+f2Bqv3vW/e6muLUb7lyHE6RWl9c6JBgMzr/+X+df/6/PX5fx9LXXTLzmh+FWnf7WsXCmrKmdsqZ2/IojwWAwvD78xJL87N5K3T/Nsv21mb2Uuiun88ac+5Xq/dBrtavLa6cNVeqWmfkR704bqtTQpZ1eRizIz+5tWW//CCHpnUcm5e6sri9e94lDfP7AsUT4/IG8V4PO+9xZXf/IpNxOx/DuJw7x+QPH2zn8KDlyTd5rQed97qw+2XEM4c4tG9CnbECfjQP7lA3sUzbw0pOygX3LBvR9ftgQnz9QZxNr47SBA9b3u3XjgD4dKRvYN/wVHQl3rsMJUmsrjjokoc4Nrw8/sWRRdm+l7p9u3b7sbqV6ZQdjrZw+VKlbZi2KeHf6UKWGLuv0MmLBouzelvX2jxCS3nHTuYn+Du3R7Gdcdm6nY4jXuUcT4b5zw8cQt3M3Dugb9Rh8/sD4e/rFemvVb39m9I/fuQ4nSL3+4TGHxPrpwZQ1tcu3X5z//sVJqy5OWnXxvhd2B4PBjvX2/Swa11upB2ZE367uzm3fkvtA5MsZ4UqNWD9jqFJDl3V6GbFg0bjelvX2jxCS3nHTucXrPlm0pvy5ordn5pW6yXNFby9aU+6mczsdQ7zOrU2E+84NH4PLzrV/y4R+/Rb/8saJ/ftFfbfk1zdt6N87buc6nCD15sd1DgkGg5bn4Vb900JzwfsXJ626+ODC1gcXtv7myc2R79r3UzC+j1IPPB31W+Y/EPG7tT4j11x66+l7lfrZ7IKPO2+59+VYCwrG97Gst3+EkPTOo5Nzdx08uWT9p84pXren4PUPF67Z7iYFr39YvG6P8w53HTz56OTcyGNYuv5Th/j8gc8S4fMHFq3Z7rzPXQcbOo4hKyPzyNL8rb47YuT2Lb47LMfg8wcmDhpUnNX7rcG/WD/0lzOGDrEvWHpXn02/vz32bu84sjQ/KyPT4QSpt3ccd0gwGLQ8D7dqvynbfpO9+ZePbbxt5IZwIt913ichpPsyasr8vTWhlVsOCWdvTWjUlPnuj2Hyfxck9PONx//8XPG6Xe6PISsjs3ZFYcWIgRUjBpaPGBROxUMDw1sqRgwsHzHwOf8fIr9i8rB7lw2+/f3h92x/cGD5iEGb/9h/pu/3lgWv/ddvt48YcGk/Dw2sGDGoYsSgjt3WrijMysh0OEHqnZ31DnHzVwp2zvskhHRfAlMWVB478/qHR4VTeexMYMqChI5h5aYDi1cH57283k0Wrw6u3HTA/TFkZWQeW/vyzjHDd44ZvnPMfRHp2DK84vE/vDtiaOl9A1b5+5cO7//GHwdvfvT3H49uW79jzH3lgT+8M2JI6X39V7YvCI7y7ei0n+E7Rw/fOfrSVxxb+3JWRqbDCVLrdp90SNc613mfhJDuy2NT86pPfC3/vdUnvn5sal5Cx/DWjro12468uuWgm6zZduStHXXujyErI7P+vbV7Jz/qnD2THtk9ceSuiSN3Txy5Z9IjnyS+YO/kUXsnj+p4Wf/e2qyMTIeDVO/uaSCEpE0en5Z/qKFlw75TwjnU0PL4tPzL5xiyMjKbNq+vnD2ucva4ylnjqmaPq5o9rmrWuMqOzM6unJ3dtmD2uMpZ2ZWzsqsubcmunJ1dOSvi5axOqZrVtreOJ+E0bV6flZHpcILUe580EELSJhOeLdmy69DhxnPC2bLr0IRnSy6fY7j3xp9vKi45/VFQOJuKS+698ecOJ0it39tICEmbrNhYNeHZ4tHTFwpnwrPFKzZWXT7HULJs/bBet8n/t9aH9bqtZNl6hxOkNnzaRAghRCbqg32nCCGEyEQZZogQQohMonfuWQBAcuhcAJBD5wKAHDoXAOTQuQAgh84FADl0LgDIoXMBQA6dCwBy6FwAkEPnAoAcOhcA5NC5ACCHzgUAOXQuAMihcwFADp0LAHLoXACQQ+cCgBw6FwDk0LkAIIfOBQA5dC4AyIneuRvNkCV0LgAkz7C160Y6FwC6SYzOrQxZQucCQPIM09quGyvpXADoHnQuAMihcwFATvTOLasMWULnAkDyDNParmWVIVVW+YUldC4AJK+9czsVLJ0LAN3CMK2FW1b5hSqr+sISOhcAkmeYIXvBqk1VX0SGzgUATxhmyFKwm+ydu4nOBQAv0LkAICd6526u+sISOhcAkmeYIXvBqs37v7CEzgWA5BlmyF6wdC4AdIvonbtl/xeW0LkAkDzDDNkLVm3Zf9oSOhcAkmeYIXvBqq0HTm89cHpLROhcAEieYYbC7bo1Impr59db6VwA8EK4cy1RwQOnLaFzASB5hhmyF6wKVp+2hM4FgOQZZshesCpYfXpb59C5AJA8wwxtsxWssm+icwEgedE7d/vBLy1Jg859AzY9fU5SQ0+fJb309NnudoYZshds2nZuHSLoMN+eYHLE6DCT0Tu3/OCXltC56UeH+fYEkyNGh5k0zJC9YFX5oS8toXPTjw7z7QkmR4wOM2mYIXvBqopDX1pC56YfHebbE0yOGB1m0jBD9oJVHx7+0hI6N/3oMN+eYHLE6DCThhmyF6z68PAZS+jc9KPDfHuCyRGjw0waZshesOqjw2csoXPTjw7z7QkmR4wOM2mYIXvBqo+PnLGEzk0/Osy3J5gcMTrMpGGG7AVL52pBh/n2BJMjRoeZjN65Oz77yhI6N/3oMN+eYHLE6DCThhmyF6za+dlXltC5biil4m5x8yk3y1x+yoEO8+2Jrk1O1BMU66yp2Lrw1c7fyEz2LMMM2QtW7ar5yhJtO9fhYrBfEgldZl1b07GS+RaTZOdGnimHzo26INZEMZOpyzBD9oJVu2u/skTnzu3CykTvWeJ+i32smW8xkp3rZj0zmdIMM2QvWLW79qwldK7zVFnGzvlSiXuf4nC3ktBl40yH+fZEopNjOTVRO9R+ft13IjOZ0gwzZC9Ytefzs5bQuVFfRm63T1vcybMviHVhOFy9XabDfHvC8/vcJM8dM5nSDDNkL1j1yednLaFz3UyVfbHz//i73+LySkiIDvPtieQ7N7Kh4g5J3NtGZjKlGWbIXrBq79GzlmjeuUleCQ6z2IVlcRe7pMN8e+Ly/HkuM5miDDNkL1j16dGvLdG8c+NOlcP8ub8NYb4vT8n8xUud685106FRd8JMphbDDNkLVu079rUldK7zVFkuEssTh+unY59uLoOErsy4dJhvT3T5d2iR587+3H5+Xa5nJlOaYYbsBUvnWgfL/tJhpCLn1c315vxWrAVdm+lIOsy3J2R+tuC+uZjJlBa9c826ry2hc+0vu3AX4LzS/WHEXe+GDvPtCYHOjfpBlwuYydRimCF7warKuq8t0bNznacq6ruWKy3u9dDlmw7mW4wnnWuZB8t5dxZ1t1G3MJOXP8MM2QtWVR1vtoTOdZ6qWNeG88XjfIV07Ujc02G+PeHJ34rZN8b9oMt3mcnUYpghe8Gq/cebLdGwcy3XjJt7EPvHo94yOH8w6gLmuwd5+Du0qO+6YdkVM5m6DDNkL1i1/0SzJRp2btrTYb49weSI0WEmDTNkL1h1oL7ZEjo3/egw355gcsToMJOGGQqXanV9S3V9S/i5Cr+IDJ2bfnSYb08wOWJ0mEnDDNkLVh2sbzlY33LwZMvBky3h53Ru+tFhvj3B5IjRYSYNM9RWsBFRbW0bETo3/egw355gcsToMJOGGbIXrDp0ssUSOjf96DDfnmByxOgwk4YZshesOtzQcrih5VBE6Nz0o8N8e4LJEaPDTBpmKLJgw8/V4YZzltC56UeH+fYEkyNGh5k0zJC9YNWRxnNHGjqFzk0/Osy3J5gcMTrMpGGGjjScs3SsOtJ4zhI6N/3oMN+eYHLE6DCThhmyF6z6rPGcJXRu+tFhvj3B5IjRYSYNM2Qv2LTtXFj09DlJDT19lvTS02e720Xv3Jqmc5akQecCQI8zzJC9YOlcAOgWdC4AyInVud/UNH3T/vqbmqZv6FwASJ5hhtoL9lLS83doANDjov8OLS3/XY4A0OOi/7scPzpyJjIfHzlD5wJA8gwzZC9YtdEMbazsFDoXAJJnmCF7wdK5ANAt6FwAkEPnAoAcOhcA5NC5ACCHzgUAOXQuAMihcwFADp0LAHLoXACQQ+cCgBw6FwDk0LkAIIfOBQA5dC4AyKFzAUAOnQsAcuhcAJBD5wKAHDoXAOTQuQAgh84FADl0LgDIoXMBQA6dCwBy6FwAkEPnAoAcOhcA5NC5ACCHzgUAOXQuAMihcwFADp0LAHLoXACQQ+cCgBw6FwDk0LkAIIfOBQA5dC4AyKFzAUAOnQsAcuhcAJBD5wKAHDoXAOTQuQAgh84FADl0LgDIoXMBQA6dCwBy6FwAkEPnAoAcOhcA5NC5ACCHzgUAOXQuAMihcwFADp0LAHLoXACQo1HnvgGbnj4nqaGnz5Jeevpsdzu9OrcOEXSYb08wOWJ0mEk6V186zLcnmBwxOswknasvHebbE0yOGB1mks7Vlw7z7QkmR4wOM0nn6kuH+fYEkyNGh5mkc/Wlw3x7gskRo8NM0rn60mG+PcHkiNFhJulcfekw355gcsToMJN0rr50mG9PMDlidJhJOldfOsy3J5gcMTrMJJ0bh1LK88Hq2ldYliV/YDrMtyc8nJxYZ03F5n4nHmImuw+dG3+qIkff+XpwuHJiXT8dH3RzJJErmW8xSXZu5Jly6NyoC2J1LjOZuujc+CNVF+OyiTrfXRu1uB+0fynzLUayc+OuZyZTHZ2bwEjFnTA3Nyl1Lm497DcgsW5qnG9VnOkw357owuREnho35diFMXCz3WGlwzEzk92KznViHyPLnNnXO7yMuv+4WyK/K+rV22U6zLcnPL/PTebcMZOpjs51EjlVbmarO+Y71lXKfItJvnMjG8o+JG5YdstMpi4614l9vp3vUyKvK4fLxv4R+3OHZXEXu6TDfHviMvx5LjOZuuhcJ/YBdR7ZRO8p6pjvVJDMX7zUue5cl7XITKY6OteJ5T6iY6Tc3CA4LHP4lrhrXF6Zbugw357o8u/QIs+d/bn9/LpZz0ymOjrX7eQleuVEvow7f11YwD2FGJmfLbhsLmYy1dG5caYqLoeZc3NJ1CVyT+G8JVE6zLcnBDo36gdjvctMpjQ610lC9xTOI+jmNiTuNeC8JVE6zLcnPOlcyxRZznuiHcpMpi4614mH8x11fdSPeLJzN3SYb0948rdi9o1xP+jwLjOZuujcmOx3Ig6zZbnAnG9YYg1xrK9z/sYu02G+PeHh79CivuuGfVfMZIqic/Wlw3x7gskRo8NM0rn60mG+PcHkiNFhJulcfekw355gcsToMJN0rr50mG9PMDlidJhJOldfOsy3J5gcMTrMJJ2rLx3m2xNMjhgdZpLO1ZcO8+0JJkeMDjNJ5+pLh/n2BJMjRoeZpHP1pcN8e4LJEaPDTNK5+tJhvj3B5IjRYSbpXH3pMN+eYHLE6DCTenUuLHr6nKSGnj5Leunps93tNOpcAOhxdC4AyKFzAUAOnQsAcuhcAJBD5wKAHDoXAOTQuQAgh84FADl0LgDIoXMBQA6dCwBy6FwAkEPnAoAcOhcA5NC5ACCHzgUAOXQuAMihcwFADp0LAHLoXACQQ+cCgBw6FwDk0LkAIIfOBQA5dC4AyKFzAUAOnQsAcuhcAJBD5wKAHDoXAOTQuQAgh84FADl0LgDIoXMBQA6dCwBy6FwAkEPnAoAcOhcA5NC5ACCHzgUAOXQuAMihcwFADp0LAHLoXACQQ+cCgBw6FwDk0LkAIIfOBQA5dC4AyIneuYYZIoQQIhM6lxBC5ELnEkKIXOhcQgiRC51LCCFyoXMJIUQudC4hhMhF/fTTekJSKKqzHj8eQhKKAlLLxc56+nCABJ0HUoeK1rk9fVBAAtT58+dHjx7NI48p8Rircy+HY+ORR1czfB5IHdznItUxr0gldC5S3f8DpntenX59dusAAAAASUVORK5CYII=" alt="" width="406" height="247" />

3.2)对应的调用方法

using System;
using System.Collections.Generic;
using System.ComponentModel;
using System.Data;
using System.Drawing;
using System.IO;
using System.Linq;
using System.Text;
using System.Threading.Tasks;
using System.Windows.Forms;
using ZipCompressTest.Model; namespace ZipCompressTest
{
public partial class Form1 : Form
{
public Form1()
{
InitializeComponent();
} /// <summary>
/// 压缩事件
/// </summary>
/// <param name="sender"></param>
/// <param name="e"></param>
private void btnZipFlo_Click(object sender, EventArgs e)
{
string[] strs = new string[2];
//待压缩文件目录
strs[0] = "D:\\DeBug1\\";
//压缩后的目标文件
strs[1] = "D:\\Debug2\\FrpTest.zip";
ZipFloClass zc = new ZipFloClass();
zc.ZipFile(strs[0], strs[1]);
} /// <summary>
/// 解压事件
/// </summary>
/// <param name="sender"></param>
/// <param name="e"></param>
private void btnUnZipFlo_Click(object sender, EventArgs e)
{
string[] strs = new string[2];
string msg = "";
//待解压的文件
strs[0] = "D:\\Debug2\\FrpTest.zip";
//解压后放置的目标文件
strs[1] = "D:\\Debug3\\";
UnZipFloClass uzc = new UnZipFloClass();
uzc.unZipFile(strs[0], strs[1], ref msg);
MessageBox.Show("信息:" + msg);
} /// <summary>
/// 批量压缩事件
/// </summary>
/// <param name="sender"></param>
/// <param name="e"></param>
private void btnBatchZipFlo_Click(object sender, EventArgs e)
{
string path1 = "D:\\DeBug1\\"; //待压缩的目录文件
string path2 = "D:\\Debug2\\"; //压缩后存放目录文件
//获取指定目录下所有文件和子文件名称(所有待压缩的文件)
string[] files = Directory.GetFileSystemEntries(path1);
ZipFloClass zc = new ZipFloClass();
//遍历指定目录下文件路径
foreach (string file in files)
{
//截取文件路径的文件名
var filename = file.Substring(file.LastIndexOf("\\") + 1);
//调用压缩方法(参数1:待压缩的文件目录,参数2:压缩后的文件目录(包含后缀))
zc.ZipFile(path1 + filename, path2 + filename + ".zip");
}
} /// <summary>
/// 批量解压事件
/// </summary>
/// <param name="sender"></param>
/// <param name="e"></param>
private void btnBatchUnZipFlo_Click(object sender, EventArgs e)
{
string msg = "";
string path2 = "D:\\Debug2\\";
string path3 = "D:\\Debug3\\";
//获取指定目录下所有文件和子文件名称(所有待解压的压缩文件)
string[] files = Directory.GetFileSystemEntries(path2);
UnZipFloClass uzc = new UnZipFloClass();
//遍历所有压缩文件路径
foreach (string file in files)
{
//获取压缩包名称(包括后缀名)
var filename = file.Substring(file.LastIndexOf("\\") + 1);
//得到压缩包名称(没有后缀)
filename = filename.Substring(0, filename.LastIndexOf("."));
//判断解压的路径是否存在
if (!Directory.Exists(path3 + filename))
{
//没有,则创建这个路径
Directory.CreateDirectory(path3 + filename);
}
//调用解压方法(参数1:待解压的压缩文件路径(带后缀名),参数2:解压后存放的文件路径,参数3:返工是否解压成功)
uzc.unZipFile(file, path3 + filename, ref msg);
}
MessageBox.Show("批量解压成功");
}
}
}

3.3) 物理路径创建3个文件,Dubug1,Dubug2,Dubug3

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" 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3、测试结果界面

3.1)demo 程序的界面

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" alt="" width="369" height="177" />

3.2)批量压缩/解压文件视图

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" alt="" width="551" height="319" />

3.3)批量压缩的结果视图

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" alt="" width="569" height="171" />

3.4) 批量解压的结果视图

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OtjvQxFXjmEbLmRHUGXY9pyak8Yncm53Hn5L6LCmc/mhf8shYAwAP8LlPSwRlMOlA1AMADXOiTDs5g0oGqAQAe4EKfdHAGkw5UDQDwABf6pIMzmHSgagCAB7jQJx2cwaQDVQMAPMCFPungDCadWKg639qKVyCvUE8TaFpwoU86OINJB6puqFeopwk0LbjQJx2cwaQDVTfUK9TTBJoWXOiTDs5g0omXqkPdSgODAwgAAM0DVJ1IcAABAKB5gKoTSaMewFK6Pd9qFUOLX7Taiwv+VmxVN2yh2C6ZVfW2FtKFdJWNm7DEVYpWa8GaCO8YAgCiB6pOJA16ABeK7ZzeFortrfnW1kJ6gUxYbCd9YcK1ZindbtzBLxp0oeSeUrT4tQoThJCJ4gSRMVFobc23p0v8vmjsLqdoteYt+TaUywuHotogAID4A1UnksY8gAvpAt2v9vYC1XOFUrrd0c9CusB70b1A9RumNwSq+wDvZgvtIQvpguSewIsJS1A+Ud4isJtYSBesNL3hKFqtVWfnAIB4A1UnkoY8gEWr4kjeWAvFdkY/Up9NWKKqi1Z7cWJBMJ+ImM1Xw4Qlql1/6+CuAbQX0xaf+lsT5WTdNUW9iQnLrhZA1QA0HlB1ImnAA7iQLpTFI3T9LqQLbCVZZmWFqg1LwT5VLau60zh8mq5N1heKadnueBTPJ9isvZRut/XM/g0AaAyg6kTScAfQcVshPVFw/l4op9QThGaZhfSCPGtUqNqslC03q/TFBuSk6KS5QmP0SXbR4q3sWc8v3yU4NzdV9c0DABIGVJ1IGuwAFq32glXWXsWvE4VWq8jmjgsLJc0Q8VpV7TOrlqlaMiDcQ718Cd1d8JetUGhtLzhtnmA7y5FVA9B4QNWJpLEO4EJpwRGMS9XpdNHW80K6oBnwFRtVl9Lt1XZdEzJRYOd6DUkrpdsLE0yb3aaHqgFoPKDqRJKUA1gcHy+Oj5cMvuNQ1u9Lc9NKAVw60NqmrGr3UCzTanCAqraK6QVevQYFbfYh7FK6XTYO3G5sutIvUOkXt1wLQ9UANB5QdSKJ8wEsLS0Vhofze/fmd+0q3rplupY0qybME1x649aUVdtldq3ppU+ISUZuV9rjLkp7DHBz2q+vftu17oqqFya4QwFVA9B4QNWJJIYHsHjrVuGTT7b/+7/zra1VSZqiUrVTT9Zm1VIX2qEUX11iU7ktcA+rZrCHtsnbLGuDy7gGj31XNq0f+71gP3tWVrXZd7+E+AVwAIAIiFTVhcWhn3/oefbD2/ZF5OXU/u0HB/OzVnH+aPHxp2FstCGJiapLS0vFTCa/d+/2r35VblL1ki6HkhbA2e/a9FK1/Cs2Jyp/aBJNJ7KqEu5D1a6c3uSxsVK6XfzuFzXKoj2yagAaj2iz6qd/KD394/PJXkfV9/ZtT/fmZw4V546UHh4PZaONSH1V7Uqg7ZdfSVOkWXVB+IJPVQ1cWutmJi4U29WydBWfA1M13xJvfS4U2yVldvXCUDUAzULEqv6GrH1L/vVn+4L74s6erfsH8jN9hTmrtPBRKBttRKJXdenZs2Imkz9yxEmgA5J0OX6l0M33VdvosmphYcKGootYecUAcrfR66Zqu65QY1aNbysDoPGIWNW/J0+Hydq3jKp3b03tyz/4oDD7YWn+aCgbbUQiU3Vpaqrwv//LJ9CBSpoQwj6L7EfV0u8v41NtldvYh5LrpuqiVcmny8PoPHuXoWoQDNmhrq6uoazXMqmxFa9JRusBf0Ss6mGyOkyefGVf6zdz7728t3d7urcwe6g4f8QkxvRAW4ubztGqGyIGobQNTFcdy3NDPtrnRaiq1iXQwUua4jzdVL2q5b9BScxGgJfSFiM83Qhw+dPSqhHg3N5pnginz4u75Mp8d5uy/fK7BxKFqrNDXQ6SK7hqFiGEkJWxlNwLbFRhgZWxFDdVFkfbsEDjeO+Rdneqa7CHRgMgO6TfT8e4K2Op8p9QdbREq+rVS2T1InnypaPqyXdf3t2zff9AYaavOH/YJMb0QJsvOysY7QxC0KOdYpvs24GEqLo0NVUYHlYm0GFJmhCXLxeKVro0YRUmjFVNvwBkQvjFC5PHrvifiA5wBDgnctnNBE2gdVV9zU1A3VTtuvpmh1yOYS/5K2Mp7vq/MpZSqMsrsXMbVhFH17CA43jtEbs/dBnZznlsSH24aqES1AC7NUxDs0OV5sgTbRPCv/VoRCJW9UXy5AJZ/sK+AG3cfufF3d1bU/vzMweLc5ZJjESoenqgjUaVOTwATFRdzGQ8v3uk9OxZcXw8f+TI9q9/7W24ECRNiOhLQqRDpuWq5r9spKoNc18eUm20UjrNCrg0MSG9kxA8XUmazUaQufN+pqmKInnEv1fN2JlPWZ0MjPk7OyQVm/byzQTSxVE2LOg4XnvErSKm8p4bMm+eX1bGUrK9kmyPPY1KGcvbyK4KaiNiVX9NnnxJls/ZV//1n3pe3Hl/696+/IMPinMfmsRQqZo6d5SmsrYm2wam2WK3uJ5K1exarvmjne5gXC2di1UvVRczmXxrazGTkc6lCXR+1y7TNDQkSYPk4whGNJLMclKx6S/nUln6UGxQcSQLuCNwhuLuEFTR/DXPN9LDrriRYs6wPVd+2ty77n6HangtRKvqJ1+R5S/I0llH1dnuzdx7W/f25qd7i7OHTGLoVO2WcXmKLU8qVW5VqapdE6cH2ux3rhmjA/Z6SiPXRdXU0/nW1vyxY67p5gk0JA1MYNUjplCypEqQAZ2w4hRmZWsYSUXVsIDj8MgiMFJzHQR1OMWc8FQt6wYXZVo+L5UMn5mrFq9zz+YqDnR1DWVXslm42h/RqnpliCyfI0unbRM8z3ZvTr67dW9P/v6B4mwfef6jZwxhRFjZhKOdvIfFKRLNS1QtDAWzy9nK4nuMVF28dcueu/2f/+l8zae5niFpYAK9jLM9mhJVe1a76VVcLTOFrHQO4xoWbByjCFyh2CuEekMhqlqwrehuqtoxuhhXMjfJkVEAD45oVb18niydJYuDtg/+/WOXM7Jstq9kMLJMXwCf1k4xWkgxOrxzlJnH5+FxUXVpako3bBuSBgHBZltl5Kr2yqoVo88qiyj7eVUOkzQsyDgShAjcQDL1uDKDDYWqaqEbWrzjSI2tKKQsTDUcVIaBZf6IWNXnyOJp8vhzRtVvb9x+5+Xd3dv39xdmYqRqnV5tl7fFqwAegKchaeBNWS6yoq+Pvmq56djh08pnu6QtkC4fVBwZ0psP5R5VuaFwVU0q5yirS3/LUtarWFESSKVS8HIgRKvqpbNkcZA8PilR9dT+wszB4FUtlsQ95W04KNwVvf6qrtXTkDQwQ/1gFZ9ES8ufUjMLWbWy+1sdR/fEV1BxpPhWteF3j4Sdg3qW+Q2zaklYSd0c+CRaVS+eIo8/J4+4rLrn5d33Q1M1s6yobulq4viz6YG2ymjvTlci7YwwU9k9GlWXnj3bbjf5hSVIGtSI1h3Cc9VyP2meQna90Q2+9s7O5c2qJY4cr4e1+KF3lb+NNhR+AbyLSZnlB8mHqt1HIIL7jcYnWlU/PkkenSCPBhxV//DW+u0eO6suPvzYM0a1BfBR7bNaKsm6OqyZ+c6jWvL7gjo8rOXf05A0qBZmpLa0+snONy44K1bTPiYlzWXlDQsqjgLpHrnCOHMZVZttKCTLVTYujiKTNKIqVVfGekunI732T7Sq/udV8vBT8vB3qlFRwRLMt5vEEvsA+vQ0JA1iT1CWQk7Hokuf3cuwhQ7zYWWe32XjuRCQEq2qCSHrk2T+t1B1jTjSfestSBo0IIZf8RVZHADqSuSqJoTkf4aqa4Qeve3/+A9IGgAAGp56qDqq33BsbFVX5+nW1uL339e71QAAAPzQyKpuYKr1dL61dftXvyo9e1bvhgMAAKgaqDqRlO3b2lr8v/+zX4VLlwpnz9qv/P/8j/3a/q//yre25vftq3fDAQAAVA1UnUhwAAEAoHmAqhMJDiAAADQPUHUiwQEEAIDmAapOJDiAAADQPEDViQQHEAAAmgeoOpHgAAIAQPMQqaoLi0M//9Dz7Ie3bdO8nNq//eBgftYqzh8tPv40jI02JFA1AAA0D9Fm1U//UHr6x+eTvY6q7+3bnu7Nzxwqzh0pPTweykYbEagaAACah4hV/Q1Z+5b868+2aV7c2bN1/0B+pq8wZ5UWPgplo40IVA0AAM1DxKr+PXk6TNa+ZVS9e2tqX/7BB4XZD0vzR0PZaCMCVQMAAiE75P2zlJLfwVT8XrXnesAfEat6mKwOkydf2abZzL338t7e7enewuyh4vwRkxjTA20tbjpHq26IGIQS3K97jHaGErYMVA3qR/nnjCmSK7hqFiGE/iil1AtsVGEB8acsZXG0DQs0jvceaXenugaH/xOe2SH9fjrGXRlLlf+EqqMlWlWvXiKrF8mTLx1VT7778u6e7fsHCjN9xfnDJjGmB9p82VlBMD+/NdrpbtNoJxN0tDNwW0PVoF64rr7ZIZdj2Ev+yliKu/6vjKUU6vJK7NyGVcTRNSzgOF57xO4PXUa2cx4bUh+uWqgENcBuDdPQ7FClOfJE2wT8ergfIlb1RfLkAln+wjbNxu13XtzdvTW1Pz9zsDhnmcRIhKpD2QgDVA1iAmNnPmV1MjDm7+yQVGzayzcTSBdH2bCg43jtEbeKmMp7bsi8eX5ZGUvJ9kqyPfY0KmUsbyO7KqiNiFX9NXnyJVk+Z5tm/aeeF3fe37q3L//gg+LchyYxVKqmOhylle22gWlbkGyxW1xPZVF2Ldd8p7JNg3G1dKmRoWrQqDiCEY0ks5xUbPrLuVSWPhQbVBzJAu4InKG4OwRVNH/N8430sCtupJgzbM+Vnzb3rrvfoRpeC9Gq+slXZPkLsnTWUXW2ezP33ta9vfnp3uLsIZMYOlW7ZVyeYjuSSpVbVWpR18TpgTb7nWvG6ICrxq3MqtkAAQFVg1jAqkdMoWRJlSADOmHFKczK1jCSiqphAcfhkUVgpOY6COpwijnhqVrWDS7KtHxeKhk+M1ctXueezVUc6Ooayq5ks3C1P6JV9coQWT5Hlk7bpnme7d6cfHfr3p78/QPF2T7y/EfPGMKIsLIiRzt5D4tTJJqXqHp6oE1crW1gWlN8V6uaNjfocWVQNag/9DLO9mhKVO1Z7aZXcbXMFLLSOYxrWLBxjCJwhWKvEOoNhahqwbaiu6lqx+hiXMncJEdGATw4olX18nmydJYsDtqm+fePXc7Istm+ksHIMn0BfFo7xWghxejwzlFmHq9euaqnmWp8sEDVoL6w2VYZuaq9smrF6LPKIsp+XpXDJA0LMo4EIQI3kEw9rsxgQ6GqWuiGFu84UmMrCikLUw0HlWFgmT8iVvU5sniaPP6cUfXbG7ffeXl39/b9/YWZGKlaN27NdnmbpgBeXii48W8uoGpQP8pykRV9ffRVy03HDp9WPtslbYF0+aDiyJDefCj3qMoNhatqUjlHWV36W5ayXsWKkkAqlYKXAyFaVS+dJYuD5PFJiaqn9hdmDgavarEk7ilvw0FgruiSh7VC0zQhUDWoH+oHq/gkWlr+lJpZyKqV3d/qOLonvoKKI8W3qg2/eyTsHNSzzG+YVUvCSurmwCfRqnrxFHn8OXnEZdU9L+++H5qqmWWl/pR5mR9/Nj3QVhnt3elKpJ0RZu4oHs9u1Q5UDeqE1h3Cc9VyP2meQna90Q2+9s7O5c2qJY4cr4e1+KF3lb+NNhR+AbyLSZnlB8mHqt1HIIL7jcYnWlU/PkkenSCPBhxV//DW+u0eO6suPvzYM0a1BfBR7bNaqhTa1WHNSVj6WFZlRtvAtKK3O8gua6ga1AdmpLa0+snONy44K1bTPiYlzWXlDQsqjgLpHrnCOHMZVZttKCTLVTYujiKTNKIqVVfGekunI732T7Sq/udV8vBT8vB30Zgm8KeZ4wNUDRqeoCyFnI5Flz67l2ELHebDyjy/y8ZzISAlWlUTQtYnyfxvoeoagapBg2P4FV+RxYO7spwAAAcYSURBVAGgrkSuakJI/meoukagagAAaB7qoeqoTANVAwAAaAAaWdUNDA4gAAA0D1B1IsEBBACA5gGqTiQ4gAAA0DxA1YkEBxAAAJoHqDqR4AACAEDzAFUnEhxAAABoHqDqRIIDCAAAzQNUnUhwAAEAoHmIVNWFxaGff+h59sPbtmleTu3ffnAwP2sV548WH38axkYbEqgaAACah2iz6qd/KD394/PJXkfV9/ZtT/fmZw4V546UHh4PZaONCFQNAADNQ8Sq/oasfUv+9WfbNC/u7Nm6fyA/01eYs0oLH4Wy0UYEqgYAgOYhYlX/njwdJmvfMqrevTW1L//gg8Lsh6X5o6FstBGBqgEAgZAd8v5ZSsnvYCp+r9pzPeCPiFU9TFaHyZOvbNNs5t57eW/v9nRvYfZQcf6ISYzpgbYWN52jVTdEDEIJ8Nc9RjvDiFoGqgb1o/xzxhTJFVw1ixBCf5RS6gU2qrCA+FOWsjjahgUax3uPtLtTXYPD/wnP7JB+Px3jroylyn9C1dESrapXL5HVi+TJl46qJ999eXfP9v0DhZm+4vxhkxjTA22+7KwgmJ/fGu10t2l6oM1+Oz3QFritoWpQL1xX3+yQyzHsJX9lLMVd/1fGUgp1eSV2bsMq4ugaFnAcrz1i94cuI9s5jw2pD1ctVIIaYLeGaWh2qNIceaJtAn493A8Rq/oieXKBLH9hm2bj9jsv7u7emtqfnzlYnLNMYiRC1S4CbjEhUDWIDYyd+ZTVycCYv7NDUrFpL99MIF0cZcOCjuO1R9wqYirvuSHz5vllZSwl2yvJ9tjTqJSxvI3sqqA2Ilb11+TJl2T5nG2a9Z96Xtx5f+vevvyDD4pzH5rEUImPOneUVrbbBqZtC7PFbnE9larZtVzzncI2DcbV0iWxoGrQuDiCEY0ks5xUbPrLuVSWPhQbVBzJAu4InKG4OwRVNH/N8430sCtupJgzbM+Vnzb3rrvfoRpeC9Gq+slXZPkLsnTWUXW2ezP33ta9vfnp3uLsIZMYOlW7ZVyeYsuTSpVbVapq10S2gO2aMTpgr6fJqkMQNVQNYgKrHjGFkiVVggzohBWnMCtbw0gqqoYFHIdHFoGRmusgqMMp5oSnalk3uCjT8nmpZPjMXLV4nXs2V3Ggq2sou5LNwtX+iFbVK0Nk+RxZOm2b5nm2e3Py3a17e/L3DxRn+8jzHz1jCCPCyhoc7eQ9LE6RaFOi6umBNnG1toFpjXZFVTvNDH5QGVQN4gC9jLM9mhJVe1a76VVcLTOFrHQO4xoWbByjCFyh2CuEekMhqlqwrehuqtoxuhhXMjfJkVEAD45oVb18niydJYuDtmn+/WOXM7Jstq9kMLJMXwCf1k4xWkgxOrxzlJnH61fXVy1N5msEqgb1hc22yshV7ZVVK0afVRZR9vOqHCZpWJBxJAgRuIFk6nFlBhsKVdVCN7R4x5EaW1FIWZhqOKgMA8v8EbGqz5HF0+Tx54yq3964/c7Lu7u37+8vzMRI1Tqz2i5vMymAG8yuHqga1I+yXGRFXx991XLTscOnlc92SVsgXT6oODKkNx/KPapyQ+GqmlTOUVaX/palrFexoiSQSqXg5UCIVtVLZ8niIHl8UqLqqf2FmYPBq1osiXvK23BQuCs6VA2aBfWDVXwSLS1/Ss0sZNXK7m91HN0TX0HFkeJb1YbfPRJ2DupZ5jfMqiVhJXVz4JNoVb14ijz+nDzisuqel3ffD03VzLKiuqWriSVr+ynp6YFOVyLtjDBzRxntdK+NAjhoFLTuEJ6rlvtJ8xSy641u8LV3di5vVi1x5Hg9rMUPvav8bbSh8AvgXUzKLD9IPlTtPgIR3G80PtGq+vFJ8ugEeTTgqPqHt9Zv99hZdfHhx54xqi2Aj2qf1VKl0K4Oa7eE5Y9lVWaUp7rWD3r8N1QN6gUzUlta/WTnGxecFatpH5OS5rLyhgUVR4F0j1xhnLmMqs02FJLlKhsXR5FJGlGVqitjvaXTkV77J1pV//Mqefgpefi7aEwTzLebxBKoGjQ8QVkKOR2LLn12L8MWOsyHlXl+l43nQkBKtKomhKxPkvnfQtU1AlWDBsfwK74iiwNAXYlc1YSQ/M9QdY1A1QAA0DzUQ9VRmQaqBgAA0AA0sqobGBxAAABoHqDqRIIDCAAAzUOdVY1Xja9QTxMAAIA4AFUn+xXqaQIAABAHoOpkv0I9TQAAAOJAfVQNAAAAAEOgagAAACDWQNUAAABArIGqAQAAgFgDVQMAAACxBqoGAAAAYg1UDQAAAMQaqBoAAACINVA1AAAAEGugagAAACDWQNUAAABArIGqAQAAgFgDVQMAAACxBqoGAAAAYg1UDQAAAMQaqBoAAACINVA1AAAAEGugagAAACDWQNUAAABArIGqAQAAgFgDVQMAAACxBqoGAAAAYs3/A0hKDWQE6K0oAAAAAElFTkSuQmCC" alt="" width="590" height="194" />

三、demo源码下载

下载demo的路径: http://pan.baidu.com/s/1o7WsDCm

参考资料来源:http://www.cnblogs.com/zfanlong1314/p/4202695.html#commentform

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