由于采用了函数模块式的结构,C语言易于实现结构化程序设计。使程序的层次结构清晰,便于程序的编写、阅读、调试。
main 函数是主函数,它可以调用其它函数,而不允许被其它函数调用。因此,C程序的执行总是从main函数开始,完成对其它函数的调用后再返回到main函数,最后由main函数结束整个程序。一个C源程序必须有,也只能有一个主函数main。
C 语言大致有下面这些种类的函数:
- 字符类型分类函数:用于对字符按ASCII码分类:字母,数字,控制字符,分隔符,大小写字母等。
- 转换函数:用于字符或字符串的转换;在字符量和各类数字量(整型,实型等)之间进行转换;在大、小写之间进行转换。
- 目录路径函数:用于文件目录和路径操作。
- 诊断函数:用于内部错误检测。
- 图形函数:用于屏幕管理和各种图形功能。
- 输入输出函数:用于完成输入输出功能。
- 接口函数:用于与DOS,BIOS和硬件的接口。
- 字符串函数:用于字符串操作和处理。
- 内存管理函数:用于内存管理。
- 数学函数:用于数学函数计算。
- 日期和时间函数:用于日期,时间转换操作。
- 进程控制函数:用于进程管理和控制。
- 其它函数:用于其它各种功能。
应该指出的是,在C语言中,所有的函数定义,包括主函数main在内,都是平行的。也就是说,在一个函数的函数体内,不能再定义另一个函数,即不能嵌套定义。但是函数之间允许相互调用,也允许嵌套调用。习惯上把调用者称为主调函数。函数还可以自己调用自己,称为递归调用。
形式参数和实际参数
实参出现在主调函数中,进入被调函数后,实参变量也不能使用。形参和实参的功能是作数据传送。发生函数调用时,主调函数把实参的值传送给被调函数的形参从而实现主调函数向被调函数的数据传送。
函数的形参和实参具有以下特点:
- 形参变量只有在被调用时才分配内存单元,在调用结束时,即刻释放所分配的内存单元。因此,形参只有在函数内部有效。函数调用结束返回主调函数后则不能再使用该形参变量。
- 实参可以是常量、变量、表达式、函数等,无论实参是何种类型的量,在进行函数调用时,它们都必须具有确定的值,以便把这些值传送给形参。因此应预先用赋值,输入等办法使实参获得确定值。
- 实参和形参在数量上,类型上,顺序上应严格一致,否则会发生类型不匹配”的错误。
函数调用中发生的数据传送是单向的。即只能把实参的值传送给形参,而不能把形参的值反向地传送给实参。 因此在函数调用过程中,形参的值发生改变,而实参中的值不会变化。
为了使程序有良好的可读性并减少出错, 凡不要求返回值的函数都应定义为空类型。
当被调函数的函数定义出现在主调函数之前时,在主调函数中也可以不对被调函数再作说明而直接调用,反之则会报错,
在主调函数中调用某函数之前应对该被调函数进行说明(声明),这与使用变量之前要先进行变量说明是一样的。在主调函数中对被调函数作说明的目的是使编译系统知道被调函数返回值的类型,以便在主调函数中按此种类型对返回值作相应的处理。
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xW1RtYlG06sls5n/fY6DWoUAMHz56wKA8JyongwCBdZnqfkGh5sMXe8CN2+5WxSJ2nIuPrUKupp82oTwIkQAIkQAIkQAJZhoBPQg7OnTuH6dOno127dqhTp04ajLaNa2HvsTMoWayAKjP60iE3RnDqQiTaqfrMItHX4lAgdz6b4RTMk9+i7KqKSe0z8TUbPSnwtwqBkDLzMAh5n6pCGcwlNiHeYb8x1+Lt9uOsUMZXKG+YMxXWkQAJkAAJkAAJkECWJuB1h1by0M6YMQPdunVD3bqWWQtqVSyB/YdP4ui+AyhWrChmL5+NqEuXcf5MJHKkJKKmqochJcNAvZGDNl9IblyOvYqi+QtajOdSzBWLawlH+On5D5ArOGeGxy0GJMbVUb9S56nky5UbF6OjUKJAEU+bUp8ESIAESIAESIAEsgQBr4Yc7Nq1S6/MSpiBtTMrNIKDAtCrc1PULF8SB3YfwJLf/sSBnQfVdQldLvWZRSTe9b+D22yGs2rfFouyRnfVwlq1actbIvGtsvnMWqSsRmnPNoSJDcm08Nfu9dbmeE0CJEACJEACJEACdwwBr3mQ//33H5YsWYKmTZuicWPLNFTmtIIDA3B35dL6lZnl8VY9MPTH8XoTVdPKtXVowH8HtqmNXgsshi3ptF758SPEJsSheZV6evOYrOJuPbYPi7etwuSn3vboNvu16IoRsyaqFd8QNKtsDNcQh/nHVQtV1gTjhjdrg5ISTMTeyrRkNpAsDEEBgWhXs4leAT518SzmbFiOtx98ztoUr0mABEiABEiABEggyxHwmkO7ePFiffPr1q3TL2t56623EBoaal2caa9LFyqG8Y8OxdR/5uKLpTN1HtryRUpihMpr+7ZKoWWSwnkL4LMBb2hH9xeVU/dS7BXtNNYtV02l8XrY4/uTzAejHh6k8sbOx8QlP+n2lYuXw7sqzVeN0nd5bK9Y/kL44okROg/ts1NHIUbFBpcpVByPtjRmmTA3OHr0aIwcOTKtyPra487ZgARIgARIgARIgARuAQG/hIQEy11JZp0GBwffgiFYdnH9+nXcjn5v+Y1mog5dOa6u6jPRrXAoJEACJEACJEAC2ZCAV2NosyE/3jIJkAAJkAAJkAAJkMBtJuC1kIPbfB/sPoMEZBWWQgIkQAIkQAIkQAJZkQBDDrLirHHMJEACJEACJEACJEACaQQYcsAPAwmQAAmQAAmQAAmQQJYmQIc2S08fB08CJEACJEACJEACJHBHOrSj/HpBXhQSIAESIAESIAESIIE7n4DXNoUNHz7cIa0cOXLg/fffd1jvTsXZ7ccxpd4bqPtEG3T/7n/4od27OLFyL145+w1yF83njgmf6Fg7zqMMs33aj6/s+2TQDozW8AP22kkW56jcgZkMFd/KvjI0UDYmARIgARIgARJwScBrDu24cePsdrZmzRqcOXPGbp0nheK8ipRvVxPJ15Nwet1BFKlZ+rY6s56M/07TpUN4p80o74cESIAESIAEsi4Brzm09hAY1HGx69evR9++fe1Ve1R23OTQtq2J8A2HkZyQhArta9m1cStXMU19Wa/U2h0YC50SsLdq67QBK0mABEiABEiABEhAEfCpQ7tv3z7kzZsXpUqVShfshCtx+CDsCYu2n5R4Nu16/WeLIS9HTqU9x9bkeP5v50dY+sJ0RGw+ipz5c6Fqj0bo8GE/BOXOmWY/4Wo81n64AAfmb0LU8QvwD8iB0k0ro8lLXVGpS12P7snUr/WY7JXvnrUWq96diyuqz6K1y6L7t/+z29e5nSfx97CZOPXfARhSUlH07rJoOaInqtzfwK6+qfB6ArDsV+DnL4FfNxlLkxLV+6+BJbOA08eA6CggrBBQvyXwyHNAozZGPVmZNYn5e3vO6KHdwMQ3ga2rAemzYnXgubdsh+bKjqnFppXAJHUy796txpKa6jaffxdo2MrWpjslB3cCk1X63W3/AbHRQLHSQFf13euZEUDQjUPyHmkE9H0e6KRCsoNvfjTcMU8dEiABEiABEiCBW0TAp5vC1q5di+bNm9+iW/Gsm5ldxuHEqn1Iir+OmDNR2Dx5OVa8rby8GxIXGY2pDYdjzbh5iNwfoVeEE2MTcPSvXZjZ1X54hWcjsK99ZPlO/N7vc1w8oPpUoRURm45gRqcxNspS/12Lt3Fk2Q49rqRriQjfeBizuo/HwYVbbPSlIOIE8OkbQFv1/WKU+l5QpuJNtWH9lSN7FBj7A/CX0tscA/ywCmja3uiUmjTFcTU5r6b39pzZY/uBZzsB7XooJ/kw8PdJoJfqc/gA26GZ27StNZbsWAe8+CDQ43E1vuPGVzc15hd6Ars2OmrlvPx/XYFm9wJztwHrlQP/qQp/3rjC6OSaWgqjkU+r+1DO7qfDjAydW2UtCZAACZAACZDArSbgM4f27NmziIqKQo0aNdJ9Tznzh+rV184Tjau0PX8YjLcTZyFnvlwoWLm4rjNf8bS+dtZxycaVMPT0VxgR+xPaje2jVQ/Mu7Fcqd7/O3I2Lh0+iwIVi6Lf4uEYFjUdI2J+RP8/30L5Num/J2djkrr1ny6ChGpIOMXQ8K/x8qmv9L1ai6zgiiPbdfJTelxvxs/AQ7Ne1Gqrx/yepq5M4b9lwKBuapVROWcrFgBPq/17K8KBj9RqrEn+/UPpqNXPcpWBnCHGFcqylYCHlDM3UzmTnsqXo4CBrwMPDAQKFAYKFjU6tP97x1NLRv1v1HcIGZ+2V8T4eugp44rvN2PTZ/OV8cbV56LKwZd7rqYW3Ud/Ayz95aY9YbQyAnhSfRFYMd/IcPD9wNrlUPOUvn7ZigRIgARIgARIwLsEfObQyups06ZN4e+f8S4OLdoKP38/9Zi/Hk6t2Q8JBXD1WN0Vpi6TBiJvqYIICg1Gkxe7aPWrpy+mNTOtcvb44XkdXiDOtYQjVOxwNwasUJ6Vj+TM5iPasjjxeUsWQL7SBdH5c+XFWcnxFXt0ydIh32FcvgEYG9ofc/tM1GXnd6nl0BvSRTmoQ9Qqae68wHdq9XHRAeDxV4zhBGlK6k1V5cy9qvz61UuM4Qbmdel5L+EBsjprLfc+ZF3i3vXO9fbttVMrtFKXHmnZ2bZVuSrAmZv4tIKEXjzxqpGdMAzNo0IdugPClkICJEACJEACJHD7CfgkhjYuLg779+9H167qmW4GxHqj1fjCT6ZZW/fxH5CXrJyKs+mp5CkeltYkMFewfm9IvbnkFnv+qi4rVqdcmt6teCOrriJhFdSS5g0pcFcxm67jL8XqslQVO2stEh5hLjnULEtMaGCQtebNa3nc/rmKb31L+c6XzgPFywClyqv41NbAgKFGh9hxa9uaq5eBQrbDRmHbxWbbxnZKYq44tndVhQukR/Le/AikNZfvX6m2SNPqAwONLIUphQRIgARIgARIIHMQ8Mk/yxs3bsTdd9+NkBD1HDeLSmiRvDq29vzOEyjdTC3buRBZQRaHOCUxGTmCbLGa6sXZDMipvCIlseeUl2YluYvlVyvFlxB17DwKVzduprt89Jy1GkLCQiFxvq9ETEGeEnY8sxstlhwyhhzMUhvA+rdQac+qqjAC9ahe4k9l5dEkRUsCY6Ybr67FAcfUSq7Eps5Rj+Bl09S3f9sMwWlBvoLARTXsEmUt1SLPOm3msDJPfsf28qo6X0qUWrhf+CPw27fAccWlpVrQnzAXaN7Rl73SNgmQAAmQAAmQgLsEMh4PYNVTSkoKxKFt1qyZu2NwqCcxsR0/HaDrH5gxRMfPymN/yT9ripdNz+qsww7NKirfV19fzX98st54JWEOsoFMNpLJxitryVVIPdNXsl/F4UoMrLVIeIPIpknLkBh3HdERl3WWBWspWrucLlr28g/aoRa9ZS99b62GcjfieP949pu0DWRXTkRi39wN+L6N2rp/Q/z8lAOmHq1PXqTCE1Q0Qyu1aD5F7TFroxzYVx6xMasLQtSCdw11+30GAVNVrOgOO4/0JeZUMhc4kibtjPG61vV/KkcwPVK7CfCPimG1ln/mAbWbWpd673qoym4grCROt/V9al7UxrnJKt64hdrwJmwpJEACJEACJEACt5+A7VJiBse0e/duFCtWDIULq51AXpATK42xouVV/lmJL5VH8vLeWqzDE6TevMw6XZZ1e+vrNu8+gmMqo4FsDJvR2fWuo7Itq2Lfbxsxt/cE/dL9m50aVq1nI2yYuAR/vvaTfonYW1lt9mo3SMzw0T934pOSz2o9iaO1ltajemlHW3Tl5Y5ICIFshJJUV7LxSdJ2meRh5cBKyqrGbY0bw+SResRx5dB+AHS0E/daRm0YWzRTZR1Q3zfsPX6XDVxPtjeGKrRSjqBBPcYXh/Qr1Xd65KlhgGzGkvjV1mqDm8jKhcree8DXKu7XnpjSgdnLwmBP315ZxAnjRrFOyvln2i57hFhGAiRAAiRAArefgNdXaNetW+e1VF0SH3py9X4UqlICEvOadrhCG1uH1tso5TjdZ7Z8gOav3a+zDAQEB+oNZOVaVUfv+a/ZdNdpwuN6w5gpHtdaoe37vdFwUEftxAaGBKFsy2o6e4K1iP0e3w/W2RUkdKFkw4ro84fy5qykcLWSeHrTONTq2wISpiA5cnMVyqPy6TbEY3+/ba1ucS2OWY/Hgdmbbxa/pZxbeZz+4gNAExXBIKm93lTJJSTX67vTbM299rEKQ/gQqKNic83zyJo0y6sojSlLVXotlXBBsiu0VWmvZk8BxqlH9+YibU0vKbe+NunWU+ESEuf7+3dABxXGIK/536uUYr+pMfhwhVby9HZXTjudWct54xUJkAAJkAAJZCYCfgkJCbbPx2+MMDhYeSu3WK5fv47b0e8tvk12RwIkQAIkQAIkQAIk4CUCXl+h9dK4aIYESIAESIAESIAESIAE3CJAh9YtTFQiARIgARIgARIgARLIrATo0GbWmeG4SIAESIAESIAESIAE3CIQ8MDXVscimTVb/OLtPQrpfIzD8F63bs5aqXbJHLpoZ0SKdRWvSYAESIAESIAESIAEsigBvUL7U39jhn3rn1n0njhsEiABEiABEiABEiCBbETAX5zY/j9d1E6t9c9sxIG3SgIkQAIkQAIkQAIkkEUJ+Fs7sebXntyTnI61adMmTJo0CaNHj9YveS9l9k7O8sS2te7BiMN45xfXhx24q2ey/8gnKvGqj8Rd26Jn/vLRcDKl2Usxl/HoxGfw1TJ1xqwH4i5bD0ymqbprOzvPmzVXd5lZt3Pn2l3bt2s+3B2f3Kt8zuXzfikmyp1bpw4JkAAJkIATAgH2VmZNTq2TdjZVixcvxunTp3HfffehePHiuv7cuXNYunQpIiMj0bWrOnPVS7Jg8xLc31Cd5+pC3NVzYeaWVv/6yvS0/jz5x/GWDtJHnc1eNw9F8xXGwHb9fdSD78xm53nzHdX0W84K8yGf8yPnjmGO+tw/13Fg+m+WLUmABEiABOC1FdotW7agT58+KFeunD4YQV5ly5ZF7969sXmz2ZFUGYQecfkMzl+5gPoV6zi15K6eUyOsvGUEoq/F4L/9GzCgTV8EBwbdsn7ZEQncLgLyOe/fujfW7F+PmGuxt2sY7JcESIAE7ggCXluhDQwMhJ+fOsfUSqRM6rwlCzcvxX0NOsFP/edMnOmduhiOX/77DfvDDyIpOQklC5bEg0262Zjbe3o/Zq+bj+PnT+i6CkXLo1fznqheSp3rekNkFdV8NcjciHXd5iPb8PuGP3Ba9R+QIxDVSlVGnxYPokxhdS5sOuTC1Uh9H7tO7kVCYgJKFyql7d1dzvOjgWWsTas00rY6122Pw2eP4ui543iy/WNopsrNZc+pfVi67W/N73pyIgrnLYimlRvhgab3IzBHgFb95q/vkZySjEGdnrJoK49ZA5TO0x3UebJmIs7sXcUr4O6yNSzKzS84b/bRuDMf9ltmrJTzYZ+fJ7/ndcrVUn9XymHdwY3oWKedfYMsJQESIAEScEkgwFkM7eIXC7g0YFJo0aIFfv31V3Tq1AnFihXTxaaQA6nzhkTFXsHeUwfwdHvjV5cjAAAgAElEQVRLZ8jatjO9kgVKYOxvn+CR5g/ox3wS3yv/AH25dKqFmUNnjuCThV+if6tHMLTbYF239egOfLzgC4x4YKh2vjwV6aN/q95ocFdd7fxvObIdY9RY3un1OmRcnsjF6Et4Z9ZYdKjTBv3u6YVcwSHYc2o/Ji//FsPV+Mqmw0luUbUJWtVojg9+/wyv3P88utbviJmrZ9s4tLPW/IZO9drjqQ6PIW9IHhUDeFk9Nl2A7/75Cc/ea4xDHtj2UYye/SH+3fsfWtcwzr+sRJ2JOoeRvd6wuVX58tC8SmObclOBrLhz3uzjcWc+7LdMfynnwzE7T3/P5Quj/O66cmhNIUiOvkA7HhFrSIAESODOJ+C1FdpWrVrhwoUL+Oqrryyo1atXD1LnDVmy7U/cqxw4WeFzJs70Hm7WHUUbdkGbmi3TTLS/uzXir1/TzptJ5m1chIeadrfQa1vrHsQnXoPUvdbjBWdDsFv3ULMeaHf3TRYme3OVM/jiff+z28ZR4Ry1ciz38GCT+9NUGt5VD9eTEjF3/QLtkHoqNctWT1v3llVeWQOXVWBrGdPvbYuiIiru9fE2ffD8tNfSHFqZo6H3D8aoX8bhrmIV4O/nj9/UuEY+Mszu/J24cAp9Wz5k3VXatTjM93Pe7PJxZz7sNsxAIefDMTxPf89rqd+7xVv/dGyQNSRAAiRAAi4JeG2Fdu3atTh+/DgGDBig42hl5fPEiRNYuHAhpK558+YuB+NMQRzOtQc24pPH33emph1TZ3o1ylRDeeX4WUuTyg0sHFp55G5vc1Ij1XbBxsXWzd26blypvo2e2Fu4aYlNuauCHSd2470+b9qo3V2uhgpDmGtT7k5BzsBgGNR/Iqb3CUnXLZpK/Z87VmD13nUIvxQB83rrMJCw0PwY3PlpfLHkG+Tw99fhB1JmT6LjY1Agt+MnAnvVCpasRFtLdp83T+bDml1Grjkfjul5+nteME8BRF+LdmzwRg1XZl0iogIJkEA2JuC1Fdr169ejV69e2pk1SbVq1ZAzZ0789ttvGXZo/9q5Es3VI/GQoBCn0+VKL3fOUOQPzWdjw9rRikuId6gXdz3epr07Bflz2e83NiHOneYWOrKJZMi01+22sxfLbFfRTqG5UyrvrVOu/bx6LsSZlljdisXK65AD6U9ikSUFkbVULnGXmrOculjep1eEEefNlp6n82FrIX0lnA/H3Lz5e+64F9aQAAmQAAmYE/DaCu2VK1dQooRtHGjJkiUhdRkR2Vwkjup7fW1XJM3tuqMnjuCVuKt6I5O5RMVZjjE0Zy6HehKvahJx5sTps3Yi4+w4qVfipV/jqWym9tJvnpDcHuMRR/KzgePSnEWPDaSzwYrdq/B+37dRPKyohYWzKjbWnizb/g9KFCimGS3f8Y/DOMG8ufLgcuxlh7HEwojzZkvY0/mwtZC+Es6HY26e/p5LDHrekLyODbKGBEiABEjAJQGvnRSWJ08enDlzxqZDKcubN2N/rFfvW4eaKlTAehXVujN39GTzxRa1CcxaNhzaYlFUqXhFvVnMWjapMvOVxkJ5CuqNTtay/fhu6yJsPLzVpkw2hsm92RNZ2bR+5G/Sq12+ptqktt1eM5+WieNu7tCbOluy7S+bfiUu9k/lxD7Wuo9+Ldv+N05GnrbRk4JyRcrojTGORBhx3mzpeDIftq3TX8L5cMzO09/zXSf3oXzRso4NsoYESIAESMAlAa/loZVMBrNnz8aBAweQkJCgXwcPHsTcuXORkSwHEiO4eOtydHNxkIK7enPXz8cfW5bq3feyWns1Php/7/pXb1gyl+6NuurNVSv3rFHxbTH6tWL3avy+fiF6qDqTNK3SEN/8OR0nLpzUj90lw4Lo/bxmjg182fwlddKn9P3vnv/UWJapjV3dbXSlQNKEydhSDak29b2aPaBTgMkKqKzwyOp0ZPRFbf+tn53HGdsY86CgmcpEMEXdr6zIyv2GXzqDqX/9gC1WzrU44p8v/lplQhig43HFOZfsFBMXfa02rlnG5Ur3NUpXU6mLNjkcyUNNe3De7NBxdz7Mm5pO0bJjzu0izodjVJ7+nq89sMHhl1pvz5vjUbOGBEiABLI2Ab9Lly4ZHKXuKlDA8SYde7e9a9cuvQFMsh2IFClSBC1btkTNmu7nRb1+/bo+lEHkfIxBp7YSp9JVVgF39GqXzKHtLtp5CrPUxql9p1Ue2pQklb+1JB5o3E2l6ZpkkVN2t1o5maMc4OPnT+p2FdQqysPNelr845Oo8rCKY7lObVi7FBulHbdqKk/twypDwms/vpNmT5wIyTzwm9KVzVSBKg9t9dJVVCzqQ7p/eyKrmV8smYLwi2f0Zi3rTSESrvCbcrC3H9+lHenQ4FyQTW/31mlrkSvXnm3rMvOcuY7eS5sk5TjPV1keJAWXONJyv9VLVUVvFVP78vThaWOU1EW5VZjAALUyay4//DsLsdfi1GYxy/y08oXhf1OG4o0eLzrMo3v6YgTnzWri3J0PUzMJ/ej96UC1SS8Hfn55mvXHwKNrzoctLk9/z7cd26n/7nz97GdOQ4+8OW+2o2YJCZAACWR9An5dJhw0ODr+dvGLlW/5HVo7tG/PGoNH1e72KiUrOR2LO3omh3ZnRIpTW6y8PQS+Ujl0j5w9hrH9RvK0MB9NwcGIw3jnl7E6BVq/ex72US806w4BeVIxfMZoHcLk6uhbzps7RKlDAiSQnQl4LYbWVxAlNZUrZ1b6dlfPV+Ok3YwT6KVWv8+rvLdyQAPFNwQkNKSQ2hD5kDrVjXJ7CXyrPucXVJjQwyo/tSvhvLkixHoSIIHsTiDTr9B6c4K4QutNmrSVFQm89N1wPNqqFxpUrJsVh59tx8x5y7ZTzxsnARJwk4B2aB3pZoaQA0djS085Hdr0UGMbEiABEiABEiABEsjcBPxUNgKHDq1pc9atvAXzGNpb2S/7IgESIAESIAESIAESyJoE/LPmsDlqEiABEiABEiABEiABEjASyFIO7Si/XpBXdhFJmm99All2uXfeJwmQAAmQAAmQAAm4SyDAXUV39Hbv3o1///1X56ENCAhAhQoV0LlzZxQqZHncqzu2qON9AqdPn0blypXRu3dvTJ8+3aaDJ554Ar/88gsOHz6MUqVK2dSzgARIgARIgARIgAQyIwGvxdCKEzRnzhzcf//9qFixIlJSUvRJYatWrcKzzz6L0NBQff/XE5MQHXMNh05E4Gp0HPLlDUXlciWRN08IgoMC4SyG1rQ6O8owO8MsvWkrw4NxYMC0OitJ1b0hAwcOxMaNG7F582bkypXLxmR8fDwaNmyIJk2a4Ntvv7WpZwEJkAAJkAAJkAAJZEYCXnNop0yZgubNm9ucCrZ161ZcuXIF7dq1Q4JyZvcdiUBAYIBatc2HPLlDERMbh4sXryA5KQXV7yoJP3XM663YjJYVHFpvfmAiIyP1quuiRYvQoUMHh6aXLVuG7t2748yZMyhYsKBDPVaQAAmQAAmQAAmQQGYh4LUYWgkzkBADa6latap+hC1y6WocUv39UaJ0cQSF5MJ1dWBXoPpZonQJXR4ZFWPdXF+bYmedxdCa6s7vOonvW4/CmND++KTks1g8+Fskxiak2bW2YW7bbucuCk1xrkOHDoUcFSyP7OvUqYOiRYtq59Fc5Lpt27bInTu3dtorVaqEt956C4mJiRZ6JpvOYmhNdXLccOvWrfUKeMmSJTF48GDExsbajPrnn39G48aNnTqz0qhTp06oX7++vg8KCZAACZAACZAACWQFAl6LoU1KSnJ4vxcvXtR1uw+Fo0z5UohLMsAPBvXfTQnJmw97j5xGkQbOj7h12MmNipldxiE64rK+Soq/js2TlyNHUAA6fTbAVdMM1U+cOBGpqal49NFHdbiFyHvvvYf77rsvzW63bt0s+jhy5AjGjBmj240dOzZd/Xfp0gURERG6rYQMTJ48GUFBQfjss88s7K1cuVLHzrojordixQrtHFNIgARIgARIgARIILMT8NoKbYkSJXD8+HGb+z1w4ABUrltdfvFKLGIRhDkz5mP2jAXq581XHAJ1vT2RmFl342ZLNq6Eoae/wojYn9BubB9t7sC8TWlmrW2Zrt21b298UrZmzRpdJc7s2rVr9XvTyrS+UCKrn8uXL0dMTIx2Pn/99VddPnu2ZUywxMy6Gzcrq66y2UtWZU1O8bx58270ePPH9u3b0aZNG5tyewUSHrJt2zZ7VSwjARIgARIgARIggUxHwGsrtOIsiSMlj8Il9EAcO3Fm//nnn7Sbzpc3F3IkxqPbw13TVmeVunLegDgVSyv1GZUukwYiT/EwbabJi13wz4hZuHrauEKcUdvO2otjaRLTe3FczUVCDmbOnKnDDmRjlknEIU2vTJo0CcWLF9fNX3zxRYwYMUI7uNZiiqG1Lrd3Xbp0aZ2pgkICJEACJEACJEACWYGA1xzaKlWq4IEHHoA82jbFX5YpUwYPPfRQ2kpkrbtKITzyCgrkk4wHxqAD5c9qiYyOgdRnVEzOrNgJzBWszRlSvZMlwNnYcuTIkVZtep+cnJxWdvToUfTo0QN79uyxMWMdQ2uj4KTA5MyKiilzgYQwUEiABEiABEiABEgguxDwmkMrwCTHqbzMRcIQJBxBpFD+UEScv4RzEWcRlj8fQlWqrrjYeFxRm8H8U5N1/Z0qPXv21M7skCFD9EucfVnBLVy48C25ZeknPDwc1apVc9mfrPAWKVLEpR4VSIAESIAESIAESCAzEPBaDK2jm9mwYQNq166tq3OHBKNOlbIoXTgM4afOYMvG3Qg/eVZd59flUn+rJDAkSHcVsfnoLeny3Llzup97770XZcuW1Ru5nnnmmVvSt3RSt25dvdHLHfn7779Rr149d1SpQwIkQAIkQAIkQAK3nYBXV2h/+ukn7bDJyWDR0dFYvXq13vxkcmjlbkOVIymvUkWNca6uCJjyxZrrmZeldzNX0dplEb7hMKY2Gp5mOr22XN2D1Eu4wdSpU2Ge6cDeCWr2jro1L3N3s5j1mCTGWTahuZO5YNasWejfv7+1CV6TAAmQAAmQAAmQQKYk4NUVWlkFlE1PI0eOxLRp03RM52OPPaY3imU26fLFQJRsdBcCggNvydA+/fRTvPTSS5ANVzlz5kSLFi3w119/3ZK+pZO+ffvqU8L+/PNPp30uXrwYkhHB3RRfTo2xkgRIgARIgARIgARuAQGvnRTmrbE6O/rWW31kVzuujr6Ni4tDgwYN0KxZMx59m10/JLxvEiABEiABEsiCBOjQZsFJS++QZbOXbNqT1dfp06fbmHn88cd1WMKhQ4f0SjKFBEiABEiABEiABLICATq0WWGWOEYSIAESIAESIAESIAGHBLwaQ+uwF1aQAAmQAAmQAAmQAAmQgI8I0KH1EViaJQESIAESIAESIAESuDUE6NDeGs7shQRIgARIgARIgARIwEcE6ND6CCzNkgAJkAAJkAAJkAAJ3BoCbh2sIKdabdq0CTt27EBiYiLGjRtnd3SXL1/GokWLcOzYMV1fsWJF3HfffQgLc+8QBbtGzQp/+eUXvP766/qUrZSUFFfqrCcBEiABEiABEiABEsgGBNxaoZ09ezby5MmDQYMGOUSSkJCgT8KSY12HDRuGN954Q6d+kjLJLesNGTFiBOSAAm/Z88aYaIMESIAESIAESIAESOD2EnBrhfbll192OUo5hUpWZFu1apWm27p1a1y4cEGv7rZs2dKlDVcKp06d0kfHBgS4NWxX5lhPAiRAAiRAAiRAAiRwBxBwa4XWnfs8ePAg5Ohba5GyAwcOWBen61rCDIKDg9PVlo1IgARIgARIgARIgATuTAJec2gjIyNRtGhRG0rFixfXq7QUEiABEiABEiABEiABEvAFAa85tNeuXUOuXLn0GL/++mtMmTJFvw8JCYHUZVSio6ORM2fOjJphexIgARIgARIgARIggTuMgNccWnMuqampMBgMXkMlmRWmTZuGmjVres0mDZEACZAACZAACZAACdwZBLy2u0pWYuPj45E7d26LbAiyOit1GRGJm/Xz88PChQszYoZtSYAESIAESIAESIAE7kACXluhLVy4MM6fP2+D6OzZsyhSpIhNuScFkqbr888/x3vvvedJM+qSAAmQAAmQAAmQAAlkAwJec2irVKmC7du32yCTsqpVq9qUe1IQFBSEJ554Art37/akGXVJgARIgARIgARIgASyAQGvObSNGzfG0aNHsXr1asghC/L6999/ceLECTRq1CjDKENDQ72yuSzDA6EBEiABEiABEiABEiCBTEXATzmeDndvmed8HT58uM3ArY/AvXTpEhYvXqwdW4l5Tc/RtxJe4CjXrNj05mYzmxtiAQmQAAmQAAmQAAmQQJYj4LZDe6vuzJlDKyeExcXFOXR4b9UY2Q8JkAAJkAAJkAAJkEDmIeC1kINbcUtlypTBkiVLICeGUUiABEiABEiABEiABEhACGQph1ayHLzwwgsIDAzk7JEACZAACZAACZAACZCAJpClQg44ZyRAAiRAAiRAAiRAAiRgTSBLrdBaD57XJEACJEACJEACJEACJECHlp8BEiABEiABEiABEiCBLE2ADm0mnr6nq42GvCgkQAIkQAIkQAIkQAKOCfjv7XU/dj/QCXv7PYjLSxbY1YyIiMC8efMwcuRI2MtHa2rkrp7dTliYKQjsX38MI++bjOdqvaedaWcO9enTpxESEqJPcXMkNfxu1pi/l9KIE8ATbYGGeYCnOgDnTjuyYlm+egnQsQJQU30ds7Zp0nTWr3u9ZD0tZ/Px33//4bHHHoNkCpE8z2XLlsWDDz6IrVu3Wtzoli1bMHjwYNx1111ar3Tp0rjvvvvw119/Wei5a8+80dWrV1G8eHGdozojIu3tvaxtyuEu8jfLdC81atTA/PnzLdTs2TGVyQmF5iKfc/m8h4eHW3eVLj2nRlhJAiRAAiTgEQH/kPwFkLtwCQTlCED4F5/hQP8HkXLtmoWR2bNnI0+ePBg0aJBT4+7qOTXCSp8QcOWcmjr9ZcwynDkaiZTkVJfjEGehQoUK+PLLL13q2lN4ayDQ/F5g1VmgSTvgnaftadmWjXsRGDkF2JUM7HV4LIhtuzu9xNl8tGzZEmvWrNEO3qlTp7B37148//zz+svIggU3v8g+99xzkGOsxfG7cuUK9u/fr7/EvvPOO5gwYUIaQnftmTMfPXo0unTp4pVpkANWrF/mhqWue/fuuHjxIv7880/ExMRg1qxZ+O677yz6t7Zhuv7444/x8MMPW+jK51w+78LQmbir58wG60iABEiABDwkcOajDw0nX3/FcOqtEYaEUycNR94eZtjSubVBThCzJ8OGDbNXbFPmrp51Q0f9Wuvx2jMCT1UdZZCXK3m25rta70pkjFPVCxcuGNQKlkE5C071qovbcUPM30tR/VCDIT7WWBmnumuYx6mptMpaOQyG1FTnus76dd4ya9a6mo8nn3zScO3aNZub27Fjh6Fq1ao25dYFx48fNxQpUiSt2FN7Bw8eNOTLl8+gVjflK4i1eY+u3Wn/888/G3r37u2RXZOyynNtKFeunGHTpk027ZcuXao/98pRtqkzL3BXz6kRVpIACZAACbhNIKBg30dx/qsvUeTJp+CnVmkDZWEuKQUnx72HyqPe99A9zn7qpkfy78x7Dj+N/AOnD5xDgeL50G1QKzS5/24LICbd0YsGYe74v3B460kkxCVqnan7b676WD/mN68zGTTpjJz/HGaNWYoTu88gV96cqNOuKh56tT2Ccxkfl1rbMr921uerLT9JG7u9/pXDgMaNG6NDBxUrkE6p2QD49WvgkeeAnyepEIKGNw0lqIcEpw4Dlc0QmocRSLiBSTLDKq08pu7Vq5d+NC+5kjds2IDNmzdj8uTJeOSRRywI/fPPP/j888+xevVqxMfH68f/0vbtt99OOwXvmWeeQWJiIr7//nuLtrKiKo/Cp0xRS9Rm4mo+pk2bZqFvupDH8a4eoYtuamoq5BQ/k3hq7+WXX9ZPeEqWLGl3HN4uFB6vv/56uszKinWJEiXQsKHZB/KGpU6dOqF+/fr45ZdfdGiGI3FXz1F7lpMACZAACXhGwD9I/eEuNngIAsIKIPK7qcqZTUKechUQs361Z5ayufYX//sZx3dFIDkxBRdOXsZ3w+bhyNZTdql8+sSP2L36cJoza1fJzcKJz87Eoc0nkZiQhCsXYvDvrM2YP3Glm63Tr7Zy5UqoFTCXBsydTWvH83319PffP4CWRYG1fwJynRAP/PAp0KcxsGeLpXlpb7Jhem9t09TCWb8uB51Ohb59+2LGjBmQR+vPPvssxKkaN26cjbURI0box9n79u1DbGwsli9fDol/NXeQJk2ahEOHDlk4tGJbrXTiiy++sLHp7nxYNxTnrXPnztbFadeXL1/GsmXL8MADD2DgQBUj4kLs2ZP2GzduxBtvvOGitfvV4nDKAStFixbVXxiEpbls375dX3bs2BG5c+fWr3vuuUezdiUTJ07ESy+95FBNPvcrVqxwWG+qcFfPFLPr0iAVSIAESIAEHBNITUw0pMTHG06/967h2POD9evIs08bNrduYneZ191QAnf1rDvJaiEHpkf5nzzxo+Hy2auGqHPRBnkv5V8MmmVxe2m6j/9gOLYz3JAQn2h9+3b17SmZbE0e8qvuV2wtnrJG9/tG289smrgbcuCuntpcZFBOhE0/6S2Q0IPvPjIYetY2GKZ/bDBci3NsyTp0wbHmratRv2EGFadpUA6qfqRueq9iz90ahHIc9SN5czlz5oxBraAaVLyr4cCBA4ZKlSoZpMyepGc+jh07ZlCrwwblONuYlHswf3Xt2tWQnJxso2deYM9eUlKSoVq1aobPPrv5mRS7GRHlXBvWr1+vw6LUFwGDcvANyrE1bNu2Lc2shAWoeFeDipk1nD9/3iB8586da1Cb0gzq+GyH3UsIhrCUcTuSPXv26JAEV+KunomzK3usJwESIAEScEwgwE+tckT99Q8ur1yX5vXKv2SpqSlp13zjmkDvNzshrFherdh7RCeM7DYZp/efs9tw4Ac9kb+o2trvBen7dhfkK5xbW2r/WGPM+0zN5bloL1h2biIyMhKlSpVyruRGbXwsMEvtKVvyC9BTJUuYtQEIzulGw0yoIquA6ldNj8z0Pi4uzmKkUi9hCD/++GPaCq1JwXr3v2QE+OGHH/Doo48iICBAv5cye+LpfKiYWB0uMmbMGChH2cakjFNe586d06ua8vheNjtJOIU9cWRP2ki2AVcbSu3ZdFT222+/pVXJZ1A2t0lGBvUlOm0FVsYuIRyPP/54mq5kdZDy999/3+GqtKzOykq58HYkkvlBxSw7qk4rd1fP9JlxaZAKJEACJEACDgn4X1OPNcM6tEO+BrWQu3JZ/cpZuhD8/cyCFB02Z4WJQOFSYWkwCpc2vo++pLw1O5KviHecWTFtcmblfVDOQN2bIdXoVNnpOlMV/T0PGNAKCFXfA37ZCLS5H3hObYKXNF5PdwTOO8+OlKnuxTQYc6dU3kvsqbmI0/XNN9/orAFHjx6F2oCknSy1YSvNGTbXb9asmc4wIumimjZt6pV73rVrFyRLgTip/fr1c2hTxi8OtDiFEu5gL9RBGjuzJ+EX4jRbp8By2Gk6KySjwdq1a9Naq9VunW7MWtq2bQtTOIJ1nXwpWLhwIZ5+2s10G9YGeE0CJEACJHDbCPhf+vknpMTGoPiLLyFn+XIIyJsb12MuI6DgTQftto0uC3UcGR6VNlrT+3yFjCun1reRwTSc1uZuy3XhwoXd2kzkbHB1lH8mK7K9/wcEqj1sksarRSdjGq8G96jUXM84a50162QzlXr0DfUIHyprAPz9jV8cJV7WnkgsraTRqly5stP0aO7Ox7///ovWrVvr2F7ZeOauiDMt6b6sxZW9qKgoSGyxeb5XseHruFHh5anIRjvZnBcW5vxvn8Q7y9y5Enf1XNlhPQmQAAmQgGsC/qlqZejcFxORGhON4kNfRQ612eJ61GVU/HK669bUSCMwe9xyXDkfozdmyXuRUlXUbqdMIoE5jY9QJRuCN6Ru3bpubYxx1lehYkCAcVFZq+3eBPRVG8dzqe8B/VWu2W3/OWudNevEgc2b1xiaYn4H8qjbWlQ8p3ZiP/30U/2SFdKdO3daq+lrd+ZD8kTL7ntxZvv372/XjqNClcIKKm7Uotode6bQBfOfYsR07ag/T8tlM1rz5s3Tmkk4xaJFi2zMyOa52rVr25SrmFl8/fXXDkMqzBv8/fffqFevno0N6wJ39azb8ZoESIAESMBzAgGGlGS1QhuLM5MmIDUkGFe2b0WxJ55GkItVCs+7urNbRBy5gNdaq+35ZtLxyZv/wLp799ZptqSdo1Rb7toUvdJVikFtRMOYXiqTxQ2xl47LXZtt2rTBr7/+6jR1kbu2THo16jtO4+WpLU/0TWECtyKWUXbkyyNtSdwvp3apjVQQZ9b8cAMZu2Q/6NOnj3ayJB5XRN5LmaQDCw0NtbhFV/OhNmXhlVdewZAhQ3QGBkciTuFTTz0FsScptmSFVZzAV199FR999FFaM3ftOerHWbmz+WjVqpUev/yUVdKzZ8/qUww/+OADqM1eaWYlDrZFixbacZbQA8mIIKvJEgNs7yCQOXPmoFatWlA5eZ0NTdfJAQ3ufCFwV8/Z/bocDBVIgARIgAQ0Af/zm9fhwqb/cGnfbsQcOYxKU39AkV62cXVyWpDp2Fvz99Yc3dWzbpfVr1+c0g/lapZQK445UKx8QTw1/gFUql8m09xWn7c6o/zdJREQlMMrY5LHyJKKSU5h8pZI2q6VCy3TeHnLtiM7phhXZ5uAHLVNT/knn3yiV1PlxCyJ8xTH7NKlSxbxn2JXNlHJaqrUm0RCBSQNlb0NVq7mY+jQodq5k/y35o//Te/lRC0RcVRXrVqlnUFxmiXn6mz8Rt8AACAASURBVMyZM/WXF/M0be7a85SRq/l47bXX9OY4cT5z5cqFJk2aaAdfnFXhahIJwZAvCXLimWx6k/Re7777rr7/Hj162AzLVaouU4PFixfrGFxXKevc1XN1vzYDZQEJkAAJkIBdAn6S+iZRrcLYW5GVncO3WiR5++3oN733aVo9zchqZ3r7vt3tJC+pOLXiUIhzkRVFNhKJ8yYbpD788MOseAtpY+Z8+Hb6JGNFgwYNIBv1vv32W4eduasnBu6kz59DIKwgARIggVtAQO9IsefM3oK+s3YXPX8FdhjTcjW7qm7liQU370fef7/DeC06bX4AriQYr6XcpCtlUnfDjm6Thex8daAxLh2NMIYdZNH7klW8OaH98G7FB7P8fH1c81EMO1jtZhhIFvwcynzULHUXxq6vkul+Lz7s8zJOnDiBj2qoJ1hOfk9P3/U+oo6fxahRo4x/B5z8vgc/t0yHnkjWC23T/O+G/I2hkAAJkAAJuEVAr9A60rwdK6VZZoVWnFD1D84fsVdQJ0bFqH6g8kztPH8TpdT3UP8of6828TyuNqHMP6hyVKmf1DEyyiR85v3+u151K31ZpVngfN32z6rMR9uCNZBvQKNs8bszNmIx+tfqgNLKqdVi/nsxTx2ZXEftnKSQAAmQAAm4JiAOraOXirm75ZKlTgrbftZgaP29wRB1zchp+naD4fH5xvdSJnWiI2JeJ9eiJ2UitEM+1p8Rfn74e2H868D/kwAJkAAJuEGAK7SufX5qkAAJkAAJkAAJkAAJZGICPA4sE08Oh0YCJEACJEACJEACJOCaAB1a14yoQQIkQAIkQAIkQAIkkIkJGI+PcjHAiIgIyElBcnJRYmKiPmnIWmT3r+hIonhJCi/nz0tidlOCdmt9Xt/5BOSz8PLLL+vE/CJt27bFhAkTbE6cuvNJ8A5JgARIgARIgAR8ScCtFVo54lIcVHsJ3U2Dk3PQxalt3749hg0bph0Zydco59bv27fPl/dwR9oe5dcL8sqqcvXqVf1lRj4Dp06dwsmTJ3USfCmLiVFpISgkQAIkQAIkQAIk4CUCbq3QinPqSiT1Uffu3WF+4lKFChXQq1cvfVRk9erVXZlg/R1EQI5pbdeuHd544420u5IvOvLl5ptvvtHHsFJIgARIgARIgARIwBsE3HJo3enowQdvJKa3Ui5YsCBkte5OFtNK6uC9n+LP137CqTUHcD3mmr7lUYbZabd+budJ/D1sJk79dwCGlFQUvbssWo7oiSr3N0jTsV6VNb82t2UqNy/T/d1Y1bWn62x8pnb/2/kRlr4wHRGbjyJn/lyo2qMROnzYD0G5c3o0hUuWLDEmi7dq1b9/f4wdO5YOrUc0qUwCJEACJEACJOCMgNccWkedyIpclSrqgIFsID+2fw8xZ6Ps3unFAxH4rsXbSIy9cWKY0grfeBizuo9HnwWvWzi1dg14odDZ+EzmZ3YZh+iIy/oyKf46Nk9ejhxBAej02QCPRnDgwAHUqlXLps3dd9+N/fv325RLgZ+fny5X6ebs1rOQBEiABEiABEiABOwR8KlDGxUVheXLl+PJJ5+01/cdV1a4ein0nv8aCtcojaDQYIv7W/XuXO3Mdp38FGr3vwd+OfxxcMFmzO0zEavH/J7m0JpWVu2ttGYUmLPxmWyXbFwJT018HDnDcmPj50vwz4hZODBvk8cOrcx9gQIFtNnmzZvD398fa9as0WVSRyEBEiABEiABEiABbxHwmUMrTsu3336Ljh07olChQt4ab6a20+OHwchb0ujEWQ/0+Io9umjpkO+w5Plv1TLkzZXI87tOWqv75NrZ+Ewddpk0EHmKh+nLJi920Q7t1dMXMzSelJQUt9pzZdYtTFQiARIgARIgARKwIuATh/bcuXOYPn263hRUp06dbAM9TwmjI2jvhuMvxeriVBU7ay3JCUnWRT65djY+U4cmZ1auA3MZV5kNqZ6HAISFheHy5csoUqQINmzYkHY/UiZ1FBIgARIgARIgARLwFgGvO7SSe3TGjBno1q0b6tat661xZgk7phhQe4MNCQtFXGQ0XomYAnccS3s2zMv8/P0gjqY4wwE5A3VV7LkrTps5G5/ThumorFq1Knbv3q2/1JjLrl27UK1atXRYZBMSIAESIAESIAESsE/ArTy09pvaloqzIiuzEmaQ3ZxZWxqWJeXa1NAFfzz7DWSDWPL1JFw5EYl9czfg+zajbZoHhgTpMsk2YE/yliqoizdNWobEuOt6I5dkJ8gs0qVLF8ycOdNmOD/99BO6du1qU84CEiABEiABEiABEkgvAa+t0P7333+QVE1NmzZF48aN0zueO7Zd61G9cGTZDhxatFW/XEnR2mURvuEwpjYanqZqnoqrWs9G2DBxiU4TJi8Rb6z8uhqXu/XPPfccJKPB+PHj8cwzz+hmkptWNoZ9+eWXds0wy4FdLCwkARIgARIgARJwQcBth3b48JuOlem9+RG4ixcv1l2tW7dOv6zlrbfeQmhoqHVxtrkuXK0knt40DpLtQDaIxV+M0Xley7SoikbPd7Lh0OWLgVg8+FucV7lrZTXXWtq+3xspSSk4MH8TEqLiUKJBRXT+/Al8Xfd1a9Xbcp0vXz6sWLFCnxj33nvv6ZRccvStlMmpc9aSmmqMLTY/mMNah9ckQAIkQAIkQAIkYI+AX0JCgsMdP8HBlqmn7Bnwdtn169dxO/r19n3QnmcE1q5dixYtWuD111/Hhx9+6FljapMACZAACZAACWRrAl6Noc3WJHnzGSKwYMEClClTxu7pYhkyzMYkQAIkQAIkQAJ3PAE6tHf8FGeNGxSH9osvvsjWYSlZY6Y4ShIgARIgARLIfAQYcpD55oQjIgESIAESIAESIAES8IAAV2g9gEVVEiABEiABEiABEiCBzEeADm3mmxOOiARIgARIgARIgARIwAMCdGg9gEVVEiABEiABEiABEiCBzEfArTy0ERER2LRpE3bs2IHExESY55813VJ4eDi2bt2Kw4cP48qVK8idOzeKFy+OZs2aoVKlShm68xw5cqBUqVI6nVPv3r0zZIuNSYAESIAESIAESIAE7iwCbjm0s2fPRq1atTBo0CBMmDDBLoH58+ejXr16aNKkCQoUKACDwYCzZ8/q08MuXLiA5s2b223nTqHkpv39998hBzrQoXWHGHVIgARIgARIgARIIPsQ8DjLgTiV9lZoHSGLiorC5MmT8eabbzpSsSh3dLCCOgBCnzCVlGR7apZbhqlEAiRAAiRAAiRAAiRwRxLweQytrNQmJydnGF7OnDm9YifDA6EBEiABEiABEiABEiCBTEXArZCD9Iw4Pj4eEle7bNkyNGjQID0m2IYESIAESIAESIAESIAEXBLwukMrIQnmUrVqVXTu3NnlQNxRkFXa6Oho5M2b1x116pAACZAACZAACZAACWQDAl53aCW+VsIMYmNjcejQISxduhQbNmzQ2Q4yKjVr1sS0adPw/PPPIygoKKPm2J4ESIAESIAESIAESOAOIOCTGFo/Pz+9gat+/fp45JFHsG7dOq+gGj16NF599VUEBwd7xR6NkAAJkAAJkAAJkAAJZH0CPnFozbGUKVNG56X1howaNQqff/45JBMChQRIgARIgARIgARIgASEgM8dWtkYFhYW5hXau3fvxhNPPMFwA6/QpBESIAESIAESIAESuDMIeM2h/frrr/VJYZJ3NiUlRcfQ7tq1C3PmzEH79u29Qkty0YaGhnrFFo2QAAmQAAmQAAmQAAncGQTcPljBOnuB3L75AQunT5/Wm7+OHDmCuLg4ffRtiRIl0KpVK5QtW9ZtWo4OVhADEpsrG84oJEACJEACJEACJEACJGAi4LZDe6uQOXJopVycZJ4Udqtmgv2QAAmQAAmQAAmQQNYg4LWQA1/eroQwLFiwALLBjEICJEACJEACJEACJEAC5gS8nofWF3gl56yEL3z44Ye+ME+bJEACJEACJEACJEACWZhAlnBoZYWWQgIkQAIkQAIkQAIkQAL2CGSJkAN7A2cZCZAACZAACZAACZAACQgBOrT8HJAACZAACZAACZAACWRpAnRos/T0cfAkQAIkQAIkQAIkQAIBEZM+Q3LMVQQVK4EC7TsiuLRtztiIiAhs2rQJO3bsQGJiokX+WXsI5QCETz/9FDExMS517bV3p2yUXy+tNsow2x11j3XctW/SM3Xgq/F4fAO3oIHkHq5cuTJ69+6N6dOnu9Wju1zdMmZHyV372XnezLG5y8sOareK3LV/u+bDF7mt5TTDX375BYcPH0apUqVcchLd119/HfJ3lvsFXOKiAgmQAAnYJeB/fddOpJ44hbjV/+LwkGdx/oepMFhtwpo9ezby5MmDQYMG2TViXfjPP/+gSpUq1sX6+npiEiIvRWPt1v1YsnKL/inXUk7JWgRGjhyJChUq4Msvv8xaA+doScCHBOT3QX4v5PfDHRkxYoReAJBc2xQSIAESIIH0EfDPX6suchUtjrwVq6LmNz8g+dx5nB7/voW1l19+WR9fW7RoUZe9XLx4EVu2bEGHDh1sdBOU07r3SATOXo5G+Qql0LJFPf3z7OWrulzqs5rIimx2WpU1zU9kZCRmzpyJCRMmIFeuXFlt2vScZcd5y6wTdSfNh/w+fPLJJ5gxYwYuXbrkEvmpU6fQrVs3BARkiaQzLu+HCiRAAiRwOwj4F+z7KPyCglHkyafglyMAAYnJiN22FdEb16drPIsWLUKTJk2QN29em/aXrsYh1d8fJUoXR1BILlxX2bgC1c8SpUvo8sioGJs2UrB71lpMqvYy3s/ZD1Mbj8CFPaft6p3bcQIzOo3B2Nz99Uven9910kJXHm1aP94UBUfl53ef0n1K3zKGPb+stdu3O4Xndp7EjM5jMTbPYxiT61FMa/ImDi7c4k5TGx15VCqvoUOHokCBAvoRZ506dfSXDpkDc5Hrtm3b6pPWgoODUalSJbz11ls6fMQkvXr10vbkEamsFEnYiOT+lbKHH37Ypv+ff/4ZjRs3tvvFxaTMebPBpgvkCUb37t0RFham50PCNmQ+fL1Cx/mwPx/z589Hw4YNkTNnTuTLlw/33Xcfdu3aZV/ZzdJOnTqhfv36+vfSlUiYgXwOKCRAAiRAAukn4B+knJZig4cgIKwAIr+bCnW2LELViu3F+XM8tnro0CFIXGWrVq3stt19KBy5lKMbl2RAfFKq+ply42cqQvLmU6u0Z2zaHVm+E7/3+xwXD0Qg+XoSIjYd0Y6qtUTuj8B3Ld+B6CfGXdcvef9di3dw6dBZa3W3r2cqB1T6lL5lDL/1/Vzb9VSk7Xct3saRZSoOOTYBSdcSEb7xMGZ1H59up1bGMHHiRERFReHRRx/Fzp07ceHCBbz33nsWw5PVn5UrVyIuLk47sUeOHMGYMWMwatSoND15TFq4cGEdxzd16lR88803OHv2LAoVKoTJkyfb3K7Yk9hZR8J5c0QGkEfM8iVh3759iI2NxfLly/XvzeDBgx03ymAN58MxwMceewzPPPMMTp48qX83evbsiY4dO2L//v2OG7lRI78fK1ascEOTKiRAAiRAAhkl4G9QDmwOtSpx9ovPkXg+EinxCciRIwgJRw57ZDs1NRWLFy/WK4Gy0mFPLl6JRSyCMGfGfMyesUD9vPmKQyCk3lrWf7oIBoMBFdrXwtDwr/Hyqa9QsHJxazWsGj1HO4omPdGV99djruHfUenfOFaoWkkMPf2V7lvsyVg2fGa5AmozGDsFq96dq8fXdfJTGBHzI96Mn4GHZr2oNVeP+d1OC/eK1qxZoxVllWftWuPqsWxGMRdZLRKnSTbpxcfH49dff9XVEhttEnFmv/rqK335wQcfYPz48fr9pEmTtKNrLdu3b0ebNm2si9OuOW8O0WDjxo36C0jx4sURGBiI8uXL69CNuXPnOm6UwRrOh2OA8sXu6aef1k835LP+5JNP4rXXXsPo0aMdN3Kjpl27dti2bZtTzejoaId/L502ZCUJkAAJkIAFgQA/9Q9q1F//4PLKdWkVBvUuKfmKR6jWr1+vFneTdLiBI8mXNxdyJMaj28NdIX2IqCfaykkE4mLjIPXWcmbzEV3UeeITyFuygPH95wMxudYrFqrHV+610es04XFMrvkKTHXWtt251v2WKqhVTfYiNh91p6nl+Fbs0ddLh3yHJc9/q25a7ttIwToswhPj8tjfJKb34riai4QcSLyrfNnYvHlzWpWsCprLgw8+iEceeSTN4X3ggQf0tT2RGFpnO7g5b/aoGedcVrx//PHHtBVak6aEd/hKOB+Oycrn3FpklTajR22XLl1aPzFxJPK0ZNq0aahZs6YjFZaTAAmQAAm4SSDgmgoTCOvQDjGrViBFrRaIJF1Tsa5RqW6aMKqZ4gJz5MjhsF2tu0ohPPIKCuQLVTp+yqczqP8bJTI6BlJvLbKqKRJW4eaGtAJ3FbNWw7VLRifOQq+iUS/+ov3YXBsjdgrs2UtUq76eSvwl4+pzaoot1+SE9G+GM+dtep+cnJw2vKNHj6JHjx7Ys8foUJuP2zyG1lQ+YMCANIdWVhHTK5w3++SGDRuGZcuWYezYsTpuU0I6/FX8uMQsh4SE2G/khVLOh2OIxYrZ/j2R1fPLly87buSFGomblS8xCxcu9II1miABEiCB7E0g4NLPP6HYiy+j+Isv4eKMH5F86SLir0YqJ7ejR2SuXbumN0BYb4IYPny4tjNu3DgUyh+KiPOXcC7iLMLy50NonhC1MhuPK2ozmH9qsq63ltzF8uPq6UuIOnYehasbHd7LR89ZqyGkYB7EXbhqoSdtRHIVzJ2m7+evHOlUA8SJDMgZqMtjzzlejTbv12Qvd/Ewm/5NdlPUprocQba7lUPCQhEXGY1XIqYgTwnb9jYGvVQgK03izA4ZMkS/ypQpo0MP7IURiCMs+TBN8uabb+oNMvJY3FqkfXh4OKpVq2Zdpa85b3ax6BW5DRs26I155iLx574UzodjuufOnUO5cuUsFEzx445bua6RJyBFihRxqCibACVWXWLe5feMQgIkQAIkkH4C/qnKET33xUSkxkSj+NBXkUNtEktOTkLRAU97ZFUcVuuXGDCVyfvcIcGoU6UsShcOQ/ipM9iycTfCT55V1/l1udRbS9Ha5XTRspd/QMyZKERHXMayl763VkP5NjXS9ERH66k2IuXb3nykZwof2DRpmd44JnpLX3B8KIDYEB3p22SvWO2yNv3nKmTM6rB/3qa0UAJzpXI3xvfHs9+kbXC7ciIS++ZuwPdtMharZzMYswL5x1rk3nvvRdmyZfWmL9kAY08kF6Y4v82bN9erh7Ip5uOPP7anirp16zrd8MJ5s4tNr8baywAim/t8KZwPx3R//902hn3BggU6RCcj8vfff6NevXoOTQQFBUEOYdi9e7dDHVaQAAmQAAm4R8DvxCsvGuCfAykqzMCQOxeiDx9C+Xc/QEjFSnZTyciKqzip7ognuiZ7smphnsLmxKp9+L71KIvu8pUuqFdtRUy5RCP3hWNqo+HaSTWXoNw58cxmtTpctaQuFmd4w8QlFjqyYioOq4jJnim1lzjA0eGWuSSfWDUaZe+xXJmc/dAn2PfbRgu75nlOJQvDtCYjcD3afriCpzlRTfGWEofr6L0MRpxXyVpgLvKYW/IFi5jieCUXZvXq1XUmhDlz5qgvNcno06ePzjEru/HFGTYXccB+++03rF692qLcdMF5s4sFzz//PIS1fFGQ1fJjx47pTBXCUnKWmubDvLX5/Nq36rqU82GfkbCVLxiSN/b+++/XXzj++OMPvP322zq9mqMDYuxbsyyV/QT9+/d3mb1CxmBv3t3pgzokQAIkQAJGAv7nN69D5Nb1iLkUCf8SpVBl2k/ambUWcU5N4QPm7631vH1drlV19Ph+MApULKof5ZdsWBF9/hhm042EIzyx+l1U7HA3gkKD9avivbUxcM27ac6sNGr7fm80HNRRP/YPDAlC2ZbV0G+xMSzCxqgq6LPwdZRoUFH3LWPo+cNgG2dW2smGMek7MJftKrPUF1bZEp7eNA61+rbQj+P9A3IgV6E8qNqjIR77+217XXulTFZdX3rpJcgGFck+0aJFC/z11182tiUcQZxZcVwlTOGhhx7SDpdkRXjhhRds9Pv27at36//55582dVLAebOLRTtOsrrdpUsXnfNUUtyJI2vKUGHdSrKHiGQ06T7nw5rszWs5tlk26snvSMWKFTFv3jwd55wRZ1YyvkgmEGep7RyPiDUkQAIkQAKeEvBTm1EMqWq3rb96/GUttyPZt/UKrfWYeJ15CAwcOFA7tZI5ISueFpZ5SDoeiTi68iVEYpszuuvecS+s8SYB+WLYoEEDNGvWDN9+qzKauBD5siJtbsffWxdDYzUJkAAJZBkC/jJSe85spriD73cYh7FDxYG2UfGwV4wZDyDlTyww1kmZ1ImOiHmdXIse7fiEzxex7fUjc30gADn75HMYMWYx5oT2wzvvvGP8fJOzTzh78+/G9jqjcOLECePBJW7MlzwJ+WvOHzC0/t7y93T0v8Y55/9JgARIgARcEtArtI60bseKgcUKbd0pQI8qyiFVJ3M9XhuYfxAYoH7uNGYv0OMWR5Y65HOHfjb2j5uPlP61UDO50M1fU37m76i/CceOHcW19ScwN2k3RpbrcfN3eeUAIL/9Q2oc/c1mOQmQAAlkWwLi0Dp6qY0Kt1xkLGkSdc2gVi0Mhu1njUXTtxsMj8+/WS/vpUxEdERX2oiY69IO+Vh/JuSanx/+fmX2vxvGv2b8PwmQAAmQgAsCmXuFNtt+zeCNkwAJkAAJkAAJkAAJuEtAx9BSSIAESIAESIAESIAESCCrEqBDm1VnjuMmARIgARIgARIgARLQBGzPaLUDRk6X2rRpE3bs2IFEleLL0cEKpjy11iYc6Vvr8frOJCBHgFauXFnn5JScn1lJPEl6L6c+ydHPhw8fRqlSxmOa7d2rJO6XfLTyO5U7d2507twZn332GQoUKGBPPVOWecIlU94AB0UCJEACJHBHEXArhlb+sa1Vq5Z+TZgwwalDm1HnlXlojZ8v00llnp4glhk/nVk5X60njpscQiFHBssJUc7yj3bo0EEfdnHPPffoE9sk7Znk8Z07d25mnD67Y/KEi10DLCQBEiABEiABLxJwa4X25Zdf9mKXNJWdCERGRmLmzJlYtGjRHX/4gjilsvLavXt3jB8/HgULFrQ71eYnteXJk0c7v1WrVrWry0ISIAESIAESIAHXBBhD65qRSw1ZTZVX5L5wzOw6DuPyDtDXplVWk4FzO09iRuexGJvnMYzJ9SimNXkTBxdusbBv3c50bW3LWs9kxF65qczZ+Ew653edxPetR2FMaH98UvJZLB78LRJjbxxo4ZKErcLPP/+Mxo0bQ1YlHck///yjncCwsDB9WpKEJ7z11luQ1XpPpVGjRvjxxx+h0r952tSh/vz58/XKqxwdLMfV3nfffdi1a5dd/U6dOqF+/fo69MBduXr1qkPn1x0b3uTnTn8mHU+4eGKXuiRAAiRAAiTgKQGvO7Rjx47Fm2++iTFjxmDWrFm4cOGCp2PKsvo/tn8Ph5dsx/WYazb3cPFABL5r8TaOLFNxyMpBTLqWiPCNhzGr+3gbp9amsZcKnI3P1MXMLuNwYtU+JMVfR8yZKGyevBwr3v413SNYuXKly/PsR4wYgYcffhj79u1DbGwsli9fDom71SeQeSgVK1bE008/jdKlS2PYsGH6xKaMymOPPYZnnnkGJ0+exJEjR9CzZ0907NgR+/fvt2taYoVXrFhht866MCYmBmJf4m/TK97kZz4GCSuQlyPxlIsre476YTkJkAAJkAAJuCTg6FAFiwMOzJLZKifBYWrb/7N3FvBSVF8cP8Cju1O6QenuDikRaRFQAYsSA1EERZASUFFUEP4goSLdoIDSIKCkSDdIPrre/s/vPmaZnZ2Znd23j1fn+Fl5c+fOje+dOHPm3HOnTZvm4oe+6969e64rV664NmzY4BoyZIiLJ5VZHmPcYVWvMV902v6QnnPh9786H7lYSXXdua5bHOJhQ2e3G6vybPlquYsVXtfdm3dcu2auU2nflu/v1R2tTK8dDxOs9pulO2mflmdWy1GuqycuqD78PnSOat+YXK9aNcNnOi/r6WJF1Wc+Y4ZLly652BpqTHa0zW4OrpEjR7oKFSrkih8/vqtp06auZcuWucLCwhwdr8/EF5CL3Qi8jkNamzZtvNKRsHv3blfu3LlN9+kTz5075ypbtqyLFXB1zQRTIsJPawf6jp+ZBMLFrjyzOiRNCAgBISAEhIBTAkG10Hbs2JGwLnlISIj6NFupUiWqX78+sTLhU7GODRla/O81yl4+PyVKntirO0d+263Slr7xPQ1L/QIN5U/6s9uNU2n4zP84xK59Wv2Nv+xKqXKkV32o2KuxSmYFN+DmwYfWbsY/n6g0fvx45ZYAf1LNiocZ/6GhoQHVmyFDBurXrx/t379fWUpRLlwa4MoQiLRs2dLrMFhpYX02E1iHnXyZgIWzffv29O2336prJhCJDH5aO1A2flbiLxdf5VnVI+lCQAgIASEgBHwRCKpCa1ZZkSJF1KfauCAps6W17ObNi9fVvrAHYeQK81QU7t++Z3lcMHfYtU+rJ2XWR31ImCxcMUd7I0vgFgCFbuDAgXTo0CF68OCBUqJu3bplq0w5bU/ChAmVX26gCiPqyZIli1d1WbNmJbaCeqX7k/D7779Tjx49/DnEK29k8/OqUJcQWVzs6pR9QkAICAEhIATMCARmFjIrSdJs/Q2Tpk1ON/4LpTdPfUNOFEtfOOPFj6cUYyjDIUkSquzXz16xPczOH9L2wAjszJgxI508eZLwYmMmEydOpE2bNlGBAgU8dh84cMAsu6M0hMLCxDBED4CVtnHjxiokFvxeA5GzZ88SuxB4HHrmzBmCJdhMrFmpWQAAIABJREFU4P+bKVMms10eaVDakyZN6jOfXYbI4GdXn36fv1ycliv5hIAQEAJCQAj4SyDSLbSYOJMrVy5/2xXr8ueuVUz1aWH3bwkTxO7fuUdXjv5He2dvoim1Bnv1N2HSRCrt1NZDXvuQALcAyJYvl9HdG3co9NQlWtoz+i1aUKpUKdsJUuzjSqlSpfLq47hx4e4YXjt8JLRu3ZqyZ89OmJyIaASw+mIhA0QfCFShnzNnjlet8+fPp9q1a3ulI2HVqlVUunRp0336RLvP+T4Pfpgh2Pyc1ot8/nLxp2zJKwSEgBAQAkLAHwJBs9DiszFCJuXNm5eSJ09OmL29Z88eWrt2LXXu3NmfNsXKvDUHtVYRDg4s+lP9fEnmErno5KZ/6bvy/d1Z9YssFHmmPG0at4RWvDVN/SDBsPz6ape/+2vVqkU//vijZcQCnlilohKMGjVK+V8fPnyYoMxCYQxEENUA5yLKRZitYMjgwYOV0t2sWTOCAgkFGe1FuCwzQXSP559/3myXR1owFicINj99A7UXACvF218uvsrzCUwyCAEhIASEgBCwIODYQotlbbWlbfV/a+Vi1aPt27erlcTgD/nVV1+pT81QVrJly2ZRfdxJzlgkO728ZRg92b4qpciShuKHJKBkGVJS4RblqNOqD7xANP6iq5pgFpI43J3AmKH2kLZU7tUGSomFNTdXtSLUYfEj5deYP6q2Melp8+bNtGLFCtMmYCECWHHhFoCJhDVq1KCLFy/S+vXrTfP7SsRysi+88ELQlFnUh+V6cT5jshfCgs2dO1dNdOQoCl7NWbx4Me3YscNnqDKvAwNMCDY/f5rhDxeOMKGKjogvsz9tk7xCQAgIASEQtwg4Wvr2cSKRpW8fJ+3HU1dMXvrWH0I3btwgDsNFlStXtl361p8yY0tevKBUrVqV3n77bRo+fHhs6Zb0QwgIASEgBKIJAccW2mjSXmlGDCSAT9NwJQhkoYSY1F30Dy4PgwYNiknNfixthQsJXErw9UZECAgBISAEhECwCYiFNthEpTwhIAS8CMA9gxe7UH7IIkJACAgBISAEgk1AFNpgE5XyhIAQEAJCQAgIASEgBB4rAXE5eKy4pTIhIASEgBAQAkJACAiBYBMQhTbYRKU8ISAEhIAQEAJCQAgIgcdKQBTax4pbKhMCQkAICAEhIASEgBAINgFHCyucOnWKEN9z586ddPfuXRo2bJhpO+7fv09r1qxR+a5cuULp06dXy40WLVrUNL/TxAQJElCOHDlUuJ+2bds6PUzyCQEhIASEgBAQAkJACMQBAo4stD/99BOlTJmSXn31VUskWE1o6tSphFiciDuKUE3t2rWjbdu2WR7jdAdi02KG9IABA5weIvmEgBAQAkJACAgBISAE4ggBv6McYJUwMwvtX3/9Rfv27YuwBdVqYYXbt28rpfrevXtxZGikm0JACAgBISAEhIAQEAJOCDiy0DopCG4GFStWdJI1oDxJkiQhuDSICAEhIASEgBAQAkJACAgBPQFHPrROkJ0+fVpl+/777+nYsWPq72zZslGtWrWoYMGCToqQPEJACAgBISAEhIAQEAJCwG8CQVNo4Tv7888/U+3atal169aEiVyHDh2i2bNn07PPPktYKSiiAittaGgopUqVKqJFyfFCQAgIASEgBISAEBACsYRA0FwOwAPKbJkyZShFihSUNGlSKl68uFrqcvXq1UHBhfImTpyoIi2ICAEhIASEgBAQAkJACAgBEAiaQgvraeHChb2o5s2blzR3BK+dfiYgckK/fv0oceLEfh4p2YWAEBACQkAICAEhIARiK4GgKbQZMmSIdEaDBg2izz//nBAJQUQICAEhIASEgBAQAkJACIBA0BTa/Pnz0/79+72oHj58mLJmzeqVHkjCrl27qEuXLpQoUaJADpdjhIAQEAJCQAgIASEgBGIhgaAptJUqVVKrhP35559qcQXEjd27dy8tXLiQatSoERR0KDN58uRBKUsKEQJCQAgIASEgBISAEIgdBBwvrIAFFYxiXGDhv//+o6VLl9KRI0fUAgiZM2dWYbswmcupWC2sgOPjxYtHWJFMRAgIASEgBISAEBACQkAIaAQcK7SPC5mVQot0RE+QlcIe10hIPUJACAgBISAEhIAQiBkEguZyEJndffDgAc2fP59y5swZmdVI2UJACAgBISAEhIAQEAIxkIDtwgrRJZoAJoFh1bHhw4fHQMTSZCEgBISAEBACQkAICIHIJGCr0EZmxf6UDQutiBAQAkJACAgBISAEhIAQMCMQI1wOzBouaUJACAgBISAEhIAQEAJCAASipYV23759MjpCQAgIASEgBISAEBACQsARAbHQOsIkmYSAEBACQkAICAEhIASiKwFRaKPryEi7hIAQEAJCQAgIASEgBBwRiJYuB8aW3+VFGo4cOUoXL12ShRWMcGRbCAgBISAEhIAQEAJxnEC0V2jv3r1LW//cHseHSbovBISAEBACQkAICAEhYEUg2rscHDt+wqrtki4EhIAQEAJCQAgIASEgBCjaK7ShoaEyTEJACAgBISAEhIAQEAJCwJJAtFdo06RJY9l42SEEhIAQEAJCQAgIASEgBKK9QpvziRwySkJACAgBISAEhIAQEAJCwJJAtFdoEyZMSOXKlKb06dJRvHjxLDsiO4SAEBACQkAICAEhIATiJoF4t2/fdkW3rh8+fDi6NUnaIwSEgBAQAkJACAgBIRBNCUR7C2005SbNEgJCQAgIASEgBISAEIgmBEShjSYDIc0QAkJACAgBISAEhIAQCIxAPBdLYIfKUUJACAgBISAEhIAQEAJCIOoJiIU26sdAWiAEhIAQEAJCQAgIASEQAQKi0EYAnhwqBISAEBACQkAICAEhEPUEQk6ckKVlo34YpAVCQAgIASEgBISAEBACgRIQC22g5OQ4ISAEhIAQEAJCQAgIgWhBQBTaaDEM0gghIASEgBAQAkJACAiBQAmIQhsoOTlOCAgBISAEhIAQEAJCIFoQkLBd0WIYYm8jzp67RKfOXIi9HYyGPcuSOR1lz5ohGrZMmiQEhIAQEAJCIHIIiEIbOVzjfKm3bt2hA4dOMQcXJU+WhBIkkI8Bj+ukePAgjG7cvM3VxaOC+bJT0qSJH1fVUo8QEAJCQAgIgSghIAptlGCP3ZXeun2HDh05TUmTJBZFNgqHGortTX6xyJ83mxoLESEgBISAEBACsZWAKLSxdWSjsF+79x2lZEkTiTIbhWOgVa0ptcWL5IkGrZEmCAEhIASEgBCIHAIhkVOslBpXCdy+fZfixXNRSEiCuIogWvVbGweMS5IkiaJV26QxQkAICAEhIASCRUAstMEiKeUoAvv+Oc4+m2ydjS8+s9HllHgQFkbwaS5SKFd0aZK0QwgIASEgBIRAUAmIhTaoOKUwlyuMQmQCWLQ6ETAeLpcrWrVJGiMEhIAQEAJCIJgERKENJk0pi+LBMhsvnpCIZgTUuIgIASEgBISAEIilBEShjaUDG1Xdgi4bTxTaqMJvWa8MiSUa2SEEhIAQEAKxgIAotLFgEKNTF+LHi0/xRXuKTkOi2oJxERECQkAICAEhEFsJiEIbW0c2ivoF66zos1EE36ZasZrbwJFdQkAICAEhEOMJiEIb44cwenVAXA6i13horZGXjOg5LtIqISAEhIAQCA6BkONHttMDVzwKC4tPYbp/tbR48UMoT87slCJ50uDUKKXQ3XsP6OjZK+6Z5wkTJKA82dLECt/T+DIpLFqe4WpcRISAEBACQkAIxFICIZmyFWVFltw/BPd5wP+7cPkupUqZkO7dvUv/HD5JuXJkoQxpU8ZSDI+3W2cvhNKdW7cp5KGScT3sLl0OTUzpUid7vA2JhNrCLbTeBe8+cYNGzD2mzjNfkiRhPPqwTT56Ir0sBOCLldP9ZhbaNRt3q5eqMP7hX/XjAfLYxn6OY6vth+tCs/oVnVYr+YSAEBACQiCOEPjtk8wePa094Fyk91yrE3WFxHfFp9s7/6I7e/ZQvOTJKUnVapQwYyZ+iN3h1Z4SUqJEiShj1gR08sxFUWgjMDQ3L56ga2cP0u0H8enkvayUPGkSCosXpkq8/yCMDhw6TjlCTlOihCGUOkdRSpwyQwRqi7pDMfmIvWi9GjBw5hHKcHUL8UoeXvuMCS5W9PtNuU8/vfmUcZdsB0jAbFJYAv4ykIhfHmC9xf479+5T0sSJ+LoPUeHXVHr8h/sfbv/z79EAWyCHGQls3vkv/bFlN7VrVpOyZ0lL+w+eokW/baFq5YtThZIFyNd+Y3myLQSEgBCIKgJQLGu987eqHo956AFIi0ylVtXZ/x9VJ/4OubVjB4X99TelT5aE7t64RqHLl1Pyjs97MEnCytfNm3eiilOsqPfamQOUMkN22nv4Ab8ksPJwN1yZ1Tp3jxXd4w+y0FMZXXTt9H5KXKhqzOy3RdiuO3fuUsKwWzRg+Ls++zX8vZF06uY9xy4YoaGh9ODBA0qdOrVSwmKTZMyQRnUHfZs3fxEVL/6k2t69exe1aN6Erl69qrb/u3BF/Wsp3u8Y9N/FS4qx+u/hZL7wf8O38V7yaF/4ZL/YxteS12PYkSOL50srlFkotzMXrFEKra/9vpp4l7+uwbIOo8TjmhSIOvGihJ+IEBACcYcAr6nkJWZpXpkCTPj1Y1aW39nBFsGb/KByUa23d7BCu3svpUqamO7DApM4MdG1m/TgwgWugv9+KFAWTIxuHs34YeZMunGDC2bBQy85W3tzPpGDKpYvryw+gci9e/do8tRpXEY5eurJ8Ae5vpwbN27QDzNnUb06tSlvnjyBVPHYjglJlJguXTtGBTLaV3ntFi8ba3Ji4KhvJk6yPbhxwwb0RI4ctnnMdvribHaMVRrG3uzzdtiDu+6Hasl0vs+H8PxWtRCfazdo5MjhtGzpUjp48F+VMUmSJFSnTl2aPGVqlCq2p0+f5vO1KH0/+X/UrFlz60443AOlZOfOndSiRQv639Qf1FEvvNCR1qxZQyVLlnQro3bFmSmiadOkplqVirsPO33uEmVIl0p9JbCSxb9ttdrF12Lw7wGWlUXCjrt8v/l71y7KkysXpU+fPhJqiPwicS3/yUaKY8eO05WHLzshIQnUfaFenTq2iq3xfmrctmo96tzO5+c/B/7lJZZvqWwpU6akAvnz0ZPFi1MSPFeCKPfv36fFS5dRsaJFKH++fEEsWYoSAkIgUALKLe1B+PUfjxVMF+ZkOfgiG0h9Kz/KTHX7/cb1hRtyuDriGikkcb68FPrvvxSPbzquB/fJxctkxk+Xjk0+N9z13L55i1Km8D0pLHu2bFS4UEG2loXRxUsXaf8/BwiWuTq1agbSZnWMghTw0dHnQPQjfkgSypy7umrU1ftEqVhvgD1R6x+WjT17+DeKH2Zu3ahTq5a7Q/v276dLly9TlUqV3GnpMW4BSrA4W0U5CLt/lxWl8H69M3wZXb9+g66zUnr9+k317/Lpb7pbjnxh9x4pwMYuQWFs1LCeeni+/HJ3eqpECWURQvqlS5ei3DqkWcM0a6ex/f5swzILZRaK67x586gWnwM4X9asXq3SsA95fFngzF4yXOwbe+oMXl7D5dLV6wTlJMTOuubjYoyMe4A/vJzm3fbndlb4rlDd2rXdh2C+wJ/bd/C9LmWMVGihgM5buIig8BUvVpQysFIOVxJcX3fu3PZ5jjhlp8+Hl4D5Cxfyl4JQerJYMcqWLau6/1+4eIGOHz9BJUwMEYHUoz8G96qz585R7ty5IlqUHC8EhECQCIRhgsyD60qhYV0WRlMKw4SsIMvyQZmoXp855Lp3WZUcXkP4/0OSlytD9/jmcP/iRUqQNi0lrVIlfPlSXSNuXAulTOlS+2xW6lSpdG/MBShp0qS0Zes2qlGtqpeVFg/OhAkT+ixTa3G49delLL9OBDfaBGwttPr0hf1oQ/Jk4ROxcJPEjT8Fl2+mHOAhgbLM9jlpj5pow2ZuvLCcuE3082kX+8zeozY5E9LW3Se43PhUplgONSEvxOKtJj+/fGhy6vQpunbtGvN+lKbtwySeO3fuUGJ+STGzzDnpi1JwoYTrPuE7OS7cQuv9fdvFFtqEScItf8PfaWiLLIQthK7b1gptvzf7KGX2t9W/0xNPPGFblpOd+AJx9uwZypQps+k5ibqsWJqVrymPoGA8XzBm+ASM8pzIgoVLlGUWyiwU2Mv8EqOJZrVFHmM9xrLNzgOck5kzpnVnxf0oPU/8tLPQulyHjUV7bEfaPcC21vCdvq555NLuO7BeXrrs6aaBe0v3l170qslXuU6uC69CTRLgOwt3A/xrJr72/7F+g1JmW7Zozkp5CrMi3Gm+7hG2B+t2btq8WSmzTZ9uTJkzZXLvyZ0rJ5UtXdq0GP29P6LtQH9DQ69RihTJ1XUlIgSEQNQQ4PdYct2/Di2HGxD+/2C7HCwdmJHqvzGR6O5FrgUa1SNdA7WGJEqZgjK1a+1B4J/jV/kt20XnzrO2DYmfnN/2/Y9w8OD+A/WghWKkfb4qVrQoHT12VLkn4MaLB+DmrVvp+ImT6mGTKWNGqlihPKVj5VqTLdu20aYtW9Rm2jRpqGb16qx8mH+7hz/lb2vWctvPK2UMCl81VtLh9qC1IVfOnFzfCdWuLJkzU9asWWj3nr3hCm7yZNS4QUNKly68/n8PHqStbM2BIoIyihQuRJUr+j/LG3UhNNpxtsj/eOoBhRw6TElzpKF799NR0fxZH3KCRTpiZvqFi5fQmbNn3cooPstp7XXaFzygFi1ZQmmY9dONGpLT4zA+3qps+CgqCy1/+oR8OmEtK6S36fZt/O7QLf73Fv+bIllC+npYZ5UP+c0ECt3y5cvonXf7+1Rm4V/60eBBtHLlcrYEX6cyZcrSRx8PoSJFirI19xRbsYrQMy2fpeXLlrKP+E31mfSbbydSw4aNVNU//fQjDRs6hD/fHlMvZ507d6FPhn6q9tmVbdbuI0eOUI/uL9O2bVvVi1GrVs/RqNFjKNnDFyqzY5D2JFu4pk6boSyzemUW+5A2f8FilceXmI0LlAlYZTW5zl9iEiSI5/XyqS/b3/ftiN4DMC7zFy2mbFmyqGv2Hisw2bJmpWpVq7hfRp1c8/r7Dq5jKEIQzY2nbevnlGV6+qwf+f5SjQoWKMCKkvW9BMf6c13oGWp/YyJYv27PuHfBbxY/p/v1ZeIF9tjx40qJ9KXM2t0jzNpplQZ/2QP/HqQC/Nlfr8wa81vd+zdt3mJ6r3Iy5qhj7959ymCC8xj3+hrVMG75jdXLthAQAo+BgLLG3g91f3FGlVBygylh7P26bKxmdIhHDV4dropXFmH+N+TitB896kvf4TmecZuSTp69xkpscroeepXu8+cqWDt9Cawehw4fVsoU/v6L/dEK8YMBlljc/CBXrlxRN108VGAdXbJ8BSsTN6hCubLqDXvX7j00b8FCatPqWfcbd6GCBajkU0/xQ+iBUmyXrVyp9hsFNzaUl4oVk9a8H3UuW7GStu/YSeW5fE1Q9zPNmymFasmy5WpCERQ31L9oyVKCAt2wfj12m7iklOOnnizOrhSFlNJzkS3ZTuU6PzNv84BmYMOB+kzmSk2rTt6nhOxrli93BirK7wib/jrGfBLwL4RKFs6mYgHjU3Cggk++UGJTsIUGCgA+oWbNkpVSpUrpqC+XeXwWsVKcIUMGql+3jt8MrCy08IlFPyHd25VXPNzhodg0CHeLeDyjHoJ8ep9bPYs9e3arzaeeKmFrlcSYtmnTis6eOUsffjiY+5+aJkz4ihrUr0ubt2xzH3uXFYHJk6fSEzmfoF693qA3+/ahRo0aE+qBAvraa29Qp04v8IP3DO3a9bc6zmnZnFnlh/LUpvWzlCt3Htq4cYt6OWrb9jkaPXokDRw4SN8907/N3AW0jNjnyzqLvGYWWoxBCp4MqsmNG7dV9A2ci5bCx9hJsO8BqAuKJV5wq1aprF5+dvIk1iXsQ9miWVP1cuDkmtffd3AM7jPX+CWnOivGENyLoBSCCbro614S0XsD6vQ3qoEx6oF+HNAeSPr0vt2OrO4RmTJ6TlLTl2/2N+rEtaA3LoCzNpcCx+BLRFI+pyD6McCXMLt22I251pa0fE7U4JcPGEV+X7ee1m3YoAwYZue6WfslTQgIgYgRWPBuBjzmwr/749/71x5uhJf7gJ/tKg82+X9Nhz1ycQuk5qc/+c992IL+XO79q0qZ1bRo/rbLn5X5cw1U6bCHDv36im5cv0YZ04bPtPbVgNNnzhB+sGYlZ0snfKrKlvH87FQgf36CggpB3nPs7qCfzASL6bQZM2nPvn1Uin0jIfARTMU3LQjewjH55MjRo14ToGCZhOWsNH+ahRKBGxv8yGC50Cu0mCCRkRU2CNqKCSCahSErW4LO/xcOLf5DTQL+nigPN2D8nMrkfdfpTuIk1Dl3CF1NV5RWXk5NidhfGcps02IZ6frNu5QlYzjbcEs2FF8scMGvIQFK6VIl1ZFQ5lEmFFr4laZJHc7Pri9Q1qEsZM3CDtfsWwh+/jKwVLBYYdU+ZadNbe+PrfJBwTXR5BIzT33/rDBt3LiBtvDn0F/mzFMTxSCVKlfmcy8/fT9pEr340ksq7emnm1CDhuEuEI0bP02DB32orLkhCTh0Fdd/8uQJVqJuUY0aNalmzVrqGKdl43j8NmxYzxPXDlK/fm+rsuBSAYV8GVuGoWzbCZTo5zu2p9XsM2sUpMEd4YfpM9lKax/izAQlK20uvuwfvTyFMXNsx7d5oYLCZyfBvgcUK1JEVZebJ2rlyZ1b/Z0hXXqau2CBun/g5dTJNa+/76CMQ4eP0G1WYPWTKKHQauLrXuLvdeEuWPeHv1ENjFEP9GVqBgf4r/oSq3uEvwotvqhBkiR5dD3vZqvpnr173U3A/bJWjfB5A8Yx8NUOqzGHhR6CL2va33BxwAs8jA54mRcRAkIg8gngUdGk96hHFSmFluWhktm45yjlS4unxqKxj+bJBKNlsNa6Hjya64U6QjAZLO0zTejmzt10a9cer3pgLUyaxJlvUtHChdWnQKeCT9sQvXsBrKTwZYNflJlAUYaihWM5iIKH4K0esnrtWo90KK1WEu7H++ghraxTDx/asADAcrtl2580Z9581U4oxnBZcCIZblymU0eu0f+oIN0NS+tWZpuwMrt60wF+GCcI/7HFCH8XL5j1oYXWXmmwq/vgoUNsxd6q3Cs0H2VYm5z0BRMtYLXOlTOX28rh5Dh9e8IttN4tRDxT9PGnCVPoRx9KkYu1r8SJ4K/sXU7x4sWUkvjbr6uoZcuW3hkephw5fEj9VZQVIq2c1KzUZ8+ejV+GDj9yjeA6tP3agxDW4iJs5Z7LY/7R4MFUs0Y1KsquMh8OGqzcEZyWjeaj7KNHDqu29OjR7WHrwv/JxD6HZn3UZ2rydCNa8zCaAXxm4WYAgTKrTRSryWnHj5/0KNu4YWa1wnlx9274p3fkv38/jN1ueGKozelns0tV+TjuARkyhEcggIUwKUe2gPhzzasDfIive4m/14WP6iK8O93DCaEnT56kfHnz2JZndY+wPchkJ9y/IDBK5Hk4Qatq5UqEH2T5ylXKjctK/GmHfsw1JVZfrhZJx+7ctWqHpAsBIRAYgRYjLtAv/dJRi14fcQHh7qXKOKeK054W8WjB2IHUcrTzr9tOWmM24SwkbYvGdGPbTrq9Lzw4rbGgRPzAuHnrDvtlBX8VK3wGh+AztzbZCxMwoIxZ3ZRhPcODODmsygbRymj7XCtl1Q2G5MienfDDw3MdT7pYsepXat+2jdt/z66OdhWfoJmbTtDJg4cpIVt4C+bJQI2KZGQ/QBeVeTL3QzN8eHxPlKM+dcLlIMC78gW2sP66eg1VYh9k+Azi0+rEyVPcTbTqS6KHk/OKsW8pPsP+vm6dctuABQRidZw2oc6DgVIQvTXRwZ0r0ciZW9niq53kntErwo94+H/+Z+wbNUzLgZ/rSy+9TJMmTaT6DRpQ8+YtPKrXNvLkDQ/nc+DAAcr+MJQZPvWf4kgILdlvVtMkNSsqjtNaraXVrl2H8Nu9ezf17dObOnZoz77W+8hp2cppnVlk4/MHAteX/Pkf+UiaNtyQCOujFs0A1tjFi5eqHPqJYlf5+jFj7lGU95Aol480qR5dR/BjTpUyGVvSrSdrBnpuWvU1kHsAzlFIqpQcYixReFv9veZxitq59ji5l/h1XVgBCFI6Xl7harR3337lW543T27Tkn3dI0wPskjEtQjL6J59e5UFPQt/2XEq/rZDP+ZO65B8QkAIRD6BZ0ddotl9oNT2V5XhCY/Hjfbv3HGfUqsxwVVmUQ/cGYyCJYFsH4Yp+KFx8uRpSpcmpb1vnbFkB9t408YksD/Y/6lcWfjQJlSTs2BN0j41opj/2AXg0qXL/LZ/V1lL8cDNlyeP24qIT48JeVUzuBek5EluK3/9jSpw7FooZaGsxOBhj4ePv6Lq5UlI8CfFJz34p8EdwYk/sVaXptQmun+FKmQIpbsPwl0dEif2VhowPGpSmO+vhqZducWTeiBJ2CINSytcLVQMYRZHfeGzsHLFCswslJavWqV8FBHKyB8GViuF1SuXm0oXykJ32Q8a+vrrn69l5fKMux852HL6Zc/wT5NJE4VQmhTWUQA+5oldf/+NT/EdqH79+uwOUEv56u3du4eOsivKHHYzqMYr3mESWK9ePfmz/iA+L1LRN998pc4dhPrSuODCezRT8qFCzSnbeSLgvn17qESJUlx2IjXxChO6EnM8YV9laxEM1v3xB0fNSEmlS5WmXPzA7/R8R/r446GEcENHjx5TOrXmDuEGYfIHzl9M0Fu8eBm7KoS7FsyYwZOX2AXiKoeeguhne5oUocI3GQUK3Znz4b6X2Hf5ynXlpw5LuqUE+LJlVZ6ve4CmQOM6hksAXGnWb9ioPivnZL9njFgg1zyUscNHjvLxziAAAAAgAElEQVSkJg5ZyGxycVl6geuRXbmOrierTj9M9xW1wNd+Y/EVypXjcFmX+P73Kyu1OSgHf+6Pzy+1l/neCX5w7bK7R2hWTu1+mvahq5m2DYXVGJkGLmCYd7Bg8WIV4SYbvwSDJ8J2nTx1Sk2iNRO7dmj5rcbcrDxJEwJCIOoItBpziX7slZae7RXuVqCpmrPHjaY24x5F5glmC80iKIRcWbCU0j7blH0RHtDtf8ID1IdPjAgP25SYLbRJ+ea/79BperJQTs2wFZR24UHdiG+ym3mi16Ytm9XDFL6sz7Aihdnf2ueqm6yo/TxnjqoTn40bNqivfF8hmASwh/22MNu2Hc9UbsRWOyjImOwFQVDvYhyTMRCF9g4/PDfyTFzNtw7KECImIIC/PwKl9uifHDf2QhK6euWRAmFWBiy0CVg5D0Ry5MiuZvmu5olskIz8sgBeELu+6D8L4mWiHvvPzud4lkuZIVws/GEAJQ0/o2B53x5j19Bxfjlyiy7jSVZuW7wbPkExF/fjh/fqUuKHk8iMZUGZWcGT/SZP/p4WcgzMMWNGqzBeOXI8QfXq1WNlHn50KWnu3Hn0wQfv04AB/ZVvXUWOTrGaLdiwPJ/ih60mWjP0/4aGXqH33uvvjiwAhXjcuM/55Sb8c7dd2SgXUQy+++5bmsn+3rt27aZffplDPXv2ZOtwc2WBxyfiHj1eobp1w/17jX3UthGn10xKlHiK+6BjaZZJl2Y2JvC33LE73DUDWdGu8HwmA/iwLFh179y9x4p9YOeosZm+7gH4WgPZwe4W23nBAAjiLTfiFxnNkhzINV+c/fvhJ4tQV7ASI36qXqC42ZVrdz15FGSz4W9UA2NUBGPRaHPzJk8TYlQf4RemHewPD99/RD2ArzD+trtH4EXMeD81bhsVWtwLMcF2Fy+djqgPhzmaBxRjGBdq16xJcEXQxlDfXrt2aPmsxtzOjcHIRLaFgBB4PASguM56Iy216hOu1M7m53LbLyJHmUWPVNxbg8S78L+ZroSZM3Eg+3v0gN/k03dsTUt4NSAsiGCUooXzUKF8/q9EZSwnkG3cjO+z0m226gxumFBw9X6CUI5h0bXzn3XSDjzkMbM6jOvGZ0ifn3YtCr186iBdPnfcXNvTHQPvk4w5OUpBes8HrEWxpsk3WblDu40uAYH2xZ/jrobesLfwmbY4eibCinuBV82DVTA7W/jN/FCtWg5mWOgBLxX6+JhQvOE2A6t/oOeSVZ126bgeUuvcC5D3Kq8KmIxXCfRH4H6Umt0SHpdoIZ8wmx2hu2BxxAx5MwnWNW8s26pcf64LY5lRvW11j0C7jPdT43Yw227WDn/GPJhtkbKEgBCIOIGZr4eHPG33ZeQps1ortbq0bRWf59658x69qF21JPt5hqmYlJpfL0LY2n6KjDgH2xLw1q99EjNmNFtsIXzClfVkMGMZVttQOpLZTCqzOs6YnjZ7fsLvcYhVewPtiz/HhVtorS18j6P/waoD51sWVqICETDLYbIMMb48+Io9G0h9vo4xs9AGopgGcoyvtjnZD5cKLdKJVf5gXfPG8q3K9ee6MJYZ1dtW9wi0y3g/NW4Hs+127XAy5sFsi5QlBIRAxAk8DkVWa6WxrpD0ndp69SBJksTk30d1ryIkIY4SgK+mFtIojiKIlt0286GNlg2VRgkBISAEhIAQCICAstCKCIFgEYDVyswaGKzypZzACDxO94bAWihHCQEhIASEgBAInEA89gPz9qwNvDw5Mo4TuHnzdpS6psRx/Jbdhx9oMt2qYJYZZYcQEAJCQAgIgRhIQCy0MXDQonOT43GUBDHRRr8RUuMiIgSEgBAQAkIglhIQhTaWDmxUdSt8UlhU1S71WhEQNxArMpIuBISAEBACsYGAKLSxYRSjUR+sFlaIRk2Mk02RSWFxctil00JACAiBOENAFNo4M9SPp6OxKWzX4yH2eGqJ515y+PHUJ7UIASEgBISAEHicBEShfZy040BdWHxAPm9Hv4H2Z1GI6Nd6aZEQEAJCQAgIAXsCotDa85G9fhIQC62fwB5bdglm8thQS0VCQAgIASHw2AlI2K7HjlwqFAJCQAgIASEgBISAEAgmAYnlE0yaUhadPP2fUIiGBE6evhANWyVNEgJCQAgIASEQHAJioQ0ORylFCAgBISAEhIAQEAJCIIoIiIU2isBLtUJACAgBISAEhIAQEALBISAKbXA4SilCQAgIASEgBISAEBACUURAFNooAi/VCgEhIASEgBAQAkJACASHgCi0weEopQgBISAEhIAQEAJCQAhEEQFRaKMIvFQrBISAEBACQkAICAEhEBwCotAGh6OUIgSEgBAQAkJACAgBIRBFBEKuX79OD8LCKGWKFCTLYxLFRh4Vq9Wgu/fuqVPs2Wda0IB33o6i0y3i1bZs05aOHjuuCqpWpTKNGz0q4oVKCUJACAgBISAEhECMJhBSvW591YHEiRNT5UoVaeTQT5Ri27jFM3T+/KMg+WnTpqUihQpS+7ZtqGL58uqY0hUr23b+y7GfUeWKFT3yNGzanM7/96jcjBkyUN3atajX669RokSJbMvDzhs3btAPM2dRzerVKU2a1NSoWQsawW1GGWbyx/oN1Oett2n6lMlUqGABsyx089Yt+m7S97T2jz/cypKRh+mBjyHx3PnzPvvopBkN6tVVzHJkz66yOxlfJ+UGO889VrxXr11LP87+hXbs/ItaNGtKA9/r766mT8+edPPmTZo4eXKwq5byhIAQEAJCQAgIgRhKIGTcqJEUP0F8OsfK69WrV91W2rAHYVSmVElq3rQphbEF98rVK6xo/E6v9uxNb/bqSR3ataVhH3/k7vYvc+fRwcOH6Z03+7rTCuY3VyDLlSmtyr1z9w4dPXqMZv08m1KlSkXdX3rRJ8brrNB+M3ESZc2ahSqUK+czP7lcqv1WAoWxS7fudPv2HWr7XCtW2guZ8rA6PqakFyxQgKDUauJkfKOibxjfIZ+O4JemcpQ+XTqvJsAqC5m7YIHXPkkQAkJACAgBISAE4iaBkGpVq1j2PGfOnNS4YQP3/vZt2tB7AwfRmC++pCqVK3koSJu3bqVTp097pFkVbCx33/5/aP8/B6yye6RnzpSJtm/aoNKgjFrJ5StXlCXPxf/ZydARI5UyO33K95Q1Sxa7rI72QXn+jy3Q6dOnp5CQEK9jbt++rSzRwXDvgLU6IZeVKGFCr3qcJBjHwTi+uXPlchfjqy7sh6UbFncIOGB8MF7+9DVtmjS0askixei59h2cdEPyCAEhIASEgBAQAnGcgF+TwqCYvP5Kd6WsLF66PGB09+7eo9Br1+jfgwdpwaLFtGffPmpYv54qD0pQ2cpVaeHiJe7yf+LPz0i7du266X59Q46fOEFdu79CdRo2pqYtW1G/d9+zbOfV0FD6Y916atPqWZ/KLOqG8otP9TXrNaDXe/elg4cOu9sM94t33x9I1erUo0bNn6FaDRrR7+vWuetesmy5ak/lmrWpau26NGrsOPc+u7LNGn/y1Cnq/HI3grtIFS5v4Ecf0y1WJiMqZuNrVxfGCv3u3e9tqsFMGjRpRl279aDxE76hGty2p1u0pMbM4uChQ3711YnrSUT7KscLASEgBISAEBACsYeAXwotug0fzDRsRTty9GjAFBYsXqyUwjYdO9GgIZ+oCWn58+VzlweFWW9ZdRncBoz7tQPhf9nv3f50584dmvr9RFo8b46tG8OBfw+qQwsVLGjbF9TXs++btGHjJnrjlVfo40EfKqW+CyuVeivxvXt36dMhH9NP03+gfHnz0NDhI1W5UNzfHzSYatWoQb/MmkFjR45QlkuI07K1Bj548IDe6PMmpUiegn6e8QN9/80EWrdhI02a8j/bPjjdqR9fp3UlSZKEpjFv+Ezv/Ptv2rBpM40fN5Zmz5xOYa4w+uLrCQH11WmbJZ8QEAJCQAgIASEQtwn4rdACV4IECXx+yrfDWqNaNVbEvqZvv/qShn40mHLlfII6vfgSnTh50u4wn/t2/r1LWU3f6tOLihctqqyuBfPntzwuUaLwT/VQRO3kzx076a9du1R0gEYN6qvZ9SOGDlHRIWbPmes+tEb1ampf/nx5CX3E5Dd8io8fPwHFixePzp47y+4Nt6lc2TL0fPt26jinZWuV/Ll9Bx07flxZtOEqgbEozAq53hps1xcn+7TxdVpX5UoVqEjhwmoCIPxe0Z6nnixOefPkodIlS9Hhw0cC6quTtkoeISAEhIAQEAJCQAh4O3n6YPLfhQt06dIlys3+tYFKhgzpqWSJEu7Da7IiCIst3AwQVipQOcHuBpCsWbM6KgJWYSiasCjWq1PH8hhN0c7LVldNUrBVGVbWEydPmR6XLGlSlR4W5lLW2vHjxqhP8R06d1UKLyy98F/2t2y4AEDgZqAXswlUHhkcbujHN5C6knK/9db1ZMmSuifl+dtXh02WbEJACAgBISAEhEAcJ+CXQotP/xO/n6KQNWrwaLJYRBmiXEzdQqgsKJiQ27duOy4Wx0MyZsyo/oXipH3StyskebJk9FzLZ2g2R2ioWrky1alV0zT7Ew9DXcHNQisXlle4G9SrU9v0GGMiQp3hB/eDYSNG0ZvsGgGXCKdlG/s496dZbNkO/KXC2D5sG8f3zNmzKluw6nLaV7O2SZoQEAJCQAgIASEgBKwIhEybMVPNkkfIrVOnTis/SG1W+km2Pq76bbVSdBDSC5+14a/5Wo9uysoYqOjLRTiwhYuWqDY0adSQMnB0ACiaiAmLuLiInIAICmYC303In9u3EyyBxYsVpWxsnR0x+jPq17s3wRL8544dZoe603py/Nt/DvxLb/V/j6pUqkTly5X14lGmdCnlwvDJ8BH0eo8elDx5cpr108+UMGEItX72WXY9eGBbx569++gQ8y3MIcHg5lCwQH7atWcPJeQoCL7KTvjQLULrY9EihVUf337vferNbc+WLSudPn2G+E2AKlUIjw9s2xjdTl/ji7KDVReq9dVX5IESDV6Q69dvqPHHORg/fjyqXbOmShcRAkJACAgBISAEhICeQMiUqdPoNk+iypI5s1Igb7GPJxRKCBRJTZlMzXFiCxUqSGNHjaDqVatGiKJWLhRn+LnC3/KjDz+gzNwGSP+336KPPhlKzZ59TimXlQyLM2iVo02IrfrTL3M46sIymv/Lz/T5Z6Pow4+HUI83eqpsJZ96yjZsFFwDJrE/7y/z5tEajrNrxeOLMaNp3PivaMznXyg/2BJPPUn/m/idUprtwoehDdeuX1PHIaoCBAox/HExuQ5iVzb2m/VRKdd9+qqXjdSpU6sYuv4qtL7GF2zAMxh1oR8Yb199xWIKmECnCdhu3fanOg82/bHWnS5/CAEhIASEgBAQAkJAIxCPFSL7QK1RxAphqDCpCv6wdnFW0XzkS8crmSXUxWPFErYQ+LpGB0E0g8uXL9O9e/cpU6aMtkq2sb1WfUQ0hxscaxexWzVXDeOx2MbSt91ffom6dHrebLejNKd1OSosCJnwwpKYY9XK0rdBgClFCAEhIASEgBCI4QT88qF9nH3F5CInPqJQ5Mz8ZaOLIqsxg3USiy0EIlZ9hM8xfk4EsWDx6T5H9mzK9cFf8acuf8v2J/9GnsAHJR4TE4OxEIY/dUteISAEhIAQEAJCIHoSiLYKbfTEFXNbtXT5CsIPUSTg7hBTZeSYMXT02HHVfFFoY+ooSruFgBAQAkJACASXQLR1OQhuN6U0ISAEhIAQEAJCQAgIgdhKIKCFFWIrDOmXEBACQkAICAEhIASEQMwjIAptzBszabEQEAJCQAgIASEgBISAjkDQFVrEq83JAf9DH4aoMtJG1IJDPEHJl2TIkIGOHTvmle3IkSMcJSCTO12b3Y9IAPq/sXxrIIKyrerVRxJAP9AWo/zHERdy587td/uc9lcr2BfnmNIPIz/jttPzxXhcRLe/++47FYkCYz5hwgTatm2b+tvuN2TIENNqcW4+y/GKs/MCHec5DNkFXm0Pf9erV8+9ipr+QESU2LhxI02ZMkWFdrt37x6tWbPG4/cKrzSHcG3GdJSN+vbt20c7d+5U7UXbjcFMUO7YsWNN26slos346aVz585U0xAP+CzHDkY9q1at8sjbokUL6tixo0pDXQ0bNlR/o18lS5Z0t69v376K9blz5zyOlw0hIASEgBAQAk4JBH1SGB7+7dq1o1QcI9ZMtIe52T592pUrVygLx6g1ChQchL8yil7ZxN8IkxWIYPa8Vb368tCPvHnNF5fQFqbQ5/fVPn/764tzTOmHrzFyer74Ksef/YsWLaJu3brRsGHDaMCAAerQQhwZ4g9e7EOTcePG0Q5etAPKmSZ4kTMTjD0U5BK83DMUvGQc5xlK6tSpU03DtyGiRCVe5OOff/5RxeHlpVatWmZFe6XPnTuXoEgWKVJEKYya6M8/04JMElHvr7/+ahoSzp/yMIa4ZpcvX+4uCyy0F78xPNGvZcuW7jjUJk2RJCEgBISAEBACtgSCaqG9e/eusmb15lW6rASWyFOnTlntdqfDggTLj1HOnDnjXpDAuC8Y2witZVWvvnwsswsrNCxfxt+DB/Yrh5m105/+OuEcE/phxsGY5vR8MR4Xke3atWvT9OnT6d1333UrYClTpqSqvKCI9oOFFaHh9GlWCi3aki5dOpo2bRqtXLmS5s+fTxMnTlQxlp0IGBjPsZEjR6owcMZ0KLNOpU+fPl4W59mzZ7sPP3HiBL388su0evVq968BL3kNZVSf9ssvv1hWuXbtWqW4oq34oqH9Zs2aRRcvXlRWZsj7779vWYbsEAJCQAgIASHgi0BQFVo8sKEM2D2o69evr5QFX1KRVwebx6t3GQUWKFivIkvq1KmjFA6j6B/02IfPpwsWLDBmC3jbn/464RwT+uEEltPzxUlZTvPAgtq+fXun2R3lw0vSp59+qvLCujlixAhT1xZHhQUp02uvveahmEJJrVGjhiodC5scPXpUWXvhYqD98PUCL1/6tMqVK3u0CC+scCNYsWKFWlVv6NCh1L17d7rJ8YNxHb344ov05JNP0vDhw5VCi2upVKlSXm4RQeqmFCMEhIAQEAJxgQBbeLBSmPr5Ert8/InfVbRoURf77tkWwxYaF1u3XPwwcx0/ftzFVk7Xli1bXOym4HEcf951pU2b1jVp0iQX+x2qH1u1XPwwdW3YsMGdV99uq7+NDbLrx/79+105cuRwTZ482cX+sC7263N98803LrbGeTBi65WrcOHCri+++EL1g/0eXegb2sjKqd/tc9pfp5yjez/0Y2I3Hk7PF6flGc8FX9vsi+36+uuvvbL16tXLxZZKr3SzBH5BcrGV1cXKoIs/u7vY11T9zcqciy2VLoypmeAcRB4zYQuti62eZrvcaewSoc7ZrVu3euVDufyp3ytdS1i6dKk6FtedXl544QUXK70eafzVROVl67NK5xdWF78UuNjq6mK3BdVntl6rPGypdnXp0sXFbh0uthCrNLZyq+P69+/vOnz4sLtsXu3PVb58eVeFChVcrAx71CkbQkAICAEhIAT0BJQWa6dQeGS2UXzZmupq1qyZI7p4aD3//POuzJkzu3i5Whdba1wzZ870OhYPyCpVqrh41TD1w4OPffo88qHtmlj9bSzYV3937drlatq0qYv9gF2JEiVylS5d2jVnzhwvpf/06dOuHj16qIc1+sFuCK7WrVu7eKKOzzbp26pldtJffzhH537ox8TXeDg9X/TngRlf43ngZDtQhRYK2Pfff+8qU6aMOm8aN26sXo40wd9smVT7eIKUa/z48S72M/VoUlQqtGxFdRUsWNALkROF9saNGy5cG5rs3r3bxZPYlMLLvsMqGS+q6DvuA2AMxbdu3bpK0dVEU8iRD+eyiBAQAkJACAgBKwK+zbJWRxrS+bOja926dQ5zS7ZACQjnQMkFdpym0BYrVsz94qcp4Gb/wnK/ZMkS9XUB+6GkLV682NQKy77WroULF7rYL1XlxUsb+6O6GxpVCi2s++j36NGjvaBpCi27JKiXS7y8oc1oP0dm8MpvTLh//77rrbfeUvk5KoQLDHgCm4vdH1zsquSCtVcv7KLgwcRYnmwLASEgBISAEACBoEU5WL9+PT+jRCKbgHCObMKe5Xft2pXYtURFJIAPqC/BZEFMFGPLo5pQVbx4cctDEA2jSZMm6nfgwAHirxTEllx3fviroiwzgZ86W3/NdrnT4J+KsFusXHvlw+SuPHnyeKUjgV0UVJQEhAYzCiIwsOJN/OWC2HWA2N1GRW1Au+EH60swYRITO3/44Qfq0KGDys4uHcpnGf0xRhgxhg3zVb7sFwJCQAgIgbhJQJa+jZvjLr0WArYEMCkMiquIEBACQkAICIGYQEAU2pgwStJGISAEhIAQEAJCQAgIAUsCIa6z3qtxWeaWHUJACAgBISAEhIAQEAJCIJoRCGoc2mjWN2mOEBACQkAICAEhIASEQBwgIAptHBhk6aIQEAJCQAgIASEgBGIzgRip0MbPmjtajsn6rduoWrNWkdq2YPTdqgyr9EjtkI/Cg92mdVu20gtv9KVcZSpRkpwFKHfZytTqxR7059+7vFqCtB5vvUep8hejYLfDq7JolBDd+7rk19WUr0I1SpAtT5wal2h0igTUlOh+XgXUKT4ouvbL3+dRdO1HoONiPC7Y/Qv2fciufdin/xn7Fsxtu3YEs57IKCtGKrSRASIYZY74cgK99Vr3YBQlZUQSgerNn6M/Nm+hgW/2pmN/bqTda1fSa11foK6936L5y1Z61ArFN2vmTLRx8dxIao0UGwiB3h8MpgkjhtK9k4co7MzRQIqItGNi8sNADyW29CPSBjoGFCzPo8gdpMd5H8J9TvtFbq9idulBi0MbszFEvPX7/j1Ih44eo6b160a8sCgqIbopB5GB4cX2beiLoR9REo6nqkmtKpVo6hdjqF2P16l5w3rudCi7cVGi+3lw5PgJqlu9KsWLFy8uDo/0WQj4JBAbnkc+OxnFGYJ9H4ru990oxu2o+vhder1J2UuWV59fS9VtRD/OX+R14Or1G6lGi9aUIm8R9av5TGtau3GzRz680bft/jqlL1yCBo8aS43adaIMRUqaludVgUXCrn37qfkLL1HaQk9S0lwFqUy9p2nOkmVeuXFidXi1J2UsWkrlK9+wGa1Y+0fA7XPSX2MjRn31DfXt8bLXQ/buvXv0+cTJVLnJM5TlyTKUOGd+xRusUI8mdhYR4755y1aoPqKvaQoWp6bPd6W/9+43Nomc8vPnUwbynr9wkdq/8galK/wUZSpWmsZ+971X3b4SAj1fjp86TSVqN6TJs372VYXp/u9GD/dQZrVM+fPkopNnzpoeExWJTjg7Oe/R9mMnT5GT69zJeYA8c5cup7L1m1Cy3IXUtdms04u0e/8/Xpicts/rQIsErX1YnEFzNzBeGzjUn+vXCWeL5ngka21Doi+Ov/6xnlp0flldP7jvFqpSiz74dBTduXvXqyon7YPygvJwL8CYVGjUnJb+tsbrU7iT8fCnH16NjWCC0/PUyfiiH/I88n4eYYicPhecni9OOTsZN39OoWCX57Rup/chp9e5r/uF03Zp+ZyMmz/ngb/1R2X++EUKFuBPqvPo/J4d9PXwoTRn8VKP9mzY+qfyMXyhTSs6vGWd+nVs1ZJadulGm7fv9Mjb7pnmNG38WBo8eix169SBpn/9OX36xfiA+oebdKP2L7DFrD4d2LCWjm7boMrs3PNNj/Kg4FRt9iwVLpCftq9aQud2b6f3er/On5D70V979vndPn/6qxV++uw59RDt2OoZr752er0PHT52nKZ8/hkd2bqeQg/upTVzfqI61avQ+5+O9MrvJOGFN/rQy8+3U0z+3fg7tWjUgBq2e57ATBOn/JDf308ZeHmoXbUKj8sa+nv1cjp4+IiTZnvl8fd8gdJeo8Vz1L/na9Sl7XNe5WkJ+oeyZSbDDrgbNKpd02l203yB1Gta0MNEO85Oz3soCdWbtyJf1zmqdHoedO7Zl7q/0EGdz7g2cf41avcCHdCdB07bZ9d/4z59+7S/jVaNQK5fO87GNlhtO2mbduyAYSOoVdPGtGftKrp2aB8tmzmVTpw+Q6/3/8C0eLv24atQ/dYdqUGtGrTvj9/oxI5N9Ern56njq708ynI6Hv70w7SxNonGsdJndXqe+jO+/t5fbJqu7q2x4XkUk/phNx7+nAdaOXbnn11dxn1OrxGn17m+PGNd/m47vc6dngf+1h/V+eMxTKyrbimwvtSpVpV6vdzFI89n30yk39lKO2/KdyodD/PQg3uUhTJlvqLuv7OVKEdX/91jWb7VDrz1VSpbxqvekWwJfefjYW7fOSiu2XmJ0I/f7edR1Iw585VyPnvSBL/a57S/+srQnvTp0tLbr/Xw6k7yPIXVQyZdmjRe+/QJ4Gd1wen34e9Rg96nvt1f8igP47F1x06aOeFLle6Un9M2aPlQ/9D33qF33/BeFtW2g4adTs8Xre94YWjb/TX6ZtSn1IJfcuwEx0CseBqPxRtt7Wfb0oofp1OBvOHHGvPYjY+W1996jXXot31xdnrewzKbJ1dOGtjXU8HxVbcVO6vzb9x3k2nrzp30w/hxqmin7bNrh9U+u7Hw9/r1xdmqDVbpdm2zOgbpl69epbzlq9LlfzwnJ/pqH16YnypWhPq90s2jeIxHn4GD/b5PaoUE2g+7Ptrtc3qeOh1ftF+eR97PI6fPBafXr1POTsfN7hzR7wt2eU7r1ecL5Bqxus5RrtPy7PI5HTen50EgXKLyGJ+TwjZu284WGG8F4hm2ymzc9qdH21MkT07JHi6Xqf194+atgPq3ev0G03pbNXm01j0KXrZ6LXVlv0ij1KtRzWvmupP2+dNf1Hk19BrNmreAenTqaGyC2i71ZDFq3+MNwoxInMzBkJaNG3oVg/HQuzA45edVkPbVnOEAACAASURBVIOE1s2edpDLdxYn44FS4AbTsms3eq7p0z6VWeT3540Xymz9Nh1pSP+3LJVZ3z0Jz+FPvU7KtOPs9LxfvuZ36tCyhZPqHOcxO//ge/zbug3uMpy2z3GlDjP6e/2iWDvODqt1nM3lctH4yVOpYuPm7ugZeEDBVSv02nXTcuzat/L3P8h4T0Qhel9wbEfVeJh2yCTR6Xnqz/g6vb+YNMcryen91B/OTtrnT3/RaF/Po5jSD68BMCT4y8VXecHeH8h1How2OD3/nJ4HwWjT4yzD56SwK6GhlCVTRq82Yfb35auhXun6iRr4OywszCuPk4RLV65a1qs//sKlyyqEj5nEj++tr/tqn7/9nTD1B8KnrVQpU5g1gX78drzyj3uxz1t07r8LlDN7NsqT8wmqWbkS9WErq9VxpoU9TLQaDzDTxCk/u3qs9j2RLZvVLr/TfY0HCly59ncVjaD2s+1UJALjw9rvSh8eABeGpzt0pg/e7Bl0pS/QNumPs+Ps9LxHvuxZswSjOe4yzM4/pKEuTZy2L6gN48L8vX5Rvx3nYLev/yfDWblcQ5/0f5vKlSxBGfjLDu5Tt+/cUf6vZmLXPnC2Gg99WVE1Hmb9MUtzep76O75O7i9m7TGmOb2f+svZV/v87a+v51FM6YeRv3HbXy7G4yN7O5DrPBhtcnr+OT0PgtGmx1mGT4U2TapUdPb8f5QrR3aPdp05d56wL7Ikfdo0lvXq68yYPh3tX7eaUqZIHpSm+NNfTPj6Zup0Wr9wjmXdcIf4fuwotf/GzZu0/+Ah5Xv83Q8zCDFRV/40Xe3DQw3Kv1EJN7PqYjxyP5HDo06MBx6Omjjl51GIw42ECX2eNg5LcpZt4mcjVMYFUydRvec6qAd4hdIlnR1skWvNhk30bNfuNHbIh/Q8+4RHR7Hj7PS8xzlxiie75cudK2hdNDv/kJYuTWp3HU7bF7RGPSzIn+tXq9uOc7DbN3H6LDVnwejacuCQtR+6XfswvvDhz8tuJXrBeOglqsbDKT+n52kg4+u0DXb5nN5Pg83Zn/46eR7FhH7YjYO2zx8uTsoLdp5ArvNgtMHp+ef0PAhGmx5nGd4mTEPtFcuUonlLV3i1CTOdK5Ut7ZUerIQ61aqwNc673tmLlnhU0ZAnQyxYEbzwSv70d9rPc3hyVGUVq9SJJE+WjMo89SS9ypM2ls2cxi4b292HwXKrn1Sj7Vj66xqvos0iPcxfzhZMbosmTvl5FR6NEwrly8sTDcfRcy+9okKkBSo/LVikonAMHfBOtFVmffXN6Xlfv0Z1mj5nnq/i/Npvdv4t4PMP4c80cdo+vyp2kNmf69dBcX5nSZokibK2WgleWM2+ynw+0f9IIaijLs9v+HnhYq/qcH/Wi7/j4asfXhVGMMHpeRpV4+v0fuovZ1/Y/Omvk+dRTOiHLybY7w8XJ+UFO0+wr3N9+2C8u37jhmmTnZ5/Ts8D00qicWLIiPET1CdzvPHsP3iQxn47iaZ/9bm7ye/w5J/mnV5SFlAtxioeXkPGfE6Lf5gSoa7BdwxiNgEFge9hjUuVMiU1qVebrZcumrdsOX382aO24djBb/dVs3wv8+d2RETInDGDslggZMakGbNowyL/guI77S98ZMbwRCxt0pkVCIQ3ateyuVI2C+bNQyEhIQS/zeFffOXh+wb/0G5vvkvjPhlERThiw6XLV5Tf7cefhU+y0Zf/EUeRSJUiBTVrUI8tuvFo4YpfafRX39Kq2TPc2Zzys2p3MNLtxjfQ8qtVKE8jBr6nXAXWLfyFrdLpvIqyq3cMn9/9Bg2hN17sTN2fb+91bEQS7OqNSLlmxzo97we91UetXoe4u3bXuVkdVmmDR43xOP8Wr1pNI8d/Qyt++sF9iNP2WdURaLrT6zfQ8n0dB8vr9F/m0Qutn1XXulHaNG9C3fq9SyM/HKDcjxAB5XOewGVc1MN4nNX2h/16Uw0Oowh/TPg2J06cSN0PPv3cM7qMv+Phqx9W7Qk03el5Gpnja3f9Or2f+svZFy+n/XX6PIru/dDzsBsPp1x88Y2s/cG+zvXtLFviKfr2h5nU66UulCBBAo8uOD3/nJ4HkcUnssqNx59bXSvYR/HSlStUOH9+FRKpbYumHvWt+n2dii27fddulQ4rI25Aeougfuad1d/GTtidsMiL2JYDho3kmLeb6PbtO1S8cCEa0OcN9alYrwTjczsUPyiAZ86Hu0LUqlJZha+pUamCqtaqTfp0rX1O+osH0ORZP7mjPBj7pm1v+nMHfT/zR0KZp86epdQpUxFinrbniTrdn+9A2ufEW7dv0ydjv+AJZgvpJIfwgSJfvWJ5taJVyToN3f1Fe6FEfzLmC9rzzwFKkiQx97Ei++S9pfjoxQk/bQzM2m/2omHGy+xYpNmNr9PxsKpv+JdfE16sVv08g2BN0ouveq3ai/Tze7Z7KMlmfMy4+OqvXZ1m+6z6rc/r5LxHfrxADRo5hmMzW1/nZv3U6tL3F/l+nvi1Ov8Q+gUKFF4y4BP6VNHCHl1x2j6z/tul+WLj5PrVyvdVll07zPat5PjXr783UH1BgAuR8VxBrNlh48Yrq/kJDjmI6xz3KExKLFKVX9zPHPUo1kn7cB94b+gIWrNhI927d5+eLFKYhnDUF4SZun/qsLs8f8bDVz/M+h7RNCfnKepwMr56blZ/G9urXQPGMdDyObmfIq8TzlZtMhtvJ/11+jxC+6JzP/Rj4ms8nHAxjnEwt83GSivf6XWu9dGsXVbnIcKRPv96b/X8x4uMMZ+T88+f88CsbdE1zWfYruja8KhuF2LfDv+gP1UpVzaqmyL1C4HHRsDuJv7YGiEV+SQAX318xTi02XOBGZ8HSoYYSUCeRzFy2KTRQSYgCm2QgUpxQiA2ExCFNvqNLlZufLVLJ6pcrgylT5tWWc57vz+Ynnm6IfXp9mL0a7C0SAgIASEQCQREoY0EqFKkEIitBEShjX4ji/i/w9hnFqsnIQ54wXx5qOdLXQl+fCJCQAgIgbhCQBTauDLS0k8hIASEgBAQAkJACMRSAj7DdsXSfku3hIAQEAJCQAgIASEgBGIJAVFoY8lASjeEgBUBRIPoOeBDNSNWL4tW/kp9B36kkhCBA/F9MUPWKBGJ+WssKyLbmHmP1fbispzgCCj37993IxjCkVHGcdgvTS5cuqRmP0dUEFoMLgyaIGi/ncyYM5++mfYobKBdXm0fxrJe6w5qWV4RISAEhEBECYhCG1GCcrwQiMYEoMQO4RBbd+7cJf0ym2jyQQ4ttZLDyUGuXb9Bvyxeqlaz08vvm7ZQkWp16Mf5i9zJUEDgS2v1m/LjbI8ygrEBhbtB2+dVCL+4Khijio2b04cjP3MjWL95K23b+Zfaxli/8vYApSQiDKNeoPhajZcWOqjp810J/rgQBOk/fPy4+hsKdJUmLTn84E8eZeo3lnLIxNkmCzxYHsA7MmVIz2HG7tF7vBxwoEuk25Uv+4SAEIhbBCJVoV2/dZsK6h5bxC5mXFT20V/O0bUfj4vhn3/voh5vvUep8hdzx8q1q/tq6DXKVqKco7xW5eCB/S0vd1yuQVNKW+hJ9cPfSIvMh/nCFato219/03fTZ7oVml7vD6Kde/bSaV4SF/GP8TdmxkP2HvhXbT948EBtV6tQjl7u0JY6vNpTxf/Uy5ZlC2j7qiUeP7tlWj0O9nMD8Zwhodeuc7zVTbY/O2si4nUi3mt0FE3htGobFreZ+sUYGv7lBFq+5nevbHjpwAphMyd8ycsQp/HY/1L7tmqcsADDxxyjFn9jhcPeL3dVf0OwFPf5Cxe9ysUCES91bEevvfu+OpcCETA3KtQJsuUhvDDhfAvJntdr/5M16wdSlRwjBIRAHCXgvZRNEEGM4BvvW691D2KJUpQZAeFsRsU67YU3+hJWZtu4eC45eWhiZbbGdWrZWqisawvfg9XJNm3fQWM+HkglihZVibv27ae3Px5K//x7iEYP/sBXEX7vxyfdl998hxXSdmq1Ok0ypEtLT9Vq4N4uXbex++8WnV9Wf1/652+1eiCsup9/Mlh9xu79wWDatebRctQlixX1Wg0rfjzzd2Qo1iirSb06fvcDB2zZvlMdh0/hvuT0X1spS6aMXtlgfe71/oe8cEwzr31RnaC91JitLoa2bdnxl3rxwfLZ5UuVoHlLlvEiLSnpSmiossxC4V/JC2e0474lTpRIbUOQF8twggd+CRLEp1w5shPGLlHChJQtaxb1ty/Bqno7eWEdLGqzbcViOnbypMcSv+cvXqQrV0OVUqyXCqVKuReP6dL2ObXYDWTn7r2qXdpiHAePHFPtS5E8mdqPxSfMlgL3KFw2hIAQEAI6ApGm0MLiA987bblcoR45BISz/1x3r13p+CA8VL/nFeFwjN0nV18FTuLV4v5evUIpE5ogbiiWmS5Ru0GkKLR/bN6iLHVjh3zotZoaVpcZ+933NGn6LKWkIhB/UXYtOLBhDa9kl9ujO1heceqXY9UyrXq3hd2s5IYYll4Mc4V5ofh7735q/sJLKh0cixYs4JXHVwIUtLrVq9KKHx8tr+vrGOP+j0aPo+O8OheWjI5usvHP7apJfbuHczK2r06rdh7uIOCh91ldwf7FmmAVMk1uHv1HjVGiJ/K70zq93ofwg7z90VD1mzP5W/d+qz+wXO/ajZuV0opjzHyrqzd/zuNw/cp72TJnJizbCUt/3w8/VitSQsmFvPPxMDU2sEBXKltauSOIQms1EpIuBISAGQFzc4pZTj/TRn31DfXt8bKX3x6KOXbyFHXp9SZlL1mekuQsQKXqNvLw0dOqWr1+I9VoweuU5y2ifgggjhuqXvAZq2331yl94RJqed5G7TpRhiIlTctz2gVYzvAAxmfhpLkKUpl6T9MctogYBUs14lNsxqKlVL7yDZvx8qKeK/P40z4n/TW2wY5zTOqHsV/6bafni10Zge7DpKlX2aqUPUuWQItQxyE+KCxSRkGaceleY55At59p1IBqValEyfMU9vic+9WUaerT8Qm+DuFygL+xHCZkF/+LbXx6hi+s9pk4d9nKHhY55IVlF5Ze/Q9Lrxolb64nlCIDa2HuJ3IYd/vcRploU+WyZXzmtcsw5ttJanfFMqW8svlznf76x3qCJTtd4afU/atQlVr0waejCMtdatK9X391jzNK1979lLuLURawK0TO7Nnog749jbvU9rVDe9USl9pv2vix6rzBL1XKFOrft1/rQRf27fTIlyRxYrXeO9xDfhg/TpX103dfqW1YRHvyevD4W1si3LTyh4lwV9jx61LCeQUZMfA9d10deCnvOtWquLeXzPifR1EfvfMmNaxTk+PlfkVPd+xMPTp1oG9GDlPPB/wWT59CLRs3pJotW9PA4aOpa/s2NPbjD+2aI/uEgBAQAh4EvJ+wQQB0+uw5gnLWsdUzXqVBOanevBUVYSvNxsXz6PyeHfT1cLYQ8IQUvWCGbasXe9ALbVrR4S3r1K9jq5bUsks32vzw86OWv90zzQk3+MH8abgb3yinf/05ffrFeK+6nSTA4ok10Js3rM/WqrV0dNsGVWbnnp4PJ1gTsNxg4QL5lQ/aud3b6b3erxMeWFhrWS9O2udPf7Wy7TjHpH7YjYvT80Vfhi9fRLv69Psw+Qnn2tuvveLoELt6e/OKTc+/1kt9Cr5+44b64e+Or/Yi7DMTu/LM8hvToMgMfLM3bVg0l/LkfIJeeaGj+vvy1avq5QsKHqyu+Lv1y6+qw/FJGds/LVhEDWvVoN9+mUVzJ3/nUTTS9cqV8e/OfM3qBYoQlKZNS+Yrxd5f2bV/v1K8k7DSBuugr9/Fy5dNq9CiA5i9WOAAJ9cp8g0YNoJaNW1Me9auYkVzHy2bOZUQfeD1/o/cRr4Y9pGyMOonyP3wy1z659Bh+nzoYK/2zV+2Qrl2wKXATvDigbFCXT98NY6qVyxPTevVpV9nz1Rc8pavSkP5c71+ch8URrxQHDp2TH0hePbpRmobrgk5smVVf6dNnZoqli5FcEexExwTiJQsVozg6jP662/pu9HD1bLhaNfX//uBPvtmooqu0ZLbtXTGVMIL11uDP1EvYyJCQAgIAacEIsXlYBx/yuzBD0/4aBllEM/QfZEnmcCaoAksJj9+66mAfvrFV+ph3LVda3e+l/i40OvX1ao486Y8esjWqVbZbQmux58lcaPEgzoQgZX3rVd7eNQL/7HQa9fUZzFN0I+ubVvTB30eWVRasBJ88+Yt+vizcTR70gR3Xift86e/WsF2nGNSP+zGyen5YldGIPug/LzJn0UH9HmDUqdKGUgRHse88/ortO/AQarcxPMlr9NzzxL2RZZovpNQJJ/Inl1ZJ/Eb0Ot1R1XieISC0gtm0cNKaSWF8uWlfet+s9rtdzr8RyHvDR3u6Njf5/9MVcuX88oLxdtOnFynOB6KuV7wsgDfaCiTUNYguPfNnjiBavBXJVim8XLx8Wef05o5P5reF/evX23ZNPjJwt3lB448gEl7bZo3Ve4rT7Ay+u3U6eo4jOkf82erSBXvDvmUvpg0mT7s10dZQiFQrqFM9nyxi+lXM+RZyoq5XvTuJR47AtiAlf5FnpiGe3jG9OncJUz9abZyQYGijPsr7utbly9U92+rF48AqpdDhIAQiAMEgm6hxYzwWfMW8I20oyk+zM7F5ylfsnHbdmrRyHuWKz53bdz2KD4iyoEFSLP8aH/fYMUyEFm9foNpva2aPJo4g3JhvcNnMaPUq1GNMIteL07a509/UbYvzjGlH0Z+xm2n54v+OM1iaCzLn+3xk6epT+xwN3AqdvUiVih8WhdMnaQmXF3c/xfN/99EFYZKH0c0mP3AbH/MIMcPFs4z586pv+Eqgxce46xzbXseWwvt5MthHyuLK37fjvpUZcUnYy3t54lf2x3u9z4oZUYrsNm2ppAVyJPH7zpwgJPrFBOwxk+eqsJnaVEywA0uT4jAoBdEEZgybjRb5nsrn1X8jTR/BW4DazmyQ4vGDejYnxvpf198ppRZSOaMGdlynVj9DQUU96k9v6+it/kl6fx//6l0nMd1W7WnfLlyUf9er6k0TX5esJhGTwg3DkDpdZ8T7ApT+sniHnmxsZVDhOHe469Aoe/f81UPZRZlHDp6nHLzC8FrXTrRkP5vUauXelCiRAmV+4KIEBACQsAfAkG30E6Y+oP6dAe/LjO5cOkyZeeZtb4EVgmzmcp4IFzm2bRG0VsT8HegoZAuXblqWa++TvQjX4VqxmaobTPLgq/2+dtfX5xjSj9MAeoSnZ4vvsrxdz8iG0BxM/vK4G9ZyD9+8v+UIqK3HGLCZGqOJPBS37ep18tdAinW9pjzFy4oP1dNvpg0hS13U9Qn5+KFCynLmP5LAvJhYpgvgQVWE7iEQKCABIuVr/qt9h/gz/m472BCUaDi6zrtzzFTl61eQ5/0f5vKlSyhPtHjeofSmCx3Ia9qMfEP4bYgmOwUiEChxcuPmSBu7HPs/qAXWDv76NxYcPyEkUMJbdH7ax/Zup7j1r5Hs+YuoDd5vkPBvHnor9+WcXtTqH5BwdcLQrl16dWPGtWuqZK1CWX6PFCIjQLXGuOXCX2eD0d8Rvhp8kSpiu6/4SJj5vNsrEO2hYAQEAJBVWhhEfqGP4GtXzjHkixulKc4/mW+3Lks82AHQgadPf+fx6xwpMPXCvsiS9KnTWNZr75OfDbbv261+2EV0fb4018nnGNCP5wwc3q+OCnLnzzwM8WEP/z0oj2wfX2+NtZ1nBW/UsWLGZPZClaMsC8yJEfWrMqyCUF4sg7PPkPvvhHu3gALLZSbwvnz+VU1vkw0Zh9zo2BylF6GvveOuy5jXqfb8BfVhxezOy704B46eOQoK2V5LT+p2x3vdN9EjgoB3/8CeXN7HHLg0BHTIr78/n9UKF8+cvF/sOzCEumvwP1FH6XAeDx8obUJb8Z9Wvg1hJ379/BRxUgvmPwHf1t9fNk77GIC5dWo0M7kL2+IhgGfaljx8fWi7TPNVHFwp7h0+YpyvYBAiYXCC8GLE9xAjDLu2+8J4dwecDiyT9g6C4XbKIFExDCWIdtCQAjEDQJBVWixukztqpVtP6vVr1GdEFZmYN9etoTxVj5v6QovyxUChwdq6bCt8OFOWJowQQOzf/Uye1F48HEtDRNjFqxY6ch9wkm9/vTXCeeY0A8nXJyeL07K8iePmcIKZdYs3Um5+LKwneN4VqtQ3iM7XACyZcnspIig54FrjJlFza4iWGHxaR8vTBBEGIG/I3zd4TevSUSjQqAcRERwGqYLVkhYaI2Kpl1fAtkHa6zZ16fPJ37vVRzG9itWYuGKwZ4KPNmuqbLQlyhWxCuvXQI+12NynlHgUwwLOWL/FsyXhyMkeN9TU+gmmfX98CNavMrctxkTAfUCK77edQSRJgaNHEMd+aUIjL/6dAiPzxNu3pnSp1dfxbQvEE8WLkw1K1fkWLmpVBxao08zJrSu/P0PNZEWivD0X+bxvb6r8qUVEQJCQAgEQkAptE6tTnb54Fs2hmerGj9hGhs16K0+avUwPIDgmgDL5P6DB2ksWxkQk1OTd9iS1LzTS8oCqsWyxZr0Q8Z8Tot/mGIs1q9tu35gIlq95zrwQyslB4GvzTdpF1sjlisLhF4Gv92X6rfuSJfZRQERETJnzEC4SWOyzKQZs9Rscn/EaX+dco7u/dCzsRsPp+eL0/L8GRN/89r1oxd/AkakjHFDBlFVXn0LAr/pngM+pD4WsUftyvO3bciPcwcKjTaTvlihgmxt84w/WrByTa+ioYxBJvCM9KW/raaF0yarmfGLVv6qlFlY6vCSCr9NfLY2CiyAiKOKz/lQzJyGKYOFELFnnQgsitv+2kW9u5tHjHBShpM8bZo3UYs7ICYrwmyh/5+zfzRWINMLoli07/EGfT1iqNvSib/bv/KGUnB9RTPQlwVuUA41UfcAvl/CCjr1yzHsl5pehSuszS/j7/IYQAE2k4XTvJVuuByAGyZi2QliMR89cZK0cFyYK2AnmEiJc8RMYBVuyO3Nnzu3cnXAFyfcN5/u0Jl+mfRNUCZhmtUraUJACMRuAkGbFLZg+SoVkN3XJ0xYXfD5ac/+A8pikaFoCfYhfIeVVs9g53ijR+SDyTy7FzEw8fsfx8XEzOHItNDCP3DJjCk0l+PO5q9YnXKWrsgziWco/0e94HMuQuXs5eDy1Th8V8p8RahCo2a8Ws8fNGzAu36fNU7765RzdO+HU0BOzxen5Wn5oCxqCqP+b3/LcZofS4ziM/zQcV+q2fD44eXs0/ffpTde7Oy0mIDyQdmDP+3wL7+ill270X+8qhMEihJWptL/zCrARCAIJhpO4wUWEElkxpz5yh2j3yvdVLgpWNLrPNuO4NNplH/5MzciFSAEmlkwfmN+J9vwOT955oyaoASFaCp/HUK4Lnxaj0wZNeh95ToC5StNgeIcG7uNqnfdwl88qn3t3Q9U2DN9fFcopQ1qVuclZANbFQ79hOKMlwOsPIe2wGKKMrHc7RB+6a7StKWKwa2PiRtRHphQiMgt7dkAYfbC4rR8lIMwXdrSw5ggCcUeIcNW/TyDsLIdXGMmsNtaMNvvtH2STwgIgZhNIB5/Qn1of4lYRxCTFbEFq5QrG7GC5GhbAsLZFo/sNCGAuJ6IW4pr85tRw5RPI3xoEbfZTLBqFELQaQIFYyx/fVnAFj5Ylcd+O5GXwv2Xw+r1ovd6vqYmRUEBQR2TZvyo3I7w+VuvzCGcFBRoBM8PhsB9o2z9Jh5FQbmDxTK2CVZa6/3BIPVCAKUQivGQd719TrGQysARo5XSi6gvULw/7NebznK0A21lMH/ZzPj6C7aSV6FmnV6kyRylQT8hUF8WIjmgnpU/hYcR0+/DXIg+AwezRf835ZuLlyCEwzO6F2Bi3UhekAfL3uKcqlK+rPKttbL0+tsXyS8EhEDsJhA0hTZ2Y5LeCYGYSwBB/+Fq0K1jO3cEDgT538IKEqyreoFi0qtbVw8lApZB+Dki6gjKQQip7p06mE7sxKdjTAz97KMPCF8xIlOwgAncGW7eukUZeJJmiaJFInVCWGT2xa5s8H+Zv2KVLfkU4VM/lEp9NAbjsQi/tfTXNWwV30ETRgxTSvCBw4eN2RxtY0IbJsDCP9YseotWyIjxE5T71bAB73iVi2N7fzCYSj/1pHqhMfNB1h+ECZlwZ/mdV4XE+enURcWrYkkQAkIgThEQhTZODbd0VggIASEgBISAEBACsY9A0HxoYx8a6ZEQEAJCQAgIASEgBIRATCAQj2fMBsWHNiZ0VtooBISAEBACQkAICAEhEPsIiIU29o2p9EgICAEhIASEgBAQAnGKgCi0cWq4pbNCQAgIASEgBISAEIh9BCKk0NrNtI0oKqdlI5/+F9F6Y9LxJ06coKQcnqdLF89VzXz1wSlbX+WY7XdadlweNyM3p8yMxznZdlp2VI2H0/Y56auWB9cDrouTJ086OmzWrFmUM2dOywUJHBUimYSAEBACQiBKCUTIhxYPo8hywQ2k7ECOiVL6Eay8a9eutHnzZtq6dSsl0y1x6avYyOQUSNmBHOOrjzFpf2T2P5CyAzkmUN6RUddNDuVVrlw5qlixIk2aNMln0/LmzUsjRoygFi1aqEUmRISAEBACQiDmERCFNuaNmWrxfxzEPEeOHLRo0SKqV89zlTVfXYoMJUKrM5CyAznGVx9j0v7I7H8gZQdyTKC8I6uuZcuWUfPmzen06dOUnpeGtRMosTd4qdrEvBy3iBAQAkJACMRMAo5cDnbt2kXNmjWjNGnSUJIkSah06dI0Z84crx6vXr2aqlevTsl5DXb8atSoQWvXrvXIhweYlRj3zZs3T1laUGdqXh6xSZMm9Pfff1sd7jP9yJEj1L59e8qQIYMqE2WvWLHC53FmGdDWNm3aULp06WjQoEHUsGFD9eD88ccfvbL/+uuv6uGaeAYINwAAIABJREFUNm1a9dAsWLAgvf/++3SHV8bRpFu3btS5c2evY/H5tHv37l7pM2bMoAoVKtgqszJuXthUgpPxMD8yYqkyHub8gn2doxZcj2XKlCG4E/gSrF4lyqwvSrJfCAgBIRDNCSBsl53s3bvXlS1bNhd/unOdP3/edfbsWdeECRNcKVKkQLgv96Hr1693scKm8p07d079vvvuO5W2adMmdz79McZ69fvwd8qUKV3ffvutqhN1T5w40ZUlSxYX2mQmdmUfO3bMlTVrVtdHH33kOn78uOvq1auuuXPnqr7t3LnTrDjbNNTFD2LX4sWLFQdW8F1sFXKVKFHC67jy5cu7pk2b5mJrkevu3buuw4cPuzp16uR68cUX3XlZuXVVqlTJNXnyZHcajkEa9hmFFWTX+PHjjcnubRk3SzQuJ+NhfXRge2Q8zLkFcp2bl+SdOm7cOFfLli29dxhS7O4bPg+WDEJACAgBIRAtCDzSSC2a07p1a9fYsWO99rLPmYdCy9ZT03yjR492sXXXfbzdw8Oo0OJYoyCNLaPGZLVtVzZbP10DBgzwOm769OmOHnrGA1HXtWvXXNevX1f1an9DCXcily5dcrHV2SMrFN78+fO79uzZ49q/f7+rQIECSgk2E57EYqnYI7+Mmxk16zSz8bDO7f8eGQ9zZrh2/L3OzUvyTt29e7crd+7c3jt0KXix5a81tnlkpxAQAkJACER/Aj4V2owZM7qOHj3q1RNYGfUKJH9ut8yHMjSxUzqNCi27CJjWmylTJq90JNiVDcsu2mwUWH5z5cplTPa5rdXF65S768XfvN65x7FI+/LLL5VVULNq41j82G3Bqx5YukuVKuVidwjXhg0bvPZrCTyL2xUaGmq5X8bNHI2/42Feiv+pMh7mzHAd+Hudm5fknQpllSdLeu94mIIvH1Cmy5Yta5lHdggBISAEhEDMIOBzUpjVhInbt2+r0DjcTX4mkZodbDaxAvnYakn37t1T+ewmgej34e9bt24pX1e9GMvT77MrO2HChHT//n2PsrQNVkIJfnT+iLGtGgdjG9555x3CBJWhQ4cqn13476I+Iz993fA9hhj9j/V5ENWA3ToU2/+3dx5gUhRPGy8QzGDCRJYgIGIAQSWogCAqQYIYEBTkDyioGEBBRREVEUQkqGRUoiBZskjGiCISRJKJYELBhKm/fnu/WWYn7ezd7nl79xbPPtx291R3/2Z2t6a7qsZLgs5Hbj5vGTkfXnwTLeP58CaWkc+5tyZ3qb7hE+1mZL6XvAR94zV79mzjn08hARIgARJIXwJxg8IQ6KR9WF0z3LNnT0wZAsb82qHOEhhzepXMpW///v2uMj99MAoTFb1CJviBg+HpfCVqzCbSt/b7lWnTpsm1114remXZGLOQrVu3eqrRq7lSrlw5EzimfWQ926AQ8wnKs8nz5o0u0fPhrSXxUp4Pf2bJ/Jzbe0GeZnzm/ARBmYMHD5Y+ffr4NWE5CZAACZBAmhCIa9DWrVtXZs2a5ZoOjDS7IOcjopWdogOvRAc2RYuRwNzLmJs/f77zUM9MChhLnTp1XG1RgNVK7dPqWYeoZ6zEZLXAgC1YsKCrWx2w4irTwWnGiB04cKB5DRkyRNavX+9qhwLtliBLly71rEMhz5s3mkTOh7eGjJXyfPhz88qYEvQ599cUW7NkyRKTkcVPjjzySPNQEmSfoJAACZAACaQ5gXieEQhO0vlOTfS9zn1qshcMHz7cleVg5cqV0SwH8Eu1shLo1dkYX9Bu3bqpmjVrqnXr1intUqC++eYbkw2hWLFiMT6wGqvShqCpQ5/oe8yYMapIkSImYMpLateubXzitGuBq1qv1qjy5csrbSSaLAfwn4PvHjInaGPc1T5eAcZnid/fqO/cubNq1KiR+uyzz8x8EfClU3Qp+Bzbj0NQGca3bNmyqF6dBk1VqFDBBJ45BYF6tWrVchZH3/O8eaMJez7sR+M82c+Vt+bgUp4Pbz4Z+Zx7a3KX6rR2xn89nmT23MbTz3oSIAESIIHUE4gbFIYh6BUMY5TBwNSrGkqvepg0Vc4fgsWLF6saNWooBCzhBcNV5/yMmYV+io/q2bOn0k/nMbq0+4DJMqBXIl0G7RtvvGECpNAOfWMMGIufIP3Wueeea4KtnGPDMcgY0KlTJ4UMAdqnViFQB9HndiPST7ez3M+IdfarfWVVr169VOnSpaPzbd68uTHK7W1bt26tunbt6uzGlCHFl1NwwwAuCxcudFZF3/O8udGEPR/WkdodxZwn7QPrVpZgCc+HGxjYJvo5d2txl+gHjpjPx/fff++udJQ4P7NxD2ADEiABEiCBbEcgblCY/rKnZFMCGX30bTadTrYcls46IfrGTLp37y79+vXLlmPkoGIJIAhMZy6Q6tWrh3r0rV/AHrmSAAmQAAmkD4G4PrTpM5XcN9LevXuLTkUmehs9900+i2YMX074fetV9izqkd1klgA+DzrVoHmCXxjB+Z03b17CmU7C6GYbEiABEiCBrCHAFdqs4cxe0pQAMk7079/fPPqZkjMJ6IeryEMPPSTan98zA0vOnDVnRQIkQAI5iwAN2px1PjkbEiABEiABEiABEsh1BOhykOtOOSdMAiRAAiRAAiRAAjmLAA3anHU+ORsSIAESIAESIAESyHUEaNDmulPOCZMACZAACZAACZBAziJAgzaT51M/xEGaNm1qngmP//GeQgIkQAIkQAIkQAIkkHUEaNBmgrXOKmwenamfkib6iWayYsUK8x7lFBIgARIgARIgARIggawhQIM2E5y7dOkiS5culeXLl0v79u2NQaufjCYop5AACZAACZAACZAACWQNARq0GeTco0cPmT9/vlmdrVixotGC/1etWmXKUU8hARIgARIgARIgARJIPQHmoU09Y/ZAAiRAAiRAAiRAAiSQQgJcoU0hXKomARIgARIgARIgARJIPQEatKlnzB5IgARIgARIgARIgARSSIAGbQrhUjUJkAAJkAAJkAAJkEDqCdCgTT1j9kACJEACJEACJEACJJBCAjRoUwiXqkmABEiABEiABEiABFJPgAZt6hmzBxIgARIgARIgARIggRQSoEGbQrhUTQIkQAIkQAIkQAIkkHoCNGhTz5g9kAAJkAAJkAAJkAAJpJAADdoUwqVqEiABEiABEiABEiCB1BOgQZt6xuyBBEiABEiABEiABEgghQRo0KYQLlWTAAmQAAmQAAmQAAmknkA+tfeL1PfCHkiABEiABEiABEiABEggRQS4QpsisFRLAulK4N9//xWllBn+oT//lNvv7Safbd8Rnc6nWz6Tbr2fkr/++jtaduDgL/L26rWeU962c5f87/4H5fc//vCsZ6GbwJr3P5RbOt8j+777PqbysWcHynMvj3QfEFDy5Te75ZkhL8l3P/wY0Cq1VR+s/8RcRwd/+TWhjv75559o+xXvvCdLV61J6Hh7419/+81ch2s/WCe4hj/6dGNoXT2e6idPDhoSun2yGuJz2PGBHrJszTsJq/z+xx+lUet28uEnG6LH3tG9p4wYPzFhXTyABNKBAA3adDhLHCMJpJhArcYtJO+ZJc0rX5FS5ocfMnP+Inlt2gw56YQToiPYtusLY1T98+9hY+ONN+dL3RY3GSNs77ffxYz22GOOkVenviGjJ05J8SxyjvoFS5fJ4uUr5ZSTToxOCjcaw1+bID/99HNCE93xxZfS8+l+2jiOPS8JKclEY9zs3NTpLpk2d170RslPXdWrGkWvQ1yLeA+jDsZ483YdZdKMWQJDDa+fDhzwU+NZ/u+/ylyDW7ZtlxGvTZTazW6Qle++F9MWN26od75Wvfu+rNU3Gc5y672lxDl+zGHJilXyy6+/xszL+qxZc/QcsC5ct+FTGTlhUsJzhb4/Dh2SN5csjbmRgWG8ees2v+5YTgJpTSClBu3q9z8Q/FDmFMGXT3aURDln13lkFVusWHTq1lMKlqlofmT8JGw7v+Od5WH12X/s7H879SX7/e033yCr50yXU085Wc4uXcqoH6V/TBvXv1JOK3RKYHdtb7xe3hgz3Bhh5WvWNj/8lhQ+43S5uWkTeXboy/LnX38F6klW5awFi6VCzTrJUpdUPdY5DVK6fO270vTqBpIvX75oMxg3337/g1x5ea2gQ7NVHYyqmzp1kd9+/11OLFhQmrXrYFb9g6Rz2zby3oLZUuW8SlLh7DKCVdpO3XrID/v3G4P0tIqVzat0tVoJGXpHHXWk6favv/+SQX0ek9tvukGuuqF1zM7CBXUayDm16rpe+I6dr28yvOoqXVE/Zjr4HK2ZO0OWTHWvhPZ9+EFZMWtq9NX06quCUMjMeQsFN4RXXXFZYDtWkgAJiBz+tkwBDfyAdevcMQWaqdJOgJwTux5uves+ub7RtbL2zRni/DGyawrbLmzviej7d8+usGqT1q7omWfK8ccda1Z0bryusWzXK7FvrVwtc14bE6oP/DjXrFZVXn51vPz084GYbdILK50rU2bNlddnzxX0Y8mlF1WWo46MGBoom7NoieTJk0ca1qsbqk+vRthavueRx8wcsptglRViN1TtY4TxN3fxUsEc3lm3TiZMn2mqd76/St7U5RCsLNrllJNOku82fRRTlh3ewIht1raDnsdHsnzGVIFBiQUObIO/PvJFY+B6SRF9fZQqUVzWb9osHdu0koa3tJX9+nra/u5KOat4MeN2AE4v9+8bowMrth98/ImXSlNmudFs3LLV6GhQ5wp576P1ZkcBx2I8v3+x1fP4q29qIyeeUFAmvTzUs95eiOv7kioXmlVZp1Qsd7b5jFgyZeYcgUsIBOMofP7hOvuxx51V3qkq5v2X69aazxWM/82fb5OSxYoGtmclCeREAikzaPGhwg9iI726Q0kdAXJOnO2nyxeHOihsu1DKdKNk6wvbbyLtZsxbIDWqXiTFCp8pTW5tbw6FkQAjxCnHliwnTzx4vzzS9a5oFVZ3H733bil76eXm8++UNl3ujSmyfohR+MmmLdE+weqcs8s6Dw/1/onnXjBGQuOr6oVqn5WN1n64znR3X8cIW2ffWNGsW6uGPHBnB1O15fPt0uGBh7Rx9Ju8OO5V6dj6ZmnVomn0sNf1TQJuArKbbNr6uXEz2Pvtt7JoygQpcPxx5kblrWmT5NpWt0mNhs1k3ODnpOoF53sOfYZemYS7BX4/Xhr3mvF3LX1x7Mo0XBAgT/d8UB666w7jF1v/hls89dkLh4weJ3hZgtVXrJrC0ITRa/cXt9qAf968eWN2Hqy6omeeoW8Ej4vbb7wGJ514gmY1Ptpsyqw5xlVnwouDo4b7jz/9ZFwJCp9+eoy6QiefbN4f1Eb0ebWvMnrKly0d2CXm2uf5wXLyiSdKl3a3BrZlJQmkA4GUGbQDXhwu93X6n/kSc8oXX38jj/cfKIv09uQPP+4320oP3dVZbmjSMKYpgkwe7/981Kn9ovMrSe/u98vll14cbYftu5aNG5qtzrvbt5V39A/G+/oHeNgzT7r0Ocfh937D5i3yyDMDZMU778offxwyP6wP33v4R9s6bueXX+l2/WXRspXmbrxShfLyZI9uUt+2JZjI+MLM1znmIM7pNA/nvOzvw14vQTpYF47AjPkL5dYbrte+irP1SuFb5qBr69WRupfViCpYsfY9c90vfn2ClC11lvx84KD0HvC8dO9yh5xx2qmm3edrl8d0iGAUrNR9tGR+TLn9TakSxeSi88/ThkOeTK0wPT9itFGLVTKnJPJ5xOo0DB98D/z22+9SQq96tdQr+4/cd3d0VRkBO3/+9aeMfeG5mK7adX1Ajsx/pF5FfDqmfLZ2hShepLA8qnX4yZmaobWKd/RRR5lmw8a8oldtf9c3EA8YlxBL4BNZ4Pjj/VTFlMONYddXX7va1ry4qu9qqatxnAK4E7yoDdBH+vaXc8uXM1vvpUuWMDdE+fIdITPGjpS182bIzZ3ulkuuuc4Y6PjOhFFll6l6Jf8mvcJ++qmF5O3pU4zLgpfUanLYpQ3M4u1slK9RW66pW1sGPtHLS51Z4YRbgZ/A7cAp8ya+Ig1qXx4t3r13nyAI7rff/3A2lcZtbneVwbUCgp2KKy+raf5GMOANHTpL1//dLi0aXhM95t5eT+idj7WBnyNnB5/olW5cR2eeflq0Cj7Idz74iPFrbt/qRsHOAQx2CgmkM4GUXMH4QMM4u8W2kmBBgnFymf4SqqCNxLVvzpRvN34kL/V7WqbroBK7IMq3xe2d9I9rC9nx3irzuqVFM7OF9e66j2Pa3qT9814bNkh6PzdIOugtqgkvDdZRvcMydF6w4nn1zbdKkwb1Zeua5bLrgzVG52133x+jDytANRs313fBZWTdknmy79N10rNrF8EP2fqNmxMeXyLztZQHcU6neQSdqLDXi11HGB/FoD4zWpfMfotcUE2OLFZGzqhURW7s2EWw4uUnyez37FKlZLn+wez6aG8p9/9+tDBSYWhWu/ACY2idUy6yclqj2kXGOPvym29ktl4lhO/soJFjYrIf+I3ZqxyrXPCdfGfeLOM3mFH5++9I9gW/H+iw3xcP931WWjS6RjYuXyIHt2+WBZNela9275EuPR6NDm1I3ydk646dMm7KtGjZ+DdmmFW+wU/3dk1h1oJFMvip3nLcsce66oIKxkx6Xe68rbUccUTsV/YvOmtAwQLhDNq7evYyBpXzhSwUyZBV770vMBiRiQG+omvmTjfGrFOwNb5sxhQZ2rePcakoX6OOLHg79gboBL39b62UHnfsMXL00Ud5vrwWTJz92d9jKx7n0E/gCrJ7/fv6u39ZqNe2d1bEGLPQiyCuag0ayxVNW0a7+f+kIfJsr57GyLdeza+92nMo9z32hJnvI3q3I7Py0JPPSJ3mNwoWPyArdbaICjXr6t/Rj4w70YgBz9CYzSxkHp8tCKRkhfYF/aPW6dZb9ApFftcksTJ7u74j7N65U7QOKylTRsQaoM8MeVF63d9V2t10+EsBd5IHfvlF+g4eJjPHHU5dU7dW9ehKcD19h4svOUT2ZkR6Dxgk3e7sFNMvVhEOHDwoD/bpG1WJebS7saXZXrXkOm0EYyWnz8AXZNrol6PlYcaXyHwtxUGc02keQecp7PUSpCPd6ppd00BvOXeUCytV1P6sP5hMA8gggJWgC8+tmNLpwIXgvNr1dSBYPfMZrteyld6GFbn02uvkXr1N3ub65q7+sTOxfukCeVTvaiCdV/WLqmjj13sr2XVwCgrirdKF+TxiWDCs7QL/zef79JJS1WrKyOf6mSp8x00b9bJcro0XzPmII47Qn//BskyvKnp9/21Z/XbcGX+vd60+3rjJtLOMurfemCQw1EtUqS6zXx0ttWtcauqxM1Qw5ArtJ28vNKumfjJqwmTj3pARgaHWsXUrsxBw/x0djMtKkOBm4w59fTWqX9cYwOefUyGm+fN6BbVCrTomSr+I3tKvfOXhVcogvde3v0OQccNLYDyWKFpU++ZG2Hq1Qdm9vXobf+8wckLBArL/s8NpsXDMY/p367EHukbOjQ48hSAQDYJ52ncOcLPoXDV/6ZXxZofkmUceMq4amRX7CjICJbft2iUPdrlTunZoJ8ccfXRm1fN4Esg2BJJu0GL7cfLM2bJhmbef4sJlK2TlrMOrGX4kkCtwyNNPuKoReNJPG7t2wcqO5fBv/Y3tuYzI26vXSL9He7gOxbaP3aDFigIiwp1ST7sbYGUn0fElMl/ojsc5Xebh5Od8H/Z6sR8Xz6Bx9pGs98nq134zhNUs+LchoKaHXmlZMPk113CT1S8UY1UWW6BV9Iostnsh8Bq6us4V8sKIMdJa75J4CVYcsY17l3b7geGH63PDli3Rpnt0wAv8ELGKZ0mxwoW1gVHES11Ky8J8X+D7BFvnr2kfxk06zZE9wMe5Koit3HHa5aB1564m2At/27d3E50MDDKnUQY/TfhJ4mbH7AItXWhWZpHXtWCBAol24dkergdYrcuIYPUexheyByQiuL5HP9/fdQgyYyBwc6JewYUPqd817sxk8eh995hAMsgDvZ/U1/CpeoEi4mt7WqFCxo1mzuL4PsfIKjBfr8hbApcJBI1hJ9CSodoN5NF+A1xj9yqwXCbiuYdgddfaAcB5hesCVnudgl0ZS5x+7M62zvdt9UJMj7vvdBbzPQmkPYGkG7SIcMaWnt82GFYfcMcdTxB1avnj2dvihwIRr06x/8jgbyua2Nku3vsfdY5Hv37tx2IeziAFq95rqzPe+BKdbzzO6TKPeOcj7PUST0+61ze5qr7c16tPlkyjTMmSsnW7TrulfWct6djmFnl22HCdt/OwQeo1GHy2cROCbeLLmlzvamIve/ieLtLnoQdcbbKiIN7nEYn0F7y9TJ7q0d0ELhU6+SSzLYuAHATDOaV61SrR1TRkbsiMYEfopWcjvrdOg2bgE4/KuZfXE2xJjxr4rDG0T7blqs1Mv+XLlBa8sovALW38tOnStO3/BGnYwsh55xzOBoDcyYX174Xll4rjEfeAbALwUbVu2Jx6//kn+f6kX+/ea7qp3vBwQJ/Vr+VDC2MbPtkIcoOPOqRc6dImYM2SwSPHmgC5sS8cNqSLF8n6m8LogPgHCWQjAkk1aJFjcvirEzxXLq0544fhmz17PX2r7FxwN4wvHucKzp593yYtgMHrPCCy1q9fe3sEZmxZ9XZStoSgN5H5huGcDvPw4u8sC3u9OI/j+8QJYEsb19buffukgvYNtws+h9gefkEHXLVu6XY7sNoOHjXWuNzAD9G+qhYmKCzxEafuCGy/w8e/bKmSMZ1s3b7Ts1Os1sH4UPrfsLGvCnKppkKQogu+p9hah0sIotpzWoqmAwcPRJ7kpfPu4ntxzKABcujQn4JsBPc++oTMHT82Ji8yUs2FlSuqX2JuTJBtAi5iXoKUaX/r4DB7LmXcOOAmyF62z/EAEUsXYjnwsgsyMMAvHIGU9pup514aEXU5qFOzuowf9oLc3KxJdOUXq972NF9vzJ0vn+/cGVPmNYdEyhAIB1cZCgmkO4GkBoW9NnW64EMZtN1W//LLorkVg+DBzwi+g05BFHZmV0CcOu3vkTIHgRtOQTSoXRDVOntRuFUDpy6v94nMNwzndJiHFwdnWdjrxXlcTns/a+EinU6rSkqntUH/6B5dvKwgQLGlI+MIOu7d7X6TpstPcLOJlFndtH98okFPfjr/q3IYPV67TINHuXPywt/1RW3EPtf7EXnu8Udl6OhxrsDQZM4DvqAwthGot1/vKMXbxk5m31mhC24U59dpYAKL4Y+LgDg80WuxziaDQKmW/7tD+6T+bYzLZ4e+lFDKLPi8wtd5tW2nAT68dj9WxF8ga479IQrIEIEVVHvZUy9456TFQ0bsD0+46ILz9FzW6PNVyfx24bveetl3A2HwwpjNakF6tck6Hy6FBNKdgFmhtfxx/PyUrEkGtYPP2fPDR8UEQ3nBebzbvSa5NtKIwDUBd+Bbtm2TQXrlB75Sljyo8wo2adPerIBauWxnL1wsT+q8eW+OH+elOnRZ0DwQiFbv+lbGL62h3nLF4xJnLlhoAj3s0rv7fVK/5S3mBwWBENi+QtYBpPoZPXGyiWJNRMLONyzn7D4PO5ug8xH2egmrL5FzkmjboHmE1YXI6A46uOby6hfLaacUkj06jydycvYb+qK8OWGcp5pk9AvFCFh5SqdQgl8jfvixqmQXazv3c5+oePiY4/Psl2PVc/C2QqyMIfgNK1hL35j8nwasIIUgAqT6P/awyeQAIwfbvc6tb6zc3awNArgIWLlI8ffNd9xlMjZkxLD3Cgpzsru48gWmCOMqGicAy3lsdn+PByv8szuyEo6n6yEfMla8N3621TC9BllodLYGPJwBfs719eKCPW2WfX4IaASjFTqyf8Xad4wLyVVXXK6fgDdZnurZ3QTuLVm5SvLlz2cCfLE7h+t7+tgRviu4lv6pc940j9C1CxZzKunPkX1VFSmysLL6jEdsRladC+y8/Lj/J8/uYMxvNJ/1Rp71LCSBdCGQNJeD2QuXSJmzSsb1wcL2GO5ekV+2WoNGgkTR5cuU0U7qnWOY4QsBmQ8QrY90MxD4GiGiOJUrtAiKmTdxnA7s6q9TFz1u8tAiMviVIQPNs8QtwY8+koRjexXpUGB44Me8do3qOmVN4pHCYecblnN2n0fYD0jY6yWsPqudPagiyCAM2y5s//H0IbsBVvhwzWM7Ga4tdfQ1hVycVhqtsH0l2g6rkniSUUYEwV5IV/Xq0OcznHILhgSe3ATBQxmCIvIzMsZEjhnw+CPS94Vh5iEAX+kUfbjBRf7rVXPeiHmkbueHHjXGlD03Nra1EVSEOjw8IFHxCgrz0oEbjv0//xx9TDGe8AYD0CnIQwpZ9d4H8rV29/ISfLfa89t6tfkvyvCgD6xmwtUCgu/Y+RNf1anSdsht99wvYP3w088a3rgRwvY5dhpW67nieoLPNx5OgBsL+DnDlaCtzpzz5KAhJngZWTuwKGE9vQ4uc/D/9jOQ7QwQtIaXXZCBwin9hrwkR+ocs62aXeesStl7fI7WaBcNSEd9Y7b3u++kUb0rDQfkfrfyzv7+xx/6mtgjZUuflbKxUDEJZBWBPHpVVt/DZl6QkxXZAfCUIUrqCJBz6tjmZs3YNUHwDNINWQKDCU8dsp7mhRRSX+scnvBlfPL5IfLrji2SX69sQXA8kuq/M2+mTJwxS5xPBPNjaz3lyaqHMQfDBNH8uVEQAHWGjsy3gsKcDLBCjJVKpO0aN3mqvPL6NP3Y24/NThYyr2D1MiPifDhARnQEHWN/sEJQu6pXNZLmOqMMnvwFY6t45Uv1Q3L6mFy/0/SK6NSRL5usG3A5uKh+Q7PQ0PJ/dxoXDAS0laxa3WTYwA4DFglqXVJN32xcIpUrnRu9VtF/9yeellF6Jw15XpGndcOyRWYF84pmLaV/r4fNQ3qSIXBlEOvwAAAgAElEQVRVw/iQ1uwB7T4BgWsO3FTgt4qbV6SEXDbj9Zju8hctbbL84IEaON/xBJ9RZONodcfd8sP+/aY5blCQ5u+C/39hVX+sdt+AMW8XrCojpZt10xCvL9aTQHYlkLQV2lWz38iuc8xR4yLnHHU6s/VksGILw8AKYsGT59p17WZ+KO/RP/iWMYtJ4AEDCNzBMXVr1oh5hGfQJLGrYxe/RPNBOnJSHZ6uaD0dzGtexYsWNlH/EPC/t0PELQvvsaoYz23MS2dWlCGBfxhBMKLlV5rviHzmITlX6riGdTpAbMSrE6VcjSuiahCvgRsf7AqcrVcYca0iYA464D4TFOiEp5PBxQU7bG2ub2Z2P+A327JRQ7nr9tvCDDVUGzwwCKvAdjccuI3hoUEYL56QBrcqpyDHOQx0GOx+T0mzH3PqKadIqeKHpGvH2+WCiucYQxaGqj0ADe3hKocbBuS3hoDRBeeeI8gIQSGBdCeQtBXadAfB8ZNAbiaADAcwRr1SzuVmLtlt7jCGrBeMFZ6v7HaGYscDFwhIkHGdvWfA0ZFA+hBI2gpt+kyZIyUBEnASwAMBKNmfAIxY56pb9h917h0hDdnce+4586wnkEff7SfFhzbrh84eSYAESIAESIAESIAESEBn7CIEEiABEiABEiABEiABEkhnAjRo0/nscewkQAIkQAIkQAIkQALpsUL7X/mMzZs3T0qVKmUCL4LG8NVXX8kx+ikvbdv6p3qxH+/UtWvXLqlTp44U0Lku69WrJ9AXRsKML6jfMH2kY5ug87Fq1Spp06aNFC9eXI7SD/coUaKENG/eXD788MOYqX7wwQfSuXNnKaNzJKNdsWLFpGHDhrJ4cezT4cLqsyv/WecOPVPnMXZeB4mytvwpnf879fyh0x899thj0blUrFhRZs6cGdPMqcP+Hjk07YLrHNf7119/7ewqQ+0ClbCSBEiABEiABMIQgA9tdhc9j6QNMRFd2phRixYtUjpSNbB//QOvzjnnHPXrr7/6trP36xxD7dq1Vd++fdXBgwfN/1dddZWvHntFmPEF9RuqkzRsFHQ+wKNkyZJq1KhRau/evYb50qVLVaVKlZQ28qKzrVKlinrhhRfUhg0b1G+//WbaaeNVXXLJJer555+Ptgurz47x3nvvVe3atYPveqbohjleJ1BX9evXV3feeafavn27OnTokFq/fr1q1KhRqL4HDBigbr755pi2uM5xvWMOQRK2XZAO1pEACZAACZBAGAKZ+0UN00M2axPGCLCGrCNUFQyCIPn222+VXsEyhm+QBBmWxx13nPrll1/M4TCc9EptkKpoXZjxBfUbqpM0axTvfNx+++3q999/d83q448/VuXLl3eVOwt27typTjvttGhxovo+++wzdcIJJyi9upklBu3EiRPVjTfe6JxGqPe4kYPx/95777naz58/31z333//vavOXhC2XaASVpIACZAACZBAHAJJ86HFFuWMGTNEr2yZ7cgTdcJovQokn376qbap3IL22viQm266SU7SjzU8VT8dZ9CgQTEN7duebg2RErTRK07SrFkz0YaGHH300VK2bFmzxapXo6KHWbpQEE+vVY8cgpa7Acq8RBsMcvHFFxtXgYzKRRddJC+//LLoFS0ZOnSoVK1aNapKG1/yySefxKhOZHwZHVNGj8PYbrjhBjn55JPl8ccflwYNGsgpOun3lClTXCrfeustadKkiTn/2NY/++yz5ZFHHok5bx06dJDbbrvNdSy2vTt2PPwoYqtBvPOhV2bNNeIUuBbE20LHMXhkpP26SlSfXp0VvVoqRYoUcQ4hJe/BA/1lRGbNmiWFCxeOuR4tPTiv+KxPnjw5UHXYdoFKWEkCJEACJEACcQgkzaBFP7feeqt06tRJ4BP6+eefS9OmTY1Bs3Wr96P79Fam1K1b17TVW7vmf7toY9wkEY8n1157rehtVVm3bp3s14/9e/3110VvI0vv3r2jh9p1WX/76U6k7dtvvy16BSzeEGPm4ex3zJgxMmfOHDn99NNFr/QK3uttbhk4cKAxluHP6cclzFysY539xh10BhvgvI4fP97wh9EJo0q7Uri09ezZU66//nrZtGmT6BVqWbhwofEfhu+qJTDwcf2MGzcuWgbdeqVThgyJfYQjGoQ9H87BwHi7+uqrncXR9z/++KMsWLDA3DjprXbfdlaFlz4c/+6778qDDz4Y9/iwDWBw5s+f31w7uJEAS7t89NFH5q12Y5Hjjz/evC677DLDOp5olwvp2vXwo3Cd7XHd43MWT8K2s990xtPJehIgARIgARKIIaCNnKSIVqqee+45ly696urywUMjtIe/aBhBWz9B3YQJE1zV+oddnXXWWa7yIF3OxmHa6uAihb6SJXA96N+/vzr//PMV/BfD+uUmq//M6gEzuE1gHva/w7pRaMPRbMnbZffu3Qr+whs3blRbtmxRegVeocxLMnI+duzYoXRwmNKGs0sl5mB/6ZsnpZ+q5WpnL/DS99dff6kKFSq4/G8DFcWp1Ma1Wrt2rdJBX0rfCCht4Ctt2Cp9Yxc9Em4BOrBR6ZsktW/fPgW+06ZNUzooTemgQt8e4IIBlhi3n+jdF+OSEE/CtrM4x9PHehIgARIgARJwEvC3FJ0t47zHjxH8C52CsjPOOMNZbIwEBKmEkSDDEnX4kXYK/P+0u4CzOCG/xaB+LcXavUIdOHDA1U+iBTACn3nmGXXBBReYYCQvP0+nzjDjcx6T6vfWmOB7bP/beS5Qr1dfVbVq1ZReNYwxGvVKnWuYq1evVhdeeKHS7hhqzZo1rvqMng8Yn6VLl1Z61ddXJ8YKA3rs2LFKu8aY8+MnfvpwY4cbLARlWZKK8zdixAgTBGaJXr0143bK1KlTVfXq1Z3F0f*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" alt="" width="692" height="433" />
取消注释皆可。
对库函数的调用不需要再作说明,但必须把该函数的头文件用include命令包含在源文件前部。
数组用作函数参数有两种形式,一种是把数组元素(下标变量)作为实参使用;另一种是把数组名作为函数的形参和实参使用。
数组名作为函数参数
用数组名作函数参数与用数组元素作实参有几点不同。
1) 用数组元素作实参时,只要数组类型和函数的形参变量的类型一致,那么作为下标变量的数组元素的类型也和函数形参变量的类型是一致的。因此,并不要求函数的形参也是下标变量。换句话说,对数组元素的处理是按普通变量对待的。用数组名作函数参数时,则要求形参和相对应的实参都必须是类型相同的数组,都必须有明确的数组说明。当形参和实参二者不一致时,即会发生错误。
2)
在普通变量或下标变量作函数参数时,形参变量和实参变量是由编译系统分配的两个不同的内存单元。在函数调用时发生的值传送是把实参变量的值赋予形参变量。
在用数组名作函数参数时,不是进行值的传送,即不是把实参数组的每一个元素的值都赋予形参数组的各个元素。因为实际上形参数组并不存在,编译系统不为形参
数组分配内存。那么,数据的传送是如何实现的呢?在我们曾介绍过,数组名就是数组的首地址。因此在数组名作函数参数时所进行的传送只是地址的传送,也就是
说把实参数组的首地址赋予形参数组名。形参数组名取得该首地址之后,也就等于有了实在的数组。实际上是形参数组和实参数组为同一数组,共同拥有一段内存空
间。
上图说明了这种情形。图中设a为实参数组,类型为整型。a占有以2000为首地址的一块内存区。b为形参数组名。当发生函数调用时,进行地址传送,把实参
数组a的首地址传送给形参数组名b,于是b也取得该地址2000。于是a,b两数组共同占有以2000为首地址的一段连续内存单元。从图中还可以看出a和
b下标相同的元素实际上也占相同的两个内存单元(整型数组每个元素占二字节)。例如a[0]和b[0]都占用2000和2001单元,当然a[0]等于
b[0]。类推则有a[i]等于b[i]。
#include<stdio.h>
void changeInt(int a){
a = ;
}
void changeArray(int a[]){
int i;
for(i=; i<; i++){
a[i] = ;
}
}
int main()
{
int m = , i;
int array[] = {,,};
changeInt(m);
changeArray(array);
printf("一般类型:%d\n", m);
printf("数组类型:");
for(i=; i<; i++){
printf("%d", array[i]);
}
return ;
}
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" 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3) 前面已经讨论过,在变量作函数参数时,所进行的值传送是单向的。即只能从实参传向形参,不能从形参传回实参。形参的初值和实参相同,而形参的值发生改变 后,实参并不变化,两者的终值是不同的。而当用数组名作函数参数时,情况则不同。由于实际上形参和实参为同一数组,因此当形参数组发生变化时,实参数组也 随之变化。当然这种情况不能理解为发生了“双向”的值传递。但从实际情况来看,调用函数之后实参数组的值将由于形参数组值的变化而变化。
用数组名作为函数参数时还应注意以下几点:
①形参数组和实参数组的类型必须一致,否则将引起错误。
②形参数组和实参数组的长度可以不相同,因为在调用时,只传送首地址而不检查形参数组的长度。当形参数组的长度与实参数组不一致时,虽不至于出现语法错误(编译能通过),但程序执行结果将与实际不符,这是应予以注意的。
C语言中的变量,按作用域范围可分为两种,即局部变量和全局变量。
关于局部变量的作用域说明以下几点:
- 主函数中定义的变量也只能在主函数中使用,不能在其它函数中使用。同时,主函数中也不能使用其它函数中定义的变量。因为主函数也是一个函数,它与其它函数是平行关系。这一点是与其它语言不同的,应予以注意。
- 形参变量是属于被调函数的局部变量,实参变量是属于主调函数的局部变量。
- 允许在不同的函数中使用相同的变量名,它们代表不同的对象,分配不同的单元,互不干扰,也不会发生混淆。如在前例中,形参和实参的变量名都为n,是完全允许的。
- 在复合语句中也可定义变量,其作用域只在复合语句范围内。