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@caoya171193579
Created July 30, 2019 11:44
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坚持下去
1、turtle (自带库)--- 海龟绘图,可以下达指令画各种图(可在python手册内找到这个库的用法)。
2、编程正确的开始,是在得到需求后,把事情考虑清楚要遇到的问题点,提前设计一下思路,再去写,这才是正确的编程思想。
把整个大局规划成一个大包,先去完成一些比较好完成的小任务包,写完善了之后,再一个个拿来集成调用,会比上来就嗖嗖的所有东西写进一个包内几千行代码去想着实现需求强很多倍!谨记。。。
3、变量(标签,把内存中的数据,定一个名字做为标签)
4、输入-处理-输出
input():获取用户的变量,是一个未知可变的变量,然后保存这个变量
int()整型:可以将字符串string的值转换为整型,但本身的值不会变化
(a='123'
print(a)
'123'
b=int(a)
print(b)
123
print(a)
'123')
#四则运算符:
![image.png](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXEAAAIpCAYAAABUsgijAAAgAElEQVR4Ae29D2xj133v+eVwMkk80shJbEepLPh1qSGmslClTfPGzHAX6GsMySGCqoWsOi9tpvvwOFaMQA7rTIIFFKNIBGyT2SxtIc/RWEHcSWskkAfpBAvGFNyXt91yTM/mpWsBfNoBR8Q+Q5mU9iSoNCOlE48pLs79x3sv7+Xfy0te3q8Agvfe8+93Pof68vB3zz2/wM7OThn8IwESIAES8CSBQ560mkaTAAmQAAlIBCji/CCQAAmQgIcJUMQ9PHg0nQRIgAQo4vwMkAAJkICHCVDEPTx4NJ0ESIAEKOL8DJAACZCAhwlQxD08eDSdBEiABCji/AyQAAmQgIcJUMQ9PHg0nQRIgAQo4vwMkAAJkICHCVDEPTx4NJ0ESIAEKOL8DJAACZCAhwlQxD08eDSdBEiABCji/AyQAAmQgIcJUMQ9PHg0nQRIgAQOmxGc//aL5kuePn/8P37a0/bTeBIgARKoRaBKxEXmLz71RK0ynkn7+jee84ytNJQESIAEWiFAd0or1FiGBEiABHqEAEW8RwaCZpAACZBAKwQo4q1QYxkSIAES6BECFPEeGQiaQQIkQAKtEKCIt0KNZUiABEigRwhQxHtkIGgGCZAACbRCgCLeCjWWIQESIIEeIdCaiL/8OAKBAB5/uUd6QTNIgARIwKcEmhTxLTx7KoDAEnDmY+4R++nmT6sas7pWlYkXSIAESKDPCTQp4mN48nIZ5ctnMe4imI+MfwQ/faki5OJYXOMfCZAACfidQJMi3iguecb++Msv4/FAQHK9VNwvctqpZ7cqlQn3zKlnobtSSVOOPvKoLORiBi6O+UcCJEACJAB0SMRltM9/4hJmymWUxetHZ/D8Jx7HyxjDk4tn8OpaShPtly89jzOLT2Ks3og8CPz0v1Vm5PWyM50ESIAE+p1AR0X8zI/O4xGV4CNn8czHnsclcTP0kRmceXUNKWnq/TIuPX8GM1pGtYDxXXWhnHn0DOgPN7LhGQmQgH8JdFTE7bE+grPPAGupLWw9u4Tnz8xUxN6ikNmFYvaRWxThJRIgARLwBQHnRHzrWZwKnILe1f28NO2WOW49exqff7Uy4x6LzQFr53BuDXjmbO1puNVNTPrFffH5ZCdJgATqEGhSxJUlhoHj+PyrwPOfkG9a2q0XP4NL2k3N45+fwI/KOvfK2JNYnHgez2MOsbrO8Dq9YDIJkAAJ+JSAZVAIexbyEsMnLTM8ictlU8rMeZTPn7fMrV782Fys/g1NNTPfSYAESIAEDASaFHFD2fZOtp7F0vNnsFjmNLw9kCxNAiTgZwJdEfGXHw/gE88DZ35UrnlD088Dw76TAAmQQCMEOiTistvFzoBHzpdRru1lsSvK6yRAAiRAAjoCTd7Y1JXkIQmQAAmQQNcJUMS7PgQ0gARIgARaJ9DXIv7Fp55onQxLkgAJkIAHCFj6xL/+jec8YDpNJAESIAH/ElAnqZYi/iezsZ4mMzo62tP20TgSIAESsCNw584d3LhxA4cPH8aRI0dw6JDRISJ2fBWbBop3/Z84F6/bt2/jhe++pCUZS2uXeUACJEACJOAFAhRxL4wSbSQBEiABGwIUcRswvEwCJEACXiBAEffCKNFGEiABErAhQBG3AcPLJEACJOAFAhRxL4wSbSQBEvANgVKphHfeeQfivZE/ingjlJiHBEiABFwgIIT74OAAzzzzjPTeiJBTxF0YGDZBAiRAAvUICMEW68P/6q/+SlpD/r3vfa8hIbd82KdeY62l76NwOYOtvWFMTk1iuLVK6pa6dfUVvIaH8PAJ4Oor69gdn8XJkbrFWsog2lrfHsXUwycwqNVwS2o3tzuKyOxJdKhprbWOHNy6ilfWc9hVKh+amMLDJyo9tG/zOq5czGJbyzCEiamH0VBRrQwPSMB/BFQB//rXv4777rsPw8PDeO9734u///u/x8c//nEJiHg4yOrP+qpVznauFTewvrGHsbFhQIpw305ltcve3N3FsfuF4NyqndGnqdZfPHoYt3D1tRwwMYXZptRXfHllcVNXTmrrtasYMXzJ6dviMQmQgCAgZuB/+7d/iwcffBAf+MAH8J73vAfvete7pBl5LpfDxMSELSgXRLyIjQ1gcuoUhosbndZwXUdvYnd3CEPHdJdcORzEiYdnccKVtjrRiMxt9KFGZt769kU54Nh4pdzg4DGIizcB3S8VfRkekwAJCALicfo//dM/tYVhfjRfn9EFERfuk045T3RduX4FF7PKD/nti9pP+u31i8hB59owuQowNKFzh6iuELVeXTnl0vUrF6E2I10aquzjIs08c6oTwlxWrnt3PAJkVZeD2d1gbl9u1OjOUFwWBrtFPrV+nftIMNkckvoH4frRbNvF+sWc0iOzDcrlpt9GMD4xhPXsKxiSXCjXcSW7DWG7J11KTfefBUigdQLBYFArLATdau8ULYPpwAURN7XYqdORk5idHcfVV14DHnoYJyD8ursY1/ulFaEfjczi4SplUQT0WASzSqIkyhevaL5tScARweysXFh2TVQ6NHjiYcyKKbjUTuW6/mg7u4mJqVmcHBTZLiKrczdcv7KOnNa+bM/2aKP+aH0r1ceqbbLNZj++anPFmy1/+Yl6zF9G1XWrV6Q2Bq/govTFCVhzVnPznQRIwAkC/SPiEg3xk/4YJJf49V3sDg1B7025/rNtoSzWNzpvXce2uBmpU/fBE+MYzWXxs+snMXLsKja3xay1Sv2bGofRSOVG38j9o8CmWvw6ZPPU+gcxMjqE3K7ZGTGCk7OzOKkWc+pd+hIUtYqZ/qYym26ucvmXiHCnz+LETfHL6KLkI2/spmhzbTE3CZCATKBvRFzv5ti+qM4otyW3geyOAG7dBEbHVZE0fQRu7mqrMSopxzA0BN31YxisuHwr2Rw5GoHQ9OzPruPkiLDxFq5v72JoVP815EhDbVRiXn0iz7bl1T/XsZnblWbf0v3QwZOYjQAXs6/h6kjli6uNxlmUBEjAgkDfiPjIyVnMjldcKMeED3h3HLPa+kJ5tcrNW+K9USWWb9ZVuN1EU8UrBRs/2s5C+w4ajTS5QqTxZlrLWeNXwK1buIkhGL5zjg1hSLqt2VprLEUCJFCfQH897CNm0yYXSgWB7J7Yzb2Gq1arD0fuxyi2kb1yXSty/UoW20MTkCbvg4M4hl1sX1cKX7+iu1GoFWnjQLhThLtmFrOzykv7AtJXK2bDF3HxlauWiyi3f6bYL27gGu7AynXIK0a2oXZDX3Nbxwqf3KaO36ZYa97JXy9tWczCJNAXBFyYiasP+VR4bawXsYEBjEVPIXS0ct3JI7FefMi0vlDceJvCK1hXbrxJ7WmrPMQsU/r9X5kJa2ki5whOTk3glfV1SAs7RFoEWNd82tUrS7LSlLrR1R9idcem0TbRrMGGWoQGceKhCWyvqzP5UUQio8hq9illR04iMnoRWY1Bo/bValukWfBr4qZovdqZTgIkYE0gsLOzU9Ynnf/2i2B4Nj0Rl46lpY/bGDU84Sj7oMUDNLw56NI4sBkS6DABp8KzqTE2+8ud0mH4Ha3e6saq5GcGjnXubmpHu8TKSYAEOk/ABXdK5zvRFy1UuTnkXom11pau8b7oNDtBAiTQLgGKeLsEHSwvrbBxfAG4gwayKhIggZ4jQHdKzw0JDSIBEiCBxglQxBtnxZwkQAIk0HMEKOI9NyQ0iARIgAQaJ0ARb5wVc5IACZBAzxFw6cZmERvrGyiq3R+exNSkC9vTqu3xnQRIgAT6lIALIi6e2JSiQkDeVlwW9MsDgzjVqcc1+3Sw2C0SIAESMBNwwZ1yFKFTU6hMvIfxwWFgr1jEvtkanpMACZAACTRFwAURb8oeZiYBEiABEmiCQBdEvIg3i8DA8DA6tPdVE91nVhIgARLwNgGXRVz2jxcxjBD94d7+5NB6EiCBniDgqogXNzLY2hNb0E6Ca1N6YvxpBAmQgMcJuCbi+4XL2Ch2dg9xj48FzScBEiCBpgm4IuJCwDNb6GgQiKZ7zgIkQAIk0AcEXFgnXsTW1p6Eaiuzji0dtOFJ/dJDXQIPSYAESIAEGiLggogPY3JqGJMNmcNMJEACJEACzRBwxZ3SjEHMSwIkQAIk0DgBinjjrJiTBEiABHqOAEW854aEBpEACZBA4wQo4o2zYk4SIAES6DkCFPGeGxIaRAIkQAKNE6CIN86KOUmABEig5whQxHtuSNwyKI35YBTLBbfa64V2RJ/nke4FU2gDCThEwBURF09srq+vV14bWowfh7rRS9X8HJnoY/hK8Ju42ktmGWwpYDkaQy55AQshQ4J0kv5OEMHHuyV2BSx/tb327e2fxtlkDjEKefWg84pnCbgi4kdDpzA1NaW8JjFc3EBf63gXPw6/WP4SvhL9IX5Rw4bC8mkkkMQFKwVXy90/juPqsVvvr88j+Php4Pfi7bdoY39o4QKSkVXE5jkfbx8ya+gFAq6IuLGjgxgYAPb2+zWuz28gmvk+ni59DieMHe+Ns8IyTieA5IUFWEzCu2hjGvPfAlLnM1j4UCfNCGHhQhKR1SWfuZI6yZR1d5OA+yK+X0RxbwDDw50JCZGeDyIYVF/uugSkWXBQuFKs3Cmym+UH6Z/gB1qeLyGj+aSt0h/DD7QJo5qu+7ikv6nNutW2n0u8AWS/h+cs2wAKqTVkI3OI1VDw6f9QQunLZpGX3Rzzr6cx/7hwd4hXFMtvqvao6eo5ADGz/uoypC6K4++kIbs6gph/XXWbqHVMY+X8CqZ1xa0PlfbVei0yWduvyxiKYS6SxVpKg69L5CEJeIuAayJe3FB84tJ2hh9GJ2JCFJajuDRTQqkkv1LxVcSiiojUHRdx00sVf+N7o7+871n4Gp4ufR9Pp6K2reViF3FfXszUv4+5+Bv48Wmj6yMX+waQktOfSD6AXKwx37ratiiDyKfwhLBDen0NUZ1gX9vMIjIXa3kWvvqtJYx/pYTS+RJSJ7NIPN8oXwBXYlj6UB75mQhWvxXG5ifzSN6fxdo/uS2mIcTmIshuXrMdJyaQgFcIuCbiYsdC2S8exXAxg/UOOMVDCxms6KZy0zPN+FansaKIv/oloL7r62x3YCdSFVE9MVMt9hOp7+OPlT7cszCLCWzjF45pXAH5XHs9iH82g4UPynVM/24zfEWZOBYfUb5R7k/i7IdbsUXM2K1+KbRQVy4v/0pooSiLkECvEHBNxCsdPopQaBgovgnH16gUlhHVz6Zjq5Vm6x61PxOv20RLGd7AW5wwtkSOhUjADwS6IOIK1oEBDDpKOI35sLhjl9fcKaVUMzNFd2biTXW58HO8hQdwn+vLRJqy0ruZJ8Itu5W822la3m8EuiDiRWxsFF2Idp/GfFMz8d4b2qvnvoe34rMGn3bu0k9kQws/xEosU2X0PeFRIPsqrlq6YBRf8FqqY26E1X9S7sS+uYzot5r5JVTVFZsL9W9s2hTUXS4gtZZFZJzfjjooPPQoAReCQogI9yJAcoWQ8I+fcjxSsniQI4JwIoxgQrQVQTIZB9Yq7Xb2SKwe+Qv8OFtpZS0oRPYB/Lt8xQ9eSbU+ysUeg+a2jj+Fp1c+qmT8DUQvfAq58DfwFUkbo5hLRbG2ZKpn+nOYiz+GtfBj+LGUZGw/FJtDJJHAufSC4f6BqZYWTkNYOJPE2tMxBK+I4nGkPhtH7P9otCqxWiWMxM8q+WOPi45GkPxKxQ9fSW3jqJDCWjaCuQu6O75tVMeiJNBNAoGdnZ2y3oDz334RfzIb01/quePR0dGes6l9g+QvgbcWKzc226/TugaxDDOWSyKfMS8jtM7fX1fF06phrM3lkan1sFN/dZq96SECd+7cwY0bN3D48GEcOXIEhw4ZHSKBQADlchniXf8nzsXr9u3beOG7L+GLTz0hJRtL60vwuG8JTK/kkUQC4UbXTvYRiYaeVu2j/rIr/U+AIt7/Y2zRwxAWMinEfffUYhrnEhNI+fIXiMXHgJf6goALPvG+4ORCJ+TH9V1oSGlCrMbRLap3r+EutuTHPncRN5t2hQBn4q5gZiMkQAIk0BkCFPHOcGWtJEACJOAKAYq4K5jZCAmQAAl0hgBFvDNcPVArI/t4YJBoIgnUJeCyiIsHf8RuhpdRcHw7cbH+N4jur5qTt4xlZJ+6nz2LDPptboPS1rUWmepeYmSfuoiYoY8IuCri+4XXsYUBDPQRwF7rincj+4gnNmPAZ+VtbkvnU4hfiSH6suX+AfWxM7JPfUbM0RcEXBTxIra2gLEPh/pcxBnZp7X/jBAWvlzCirY97TRmTgLZ/+r0Pi+M7NPa+LBUrxJwTcSLGxsoDoc6EgzCCFd2q6jRfdx0r6jRdRjZRxmRpiL7GEfR/qz+BliM7GNPjyn9R8AdEd8voFAcxuSk47teVY3IaiyMzUU5sk8+GcFqrNEQbe3vJ65G12Fkn6phkS80FdknjUtXgMjvtR6FyMYKAIzsY8+GKV4j4IKI76PwuvCjjKHzEg7EUyVtd77QwiLiyCHfkFvVnf3EGdmnkcg+sn98VR8JSPvPYmQfDQUPSABA50W8uIUtjOHDnQiq2dAQZtFYKMX2Z+INmdN0Jv9F9kl/R2xJK7agXWkgcHLTQFmABPqKQMf3Tim+WQT2gMz6lhFcZh1bA2OIngqhM3HvARTyyCGCuYb2/pdn4itGK7t7pkT2mWjI/u6a6lTrhZejiF3pwB7iVgYyso8VFV7zGIGOz8QrAZLVQMmTGMYAxqJTmOqkgANIn0sgG1+EV7eN9ltkHyHg4UuoEwSi/o3N+v+DjOxTnxFzeIVAx2fiboNYjQWhBQWLp1ByMlR9zc4wsk97kX3SOHdJDouUeDoIKTiTwjv+Wf3Sw5qD0FgiI/s0xom5PEGAkX16ZpgY2cedoWBkH3c4sxU7AozsY0eG1xsmwMg+SVzwqo+t4VFmRr8Q6LhP3C8gvdVPRvZhiGRvfWJprT2BvvOJ23e111MY2afzI8TIPp1nzBbcJsCZuNvE2R4JkAAJOEiAIu4gTFZFAiRAAm4ToIi7TZztkQAJkICDBCjiDsJsrqpWIuuIMo1u6NWcNcxNAiTgTQKu3NjcL1xGZmvPQGhgLIpTXdtPxWCK6UR9aCeKudLncMKU6sypWKscQy6Zx0pTyySmcTa5hHBwHqkS9xVxZixYCwl4m4ArIi4hGp7ElAtb0XZ7OMSe4s+tfQxPZP4Q99gYU1g+jQSSyLewVjm0cAHJtTBi8zMuPo1q0xFeJgES6DoB90S8611t1AB5qV+00ezN5iss43QCSOYX0NQkXGtHjkyzFl7C8tlpz+4Lo3WHByRAAm0R6D+feGEZ0WAQamSfYHQZDW0nDqCdyDxq2ecSbwDZ7+G54GOQI/x8CRmdAYXUGrKROcRsFDw9r7Pdzv8dimEuksVaSldxWx8DFiYBEvAqAfdEvLiB9XUR6X4d65cLcDzYvRiB9DyC4QQmUnJkn1KphFJGnfHW3y+8ncg8atknkg8AkU/hidL38bT0+hqiOsG+tplFZM46Wk1hOYpLMxXbU/FVxCy/hBiZxqv/cLSbBJwm4Io75WjoFKY0IStiY30DmctwfC/x9KVVEdpHi+xjhOXMfuFVkXlyxlZqnxWQF/nHrXOFFjLQ72c+PRMHatWfy6OA6RbdMtY28CoJkIC3CLg3E9e4KLE29/ZwS7vmxIEskPGZaZvK6s/EbQq6d9nsCoppm+q6ZwNbIgES8BSBLog4sL9vXG7oJLGcbUBNd2Jott6XNObD0h1PSG4g4QpKxWtXx8g0tfkwlQR8QMB9Ed8v4PWtPQw4HjhZ8RMnTmO5i/f77gmPAtlXcdXSBsXGtVQDN1vTmLediTMyjQ/+N9lFEmiIgCs+8eLGOjaKFXtEyLZOLBkXPuU8ogiHdZFhIknktZubFRuqj9SHfCopa8EMgAfw7/LGm5OVHBZH05/DXPwxrIUfw4+lZGP5UGwOkUQC59ILJt+9eJAngnAijKAU1iaCZDIOrFm0wcg0FlB4iQT8SYCRfbow7mIZYSzX6JeL2UBGpjET4TkJeIkAI/t4abRsbG0nso76tCcj09jA5WUS8BkB933iPgNs3d1WI+ukcS4xgVRD7iHrlnmVBEigvwi44hPvL2RO9aaVKDOtlHHKXtZDAiTQiwQ4E+/FUaFNJEACJNAgAYp4g6CYjQRIgAR6kQBFvBdHhTaRAAmQQIMEKOINgnI+GyP7OM+UNZKA/wi4KOL7KFxWdjFcX8flQkf2MTSMoNgVsJmtaOXC4qEfsY3sN3HVUJuTJ2pknwu6/cDFtSDm07XaEQ8E5RCz26K2VlGmkQAJ9CUBl1anyDsX7o1FMdWTIdmcG1tG9nGOJWsiARKoT8CVmXhxYwPF4ckejalphiRH9nm6U/E11cg+F9R9zs3t1zuXI/tEVpe6ukdMPSuZTgIk4A4BF0R8H2LTwuEPDrvSI31knHAi21SbanQeOSKP2Z0iu1l+kP4JfmARtUct225kH0B2q6iRiSzdK4zs09S4MjMJ9DMBF0T8Fvb2BjCAAi6rkX3WL6MTLnFpTxKktK1c88mIbuzq7yeuRud5OmUfYTMXu4j78nLUnrn4G/jx6R/iFwDUsu1E9hHGrsbC2FyUo/sI+1dj86h2kzOyj25geUgCvibQeRHf38ce9rBVAD48NYWpqSlEx4CtzAZ0Gxu2PwiFZSytRpA8axcUwpn9xKsi+zRluRLZp0aZeKqk7W4YWlhEHDnYbpEuRfapURmTSIAE+p5A50X86FGIefjYh0M4quA8GgphGEW86aiKi8onENbCwJnHrv5M3FyiN86z2LzWG5bQChIggd4j0HkRl/q8h72qWGwDGBh0GkiNWSucmYk7bXHN+gp55BDB+HGbXIzsYwOGl0nAPwRcEPFhjI0NoFioRLiXVqsMDGNYnZo7wTsUxgSyWEspIXXS82j2xqYTZjgX2QdIn0sgG1/UrSVXLWRkH5UE30nA7wRcWScuot1P7q0js74l8x4YczzSPcRMO59ENKxExhERfVJxhJcaHeJuR/aR7VyNBaGFR46nUFqx8PEzsk+jg8p8JND3BBjZpwtDzMg+XYDOJkmgRwgwsk+PDEQ7ZjCyTzv0WJYESEBPwAWfuL45HssEGNmHnwQSIAFnCLjiE3fG1H6rpZUoPa2U6Tdu7A8JkICeAGfieho8JgESIAGPEaCIe2zAaC4JkAAJ6AlQxPU0eEwCJEACHiNAEW95wFqJzNNyY0pB0abVhljt1svyJEACXiXQ+Rub+wVczmxhz4LQ8OQUJt3ZoVbXutjqNYxENo5UaQUWj9Lo8todqpF58lix3avFrmzj10VkovDaHPIZde9xEdlnCeHgfBu2N94+c5IACfQ+gc6L+NEQTk2ZlE4S9mIH9k6pAzw9j2Ash2QyDjS31bih4sLyaSSQRH7B1C9Drs6chBYuILkWRmx+xvppzs40y1pJgAR6lEBX3CnFrS3sDYfgbqS2NOZjQKqUwUK4jdFoOzJPG21LRRnZp12CLE8C/UTAfRHfL6BQ7FykH31kn6DBfyzWWLfqPqkMeSG1hmxkDjG7SXhhGdFgEGpkHqtAzVIAZ8uQPYDeftsNvBjZpzIgPCIBnxNwXcT3i0XsDYxhrAO+cCGOl2bkqDilUgmp+Cpi0WUo+xrWGerG9hu/tplFZC4GSw0X7ppwAhOpig0lzZ9dp3nIAh6zjUykL8/IPnoaPCYBPxPovE/cQLeIra09DE9WAkQYkts8CS1ksKKrY3omDuR0F2oeyvuN68tXZ1ci84xXp4gr6UurQDylReaxzmVzVY1MlG/iVqsU2Wfa+gvFphleJgES6C8Crs7E9wsFFDs0C5eGxezKiGmbujYwao3NxO0rkgU+PmMtwpILRXGzSG6S1Zjmcokuq78VakUmsm+ZKSRAAv4l4KKIy7PwgeFhLUybs9jTmA8ngGReC5RcSsWbaEKeiQs3jPlltaW3XcU5m4CY4leCWq9kltgrXGkro61yqRWZyKJFRvaxgMJLJOAvAu6JePFNFDGMkGtLUsRqlGZm4o0MvOKLXktZ+NmVtMRpaBPrRqpU8zQVmYiRfVRsfCcBvxNwScSL2NgoYmBsDB24n6mMoXgQJoJsIqy4KZYwLtaDa3/iAR1l1Ygk7quISe6NaFOiG4rNIZJN4Fxaq1g7ELPtfBJIhGuvTtEKGA7kyERQ7V8alyITGbKoJ2pkH9slMmpGvpMACfQ7AUb2aWGE24vM00KDhiLyE6drc3lU3DCGDDwhARLoYQKM7NMDg9NOZJ52zVefFr2g+dHbrZHlSYAEvEzAJXeKlxFZ2d5qZB6rupq5lsa5xARSTaw9b6Z25iUBEvAeAZfXiXsPkL3F3Yiy04027QkwhQRIoPsEOBPv/hjQAhIgARJomQBFvGV0LEgCJEAC3SdAEe/+GNACEiABEmiZAEW8ZXSM7NMyOhYkARJwjIBLIl7Exvo61rXXZRT2HetDExWZ9kex2Q62foVqZJ8L6ORKP2m/FcMujOKBphxihi1261vLHCRAAv1LwAUR30fh8gb2xqKYmpqSXtExYOv1AtzVcVl4oW0Tm0J8NYbK5lOND3I312pLkX0iq4i1/AXUeD+ZkwRIoPcJuCDit7C3BwwcParROHp0AOLiLe2KGwdibXdJt03sNMROtVnLfVBq2MPIPjXgMIkESMBtAi6I+DDGxgZQ3FBdKJ3dR0UfGccY2ccZtE5E9qllid5+RvapRYppJEACgoALIg4cDZ3C1OQAtjLCL74BTE7hVAd2M2wusk8aIoZDJUqPyV+uC7Gm91wwsg//cUiABHqJgCtPbO4XLiOzBYxFpxC6tYH1jXXs7UcdF/LGI/vI/vFVxJHS7kwysk8vfTBpCwmQQGMEXJiJqyHZTsnR7YcnMTU5jL2t151fodJgZJ/0fBiJbATJvD5wcmMzcXustSP7yOWq29DP8gFG9rHny6a0dPcAACAASURBVBQSIAErAp0X8f197GEAA4O65gcHMKA7deawscg+wuUSWxUCnjEtD+xsZB+5j9VtGKMGMbKPM58F1kIC/iHQeRE/ehQD2MPWVlGjWtzakoRdt2BFS3PuoDqyjxBwOYKbWcAbbZWRfRolxXwkQALuEOi8iGMYk1OTGC5uaA/7bBSVa472sV5kH7GNaxZA1hh5JxiE0aVR2yhG9qnNh6kkQALuEmBknxZ4M7JPC9BYhARIQCLAyD498EFgZJ8eGASaQAIkIBFwwZ3Sj6QZ2acfR5V9IgEvEnBlnbgXwdS3uRtRdrrRZn0SzEECJNA9ApyJd489WyYBEiCBtglQxNtGyApIgARIoHsEKOLdY8+WSYAESKBtAhTxlhGKR+ijWC60XEELBUWb80i3UJJFSIAE+pOASyIuAkPoIvtsVJ7edBOrFClHtzthsJmnfAyGthfZR9jRSDAKyV5G9jGQ5wkJkICRgAsiLgQ8g+KwGtknirG9DVzuQnw2scthqVRSXnJkn1Z0vLXIPkL45adDQ+EJTIRDQHoeQYNIGwfH6oyRfayo8BoJ+JdA50V8v4ji3jBC2v7hRxEKiV0Mt9Cd+bg62McxHgFy+Sb9IS1H9pEjC81cCiIYW8VqLIjgpRmUMgsIqSY19B7CwoUkIqtLLrtyGjKOmUiABFwm0HkRv7WHPXOnpF0M97DfgSCb+sg4NSP7FFJYy0YwF2tOQhnZxzyYPCcBEugmgc6L+PAHMYwiCpr7ZB+F18Uuhs7/CR/ypRnVXVJCKr6KmMldoYm8tJ2hPlp99V7fQcV/rne5tB7ZR3anSPal4oiLgM0zlwzuFGlPFqQ0l08+GbGBpOymuHnNJp2XSYAE/ELAhSc2hzEZ3cflTAbrWwLrAMYmxzDQgZubjUT2mV4pobQi7BCiGkZwM4WStKm3vNe3lGQ7+nLgB4xbZ0iLeG/xlC4Ysz6f7E6RWl7OIYcCsLCC0rSSp7CMJWmfc/WCvqzNcS6PAqabdMfY1MXLJEACniTQ+Zm4wHI0hFNTU5iSXqcQgnCxDMDx/cQbjOwjj1QIC4txYPWSsmSvsZm4/Sg3EtlHaXkhg4wWFk5fIyP76GnwmARIoD4Bd0TcZEfxzSIguVlMCW2dNhbZp6qJyDiOSxero+6oK1mM0XeqajBcaPpGqbE0mrrPOhHmLNzAjyck4D8Crot4cWMdUlCIyeEO066O7GNsUE6vRLs3plqfMbKPNRdeJQES6BYBV0RcCPf6uvzawCSmRKQfx3tcL7KPfGNRvVkZDMaAVMnGrWFvHCP72LNhCgmQgPsEGNmnBeaM7NMCNBYhARKQCDCyTw98EBjZpwcGgSaQAAlIBFxxp/Qfa0b26b8xZY9IwJsEXFgn7k0w9a3uRpSdbrRZnwRzkAAJdI8AZ+LdY8+WSYAESKBtAhTxthGyAhIgARLoHgGKePfYs2USIAESaJsARbxlhIzs0zI6FiQBEnCMgIMirkbv2bDcJ1z/wM/65QI6sAttE1DUB39aDa8myseQS+p3QWyieTWrCApRI9waI/uooPhOAiRgR8AZES9uYH39dWDY+jlM6VH7vTFEpQ2wohjDFjId2MXQrpPm63JkngjsNno15zeftxbZx1wLIHY9jCTPool9C8HIPtUceYUE/EzAAREvYmMDmJw6BS14j4FoEW8WBzD24RCOStflyD4oFqBtMW7I3+mTNM4lgOSFRUy00lTLkX1MjSlbzzYblAJgZB8TSZ6SgK8JOCDiw5istRdK8U0UDdvO7qNQEIHZ9rB3y3n2WtAHKaBDdWT49HwMq/FFWO4E24A5TkX2keqxsENvfziRtbYoFMNcJIu1VJOh5axr41USIAEPE3BAxBvo/cAABkW2/QIur2ewF4pibKCBck1mqRvZR5r9xpGy3Fu2sf3EW4/so++M+DWQRXzG6EhhZB89Ix6TAAk0QsC1JzZvFS4jswWMRacQOipm442Y11ye2pF9Clg+LfwoeRsfdKcj++j6kr6E1UgSeb2GM7KPDhAPSYAEGiXgzkx8b0vaQzyq+c1vYa8zQTYRVeJiSlvOxlYrHNLnkEASF2z9KI3NxCsVmo8ajexTwPLSKuKLVlHuGdnHTJXnJEACtQl0XsSlyPbAcEi9sSncKvvYwzA+aL2YpbbFtqm1I/tI8S+zCYQ1kY9hFVkkwkElWLFLkX0KKaxl4zB5UpRe5RjZx3Z8mUACJGBFoPMifjSE0DBQLKhrw5Vo946HZzN3zxjZRwqQXCppkeRLpRTiiCCZL6GUsZoVm+sT5+1H9klLS2MslhWGwpiA7mZleh62NzZRQGoti8i4HFjOylJeIwES8AcBB0RcfchnHevS2u8iNqQoPpe1JYTDk8racOl6BlsDk5hyPDxbvcg+zgxoe5F90ri0GoH1ssJprOSTQCIMyRW0NI58Km5ttDSbt6vHugivkgAJ9CcBRvZpYVxbjewjVs+ENxdRslwd06gh4mnRMNbm8k2Hlmu0BeYjARLoHAFG9ukc24Zrbi2yj/WywoYbVTI69bRos+0yPwmQQG8ScG2JYW92v1Wr5Mg+m8ElLJ+dbvDBIfnGaastyuXEF8EEUqVGffjttcbSJEACvU+AIt7yGHUjyk432mwZEAuSAAm4QMCBG5suWMkmSIAESIAELAlQxC2x8CIJkAAJeIMARdwb40QrSYAESMCSAEXcEgsvkgAJkIA3CDgo4upDP9aRfYB66d4ARitJgARIoJcIOCPidSL7oF56LxGhLSRAAiTgIQIOiHj9yD61I/94iBZNJQESIIEeI+DAOnER2afWdoT10nuMCM0hARIgAQ8RcGAm7qHe0lQSIAES6DMCFPE+G1B2hwRIwF8EKOL+Gm/2lgRIoM8IUMT7bEDZHRIgAX8RoIj7a7zZWxIggT4j4MDqFPEQTwZbusDHG+tFbGAAY9FTcmT7mul9RpTdIQESIAEXCTgg4kcROjWFkK3R9dJtCzKBBEiABEigDgG6U+oAYjIJkAAJ9DIBingvjw5tIwESIIE6BCjidQAxmQRIgAR6mQBFvJdHh7aRAAmQQB0CFPE6gJhMAiRAAr1MgCLey6ND20iABEigDgGKeB1AnUsOYD4YQLpzDbBmCwLL0UNYLlgk8BIJeJSAYyJe3FjH+rr82iiaaahRfZQ8lwvYN2fpmfOfIxN9DF8JfhNXO2aTLOCrCOBS0ypewHI0iGBwvgNfAGnMB0Xdymu+aeNqEissRyt1izYcrr/SuMooahTsQgBrWSARppBXWPHI6wQcEPEiNtbXUS3cCpr9Ai6vG5/oxN4WMj0t5K0P6y+Wv4SvRH+IX9SoIj0fwCqAZP4AK9M1MpqT0vMIBk8Dc3FzigPnQvhiQKqEUkm8UoivxhB1cNoaWsgodVfq74SOF5ZPI4EIImYqoTIypTIEvcTpADghNwPiuRcJOCDigxgYAIYnpxAdG6hmcDSED48NSOlTU1OYmpqEFEJibw+3qnP3wJXfQDTzfTxd+hxOdMKadACxVSCSPMCC/WOuFi2nMS9pbAYLYYvkti+FsJAp6b5UpjETB7JrqQ6J3XGMR4Bc3mkpTeNcAkheWMSEJZMyVlJlIBvAOWd/aFi2xosk0GkCDoi4/Fj9ZI3gPkdDp1BJl0Xf+Y7JbpAfpH+CHwSFO0R+/UD3jyrNkud/AqS/qaWvLP9cM0VK18qa3SlW9X8JGUWD1LLPJd4Ast/Dc1o9lTyiofSlAIAyFhe0Zg0H6XmdO8PgMpnGSmkFzUzcDRUrJ/b1W+Vu/lrD9RdSWMtGMBdr6psM9epPz8ewGl+s/QU5DWk2vrrE2XjzI8wSvUbAARFvskvFLXmzrOEPyjPyJovXy56LfQNIiZn09/FE8gHkYiYxXv0GvrI0iidK38fT+U8BiWc1Ib5n4WtSuadTUdtmcrGLuC8v1z8XfwM/Pi27TtSyok1EPiXXL9oofQ1RTacCuCT8KHFYirHwGV+aUd0ZJaTiq4hFlx2bCTdXf1qyNTIXq7EvjhFTI/VrIhyWpsu1xdZYPerWX1jG0mocqbo+qrL0KwNZ4JqpDZ6SgNcIuCziIqiyuOs5jMnK1NxRZhOp7+OPlenqPQuzmMA2fmH4xR7FXOYPcY9oNfQbuA9v4K0m/pMnUhVRPjFjL/atdEr4jPX6My38GQ7+NV6/7B9fRRyLTfh8Gql/ekX9kspjbi3c1M3N2vUXsHxafDGctfyCNGM8Pi6uBOC4N8fcEM9JoMMEXBRxcQN0A0Vpi1rFL97hzsnVm0Q6flLn6/4o/rhUEX1XzKnVSGEZUXVliHgXznMn/xqsPz0fRiIbQTLfpPumwfrlLoWwsBgHVi81vsqmVv3pc0ggiQtNfOk4iZZ1kUC3CLgj4tIKFSHgIvK92GPcpe4Wfo638ADuO+5Se402k4OFiySNecnFkK+s4Eg5ORNvrH7hsoitCgHPNOXqABqrvwpRZByNDU/t+tPCT5VNIKx9CcawiiwS4SCCFi6pa5vCkjLCmquryjJeIAFPEHBAxOUlhmKNeEaJDKGuGb9c2AeEgGe2IMeMqOQV+W2XJTqE7uq57+Gt+KzOJ+1QxTWquSc8CmRfxVWDC0ct0IwvVqxGaWUmrq71rreOvLp+IeDy90gtAW+9fpWC/C63X+1zb63+iptGddekEIf4MiqhlFkw+fVr35sw2skzEuhtAg6IeG91MBerrExZw1N4euWjDRqoPuTzGL4SywDIYE1aYWJcXVK3sunPQbrhGVbtMJafnilLvtilZXNN0zibjCCbCCsPxCxhPKmfiasPsKhullXEpFmn6YEWyEv3gFXTg0T16hdL87KAOnvVZrRBGNdyt1q/zn6pbnlNeqbK/dFq/WaeNc7Tgg4Ql8aiRj4mkYAHCAR2dnaEqmh/57/9Iv5kNqad9+LB6OiohVlChP8Cby32kI/bwkpxSTz6LfRSPOxTpWE2ZZq53NiMupkajXm9Xb/ytGykjHymbJqhG/vJMxLoBIE7d+7gxo0bOHz4MI4cOYJDh4xz6UAggHK5DPGu/xPn4nX79m288N2X8MWnnpCSjaX1JXjcMQILGeWpwfAh0yzXiSYLSIlnyyNzaHIJdoONe7v+5ah4WraMFAW8wfFmtl4nQBHvygiVsZIvI4IyZtp9ekdvv/RYfhiJiZSFH1ifscVjr9ev7J2SzJcbWobYIiUWIwFXCTgQKNlVe2s0Jj8uXyNDbyVJ+3g4bNL0CkqlFYcr1VXn9fqVvVN0PeIhCXieAGfinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBCjinh9CdoAESMDPBCjifh599p0ESMDzBA57vgfsAAmQAAl4nECpVEK5XLbtxaFDh3D4sLVcW1+1rYoJJEACJEACThMQAv7ss8/i7bfflqoWon3XXXfh3nvvxQc+8AH8/u//vm2TFHFbNEwgARIgAXcIBAIBPPnkk/ibv/kbvOtd78Lg4CDuu+8+6f3EiRMQom73Z59iV4LXSYAESIAEHCUQDAYhhPzP/uzPcPToUQwPD+Oee+6BKuAi3e6PIm5HhtdJgARIoIMEhGjrX8LnLWbcn/zkJ6X33/zN35Teawm4MI/ulA4OEqsmARIgATsC6uxbCLn6J4Rc3OT83d/93SoBVwVfzau+U8RVEnwnARIgARcJCBEXM2+9iIvm7VahmPOpplLEVRJ8JwESIAEXCVgJuGheiLVYrWIn2mYTKeJmIjwnARIgARcI1BJx0TxF3IVBYBMkQAIk0CoBIeJ2f40KuCjPmbgdRV4nARIggQ4S+NWvfuVI7ZYi/sADDzhSOSshARIgARIwEnj3u9+N+++/33ixjTNLEf/6N55ro0oWJQESIAEScItAYGdnx7DrytDQkFttsx0SIAESIIE2CVTNxHd3d9usksVJgARIgATcImB/e9QtC9gOCZAACZBAywQo4i2jY0ESIAES6D4Binj3x4AWkAAJkEDLBCjiLaNjQRIgARLoPgGKePfHgBaQAAmQQMsEKOIto2NBEiABEug+gaolhue//WL3reqQBY//x093qGZWSwIkQALdIVAl4sKMLz71RHes6WCrfAq1g3BZNQmQQNcI0J3SNfRsmARIgATaJ0ARb58hayABEiCBrhGgiHcNPRsmARIggfYJUMTbZ8gaSIAESKBrBCjiXUPPhkmABEigfQIU8fYZsgYSIAES6BoBB0X8ZTweOIVnt5rtiyj3OF6WiumPm62H+UmABEjAfwRaEHEhtAEpErMI5vm4rL7+I8cekwAJkEAPEGhSxIWAfwL4URnlsnhdw/iSOot2pzc/3fxpVUNW16oy8QIJkAAJ9CGB5kR8K4/cx57B2UdUEmN48vJ5aKfq5Q6+f2T8I/jpSxUhF8fiGv9IgARIwI8EmhPxsTAmXv08ztVyoaQe11wtAYOvxeiGOdW881wbn488Kgu5mIGLY/6RAAmQgF8JNCfieATnf3QGz39C+MSt3Civ4vObM7Kr5doz+NjzS8qNTiHgSxi/VnHDzK0db8+f/iDw0/9WmZH7dQDZbxIgAX8TaFLEATxyXhLpa8/k8Alxg9Mw2/4YnlF9LWMxzH1MgfvyJTyPV/H54+oN0eP4/KtALt/0UhapQtWFcubRM6A/3N8fYPaeBPxOoHkRV4iNPXkZ5fKPcOb5TzQ2o/7YM7gm3QxVZ+NlXH5yrGn+ZheK2UfedIUsQAIkQAIeJtCciG89i1OGmbfo+ccwfrwOgUdmcMbkS3/5cSt3TJ16AMubmPSL1+fGHCRAAv1JwHI/cduujj2JC+OnEBDLDJW/Mz8qo/6E+hGcv/YMTgl3iq7cebUSvpMACZAACbREILCzs1PWlxSRffo1KAQj++hHmsckQAL9QKA5d0o/9Jh9IAESIIE+IkAR76PBZFdIgAT8R4Ai7r8xZ49JgAT6iABFvI8Gk10hARLwHwGKuP/GnD0mARLoIwK+EfF+XHHTR59DdoUESKBFApbrxL/+jedarI7FSIAESIAE3CCgTkwtRfwLiXk3bGAbJEACJOA7Anfu3MGNGzdw+PBhHDlyBIcOGR0iItiOiNcg3vV/4ly8bt++jRe++5KWZCniWqpjB/tY+uwNrOvrG7kb/7h4NwCLNLwL8385gk9/sFYagI0b+B9X9nW1HsX/+q17EdVdEYcvLl0H4qI+OeHFpf+Olev6TMZy2+nr+Pc/vIOp+X+DxUk13z6Wlu7gN7FTKftv78U//s9H1QzSu6j7P//eCL4z/S7DdfsTpY8WddUtY8hQn9n/9P/I/QJEf+/C/6mOidp2gzwNzWonMp9FaUy1i5XxVdvQJ9ke24973T7Y1mlMkD8Dgtnd+P/+Uv5sHv/DEfzBf72OFdyNf/zkHemzJT4Dp/9Z5SbXIfKp45t54b/jf/m/1bqP4vjIPq6J8oKDjufxP7wb/8MPd7AucUD1/4P2ma/xuX5zB//hL3dwTfvfUdvlu58JWD6x2XczcfHP9E93VQlucwNvJ1LGWl5cuoEHFqu/SIy5dGfSP+Y+/kD60tJd75fDfu9fv4wT++EaAadm4jXdKa71xq2GJu/FP2oz6tYaFeK8fh1Y/+yOaYYu6jPNHF9o4gujeAfX/u3d+I7yK6E163q4VL/3r4fR0zR/EHDJneJ9mJ9e/Df4tG03jmLxW0exaJteI8GBL5gatXc/qd/7133CtMDnBIwedZ/DYPdJgARIwGsEOBP32ojRXhIggb4mEAwGpRUrBwcHKJVKdfvKmXhdRMxAAiRAAu4QUAX8oYcekoRcnNf7o4jXI8R0EiABEnCBgBBs8fqt3/otvOc978GZM2caEnKfingaAfGTRXpFESi0MELLURxabqVgpa1ANIhD0eXKBfNRer7tNsxV8pwESKD3CKgCPjExgQcffBAf//jH8Tu/8zt49tln6wq5L0U8EI0BqRIOSiUcpCYQOF1DSC3HO41AYgLlhZBlaqMXy5kUDGGVzAWnZ1BOnNNC2pmTeU4CJNAfBISI//mf/znm5uYwOzuLj370o5KYRyIR/MM//IMk5HY97d8bm2KmnMjK/Y4kcZBZ0BiUM7qbBUIol/JaWkMH6UsIxGdwoM9coz19NstjXdlyqoTytJprGojHEFg+2/YXhloj30mABHqPgLiB+dd//de2hombnHZ//TsTDy+iLGba4jW3Zu+WWF4CFhWBF2KquVlUd0sQh+bTBn6BS6vA+HHDNTTanrEUkE3g0NqcbGcpBcSM7p3yTBzYvGYuxXMSIIE+IiBE/O2335Ze4olOcSze1VetVSr9K+L5pYrfW52RmwddiPbaXGXmu5BRxFQRf/VLYEWbGss15IBy2ORKsWuvsGzxxaAX6jjK2q+EaZSFeydl8rXnmvylYO4nz0mABPqWQH+KuBBO4bNWRTgVrxrAwHxQngFrAgqgwZl4VWW12gstWHwxZFA2fQdU1ckLJEACJNAAgf4UcdHx+Ix20zCwtGpAIVaFBJAy+MmlDI3OxCeAQN40W67RnqHxqpNVBHSrXAJLOZRjJoWfCFeV4gUSIAESEAT6U8RDCygjprkxAogAiTACwrVdWEZA3O9craQfCs43tQKkyk9dq70anzOxSiYQSaK8Fq7YOnfBMEsX/vfyjMmdU6NOJpEACfiLQN+uTimvlFBesRpM4d6orFSxylH3mljREruEwMq0Ntu3b8++NrFKRl5iKL50rP7SwGocsOyHVX5eIwES8BuB/pyJd3wUp1FO5gxukI40KZYyJs/aCHxHWmSlJEACHiPQtzPxjo+D8J93upHpFRzQk9JpyqyfBDxNgDNxTw8fjScBEvA7AYq43z8B7D8JkICnCVDEPT18NJ4ESMDvBCjifv8EsP8kQAKeJuCOiFs+Cal/9NxhhpbtNbcW3GGLWF2HCEhP3ja5zr9DpnSkWs/0T/zP6R5aqwmjnS2WzdtYNNpmTYO8neiOiAMQu/MdlFIoix0FSyWUq5+Ed47kQgblSATlfGUPlHLEuepZk0MExD+kaXOxZmuW1uf38dg21T8HeDbLX87f5NbM7WyxnFpTtET5325zO+jW+ttbpdwRcSGqpqVy5RVl/xDxrSx2DlSDI+jO1aAJ8mxE3lVQeupSZWiYcVvP7APz8vVyZkVZb60GhIgikFY3p1Jn6bXS5Kc9K7sc6turU07Yq9hqsF/th8W7YQamYyJlleqK4pAIKmEV2MIwW5nHoajcv1p11mJdK02yx9Beg1xEn8IJ45OzekGvNbYqD9F3fRkLjoZLNnbW7Z+tLXXGXV9O/XwLg+qNXyv9q8VTrU+1QXfeet91ZJWtmQ0PrBlYVz6DcimxxbJxuwldbbaHkq2JLAIx5XOv9keUMLTX4GfQtiWPJezs7JT1r6/9b/+pXCqVOvRKlQ8iyaq6D+KR8kG+0mblPFU+AMrleEopI86VvPlkuiLKIgAAFwlJREFUuayvy3R+EEG5LMqq+U19Oojr0lLxcjmZ1+yyTtO1LeoS7SFePtDVa11O6VcyItlzkKr0sx7ng4i+fiM7qS2Vi7BfPS6VyhV+pXJJpOnstK+zButSvTTd+DXDReTV2a3xMI2lxFoda1P9MnM9Jzu+tcavRv9q2aKMve24p1KVz4cYf/NnTO27fvxa7p/ymVTr1H0uBVfDZ8Jw3l7f5bph6FtVe6bPoDTO+j6bbJXS7a4lI+Xq/6FaYyt/HmzHyK6dDl6/fft2eXt7u/zP//zP5V/+8pflf/mXfzG8hB6La3pdFse7u7vlmzdvlt96662y0Gn1z52ZeJ0vtvLZOQTOKXt2i71NsKjbPySOsrYVrG6r1tSavBe3uv+3mNVl13Sh1mR3ir3bRqQrvwbEQzWGn2UWadLTk7p9TcTuhMkcYNhq3KKc2ndlcy3zLxI1ufn3CMpnlZ834uepbrva8swEAmFlthJbRTml/gqp14oNa6mYTVq7XKxMqjW20s/pSn/KK3WiI6n117XTpn+1bFHrhs24221PLJWzGb9W+6fZYn3Qmf8xpS2LrZkb+gzqPrPWVjd4te7YinpsxqjBJno5W0+IOMQGUrklWYDFh1i/4VNk3Pqx8/AEkMybtnmt3uJVc9v08ig4bZv4UlK34c0nEVhqMPycHWthX600p+1vcGwdbdauf63aIn7e19kO2VH761XWwf8xy6Zb/QxaVsaLtQj0hoiLG5+LIhjCMgL6IA3CchH5RncHOnBJ2aq12Zsjy8IHXgtFnTTR3lrKkCmwNgGYfP2GDPoTxT/anA05QNnxVtrxUF+f7bHw06o+fqtMNeq0Yy2qsUtrl4s2G5P9yxKfWmMbm0Pgkm4gxSzMqpvma/XsrNW/VuOctrI9cav9U/trxVNJ69j/WNXWzPU+g4pBTm2xXG9sVTb9+m72u3TKJy77pFQ/NSz8WqWy5MfW+Q1LwhcbScrXJf+23j+u+nsrdWq+X8X/LPvEK+mSL03yOVauSXnUNmulCR+Zud5Gy+nKVvvz7Hy4pv4lk5X7A5odwhes+DS1ewe6c4WZoU3JP6n0X19nTdZ1xkGzR61Xub9Qj6fkm9WNhcpT8NLbKfWj4vc2fpbi5bK4/6H6zGv5Mu3srNn3GrbU6Z/Bzojunohmh9X4Cf+1jgma6F8tngoXx/7H9Jyr/Nt1PoOKnYbPpb4+y+PqOg1jrjFt/jNY0wdvaUuN/9kG8jvtEw8IEdd/QZ3/9ov4QmJef8m140B0HtBWkYhm0whE87rwZa6Z4sOGarGuldYPqPq9f5Ux6sz/mJh5XwJKlXsVlRatjprNb1WHd6+JuJk3btzA4cOHceTIkapI9oFAAOVyGeJd/yfOxev27dt44bsv4YtPPSEl94A7Rf4ZLZbKBbKrCOiWjEkuBPEzV6TpfkHrO8ZjZwjUYl0rzZnWu1tLv/dPmgwpCwA68z/W5NbM0o1IbrHs1Ke+B7ainZZiYRp+Dii9qwRNcKq7rMeOQC3WtdLs6vPS9X7vn7hxI+LNdvR/rJmtmbnFsqP/Hj0wE3e0P6yMBEiABHxFgCLuq+FmZ0mABPqNAEW830aU/SEBEvAVAYq4r4abnSUBEug3At4X8ZYeomljGN1uTzHVsHlVI+a7bafb7TXCgHlIwAcEvC/i4rHoZv/EI9G6pYxNFW+lvaYasM7c1JakoopW7PQgF2tavEoC/iHQOyLe6kzu+Li0uQ2OmwbNsDWlbivMWlt2ioeL1K1dq7apVeq3a8/UvOFU6Zu0bax++0zpeo0tZdUtQ5vdclU0bmdnL3ExQOIJCZBAKwR6R8RbsV6UCYVRxgQQMlYQOLdWCQohtjzJKulijWo+CcRTlU2i9LskSgErxJ7FSvkUENDt3WLXnrF101l4UVqnK21KNbdW2QtG7LMezwITii2pCcNujodi0MqVEUNA7YOpestTL3CxNJwXSYAEmiHgzsM+YvYntoo1/Om2hhTXxcMCC4YMDZ6IBxmqd6ESW2EeCge1zZFEZCGrhx2sG9HZFlrBgaF66/as61Guii1JYzHNFiT1uU1bki7lIe2qJW1JmtFsFluuYvWSvmCdY2s7e4pLnR4wmQRIoD4Bd2biYu9tdWtU7b1629j65jaRo1e2whRfYL20JWmvcGliKJmVBEjAnoA7Im7ffiWlVZ94pQbdkfBt19qOFUCNLTt1FTlz2I0tSS0t7zEuljbyIgmQQDME3HGnNGORY3lXEQiuai4M4U7R/sQG+RMi8o3i4hHBJYTLRO/2WVVcMSLNEPVHq6WxA9EWRFtK9kgESIQRCJdQzkcRWM0Cq/NAaQYIyi6XwHwYByumcogDkVUEouNt7urYI1wao8dcJEACdQj01Fa0dWxlMgmQAAl4nkAfbkXr+TFhB0iABEigawR6xyfeNQRsmARIgAS8S4Ai7t2xo+UkQAIkAIo4PwQkQAIk4GECFHEPDx5NJwESIAGKOD8DJEACJOBhAhRxDw8eTScBEiABijg/AyRAAiTgYQIUcQ8PHk0nARIgAYo4PwMkQAIk4GECFHEPDx5NJwESIAGKOD8DJEACJOBhAhRxDw8eTScBEiABijg/AyRAAiTgYQIUcQ8PHk0nARIgAYo4PwMkQAIk4GEC3ojsc+sqXlnPYVeAHo1g9uSIhPzW1Vewvj2KqYdHcP2VdeSkDMpoDE1g6uETGHR1cG7hqmTHKCKzJyFb6aoBbIwESMBnBDwh4tc3c8DEFGZP3MSVi5u4Oj6CE7iK13LHEJkVQn1LGrahiSk8fELItiym61cGNcHv+Lhev4KL2ZuYmBiF/G3T8RbZAAmQAAk0sxXtVfxd8HlkCnbU2k23q9fq+i1cfS2HYxG72e4gRkaHgJu3FHm3qsPJa9dxJQtEZh+G9B3iZNWsiwRIgARqEGjcJ57+f5HDm/gv4a/i79IWNbabblGlemnk/lHs5tZx8WIWNycewsj115A7FoHiVVGz6d6vYzO3i6HREcWdImbmF3Hluj7LFVx85aoi8mr6dVy5eBEXpdcruCpP8HWF7A5HcLIt94lV+xV7hdvo4sUr0JsPyLa+0riRdsbzOgmQgIcJNC7i03+EL5cexQSAXOyreH75F8Zut5turM14NnISs7Oz0uvhkeuyG8VCwWWhFyIsxF51rRirqnW2nd3E0JTcTmR0F7nXVJGvVcq5tO2sNJ2X+jk1MYTtrCzcgyfGMYpt/Eyv4td/hu2hCTzEqb9zA8CaSMCDBBoXcalzJ/BHpS/j0TjwZuJb+Or8VVOX2003VVd1WtuNInzis7NTmBiqKtjQhdFIxR0iZv9u/41GZrVfF7Jw38Qt6dfACIQ525qK38LVzW3dLw23LWV7JEACvUKgSRE3mb36f9XwkQNoN93U3K2rshtl/JZwL8huD4OLRMo/iBPjo9jdvu6SP9xkpKOnu9i9KVc4Mj6Boe2fyS6VW9exvTuKcc7CHaXNykjAiwSaXJ3yC2Si38J/yQIfTH4WZxbuMfW53XRTdfrTW+pqFGDzolisMosTN6/g4uZVjI+YFvONjGNicx2b109oM1t9VZ44vnULNzGE0WOKtYMjGB3KYfPqOI5hGxD3BjzRERpJAiTQSQKNi3j67/DVWE6yZSL1ZfzRtMmsdtNN1RlPVTfKLEZwHT8zJlqcyatTcpLAV9aKC3fESSH4Yt15dhsYatHvYtFiQ5e09e7115GLZZW7oxE8rC10l39h5DY3sSmWyz+kJTTUNDORAAn0J4HGRXz6tzCBG7g3fwbRkAWMdtMtqlQvXb+yLq1GmZWmniMYn9jE+vpF5DCEiamT2jpxNb94HxwZxVAuh9eujkhrx088NIHt9SwubovUUUQio8gKNXTkT16Xrn/YKCs1JOyr+NnrNbWdvSjm2PKf7qEm9RJG7sdoNovt0QhOUsM1LDwgAT8TCOzs7JT1AM5/+0V8ITGvv8TjjhOQvwR2xys3Nq2bFMsK5RUsFotzrIvwKgmQQE8RuHPnDm7cuIHDhw/jyJEjOHTIeGsyEAigXC5DvOv/xLl43b59Gy989yV88aknpGRjaX0JHvccgetXstKywnE6w3tubGgQCXSLQOPulG5ZyHZx/cpFCBc+urIfDAeABEiglwlQxHtidAZx4uFZW0tGTs5i9qRtMhNIgAR8TIDuFB8PPrtOAiTgfQIUce+PIXtAAiTgYwIUcR8PPrtOAiTgfQIUce+PIXtAAiTgYwIUcR8PPrtOAiTgfQIUce+PIXtAAiTgYwIUcR8PPrtOAiTgfQIUce+PIXtAAiTgYwJ82MfHg8+ukwAJdIdAsVjEG2+8gV/+8pdVBtjtnXL33XdjbGwM999/v6EMRdyAgyckQAIk0HkCQsAfeughvP/979caE5teiT+xwdXBAVAuH0gbYZVKJbz99tvY2dlFoXCNIq4R4wEJkAAJdImA2MVQFXAh3qXSAQ6EaB+U8atf3YYQ7tLBAUrvlPCvt/8VN2/ewt1Dx1B8s1hlMWfiVUh4gQRIgAQ6T0CdeR8cHED/evvtO3jnnXdQOijJIv6vt3FQOpCE3coqirgVFV4jARIgARcICCE/OBAvWcjFjPyd0juSiAshf+edkjQ7F/lU0TebxdUpZiI8JwESIAEPEfC4iKcxHwwiGJxHuinoAcwHDyGovJYLxsLpeTUtUFVvrTRjLTwjARIggc4T8LSIL0djQKqEZKQ5UMvRAJASPqYDlFJlJE5XwiAVlg8hBvlGQykFLC1X6q6VVsnFIxIgARJwj4ArIl5YjiIYjCIaFbNm8YpCnf2m53Uz6fS8nB4VyqnOspUy82ksS+UrZRcyJaxM28OS2w1i3jRNX8gcVMpNA3FdFam1MlIrStjRaWBirSLwtdJ0VfCQBEiABFwj4IqIhxYySMWzyE6k5KUzqQkkzsnKOr2im0lPr6BUSimiOo2VfBIRxJEqlZDMxbA2l0cpNYG1lMn/0QauwnIAWDTEitbVVsa49HWiu6Qd1krTMvGABEiABDpKwBURl3sQQfKsMm2enkE8l2+sY/EZyKXiWFwINVZGySW+PMR6S7vZunCPhNfKtulNNcbMJEACJNAFAi6KeBd6V6NJcYNSCHgpYzcLF4UD2ASULxFzZbXSzHl5TgIkQAKdIdAjIp5DXvGQiJuVqw711c4nvhxVbl5aCHhsDpotEDbNVUS+VppDJrMaEiABEmiKgCsiLsQ0tppFIiyWAoobljGsZhMIKnccFxYnkAjLNzDX5pKIS2nzmA8nkF2NISrdBV1FTLrhCWQTYelmpXyjM4hEdhWxRpcaFgJYywJYDWhLDIPBylLCUAxYCytLDMMBjMcqPGulVXLxiARIgATcIxDY2dmpTDUBnP/2i/hCYt49C9gSCZAACfiIwJ07d/DCCy/gM5/5jLLBlfxIvXhqUyx73tndxTt31Kc25c2vfv3rX2NoaBCvZjN4dPZRvPDdl/DFp56QqLkyE/fR+LCrJEACJOAqAYq4q7jZGAmQAAk4S4Ai7ixP1kYCJEACrhKgiLuKm42RAAmQgLMEKOLO8mRtJEACJOAqAYq4q7jZGAmQAAk4S8DjIq7fJKuyMVY9ROJxe3UbWvGuLD+vV4zpJEACJNBzBDwt4upWtFI8OrGp1mndvrF1UEeSyla0pQNkFupkZjIJkAAJ9CgBV0Tcla1oxaZaJsh2j92bsvGUBEiABDxLwBURd2Mr2sLyErDY+JQ6m6i4VMz7jXt2NGk4CZCA5wiIGAtHjhzBu999BO95z7txbHAQQ0PH8L733Y33v/99GBg4WrNPLgZKNm1FuyS2oq0R0UE1W9mKNg9lK1pTgAeRTcy4w2tzKGXUQvK7tBWtha6HFg5Q0q6LUG0BpEvlRqwxNsAzEiABEmiTwKFDh/Dwx/8AJ06cwL333qvV9qEPfQgPPPAAHpyY1K5ZHbgo4lbNt39NRAaK5ZIotezYLmM8Uone075FrIEESIAEmiPw4IMP4tSpU7j7fe/TCg4MDGBwcFA7tzvoERGXt6KdDgHyVrRJrNhZrLsudjFMiGhBGesZvTRDT2QRT+kDQ8gz7/H8AaQYE2JXQwCmSbyuFR6SAAmQQOcIiI2v/vfkMyiXD3BwUMavfvWvUjAbdUOsvb29mo27IuJCTMVWtFidR7g0g0tiK1qxG+x8GKWVaYitaIPhIBIAIskk4gmxTe0m4qurELvGRsfzmIPYinYcpUVlK1okkROJ2RiC2gbkIpTbSh23SBkreSAaPiS1J+gk8wc1ITGRBEiABDpFwBPuFLNvelqETNMTkWJr6q4sLMjpKyuVfAslqG7sUknJu6Be0VdWOTa3q6WEysiUDDvwakk8IAESIAG3CfSBO8VtZGyPBEiABHqDgCfcKb2BilaQAAmQQO8R8IQ7pfew0SISIAES6B0CU1NT+O3f/m0cGxrSjHrve9+Lu+66Szu3O3DlxqZd47xOAiRAAn4nINwpf/HUF3p7dYrfB4n9JwESIAE7AtLeT6US1CWFN2/dqoqxaVdWXHflsftaBjCNBEiABEigdQIuinjtbWPFk5diD4FgcB76J+vVTazktCCiy4UGe6u2Z6xPLSweFHKzPbv+CXtaTVP7Yvcus6vuf6327OqqZ2etckwjARLoHAHXRLzWtrHSw0BISU8plVLAkkmoI8m8nFYqISM9ZlkfiNpeMlKdV7S3NqfUmQJiph2wOtFezKZ/tfpeK626V+YraZxbm4O5/63W2Wo5s1U8JwEScJaAayK+kNE9+m7aNja1NoHUivLo/PQMJtZSbffS0J6ptmubwFwsJF+dXkEyd8kw+zdlb+i0Vnu1+tdqWj2j7HZ1rNVerTpbLVerTqaRAAm0T8A1Edebaicwcp5pjGPTIKrZRFhxfQRhmjTrq234+Pg4sJZS3DLpeSSy8t4tagVOt6fWK79X96+S3mpapQbpqLCM02tzUL8XTam601rt6bJVHbZarqoiXiABEmiTgOsiLn6Wi21j6wuM3DPp0flSSXGnSL4Pg8C30v/QwiIm1C+GWA4RnculE+21YmM7ZdLn1jB3ofaWBO3Uz7IkQAK9Q8BVERc31OR9v2sJTBqbGLfZxGoa4zrBbR3jNFa0L4YM5jCBsOJdMdbpVHv6Wmv1r9U0ff1APpdFIizfuE1kxcZhdmHrarVnrNN41mo5Yy08IwESaJ+AayIuVoNIN/cs9v2OzQF5ddFJIS8c1krPxAoTXQDkwjLWbAW+NRjil8Ha3FnlS6Mz7dn3D2g1rVZvhX9eXXuajMSR0jGv1Z6oU/AQq3bMbqt65WrZwzQSIIHOEXBHxIX4im1jV2Oab1u/lDAUG8eaMnMMhtcwrt50xDRW8nOGtEbdBOoSQmkmalq6qAqVECvxy6Cy4qUz7dn3D2g1rf5HQl5iaZ6J12qvVp2tlqtVJ9NIgATaJxDY2dkx7Ml6/tsv4guJ+fZrZg0kQAIkQAJVBO7cuYMXXngBn/nMZ1Aul1EqHUi/nNUnNnd2d6ue2Pz1r3+NoaFBvJrN4NHZR/HCd1/CF596QqrbnZl4VTd4gQRIgARIwAkCFHEnKLIOEiABEugSAYp4l8CzWRIgARJwggBF3AmKrIMESIAEukSAIt4l8GyWBEiABJwgQBF3giLrIAESIIEuEaCIdwk8myUBEiABJwhQxJ2gyDpIgARIoEsEKOJdAs9mSYAESMAJAhRxJyiyDhIgARJogYB4YlO8xNOa4lUuH+CgJB/L10o4ENfKB7a1M9q9LRomkAAJkEDnCKiP3L/zzjvKY/eymL/zzh2Ia++UStK72MxO5LX7o4jbkeF1EiABEugQgfe9733Y2dnB4OAgDh0SDpEyxFu5fAh33fVeaT+VMsooSzN0Wdz39/dx99DdVRb9/zGjqbrGXDtZAAAAAElFTkSuQmCC)
5、(1.写程序,注释一定要自己清楚,要多写注释。{[''' ''',""" """]docstring:多行注释;[#]单行注释}
2.(编码规范)缩进是4个空格而不是Tab补全,写出的程序在自己本地是可以正常运行,在其它人那边就不知道怎么去识别Tab补全的内容,所以在缩进的时候尽起量输入四个空格。
断行:子程序前的缩进
续行:使用\ 或 () 在内容比较多的时候来做续行
result = x * 5\
+ y
result = ( x * 5
+ y )
6、常用数据类型(数字,字符串,列表,元祖,字典,集合)
【数字类型:int.float.complex(整型,小数型,复数)
type(任何值)#查看数据类型】
Numpy-科学计算扩展工具
Matplotlib(matlab)-绘图库
【转译字符:\t(表示一个缩进)、\n(换行)、\、\\(一个反斜杠表示把后面的任何特殊字符转译为普通字符,两个就是要写一个反斜杠,单个反斜杠出现就是转译符)】
【原始字符串:r''、r"":在字符串前面加上r表示字符串内的转译字符都不起作用,将以普通字符表示,但是\反斜杠不能放在结尾处】
【字符串成员关系操作符:(in、not in)in:判断字符串的内容存不存在另一个大的字符串内,存在返回True,不存在返回False; not in:反向判断:存在返回False,不存在返回True】
【字符串切片:(: 、:: 要在中括号内执行[])】
【字符串站位,传值:(%s站str字符串类的位、%d站int整型类的位,%传值)
例子:
>>> s = 'sdasdasd %d fdsffsfs
%s'
>>> s % (12,'gg')
'sdasdasd 12 fdsffsfs gg'】
【字符串分割、拼接函数:(.split .join),没事多查字典,不用死记硬背】
例子:
![image.png](data:image/png;base64,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)
7、布尔值和分支结构:
【布尔值只包含两个值,真与假、空与非空
True:表示除0外任何非空的
False:表示0,空,None的结果】
if判断表达式:(if,elif,else)
逻辑运算符:
(and逻辑与,or逻辑或,not逻辑非:取反)
#使用isinstance() 函数来判断一个对象是否是一个已知的类型,类似 type()。
isinstance() 与 type() 区别:
type() 不会认为子类是一种父类类型,不考虑继承关系。
isinstance() 会认为子类是一种父类类型,考虑继承关系。
如果要判断两个类型是否相同推荐使用 isinstance()。
语法
以下是 isinstance() 方法的语法:
isinstance(object, classinfo)
参数
object -- 实例对象。
classinfo -- 可以是直接或间接类名、基本类型或者由它们组成的元组。
返回值
如果对象的类型与参数二的类型(classinfo)相同则返回 True,否则返回 False。。
实例
以下展示了使用 isinstance 函数的实例:
>>>a = 2
>>> isinstance (a,int)
True
>>> isinstance (a,str)
False
>>> isinstance (a,(str,int,list)) # 是元组中的一个返回 True
True
8、循环结构:【for循环、while循环】
for 迭代变量(随便起) in 序列(有数量的循环):
代码块
range():生成序列的函数
while循环(根据条件判断执行循环,不达到条件就是死循环):
![image.png](data:image/png;base64,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)
【嵌套、循环控制】
内置函数:
continue:跳过父程序下的子程序代码不再执行.(经常用)
break:结束循环下的所有代码。
pass:代码桩,在有未完成,思路还要继续加程序而暂时未加,拿pass来做个站位,而不做任何操作。
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