一、pytest测试框架简介:
pytest是一个非常成熟的全功能的Python测试框架,主要有以下几个特点:
  • 简单灵活,容易上手
  • 支持参数化
  • 能够支持简单的单元测试和复杂的功能测试,还可以用来做selenium/appnium等自动化测试、接口自动化测试(pytest+requests)
  • pytest具有很多第三方插件,并且可以自定义扩展,比较好用的如pytest-selenium(集成selenium)、pytest-html(完美html测试报告生成)、pytest-rerunfailures(失败case重复执行)、pytest-xdist(多CPU分发)等
  • 测试用例的skip和xfail处理
  • 可以很好的和jenkins集成
  • report框架----allure 也支持了pytest
aaarticlea/png;base64,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" alt="">
二、安装
通过pip install pytest命令安装pytest,且自动安装所依赖的一些模块
aaarticlea/png;base64,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" alt="">
 
三、测试
代码如下:
 import pytest
def test_001():
print("test_01") def test_002():
print("test_02") def add(x,y):
return x + x def test_add():
assert add(1,1) == 2 str='python go php java'
def test_in():
assert "go" in str if __name__ == '__main__':
#main方法第一个参数-v打印详细信息, 第二个执行的模块名称
pytest.main(['-v',"test001.py"])
 四、查看执行结果:
aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAxQAAAFUCAYAAAC9RHrUAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAEGLSURBVHhe7d3tr/zGddjx+5cFyav9G/qmb5MiqJzE+yYoICNugdpxkSCGUTfrOkaMNohtKVCcBijgSqtIjhtJlhQnhZ6tlfwQyfpJsZJ/gJ0zD+TM8MyQnH243L3fD3Cke3fIITnkDs/Z3fvbuw4AcLRnn322+/TTTwmCIAjiwQUFBQCcAAUFQRAE8VCDggIAToCCgiAIgniocffCCy90BEEQBEEQBEEQLXH3k3/6uCMIgiAIgiAIgmgJCgqCIAiCIAiCIJqDgoIgCIIgCIIgiOagoCAIgiAIgiAIojkoKAiCIAiCIAiCaA4KCoIgCIIgCIIgmuNmC4rDzx91//v//az7Hy+93/3JC+913zAhPz/z2s/V5QmCIAiCIAiCWB43W1C88PaH3V//w0+759/4oPvjHxyS+Pt3f6GuQxAEQRAEQRDEsrjZguIHb37QfeOF97tvvvj+qKD4u7c/UNchCIIgCIIgCGJZFAuK93/+SvfFX73r7u6i+NU/7H7w80fq8muJfzz8ovu/b33Qfd8UFPLxJhf/lBQUL7196D54//vdP/3kVbWPc8b7P//L7tf7Mf217osvDONZa4vbf+VLrySPEwRBEARBEMR9xWRB8etPDEntt37DJLq/8ZfJcmsKKSTiwqEUf//Wj7pfvvl5Gx++94zal3b8SyPvI/weCoL3n/hNUzj8ZvctU6TNaZPff92cg7kFxQ//4fXutbfeGz0uj0lb/jhBEARBEARBLI1FBYVNcldcUHzr5Z+oBUQeb77zd31B8fGPv6b2pR3/0sj7eP+FP+x+xRcJeXutLfQnIUXd3ILitbff6/7X/3k+KSrk5/wxgiAIgiAIgmiN2QVF+L1/BT1PgKPf3Udzfq374pfkVXb3EZ50vfHHeU4RX/+795LCQX7/9is/6Z6I4vnXf9x98vZ/7QuKf37zS6N+0o8emfAf9cofjxP7H3zp14blzTj8+c+eGvXxt0pBFgoErVjTioclBYVEXFS8/vb7FBMEQRAEQRDESWPB31Bkn/efLCjMOj5BjouIcxYUfxIVFE+88n73wbt/1X38zn+P4r+ZIuI/9cWELSje+i9qX+OCyhdJfr/j9nwsSn3YoqNQNNTaph6bilBU/PXTz9uiQluGIAiCIAiCIFpi9jsUksjGCe90QZEn3+cpIuKIP/L0+jsvJoVDKT5+5+tqX6OCwv5NQ1xguZDkfnjnIj1GtY9C0XCudygkpIiQYoJ3JwiCIAiCIIhTx4KPPLmkuf99hQXF828Of5T97o//Ri0g8vjg/R+ofanFwMS/chXWCYXFVB9xe60t9C+xtKAIfzMhRYX2NxUEQRAEQRAEcUws+qNs+7Gc8PcEtoAYigT3NwTTBUW+3qnjH/w/G/uzw3NJ4fDRu9/q48P3vmf/2dif//RHah8So2IgK6gkvvUb/njNMX2xXy4qEkZ9ZL9HRUStTX4PsaSgCMVEXEBQVBAEQRAEQRCnjEUFRXgsfDQn/kPkXzHJ9Zx3KM5dUIT44L20oJD45O2vdP/81peK70rk0R9fUkS545WIx0YS/fB4/NGleh/DOzwStbYQSwqKl370mlo4SFEhbfnjBEEQBEEQBLE0igXFtcfPf/qPo4Liw/ee7j768Z+bNpJpgiAIgiAIgjhF3GxBIfHB+892H7/zx90/v/UFG/LzB+//jbosQRAEQRAEQRDL46YLCoIgCIIgCIIgzhsUFARBEARBEARBNAcFBUEQBEEQBEEQzUFBQRAEQRAEQRBEc6y2oPjV//gCsaLQzhFBEARBEARBUFAQs0I7RwRBEARBEARx98ILL3RrDC2pJe4vtHNEEARBEARBEHf/+q//2l0yZKPa4+cM2SYAAACA06OgAAAAANCMggIAAABAMwoKADihw+7JbrN75H87scNz3WbzXHeQH3dfrWznUbfbfLXbTuxH3sdh/2R5Hbtt0759stv7hwAAEBQUAHAqknTfNSbcJpm/277hf9FJARCWqRcU4lG333612+1lnx7v7u4+52PYv3Effh2pWHK+mNlH+wAAgKCgOCl5VfDxbnuxl+/e6LatycvJPeRjX7FjEtxZ7us8uOstJMlJUmyPeXwt7rfD8s3XqTaeUgj4ftVIkm8Zrzi5j9onCwq3btj30bsL5nf13QVfCOzM8W/3/nz5balFiVm+1s9B2v27JCPa+FybWzgGALgwCgrNKEFYcHMpJgXjRGJ+UlNK1s+TzMWJ191d9GplIXHq92syIWpx2WNfjWOuwcj0q9hzrew8yPhUk1ptX8Vxha86nrXrfslzYmrZ7JjjfbE/x+Nhk/8n3XPX/rygoPCkLb0G49Dfxaj1t8xx50k3r8/xMVx4X/z1q45zrc33KW2n3VcAmEZBoVFu3PMTOpnUtZttlnjZG4N+Ux4r3XzOn8zZYy8lbnb78TGUjv0Y93fs9+qoazDIz88x1nUe7Hg0Fa+l45ijMJ61QqDWFkmLeC1ZlG2bZbJrQhLf4nP0YNYxRcV+bkERJat6USD9leYCURifJsecp5I5fWrHcMl9ke1Hj9tzEp5fU22y3+fYVwCYNrug+M/PfLl798P31LYlcY0FRZj8k5usLFN4JSi5Sfdkwo8Tr2HiHycEw/ZsW5JoxMmG79Pvi0Sy3ShBkBj21a23i/rWEwi/b4WESGurHbu2vTUf+0ipz9G1INuIrpfivlQceQ1a0p6cn+s/D/q+DM+r6Y81Dc+7xJxzNBpPLzp2NaJ1qvvf9y/7mCa1/XFF5yj0tTHrRIuOybGZ9ea+QzE85q7jsJ+b3XNuXbfY2Gh8znG9GbVzlbUl2/OPDZGOsZUdw8X3RbavnGPbb62tV7i+i9rOEQDkZhcU/+bP/133b7/zWPc/X36y++SXn6jLzInWguKll17qXnzxRbVtKo4vKMxD5macTKSyzGgyD/xN2//mZI/Z9cONSdrym1S8fukmIeuZG1a4Ado+/Xq2j7zPeHuF9SzfLjeYbBwG2T735HHt2KPtjfZlTcdekh9Xtt9RP+m1MrFeifR31DUo45ZvJzv2qzwPjk12wrojpX0VWpvsy9Q50sbTk30v7UupTcYif26ZZd35lW1F+xOWlb6idWQMZiV3fv3lBYUj150br3ycYtr4ZOd4dP6j5W1b3HfpHOb7kPYz7Kum1GdQOseX25f4upb15XzLeZPzUWsbTB1jTva59RwBwGBRQRHi33/3P3R/+05bYdBSULz22mvd008/bUN+1papxVkKignj5f3E7V8Fyl8di5cf3+Rn3tCiCT+++QSyDddHeb0RGQulTes/0I897iM9ntUee8wuF5+/8Tm025XH423PWE917DWorH8T58HT+h6U9lUobXPOkTqenn2OxOtmoeyn9i8pDWOenycv24fxOVKYY9vtzPHJP/dqk2Xft/Rl9kvrI38snLOD/ThN4dq91PU2ca6kn9KY168Lo3iOL7cvdh2zvIxNWC+MU61tMHGMI8ecIwAYNBUUIVo+BrW0oHj99df7YiLEG2+8oS5biuMLiqWTtCE3m6SPQpIQ9Mtry5W2ny1rb3Du93DzicnNwfVRXm9Mls2SCLt8IbEQk8eeHc9qjz1STDYG9oZrEq5k2zPWUx15DQ7HG7uB8+BpfQ9qY6W0zThH+nh6sn5pX5Q2e53YxMz9E63uX1SS/QrPKTM22v5k+zn0M3D/TKz/xZDvxLD/bKzp242vH3e/X1ofw2OyH2acTVJs17ffQeHGIS+ILna9zThXliw3SuZr10XpGMQF98UvO5yTaLlaW69+jGPHnCMAGBxVUEgs/RjUkoIiFBPPP/98X0yEn5cUFccWFHKjGb1K7yf32sSd3qCmJ2R7kzYJgJacSF/5jX/UZ5yU2Z+jm37ye2W9XDYWwo6Hso+x6rHbsUu3t6pjV8+trFe5Uffj5G7Iw/5OrFeSjbsd81n7acgxZefMubLzUHHSgmLqHBXH05NxLO1L3maPU86lSTBtki6JvvldEvewXGl72TUxLgbk2KLxluPa+uXtfjxnzqEpMKKOywXFG90urBvp2+LtFMfnXNfbzOeTck3pfRoT5/hy+yJ9RmObjFmtLahc+3Z5bV6L+lh4jgAgOLqgCDH3Y1BzC4q4mPjoo4/6gkJ+DkWFLKOtm0dTQSE3/BClm/tocs7IMv262cStqfVpb0g+EZmblCXHEd2IqutJW9iOcux22bivgtGxR31q66/i2B2brGr7kuyHiXB8dlvRNvxyfbJQWq8m2f/COoUxKyZNV3Yeauw5GiU4LpkatufCHUutzaico/J4evm5yqOaiD1yXxQnx354ZLepH5sh24mvg9EX1n0u+QNtSQTt8dljC2Pv3xXxx+0KhPTY7PZL16jvS96tCEN32estf9xEv6/jczzqt9Dn5Dm+4L4UHxfFtnysXcTb1Oe1I88RAHirLSjeeeedvpiQ30NBIT+HokKWidcpxeKC4mQqrxZp8oThqsXHniWPmps69ntkE47SWHMeFquOpydjVioaam2GTej7dwJCcqckdUuZ/d7a7ZrnYfauhN3Ozn8WvyFRlIKkv0Zu4Xqbc45vFnMCgNNY9UeePv300/7nuKDI26bi/gqKJVwycZuvAk3dtG752NeE84BL4npbP84RgNNY/R9lh8gLiiWx9oIivFJYfcv9qpVvWrd/7GtyDefBJTCyL+M4wSv3uCCe9+vHOQJwGk0FxaX/2ViJWy4oAAAAgGu1qKC4zy+2o6AAAAAA1md2QdHy8SYtKCgAAACA2zG7oDhVUFAAAAAAt+NqCopjgoICAAAAOA8KCgAAAADNKCgAAAAANKOgAAAAANCMggIAzuWw6zZ3d3zTMADgplFQADijQ7fbnDqhPkefZ7KaguKBnwcAwFlRUAA4IxLZdeA8AADOh4ICwFkcdpvu7u4ui023O/QL2FfvQ1uSmGZtG7/SZJ81hT6thn2xKm377fD4KOkubm/fbe+23S46zmR7NYV9mRqzeD8l4n2Vtu0u7ndr9nC6z9q4AABuDwWFJrsZhrA3Wtpoo21om1R6FdslzsPD8nua5Jb7b3tlvNxn+77U91Mo+2rHM0++w++ybTO+YYX91ox1vG9lJxkzuy/D9qTPu83OrD38PvRR7nN6XBSt1yBttD20NmCFKCgAnFEh6VRvlkOS3b8Crt492wqKYp9H7Et9P8V4X+062fJDAp4VN3bf5hUUzWNmi5Zw3BJpQaGuY5X7nB4XAMAtoaDQtL5qQBttD61tUiHplCQ2euW7KCS7SQdtBUUv7/OoffGKbZcrKHqLxix9NybfXmtB0auNWe4c1ydttN1iG7BCFBQAzkqS0vFn6N1He2bdHO2NNU2q9T4XSPo8bl96apuSdNvlah95ivqoba9GWU8ds2xfZJn571AU+sy1HgMA4GpQUAA4L5tQhlfY8kR6eOVteJfAJeH94yZGSW2pz6KJPpv2ZVlb0h5eubcR739rQdE+Zq6IcLHZ7ZLtTxUUep8z9gUAcFMoKAAAAAA0m1VQPPvss7NCWzeP1oLi6aeftqG1TQUFBQAAAHAeFBQAAAAAmlFQAAAAAGhGQQEAAACgGQUFAAAAgGarLig+/fTT/ue8oIjbpoKCAgAAADiP1RYU77zzTvf88893H330kf09LijkMWmTZeJ1SkFBAQAAAJzHaguK119/3RYQoagIBUUoJuRnWUZbNw8KCgAAAOA8Vv2Rp7ioCAVF+PmNN95Q19GCggIAAAA4j9X/UXYoKuJYUkxIUFAAAAAA5zGroDhlLC0oJF577bW+mJCftWVqceqCYr+96+7uXGz3/sGTOHS7zdD3Znfwj6/MYddtTn7st2rfbe+25r8AHoLz3R+wXu7efbnzvab7ykM+dsSuoqCQeOmll7oXX3xRbZuK87xD0fIkmlhnv+3uNjuz1Mo1FBTxTfbubtMltZLvT227KJmo4v1ccoylc3v5ya861iVy7UXHHWLJOT7sNovXOb1z3Nzan+vJeC7cqcXjuZrn0ZRhbBYNSX6Nzh+Ytu0d5RzX4Yk1Xy/l8Wyae6z7OEeK0Ty4YO6WddWdv577SvH8Td0fisd+jMseO453NQXFMXEtBYVNIE7+pFwfe5x94SRjMkwOadulZROVveHOvSmuc/JrH0/Z7wUJgdxQzHncLn5OnFrL83LK6Z/rkxaP55qeRzXhulo6PvnzaO712bq9Y116e0vJuET7Z+e6OfPU/PGcfw3e1zlS2OfdsM/2GGbP37L/2jUpxxf1cSX3lfr5C+fM/1o89mPc37GjDQWFyl2wOzuZuEp8/PEj/WJPK/yh3U1MaVt4BUBvyyegoS3epmxvu4vb3XrS58Y8bl8ZMZPCzu/X+MkZKzyBo0k2Pr50uTlj5tjjLe2IbOveJot8ohrGYzy5ujY5xtq57fu0x6WMS/Hczh/PmupYVyxbT/ZVjrd0A1iqfOzt50EWLT+P8rZke9HjLubcOI8ZixOM50meR23nYZ6lx5b1nyV+0445H7k5z01te269/iF7zUW/R3PEqN9CW/N5yMYvXOdLz0dtedvnogE/5TlqNLqulPH050LbTznm8dhn5z06ztr5C+ckjcvdV2rnT2urHftp5/LzH/tIqc/RtSDbiPot7sttoqBQuYuif8LYiyJPImZMfnY9fSLRqE/gfNvZ7zbBj56UtsAwXbgnpGx7uMD1J3xK1nfL+Cet+Wm8X9pxZGNmn2jxsft2iWQSSaljcDHDMVv2GOJJLD8Pc85tZVyq53ZqPGvmjXVZdqwThmtmxnNiluzYR+PSeh7i5dJ+wvNG13Jcbp1wI5lXhDinGM/TPI+OOQ9T2o5NxsaO5+Jjax/Lsdq4BNr2smswGbNsPOX53j93F7TNPA/x9WHH1PQnLzpN3R8GpfH0YyOxeO455TlqlIytMzwfPTsXl/YzO8dW9phdP5yzqfM3Mc6hwfbp18uvx+T3ynqWb6+ev2yfe/K4duzR9kb7sqZjL8mPK9vvqJ/0WplY7wZRUKjyC0G7sAsXu724/BPSxlQ/Ay0J0B6TizY8FP8cG9YbLmJ5bOqG0S9jjmOz2di+x+tpx5GN2WhyiJSeyLOf4F421tqkr7YVyTEM6+RJYDxZzBsTUR6X4RwNhvO5YDxrlo6poe1XkfTfL1u/vufLjj3rt+k82PGLz216fu0xy2PqzleOa+Z15vqfcR5OMZ4N51x3xHmYHJelx+aWD2Mj216WsDaOpao+Lo72WO05LW1ZktIfX61Nfl1+Huz1aHbOjmM0puPzVDJjPBdfhw3nqHad1dpKsrEVy8ZFW17O37AfV3NfKZw/rf9AP/a4j/R4VnvsMbtcfP7G59BuVx6Ptz1jvVtDQaGqPwkc7TFZL7pgRhds6QniaE+G+hMk/Tk2rDfskzyWPmEVMomY9Q67bbfbm/03P4+3UTr2uU/WbJwM94Sc8eQ+q/y8Z+SY7M1GW24lk9/IeKyr7HbmLu+OOZ0wfSxK9nL5+GZj23IelERBFZKQpIPSuV1g1rgeP56nfR4dcx6mLBzT0fUv21xyTk5wDnsT42Jpj2XrZcckz/3hnKfXSq2t6Tz463y4HywdnznLy/4smHsW78MZjOaJhn3qz0cwcV6q56+0/fK1dLr7inL+7PKVczp57NnxrPbYIzPuHbJdeQE22fbce84NoaBQZReenXzzC0+52LMnm7sJpOvJY6WkXnsy5H1q28hXEUNfcixueXvRF7bdk/7lj0G38kQwx7iVPwzNJxDtib7gyZo90ey+lpa9qOwYFPutGQtTbI3Ok6Gf28q4VM/tgvGs0SY1ez3r1429ZrUGUVnPKdwAJtfLZcdu10+Pve08zNwHZaxrz9s57LguOA/OsvGcfB5d+DzUFY5NaPtZfa541eNbuL2q6XHRtyfrhX127f16cjyl5KPW5i0/D/G+yK/KMbSOZyDrL7rmZ/R5btk+2+ftonFxZL2hPbteFKu8ryjnz47HxAmqHrsdu3R7qzp29dzKepXz3Y+Tu36H/Z1Y7wZRUKjchSAXlovoAvUXzdDmIlw09gnnH3N/FJ1dsPYiDsvE/UqTUlAIf5Fr66RP3kFzQeGPPSyXJim1Y5f1Sk/WbDzjSSoZjyG0Yzq/7Bg06oTjqee2Ni5G8dxOrFdUGWvPnVPlGOw20usrVlyvV0gIwrjMPqnZMWj7tPg85I+b6MdmfF0Xj8FGeYwGWZ9LzkNPH091vfzYfKjLlDeYOfI8qPI+XcTrl8YlPK6tI/T1prd32nGpzZHpMeT3h/je4WJem7X4PBgT1/Ty8czaZl/zM87RpSTzsQnlGGaNtSzTryvHNzF31/pUz1PWp10m+j05jvjc1tabOH92WWUOyI2OPepTW38Vx+7o16eR7IeJcHx2W9E2/HJ9nlVa70ZRUKiyCw8IkskS87ibyvwEYcbzj/PQgPOgO8O4LGUTk7TP/tXZWlvA82FlCi+ulNzU+YuPnbn8IaGgUJ3hhoEbsDTxQHjFZ/qdsdjU84/zsBTnQXeecWkwKhqisa21Wdd/Hh62Wz5/U88Vrt1bMiooXn755ZNG3n9eULz66qtniXgbFBQ4VvjIwbLEA23Kzz/OwyVxHnTnuD+MPyo1jG25jefDdbv988cc8pDc+zsUWjFwioi3sbygAAAAADAHBQUAAACAZhQUAAAAAJpRUAAAAABotsqC4rHHHlsUWh/xNigoAAAAgPOgoAAAAADQjI88AQAAAGhGQQEAAACgGQXFxZzoy5AOu26T92Mfu+PbJlfpHF+CBQAAsB5X+zcUv/Vbv9V9/vOf77773e+qfcTboKBYO/dNsKfd/3P02YKCAgAA3Lab+KNsraiIt3HzBcXVo6AAAAC4VpMFhZbAh9Da8/XzmFNQzImXX365+9M//VO7TXmnIm+Pt9FaUOy3d93dXYghKUwfHyet+no+sdxv+7bN7mBbLP8uQ2hL+szaSvui7cd2F6+bJbZ+X06TdLvj2+02/f6E4zvIY5udSfEDl+xLu23r9y/EpuuHZsG4JNuLHncR9TlhNecdAADgClxdQfGNb3yj//nFF1+02/zsZz+bLCMRb6OloLDJ4ZzsziaEWdKprieJZdRmE8ws6bQ/C/k9JMBuvb7LbHuO/mq83ZcokZffk2VOXlBEx2f3Mz6GvEiIj6H0bkJtXGT3a/ve9g7Fes47AADAdbiqgkKKCdmG/HzedygmErvo1WYXcYJYWi9LHuOE1P4c9yfh+5Ftxa/uj5JxUS4olibU7fLkON0n2Zf4HYTkVfpS8l8bF9vs34lQD7KloFjReQcAALgSqywo4v7CY6GY0OL0f0MxlSBGbUmC35hY5kVD7EYKCrvf9jjy5UQh+a+NSywk+kkHpy4osrZzn3cAAIArcbUFxXn/lSeXjKqvfNuEcEge7Udd+oSxsl4tsbRtheQ32Z7vP+7H0pPnyYLCJ+LVZTTqetnx2WXS/dxvzXHszOPKBuN3MAaVcckl4+nofdas6LwDAABcicmC4tQxp6AoRfyRp6mIt7G8oBAheQ8xJIUumXSx2e3ShLG4Xi2xNOzv0XrRK9fxHxlv93E/+bbCMrbR7mc1WW0sKML+pOu55HjYD+UV+9r2kuOP1i2Oy/jYR/2W+qxaz3kHAAC4Bke9Q6GF1kccxxQUEvEfZdci3kZbQYFlssRZIwUFCTMAAMBNubqCYm7E26CguISpgsK9g7H03RAAAACsGwUFTqRcUISPCi37e4ZzcEXN8LGkOOZ+JAoAAAAxCgoAAAAAze79j7IvERQUAAAAwHlQUAAAAABoRkEBAAAAoBkFBQAAAIBmFBQAAAAAmlFQADfisNue75/mlW/09l9KKN+UXt6OfGP4pttO7Efex2G/La9jt23atxNfnAgAAO4FBQVwCyTpnvqm8hL5BvOJbxyUAiAsUy8oxMF0uel2e9mn+Ls+hv0b9+HX0br1xcw+2gcAALAeFBRrpCWH9rG7FX/TtLwyfcn9m/pm7nNxxxmS5CQpLpyj8MV+EvPHZ8Z4SiHg+1UjWVn5Ur/QPllQpN9yPnp3wfyuvrvgC4GdOf7t3p8vvy21KDHL1/o5SLt/l8Q8eOHrDQAAlFxlQTH3S/RCrKegmJkE2cT0ngqKUZK6IGmf8Ur3cqUxu6eCQo6xT2oz1XPUkABPjWetfcm5mLOd6JjjYsD+HI+HTf637p0G+/OCgsKTtvQajCN6F2PJMc52jkKF4gcAcNsoKC7qiILiUpTkcX5RIcdX+NhKs9KY3U9BYcejKTNsSSonxrOWUM9MtuN3T0YJu+XendAKCjsWcTERHMw6pqjYzy0ofCEm29eLDOlP2c7U+DRpOU9TztEnAADrscqCIhQMpcKh9HgpWgoKSbS2uyHRSZLqKAGSSBKFQptLzIfHXUTJULZevL3aR2aq+ykkgVPWK8oKipAMJYlepc8kUey5ZHIXjUFYZpyUDturj1mUoPq2ZLvFc1Telxp9X+adI6eQVNauJUMfTy86djWizqr7L/3YZWUf0wS9P67oHIW+Nmad6sjJsc0pKLzhMVl22M+Nub7tum6xhD4+57jeZNHKucraku1Fj7s4dREEAMD9GhUUL7/88kkj7/+aCoo48bCJu825JHHIkwz/e63NKiSVPoHqH7fr5QmUvm5xP4NK8q+S5ZOEy/WZJG3VPn3i6H9zfIIYVkjGRdryMYvXr49Z36fdJ79e9TxU1pvBJoj6gRulfRVaWz5W2VhY+TIR2ffSvpTaZCyy8yvLuvMr+xhtKywrfUXr6Em8wq+/vKBwhmu5MgZqmzx2justXi7tZ/S8S9SuCwAArh8feSooJQhaQhmWrbU5hcQiS9jGSY7Q160nMg3yfTFkG7MSSG+8fJ6MpccSLz9ONGcmeNGY1c9Deb05tL4HtcRRabPbNolvEnlBkY5PQs7VaP0olB3R/iWlYczz8+S1FBTm2Hbyzpn8c6/2XQ/fd0NBcTjI2I33O7jI9TZxrqSf0pgX+wQA4EZcTUHx1FNP9YVEHtKmrROCgmKBUUHRkAzJ/id91BO8YXktoS1tP1s2GrP6eSivN4fW96A2VkrbaKwLRuPp+eRcpbTJvrvk2f0Tre5fVJL9ComxGZvSdqLHh34G7p+J9b8Y8p0Y9p+NNX278fXj7vdL62N4TPbDJeh2ffsdFG7s1H9a9hLX29xzJcuNCovadQEAwPW7qr+h0IqKqWJC4pQFhU1GRh+Z8L/X2jzpN0+k0uVc8jH+GI6elEwWFD7BmZ3MZImT9D/alxl9pvuVJW52/bRPmyiaJFRLkNUxy/u0Y+h/r56HynoznLSgsPsy79yo51nGsbRy3maPU86lCZukS6Lvfu6Xk2W0pDm7JsbFgBxbfJ2b49r65e1+7Mz//L/85JULin23C+tG+rZkO4PLXG/zzpUdx9H2tD4BALgNV/dH2XFRMaeYkDhpQSFsguKTs6xgqLaJOLGL2m2i6h/vP2/uWmwiOvQZlrGN9f0Ufn9mJUIi2X8TpQRzqk9Zpl/XJWNDv8q41PpUxyxLGvMkLjmOeHsT602w52m0k7VzVD9/6bGZ0MZbJOPpJceoRPUEHdwXxcmxHw62X/3YjHzboy+sM8myWS+023c/pBt7bGHs/bsivntXICRH47ZfOn7fl7xboR5Vso/nuN7yx0302xuf41G/pT4BALgBV/k3FFJIzC0mJFoKChzLJVkuscqSeI2WMCMSj6cnY6ZmxEatzbAJff9OQEjAT5DomsR5a7dr9jd7V8JuZ7c3u1ZIuidIQVK+RrjeAAC4L1dZUCwNCor7NpXguYR2aYIJ6LjeAAC4pKv4yNNUaH3EQUFx38oJXni1+v4/X+6SzPCRlTT4iMp1uYbrDQCA20FBAQAAAKDZUQXFJ598YkNrK8WcguLUQUEBAAAAnMdRBcV3vvOd7g/+4A8WFRUUFAAAAMDtaC4o3nrrre63f/u37UeOlhQVFBQAAADA7WgqKP7lX/6l+/3f//3k7xjmFhUUFAAAAMDtaCoovve97yXFxJKigoICAAAAuB2zCoqf/vSn3Ve+8pXuc5/7XPf44493v/M7v6MWFBJSVHz66adqPxIUFAAAAMDtmP0Oxauvvtp99rOfVYuIEJ///Oe7H/3oR+r6ISgoAAAAgNux6CNPr7zyilpIyB9nP/XUU90vf/lLdb04br2gCF+cJZF/E2+t7WwOu25zye1dgdWdoznseax9+/OJcL0AAICFFhUUf/EXfzEqJn7v936ve/fdd9XltXgY71Acut2mlJTV2lpM9EeCWLCiczRHQ0Fx2G2WF0bF6+XUYwIAAG7F7IJC3p34zGc+Y4sI+ehT+PjT1772NXX5UlBQrDBZfZCu7BwtLSj22+5us+22JzsOrjMAAKCbVVD87Gc/6373d3/XFhDyh9nyHRThbyq+/vWvq+uU4poKivjjL3dxMudfxS1/NKYhWZ3oU9uX8Ap0Gptudxivk/a377amj120/iasJCQZ9Y+r7Sty7eeo2mfWlhxflZxf2cayIqB0vbQeg6y32e3MvpjHN7tu5/vv+87WW+s1BgAA6iYLCvkXm+RfbpJi4stf/nL3i1/8om+TouLP/uzPkuWn4loKCptcaZmYTYLyZCr63VqarLoEf3goJIT+t9K+WFNJY2l7UZ+2gAjbT7dt20wyuMZU7/rPUa1P+Tlaxx7DvIJC9sUl51PXhqa0zvJjcIWItLljkX1yRYYbNNnPZfsGAADWaLKgeOKJJ2wx8e1vf1v952A//vjj0WO1uI6CIk7sUjZJyrKgcWJUS+SUNpssmoQ0iTix1PfFmUoatfYsCUyS1Wx7qy0obuAc1frMx31uQSHr9RuaujY0pXWWH8NwHobxiQsK2y7LL9tBAACwMtWC4oc//GG33W6773//+2p7S1BQKG3VpL0xWe1p7dJnqaBwx5Mnh+tzA+eo1mdTQeG2M5y7KIr7niuNy/JjmCooetKH7ON4owAA4AoUC4oPP/yw+8IXvtC9+eabantrXEdB4RMzLcGxiV2UPOa/W6WkTGhtknDVl68lW5Isj5K0Xml7hYJCfp6dfCp8cqjubmub6hbOUaXPZJ99/5MFRa52jCXldZYew+yCQsTXIAAAuCrVdygePXqkPn5MLCko5KNWtdDW0WJ5QSFCEhciSnbCK6o24kQ1X8eFS7ZqbdIsCVXUliT1lX0Rybp5EpqG216loDDSdygk5id6Nonst5NqbSu79nOUP24i6jOMicR2n52zWdw+zRvTiWMXC4/B7r/tQCsoxtubt58AAGBtJv+G4tRxPQXFA2UT8TRxrb8DAgAAgIeMggKpUUFR/kgLAAAAsOqC4lRBQbHE+KMovDsBAACAktUVFH/0R3+kvhtRC1lH6ysEBQUAAABwHqsrKLSCoRZhnbyfOCgoAAAAgPO4+oIihNZXCAoKAAAA4DwoKAAAAAA0o6AAAAAA0Gx1BUUctUJhqoiIg4ICAAAAOA8KCgAAAADNKCgAAAAANFt9QVELbR0tKCgAAACA81h1QXGqoKAAAAAAzoOCAgAAAEAzCgoAAAAAzSgoAAAAADSjoAAAAADQjIICAAAAQDMKCgAAAADNKCgAAAAANKOgAAAAANCMggIAAABAMwoKAAAAAM0oKAAAAAA0u4qC4rHHHktCW6YWFBQAAADAeay2oMiLiFJo6+ZBQQEAAACcBwUFAAAAgGb8DQUAAACAZqsuKLR3JOLQ1tGCggIAAAA4DwoKAAAAAM0oKAAAAAA0o6AAAACwDt1uc9fd3bnY7v3D53DYdRu7nU23O/jH9tvubrMze+F/9vvRPwasFAVFkZtUTjuZVPrsJ5ZschG1tmjyO+vEd7QLj2fNRcd63237/grr+pvGJt1Yti8m4hUrbftt9LiNrdkL26A/DgDwZJ7P5/4ZiveO4b7Rh5+vZa62P8rc7H4w9wtlXpa+KSiwchQURZdMgF3S2T9uJ6YwqUy1ycR1jn09tUuOZ82lx1rWi24Qts/0ZrXfmt/35vH4hqEs16u1Gf1NKhe/8mUcdhtzc4v2DQAePJnjy/OrTtYZ5lI7t/ZzbfmekRcUxblb5nwKCqwcBYXCJVrZKwpxAmcTuqEtmQCytvCqc7VPNdGLJppSW68tyd1F+5TsZzJxub6TV89ln0b74CltFx/Pmnsa62HxfH3Tbrcpj+djUjieWpsxt6AI+zJ6ZwQAHqxsLm5h74Nh3q/cM/z90t67dvn8HJE5v9QGrMSqC4rPfOYzaiEhIW3aOlqc9h2KPEGU34fJp5jMWXqfNnH1D8r6MqnszP8l0au1DSoTlkr22fQVVkgS1PR4XFv2KrafBNXtFdsuN5419zPW0fHZ8YnG1/we+pftx9uy+yPnSbmR1NrsvktbiLCMbDtbXpZNjw8AHjKZ46M5ukF8L3H9xXOy1nd2381RUOAKrLqg+OY3v6kWFfKYtGnraHHSgsIm2PHkkE4QfaKnZpx6n2HysYmgbwyJXq1tcGSSm60f9y/bP03CebnxrLmfsQ7HJRHfNLK+CjeNfgxmtsk+q/tHQQEAE2ReriT3U+yLRtmLcBE3Z6ftbh7e9feK0ZxMQYErsOqC4lRx0oJCScpUdlIxk0PSQaXPZBKJlqu19Qr9FtULimHyypc7RuXYTz2eNfc+1pGJYirlChN9u2nb/IKiYfwA4KbJvNhWUGjFwoid96P+/f12b9a19x6teNAeA1aGgqJCf/W2lthl7MShvRKh9RlNMDaxDevV2oJKYuiT5LRN+oz6UPq0fygsn+nUOlX79CptlxvPmjOOtSob60h4RyQmj6nHY4892rdY1ja3oJDlxscHAA9ZW0Exq5gw7Lzbz8PDtvq5XysetMeAlaGgqLGJmvLKcfJ4PjlEj5sYJXaz+swms2KbS8bDtkLE23STXL4f+XrZ9kRj0VBtu+R41pxprHWlgqJQmPgi5hk/juq2am2GKxTi8NvP1+MGBQCZhoIiv4f5cPNydh+L5t3kBbGoj9F9QdqYr7FyFBQPUvlV854kn0xgAIAHpaGgODcKClwBCooHaaqgcK/Gj14lAQDgplFQAC0oKB6kckERPi6z7O8S1sQVQ/3by0ms7CYBAFiZ9CNK9/rCWvwxVQoKrBwFBQAAAIBmFBQAAAAAmlFQAAAAAGhGQQEAAACgGQUFAAAAgGYUFAAAAACaUVAAAAAAaEZBAQAAAKAZBQUAAIB1wS+2k2/AttuJvnRVvswufIkdX2yHK0JBUeQmldNOJpU++4klm1xErS2a/O71Gz0nXXg8a1rHunoeSsbf3D3aX3/TGH07ebI9E/GKlbbwbedD+G9Fj29O8eMAAE/uK3Pn92C4D/dRnK+HvmWutovJ3Ox+MPcLZV6W9SkosHIUFEWXTIBd0tk/biefMKlMtcnkdI59PbVLjmdN61jLtoaJ/rDbzHzFSPoc1nN9pjer/db8vjePx/0py/VqbUZ/k8rFr3wZ9hjifQOAB0/m+vL8qqvdi8r3lbygKM7dsg4FBVaOgkLhEq3olQYb0QRjJ4ShLZkAsrbwqnO1TzXRiyaaUltvaWLtktxdtE/JfiYTl+s7efVc9mm0D57SdvHxrDl6rD17nHOS8aygGJ0r0263md3E7HEXjqfWZswtKMK+jN4ZAYAHK5uLZ8nn9cjUPSfcu3b5/ByROb/UBqwEBUVRaYLIE0T5fZh8ismcpfdpJxj/oKwvk8rO/F8SvVrboDKZqWSfTV9hhSRBTY/HtWWJs58E1e0V2y43njXHj7UTL1uXHZ8dn2h8ze+hf+kz3pbdhpwn5UZSa7P7Lm0hwjKy7Wx5WVY7PgB4mOS+Es3Rs7h70TDvDuvPu69k990cBQWuAAVFUSFZtQl2PHEok4c8piabep9hwrGTTTTxyIRTaxssTazzJD5dP+5ftn+ahPNy41lz/FgbtijIiqwiGetwXBLxTSPb/8JNox+DmW2yz32fMQoKAJgg83IluZ/BzcvuHjHnvuJ+3/X3itGcTEGBK0BBUVRIVpWkTGWTzmECcSp9JpNItFytrVfot6heUAyTV77cMSrHfurxrDlyrOMbxTyVMZwoplKuMNGPNW2bX1A0jB8A3DSZF48rKNzc7vuYuq/4++3e3FvsMlrxoD0GrAwFRYX+6m0tscvYSSVNJst9RhOYnYDCerW2oJIY+sksbZM+oz6UPu0fCstnOrVO1T69StvlxrOmfayXFxMiG+tIeOUqJo+px2OPPdq3WNY2t6CQ5ZYfDwDcsuMLCju39nNt7b4ybKuf+7XiQXsMWBkKihqbqCmvHCePxxOHS+z7x02MErtZfWaTWbHNJeNhWyHibbokON+PfL1se6JSGDS3XXI8a1rGOt9HH+pxJkoFRaEI9DebZ/w4qtuqtRmuUIjDbz9fjxsUAGRaCorsXqUVBP3cO/SdvCAWLaPe55ivsXIUFA9S+VXzniSfTGAAgAelpaA4MwoKXAEKigdpqqBw72BMv/oOAMAtoaAAWlBQPEjlgiJ8XGbZ3yWsiSuG+reek1jZTQIAsDLpx5fu9YW1+GOqFBRYOQoKAAAAAM0oKAAAAAA0o6AAAAAA0IyCAgAAAEAzCgoAAAAAzSgoAAAAADSjoAAAAADQjIICAAAAQDMKCqBEvp209I3itTYAwJW64Bfb2fuIbCf60lX5MrvwJXZ8sR2uCAVFkZtUTjuZVPrsJ5ZschG1tmjyu9dv9Jx04fE8hZMUFONv7h7tr79pjL6dPDnvJuIVK23h286H8PsZ35zixwEAntxX8vvshNHc6sJNy8M9ug8/X8tcbX+U9d0P5n6hzMsy31NQYOUoKIoumQC7pLN/PElWp9pk4jtzYn0SlxzPE0nGOlNrS2Q3CLteerPab83ve/N4fMNQluvV2oz+JpWTm1a0jcNuY25uc44BAB4Kua+U59d5wr1Zfi7fp/KCojh3y5xPQYGVo6BQuEQre0UhTuBsQje0JRNA1hZeda72qSZ60URTaustTaxdkruL9inZz2Ticn0nr57LPo32wVPaLj6eE/JX8GvbSxLuWltRVlCMzpVpt+Od3cTstgrHU2sz5hYUYV9G74wAwIOVzcUN7P2pn4TzOT/i75f23rXL5+eIzPmlNmAlKCiKSpNAniDGr0RUkjlL7zOefGyyayaOnfm/JHq1tkFlwlLJPpu+wgpJgpoej2vLEueFBYVzufFcJDk+Ny59f7PbarLjs+MTja/5PS6S4vPaF03KjaTWZq8TaQsRlpFtZ8vLshQUABDIfSWaoxdL72Guv3hO1vrO18nI/UaZ64E1oaAoKiSrNpGMJ4d0gugTPTXL1fsMRYNNBH1jSPRqbYOliXWW5Gbrx/3L9k+TcF5uPCf5omcIPxZ5wh0XDbW2KleIDNsa32j6/S/cNPoxmNkm508dEwoKAJgg83IluZ8Q7tklbs5O7x1uHt7194rRnFy4NwBrQkFRVEhWlaRMFZLWpINKn8kkEi1Xa+sV+i2qFxTD5JUvd4zKsZ96PKuyV4LmFg21tqrKGNo+3A1kiNKNzBUm+rGmbfMLipbxA4BbJvNiY0Fh5/SJdfNl5HczL+9NoWHv8/73pAvtMWBlKCgq9Fdva4ldxk4caTJZ7jOaYGzyHNartQWVxNAun7dJn1EfSp/2D4XlM51ap2qfXqXtcuNZYfsYxlPW7489aXNjOqutKhvriPZKljymHk+23wnlmIrnJropJccOADDaCwo7p07czOwy/Tw8bKuf+2U+p6DAFaKgqLGJmiRdEtEEkzyeTw7R4yZGc8usPrPJrNjmkvGwrRDxNt3bq/l+5Otl2xONRUO17ZLjWeESaRfubeYhqQ7j5baVFgO1trLScu7YRsdjx2/bPePHMY5+2VqbER+fC7/9fD1uUACQaSwo7L1IWy+7j0XzrszV/QtI0b1Mvc8xX2PlKCgepBnJsCSfTGAAgAelsaA4JwoKXAEKigdpqqCQduVVEgAAbhoFBdCCguJBKhcU4eMyi/4uYVVcMdS/vZzEym4SAICVST+idK8vrMUfU6WgwMpRUAAAAABoRkEBAAAAoBkFBQAAAIBmFBQAAAAAmlFQAAAAAGhGQQEAAACgGQUFAAAAgGYUFAAAAACaUVDgYZJvHr3vLy0CAKzMBb/Yzt+Hki9dlS+zC19ixxfb4YpQUBS5SeW0k0mlz35iySYXUWuLJr91J8cXHs8pJy0oxt/OPerX3xhG30CenFsT8YqVtvCN5kP4bz6Pb0Dx4wCAGeS+kt9ng8r9tuEeLvO47UfmbfeDuZcoc7asT0GBlaOgKLpkAuwS0v5xO/mESWWqTSanc+zrqV1yPC8tuwnYc5TeUPZb8/s+uykoy/VqbUZ/I8rFr24Zh93G3MAoKgBgHrmvaHNv7X7bdg/PC4rivC7rUFBg5SgoFC4JC68mjF9VcBPC0JZMAFlbeEW62qeaBEYTTamttzSxdgnwLtqnZD+Ticv1nbyyLvs02gdPabv4eE6IX91Pj6E8LnVuvaGr/HyYdjum2Y3KHlthn2ttxtyCIuzLvOMAgIcum6dH8vndaL2H+/ulvXft8rk7IveDUhuwEhQURcqkYeXJo/w+TD7FRM/S+7QTjH/QJrtm4tiZ/0sSWGsblPa1RPbZ9BVWSJLX9HhcW/YKt1I09IptlxvPebR1s3Gxx5Iduyo7BrteNIbm97gQis9duLloN5Jam70WpC1EWEa2nS0vy1JQAMAccm+I5u+R8b3j+Ht4dt/NUVDgClBQFBWSVZtgR4mcjWEi6JPA0YpC7zNMOHayiSaeeDLS2gaFfS3Kk/h0/bh/2X66rVaXG895tHWzcdGKKZUvRJT9H22ncGPoj3Nmm5wj9bgpKADgCDJntxUU2n261ha433f9fWQ0X1NQ4ApQUBQVklUlYVPZV6mHCcSp9JlMItFytbZeod+iekExTF75cseoHPupx3MWbd1jCorCcrYPd5MYonSzcoWJfjxpm9yA1OVG43nMGAHAQyNz5rKConqfnrqH+/vt3hQedhmteNAeA1aGgqIifxXBqSV9GSUhLfcZTWB2Agrr1dqCStLoJ7O0TfqM+lD6tH9ELJ/p1DpV+/QqbZcbzzm0McvGRdmeLlsvEl6dislj6j7b7RVuZFnb3IJCluOPsgFgLrk3FOZhq3TvKN2na23Dtvr7gsz1FBS4QhQUNTaJU15VTh430T/R3UTTP25ilPTN6jN6XBTbXDIethUi3qZNaLPHxutl2xONRUO17ZLjWTTuc+g3Kwxs33OS8Wy9nnbjMfwN5Rk/VuP9CMsU2gxXKMTht5+vx00IABYYkvzUxP22di8qtCUviEXLjO4Z0sZcjpWjoHiQSglwRBJTJjAAwINSKijuEQUFrgAFxYM0VVC4V2JGr5IAAHDTKCiAFhQUD1K5oAgfpWn7u4Q10N+WdrGymwQAYGXSj8Xe6wtr8UdYKSiwchQUAAAAAJpRUAAAAABoRkEBAAAAoBkFBQAAAIBmFBQAAAAAmlFQAAAAAGhGQQEAAACgGQUFAAAAgGYUFAAAAACaUVAAAAAAaEZBAQAAAKAZBQUAAACAZhQUAAAAAJpRUAAAAABoRkEBAAAAoBkFBQAAAIBmFBQAAAAAmlFQAAAAAGhGQQEAAACgGQUFAAAAgGYUFAAAAACaUVAAAAAAaEZBAQAAAKAZBQUAAACAZhQUAAAAAJpRUAAAAABoRkEBAAAAoBkFBQAAAIBmFBQAcAqHXbe523Z7/+sku/xdt529AgAA60RBAeBeHXab7u4WEuv7Lih8fzKWd3ebbnfwj0+ZWm+/9W0mNrtubrcAgIeDggLA/ZFkdbPttpsHWFCc1L7bmoS/H8PZ+1JfzxZ7FBEAgAkUFADuiSSz8or4odvNLihknW238+9qSGyil9T32/BKu4ukz+SV+HS9JW21Pu9mFhTxfqbHXT++IluYDYn/7Hd9quuF82ObxmpjBgB4UCgoNKMkwYW9ydJGG23z2iZIUu2S0KUFhdlGWNhuv5D02rYhwZftlbZRbnMJ/tAUJ9luX/r1su1N0447Oz77caPpPm0h4NexxYopEnb9+JZV15PjMb/vC8VNbTyLatcLbfb3OGijTW0DVoiCAsDlSaLc3xmXv0MxLJqtaxPw+AY8LBtefR+2Oyi2qTd1X1Bkr+67ZU9RUER9zOwzFAa2KPAdys9zCwp1PX/sQx9xMeXXlfFIDwAA8ABRUGhqrwzQRhtt89qKXCKdr2MjTtBVtYIiTXjdvinJeCg6tJ3M2/KiIbaigiLs95D8a30rauvJtrNjV9+VyMespna90EYbbfPagBWioABwz2Ymv1aWcNtk1v9ub8BDQWFfdS8l43bZOW2yvcK+JdtzxzD3byicExYUdr2omIrHJfCJ/3h7pfWy/cvGNzF7PwEAt4iCAsA9W1pQxK/YpQmuKyJcbHa7KDkPCf8Qw/ZqbYZNlqP26FX7/mM/dp2sGCgab8+tL22tBYWR7Oc48Q/7Ohrn2nrZsc8eMwDAg0JBAeCKzE3aAQDApVBQALgiFBQAAKwNBQWAK0JBAQDA2lBQAAAAAGhGQQEAAACgGQUFAAAAgGYUFAAAAACaUVAAAAAAaEZBAQAAAKAZBQUAAACAZhQUAAAAAJpRUAAAAABoRkEBAAAAoBkFBQAAAIBmFBQAAAAAmlFQAAAAAGhGQQEAAACgGQUFAAAAgGYUFAAAAACaUVAAAAAAaEZBAQAAAKAZBQUAAACAZhQUAAAAAJpRUAAAAABoRkEBAAAAoBkFBQAAAIBmFBQAAAAAmlFQAAAAAGhGQQEAAACgGQWF6lG323612x38r+LwXLfZPNfZh/ZPdnfbN+zDY4+6w/65brt5vNtsn+w2d493d3efS2K794se4bD7arfZPfK/efE+XrU3uu3dk92sYTLnYuPPxX77uBnbR+b/Xz3JGAMAAGAaBUWRKSo2UVExVVAcTBJslt+YQuJuY5JhWVBJ8F3S638RsoxSdMQxKhxswp0VPGJRQbEgaV8gT+al8BkfU77dbKxH+1beVxnPMD7D2Lr+0qJC+kjHeWsKvvh3GzdRkAEAAFwOBUWNSdC3OxOVhH/0Snic1M8pKCao70TEBU2tIIm2rSf2ShTfeZnLJO5SUPnfxvuvFQeNBYU99mG9dGzNOttxcWDHITrGpACS/o4+fgAAgIeFgmKuuDhQ36EYJ/an+MjTOCEfkm/bFu9HvI+TCkn6KZjxkY8eCb2QOU1BYfvOiqbxuzmpfJmkCNHOa01yzuP9BwAAeDgoKDSSWIbkNySYUwWFlye5c9TetRglyXbfzGM2kc2S2KmCIj4uJaaS8RbjJF8rDloKCnnMjEF/vI+6vYx99ZhkO/FYp9uVfZ1f7Lnt98vb4mJc9AAAANw6CoqaiQTcRpLAu4Q1PL4zhcJoed8WJ/1SUKjL+Rgl+vL3GlEyW1p/lBwnhVCapI8T/wbxK/Z+O7bAyvZLf4eiPgb5OnLMG1MMyFi6QsIXWZsnu93+jW5/eNQd4kEWo3cUzBhEBUla1EyQsYzOYzjO+QUJAADAbaCgqIkT8DnvUJjHJcm1y5mfw8d+9FfYB4veofCJ79D3Asl+n6GgCKLthH7t/81jB5PE7yTprybu9fGy50L6l+1ESf3o94QvWmy7Lx72cYERRbGPgS0g/DHags6sIwXkycYQAADgSlBQ1MQJeOnnnrza7ZNUn5DapDNPVk3kSWetoBiRbd+ZgkL+PsMWLybxto9l29GSYm25KM5ZUAh5J0ES+FExFBdrVl5QuGJAfcdltF7hXQa7jaygKC6njF0mFBS2mPDHat81oaAAAAAPDAVFRf4qdJ/QRglzcNjJOxLyg5aQ1l9xny4o3Kv6xUXy/ZlIiuV7MmwxYvZpux0S/pPJCoo7uy2fbMu+Tf7tR2tB4cayeDz9dlxBIceeFlVmv8x5zM+tSradFGGFfQQAALhxFBQF8bsLNvk2SWafuCYJfJa8nqOgUPp0X57n9tF+n8KcgkI+biQFhD2WsE/ui+Dcd2ecqLDIC4ok8TZMe/1fp2ovKNLHZD05LvuL207yNxT+8UhcRNbJPkZ9yHYr5xgAAOBWUVAo3KvqPhH1SXgoLsaRJZEhObYJpra8izg5josXPdLvSrBfoLd9bigAtG0libZLyN06/qE8aTd97XfuY1S7YlYs69SLH3mnJiTtsj0ZO+3vPQ5x8ZIk+uWYVVAY7l0K+XuNrFDpf3fvUGgFRfUdjlyy33p/AAAAt46C4tTyJPYSJLGe8w5FIn8XYB4pGIqJs9kP+zcd0m7/BaWZhdjk/i54h8ILhc3s4qD/A20KAwAAgCUoKLCAKRKUb58GAADAw0VBAQAAAKAZBQUAAACAZhQUAAAAAJpRUAAAAABoRkEBAAAAoBkFBQAAAIBmFBQAAAAAmlFQAAAAAGhGQQEAAACgGQUFAAAAgGYUFAAAAACaUVAAAAAAaEZBAQAAAKBR1/1/N53Lyd7e4ooAAAAASUVORK5CYII=" alt="">
 
 

最新文章

  1. Unity中的Matrix4x4类
  2. ubuntu绑定串口设备
  3. glReadPixels函数
  4. xla_events
  5. Oracle常用的函数
  6. 项目源码--Android类似酷狗音乐播放器
  7. 搭建mongodb分片
  8. 为什么 UDP 有时比 TCP 更有优势
  9. 快速排序原理、复杂度分析及C语言实现
  10. 21. leetcode 492
  11. Geometric regularity criterion for NSE: the cross product of velocity and vorticity 3: $u\times \f{\om}{|\om|}\cdot \f{\vLm^\be u}{|\vLm^\be u|}$
  12. pyhon的yileld的一点笔记
  13. 16 利用Zabbix完成windows监控
  14. 深入剖析ConcurrentHashMap
  15. c#如何解析时区字符串
  16. WIN32窗口类风格和窗口风格(备查询)
  17. MessageFormat用法(转载)
  18. 【转】如何使用BehaviorSDK
  19. mod_pagespeed
  20. mybatis框架入门程序:演示通过mybatis实现数据库的删除操作

热门文章

  1. 虚拟化KVM之优化(三)
  2. windows下怎么同时使用python2和3
  3. 小米Note 10 Lite海外发布 无缘中国市场
  4. mac OS 安装配置 Tomcat
  5. 数据开源工具:Hadoop为企业带来什么?
  6. 用Swoole4 打造高并发的PHP协程Mysql连接池
  7. Jmeter 插件图表分析
  8. muduo网络库源码学习————条件变量
  9. IoTClientTool自动升级更新
  10. Java——类的访问修饰符