Skip to content

Instantly share code, notes, and snippets.

Show Gist options
  • Save caoya171193579/1dc30a13c80efd78b63f669159e953b8 to your computer and use it in GitHub Desktop.
Save caoya171193579/1dc30a13c80efd78b63f669159e953b8 to your computer and use it in GitHub Desktop.
进阶
学习利用函数 做(工具集、排序、求极值)
函数就是完成特定功能的一个语句组,这组语句可以做为一个单位使用,并且给它取一个名字。
我们可以通过函数名在程序的不通地方多次执行和使用(这通常叫做函数调用)
自定义函数(自己编写的)
预定义函数(python系统自带的函数,也可以是其它程序员写的一些函数,我们都可以直接拿来使用)
使用函数可以降低编程的难度,代码重复用。。。
############################################################
函数的定义和调用:
语法:
def 函数名 (参数列表): # 可以没有参数
函数体
![image.png](data:image/png;base64,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)
root@kali:~/xuexi# python 9.py
再见
把if a != 520: 改为 if a <=520: 返回
root@kali:~/xuexi# python 9.py
good
520
##########################################################
函数的()参数列表:
形式参数、实际参数、默认参数。
1.在定义函数是函数名后面圆括号中的变量名称叫做“形式函数”,简称为“形参”。
2.在调用函数时,函数名后面圆括号中的变量名称叫做“实际参数”,简称为“实参”。
![image.png](data:image/png;base64,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)
root@kali:~/xuexi# python 9.py
输入一个值来赋值给b:我好笨!
i get a : 我好笨!
![image.png](data:image/png;base64,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)
形式参数和实际参数的位置一定是对应的,调用函数dandan(b2,b1),会返回 w 等于或不等于a .
root@kali:~/xuexi# python 9.py
输入一个值来赋值给b1:88*9
输入一个值来赋值给b2:9*88
88*9 不等于 9*88
root@kali:~/xuexi# vi 9.py
root@kali:~/xuexi# python 9.py
输入一个值来赋值给b1:halou
输入一个值来赋值给b2:halou
halou 等于 halou
![image.png](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApAAAAGsCAYAAABq5ZcbAAAgAElEQVR4Aey9D2hbV573/c1bo2Rs5OIQJW28tTV1Q1snY8h62fUjM5viUDe8g0tlhix03F1GPNFL1qSrIWAv1LtrZlJYG0q1CZnwug8uM3YLG4Yo1OzzJs7GTFjs9bOsJuBNPBkSZWR3lGyiEBMbuYlx0cvv3nt0z726V38syZHt3w2O7r3nnN8553OupK9+5982AEnwwQSYABNgAkyACTABJsAEciTwf+UYj6MxASbABJgAE2ACTIAJMAGFAAtIfhCYABNgAkyACTABJsAE8iLAAjIvXByZCTABJsAEmAATYAJMgAUkPwNMgAkwASbABJgAE2ACeRFgAZkXLo7MBJgAE2ACTIAJMAEmsHkFpHsQtX2DcGRs4xbU9CXg8mSM9PwCc6rD8yse58wEmAATYAJMgAlsTQIFCEgfXMEQnJm4kQDKFidT+nzD8s5vGgunqhCfyjcjLX7e+dnn4/DOoNbbYh+BQ5gAE2ACTIAJMAEmUCYEMgtIyQPm9M+gxp1fqZ3t3cC1ASzll2zNsTd7fmsGwwmZABNgAkyACTABJlBEAhUZbe3dB9wcwAp8eLExgqdDGWObAn3Y0TiOxcC0ep/EaBcQP9WDFbrjCaG+7Tbua9fkgXvpUIMSdxsiWAw2YSEqTFJX8xBwMwLnoXY1zqOzqbRqLFN+WtIqfwIvNQLbTPHl/L45L3khtXIuP+yGk9KllUWUyZSfOZ0hP/LWBrAq10nUf2IfXjqq1gm4irpDlOc4Hge8KeGdqoO5LJRnoBsvwFQ/c1nM6UQV+JUJMAEmwASYABNgAmsgYO2B9IRQF0yg7mg7Xjh0FXXBM/gO2rEzmLsX0uENwJGr99E9CNehCBYCVZgPVGEu4AfazeMXG1C9/zb+W8QRQlSrtGV+u7pRcUO1+fhhN1xSF/FKqAnzgcNYemRBTUp3/xpQ3e5Li5RffsN4OtuAyoN6F7XzQDuWJ3qwMuVV6vzf1yL49tphrf66eIRtWVpQ09WNlfPW9bNPl1YVvsEEmAATYAJMgAkwgbwIWAtIRdSQuBpXRJ0QN3MB2SuYKR8fXjwELF/XvI+ZoqbCGlCR6iKfxsKQ5qlMhUMVXNK1fmqX3zieauMbl26Mo8LVqCfJeKanW3kQAXa/YZqMk39+Sv77OzU7qvdSlC1jUWBTFncnKnfpYen108Os65A5Vw5lAkyACTABJsAEmIAdAWsBSbFJoOA2nqEFVfvzFIOeDlTOBqUuaLvstfvRHsSCl1AZSCiez3pLT2cEq/ds7Njl94jKLx1pQlAKk0/N6eQwOl9LflNjWN51BFVugLyXlbNjqS5qs3nDdaaymMPk+pnDDEb5ggkwASbABJgAE2ACaydgKSBd1H1NY+t2deOl4FU4dzXAGUiYZgkPIy6N09OL0IKatgYsjg/rt3I5IxEpuqfPR1DdZe7CtjOSIb9d+7BdTvbwljr+Ur6X9/la8xvGk2tA5UEfqvY3YPlGnnysylmS+lllxPeYABNgAkyACTABJqATsBSQ8UAVFmYBmlwyf34c22ZPKGPzYiG5S9pmGR9PL6pxCYnUBBgts+gtrGgeOLpDYwBTB42BlMYnOvY0ALmKPbv8FOPt2KGt8Uj5rcZnU1mu+aSA/FauXwIOnUG11PUslyP3LnYA0QtYflSC+skF4nMmwASYABNgAkyACVgQsBSQgD5Gj8RcPt6y1OSQtMxUDxx5MmmCzg6M6zGiPXiCIXXiTjCBlw9F8HgoNw+dfX4AHp3F6gE1v527zyKeEsAkfuk+eVeB7xxV4+SyoPja8tOqqog+ABbd1yuhIJYbz2hd+FnW11TMTWNh9CwcWtmN9dPR8hkTYAJMgAkwASbABIpNYBuAZNGMasvHpJbqKZphG0PllF9OZaHliK6iYkJaNsimanybCTABJsAEmAATYALlSqC4ArJca7ke5cpFQFKcwD4sWo4dXY9Cch5MgAkwASbABJgAEyicQOaFxAu3zxY0Ak5/AjWN6rjS9dqZh+EzASbABJgAE2ACTKAUBNgDWQqqbJMJMAEmwASYABNgApuYgM0kmk1cY64aE2ACTIAJMAEmwASYQEEEnp+ApL2g+8xrPdIkkwRymQ1dUK2LkJj20qbZ5NaLnhchAzbBBJgAE2ACTIAJMIEyJVBmYyCnsXCqqixQkUB0wQ/j2peiaLSVIe3d3ZTbbjKUTJlA040XNBO0tuZcjksViVz5lQkwASbABJgAE2AC5UAgsweSRI/mJXT6Z1CT2qu6HIr+HMvgNu+Nna0sLajp6sYKLcyu7LZzGIu7z2wIT2u2mnE4E2ACTIAJMAEmsPUIZPZA7t0H3BzACnx4sTGCp0MCkLqeIS3CTQftWBOf0sIkT9u2R2dx/1SPvn2gFPbNrLSQOGh/6Bm8dKjB2l4XsPywG85GYBsiWAw26ftsm2xW7r5tzFMrluGF0nQBqfUqqTu9TUvnCaHuqNgl5yrqDlGe43isLL1jrHdNMIGd5vIYMhIXjagw7D4zjcTNCFx7WgDIu/uI+PzKBJgAE2ACTIAJMIHyJWAtIA0iql0RUVSFyuAMKoJNWG2/isqbhzGv7ezi9NJYRhKKuqeNBCUtXePyXtC6gdPDKnE7RWYl1IT5kLbQduqudrKrW1l8e35IFZovt/uwoHT/ZrZpNpPT9ZQX81NqPuld2GoX+4IiWvNZz3EWq4/OKNsqLilCu0XZD3tlgsVjTm3CkZgAE2ACTIAJMIGyImAtIBURRWKuF6unvHgmjwck8dQ4jsWALn6WQj1qpdydqNw1jkXNG7l0Yxw7DzSqXjarsLZcWYzjqWZz5UEE2K92Ia9ksCl7NOVclLGHRuenHFyic1V4kqCuOyq8qFWIm/cLL1HubJYJMAEmwASYABNgAsUkYC0gKQcSZ7iNOMhbBiyP6oIRj27jmV0pzGG7NbFH8c1hdjbM9zOlswlTPZpmQ9q1e9AmoNDbehe3saud9t4+A9AYSGUYAMVLoPbmYZtJOoWWg9MzASbABJgAE2ACTKB0BCwFpCuYwHe0PF8KdqtngQQqrx1G7DqAXfuwHdDHNsrlM4c9vKXHM4fJ6dZ6bmPz+XggtS5uc11o0s2js/o4UUxjYWIc1cI7a47P10yACTABJsAEmAATKGMClrOw44EqLMyqk2Pmz4+Dun1p9rCypE20B4uz7aj20gQQ9VDHQAKIXsDyo3ZlrB+FOA+0YzU+q0ayCNOSr/0lg03FA6nMeBYzn9VXZemc6C2s7DqCKm1WOZXT6qhwUfd7kQ4pP7Jol2eRcmMzTIAJMAEmwASYABMoGQFLDyTgw47GcWXWtcPbgOUbw4YCLA0dRkWfOkOZAmgWtrq/8zQWRs+iNqCN9aNZ2EOi69sYZpyFrXbxCq8njqrpldnd9wxZmy4y2TRFNVwO48m1AF4KJOCk8ptmhFPUlVAQy8EzqAuekWZhG4zkfhHtQez8PtRp+VFCdYa6kWvuBjkmE2ACTIAJMAEmwASeH4HNtRc2LcdzYIwX6H5+zxPnzASYABNgAkyACWwBApZd2Bup3g5vKLXAuaHLfCNVgsvKBJgAE2ACTIAJMIENRGATeCClmc/mhcs3UENwUZkAE2ACTIAJMAEmsFEIbAIBuVFQczmZABNgAkyACTABJrA5CGz4LuzN0QxcCybABJgAE2ACTIAJbBwCLCA3TltxSZkAE2ACTIAJMAEmUBYEWECWRTNwIZgAE2ACTIAJMAEmsHEIsIDcOG3FJWUCTIAJMAEmwASYQFkQYAFZFs3AhWACTIAJMAEmwASYwMYhwAJy47QVl5QJMAEmwASYABNgAmVBgAVkWTQDF4IJMAEmwASYABNgAhuHAAvIjdNWXFImwASYABNgAkyACZQFARaQZdEMXAgmwASYABNgAkyACWwcAiwgN05bcUmZABNgAkyACTABJlAWBFhAlkUzcCGYABNgAkyACTABJrBxCLCA3DhtxSVlAkyACTABJsAEmEBZEGABWRbNwIVgAkyACTABJsAEmMDGIcACcuO0FZeUCTABJsAEmAATYAJlQYAFZFk0AxeCCTABJsAEmAATYAIbhwALyI3TVlxSJsAEmAATYAJMgAmUBYHcBGQ7MP1z4Ht5FPl7PmA6pP795PU8ElLUztPAxZN5JsoSvdg2m/sxGRtBV5ZsCw9uRv9kDCOlz6jworIFJpCRQAtqvL6MMSwDPYOocVuGlOym05+Ay1My85rhFtT0heCUs3EPwuVtke+U0Xme7edugcOq9B6fsc5WcfgeE2ACZU+golQl9HUAA14gVKoMnrPdrsAx4LN3MVrycoTR/+FnmDzdj+bRfoRLnh9nwARKRWAaCw96Ue8H5oaGc89k6gLQl0DtzcOIhaYB9yBqu4D4qR6s5G4l95juQVTvHsfKHhK7mcrpgyt4Bt/JYHkbxvE44MWSHIfKH9iHxcAA8BCAuwU1XVdRMVGFJ3uOwLEfcIamjWnk9HmekxiuabROtG32hNoWnhDqjzZgMdiEhahFXKXMR7B8LaiIv2feEKque63jppJ3whW8ihdS1/rJt3tmsURtyQcTYAIblkBpBOTrwCsbFkkuBe/CO20TOPfBOsm58Biu4DQ6mvsRXqcsc6HAcZiAQkASdNv9M6gY10WIlXhJoh11wTMGeCkhI98lT9XUMJYwjYXRs6hsJxU0DezdB/rg2u4GVqzEjmwj73MSc0ewPNqEhb2hLGJ3GPGAtcB0pji0wEHeU7mc0R7Er4VQpXhVbwMHe4HRKsSjLajxXyq6MF4aqsISyNvZi9VTJGZ9cPmBuBDx1H4HxjBnUReHdwYvHWrAtkdncT/QpAv20ACq+hKo2wV8c74K8ancQW9DBMvXWTzmToxjMoHyJGAvIF8HfvWPwB8B+PffpBf+Jz8H/uJl9f4fxoAfap+j8v3eENAL4J//Fvj0d+k2DHeaTgKfv6/empw0BOF0GGjVbn39JfDeJ+oFpfkpgPn3tfCvgR+/B8xocUthk0x3vYO2aARBLRvx0jUSw0CbdhX9DO+2ZvMYUvf0aeDDVvQbhGEXRmLHEXlX3A/jzl03jnc0o58VpMDNr+VCYO8+4OYAVuDDi40RPB1SC0biYydOWAqTVNHdg6jZ24MFKwEyBVRQdy55qqI9iGl2nQfasTxRhSVZlKUMFnbi9A8BJB7JdtSLOYRQ3/cG7mfydlIX+70eNY0nhLqj7aqo2uuDMzpsKicJuauovHkCy11X4dwFfHuNzlUxtu1RBJXB7pTXjsSWrVewsKqqqVPi31oIr4SaME/dSBQvmDCVqwrzUU0g25Vl9gTmhVDV4iji2iK+/GNDEayZmCvpiaXUXimb5BkOIB5oSt3hEybABIpPwFZA/uRvgK/PAT8cB7x/B/wPKW+6bv1PoEUSjZ/+AfjJOPDpXwOfauLzi5y7sJuAn74PfNwMXAAUwYg5PccPm/XzkxeB078HPqSIAF55H/hlM/AhAAr7n51aWClsqlk2v/YqcPdyWnfy6Ae1qS7t5v5JfDVyB7UfZOrkVoXhO28CBmPNr+FV3MVlSVT+NhKFu8EcEQCNxfzqGO721iJjVmrR+X8mUDwCmlhSDbaj7pB6VhmcQQV1hYaa5HexZb7O9m5U4xYWpqwEzDASCKHGLXWVKt3LZy08Xtm7k+UCpHctq8KOupHjUYDE78uuIOaGvJi7p4qnCtHdKwyRqBJd0aKL/YHqkXuyZwb1rggW9wA1+88o3dOql24aC6eqsOAJoRYnsOR6A6sIYOfDE3j8sAM7bowhTizIdvstxEziS2RdjFeljvsvaeJYrX/1Q61Lm7yUpu553Uvsg9Mzi4quBOp3RbD6qAEVu2yEbuOZdG8zieLx9BqonlL1vlI2/60sQx2msfqwATv2mjy87jfgQCQ9A77DBJhAUQlYC8jXgdaXgS+0N3no/wC972n5vg786I+BL36ml+Nf/xP4B3JVrvVoeht4ZVIVj2Tj15PAX9oY+/088P3vSoFSOjmsFDalXKOR30pX6afhO3eBt18DSV9JB6ZFJGF4/DWK9abudXyzAe6JyykxSokUew1pyfkGE3h+BKa8mJ8i4aF2jT7zzsAFvzpOkUqlCCzdm2ZVUOr+nIM6qcIwTlCLvEJdpf5BOIbU8Y4kOFcmqvSu1JRR++7kVBS7k9T4P1U8imjLNzRRS97PQI8iKuuDAd0jGL2FldlbShc7SBRSQg/wnaMJOK4dxtyQ2k3rdHVgVfKw6uJ0FjX+N/CMhLbiifXiyZ5BZYzhEnl149qPZFGgNb3qQpC8m6vBBGo0O0oZT1EZhSevCnMpr67EUxKzQnQuPjyDalC3doZxqBo362KrgrVSjGs1RVp5EAH2kxCERVvrkZ/FI6jeQ5OOGhWv4yr9cKEhDrNjeiQ+YwJMoCQErAUkZXUfuJMhS9E9nYpi0c2dCsvl5GvJ42iOT57F96VRlXJc+dycLlPYWm1qeVh5AxWv4zFpumg0+6/g8NgV4HQHmunzLgq83dGMMbwKs0BVvJ7m+tF1uB+ttf1WIXyPCZSegLsTlbiNOFpQtR9YHpXGtmkCgromq+PaBBhPCC54TR5EGudod0xjYbwTtX4fYjc61C5xSYzZpcr5PolHm/F/ZhvUnTtnOytQFUTUJf3N+cNYbeuFM2SaPEMG3YN4EX5VXHpCqIwPKMLTgQtqN75nH170AM/2NGDlgcTSXJicr4UQ9MHV9waeKIJPGwOpTGJRu3sV4ZUSj7pxIRjvnxqGaMe5U9NweG4hce8NuLRubb3LWeegW0k/U7vmqxDf64MD04pIpLxovGXqeHQ7dWp3snL9EtDVCcd1AI+AyoMtSKABq/FZuyR8nwkwgSIRsBeQLwOvAfgvq4zuA8f+2ibMKn4u916pt45F4xjfnweaNRcoLcdj5500WyiFTeENNHsXm/tx+thd9Na2qp7DrhHEjpsLZHEdvoO77nfQ0QFEPjwHBN7Em3Djrtx/Tf7JBneaqLSwxreYwLoRIPEgZiC/FOxW8w0kUHlNE4vKnRZU7B7HouaNo1vkoas7qhfzW0N8/X7qjITojRDq226DhExRjykv5goSpB1KV2+lMlaxCvN7SSBTN/WYIq6qrx3GolzgaA+eHJxBXVCdmPL45pB6LmZrT40B/kFU7Y7gaZpYVcWZ3s0sG85y7n4DuHnB6M1LdcE3qQI+5YlVJxDRWE5qm8cPr4Lal7zFMcXjnEDlw3Esw6t4ZpWc3T44lUlNWhc9oAjOHTe0CTbUZb9nIOWdJjG6s92HBdFFT8sXHYpgISCVRYwnz1Q18gLv6kDVQWB1NAi0N2I7GrByoxjiO1PGHMYEmID1OpC/AybvA3/ergLy/pkE6nfAF/eBf5CXc2sHPtXiSjFzP525AnzdCnRqSd4SM2YsTGQKk6OXwqawP3oZE+4G0IhEu6PrHYtPP2XtSPOajr9FJNqGY8eAO+FRXMYABtomcNkwdLIZr70axZUxi85wS5t2peL7TKB4BOKBKizMqmP+5s+Pg8bIzQeqUiJByYk8lA+BHX79A4OECMUTf8rSPJmKRUKHxOPEPrzcN2i9tmCm9CUNGwNxmAvoM8/V7MjzZ2KhlYM8mf99LQLsOoKK634sPZKX+hnGk/gRVN4csPfK7la7dvOplrP9CFbNM58VD7HmJSXxSIxFPWh4QqAKcQyBROB8gLyqCdQHadJKFWJDXqweoOsZdY3OtMlCPuzYPQ4oSyGpJX3h0FXUBRPKH9mcuwHb9SBpolTaQc9B0Lw+5yxWH7Wj+hCwGh3GU5zBzsZxPC3oR0FaznyDCTABCwLWAhLAp/8EvHJcXQj8z00JQz8DJv9EXyh8+s/UCTSmaHlczgB//yXwURjqOjXSLOyZT4DJVvW+MgNZCsuYQylsigxHcXmiDcf7pck94X6cm2jDQCyGWCyGdzAhIuuvNLYRZnEYxtiVKKCNeaQxkYhGYBhh2dyBt3EFVvpRN85nTGC9CfiwQ/uyduxpQGrMoFQMZ/s+LA55Eb/RoYqNPVJgDqfkqaoXaz6St3AUimevXhKkOZhZhyjUFZxQRNiTHMSL0h0evITKAAmyMezQhBjVl8aRLrquota8oDiJ8V3A8kSGcYdWNXUPYkfcb7tmo8KYuvEtZj1vd0UARSiqwnEu4AdoxngwoQjLdOGsFsDp78DTU17EH3SoolHzZoofDcqEImWJJq3A0R4szrajRghMWMyyUZZvMovDaSRuRoDZMUVw05hIPLqNZ1Yc+B4TYAJFJbANQLKoFreKMWX2cwPO1X5gmOySqfq0zM/xyLtoNa7ZkykJTbNG/+RXaDjHs6yzgOLgsiKgTt6AYY1A2smkEauuM2kLW6fG0CndqvrEG9s1BrUZ4KVa5obG4xkmBFmxpW7Ztga8sKsBqVndpvJTslQYXUjhqTpLs9nl+irjDw9Bn7RjVYZs9yg/IcBFXOpuBrAjoC6CLucpoiivUrnE/ey8rdpdTZ02xlFhYzN7W2QovZLQTY2lle7zKRNgAs+HAAvI58Odc2UCTIAJMAEmwASYwIYlYNuFvWFrxAVnAkyACTABJsAEmAATKCkBFpAlxcvGmQATYAJMgAkwASaw+QiwgNx8bco1YgJMgAkwASbABJhASQmUnYCkvbTtlgT6nk+f+f2T10vKhY0zASZQRAK0/3GNtMa+wTStAWiecSwieNQJH+KyeK80oUdfWih3u7QWY8h2+RmjHZu4NPnGrr5GA8W9okXcPSaTtI+3XbuYoqZdZmo3ZR3IXDmlWc5wI8ve2xlSWgeVWRtZFzL7XdrJyNy2hlRrfd4NRqSLYreDZNr21CrPTdJ+tnUu7wD7hcSfU7lpL227w9cBDOS8v7adFb7PBJjAuhAg8act1fIsDlQfbMFCtBEuPxAXC0hrBXHs74QjpO9Ios+A7sBOP7CkxKcvi6ug3V7Eoe/PLO7k+jqNhQe9qPcjy37LRnsO7xCqH0awSAJQ2cnFGG648vSi+iFScZ3+EDDkBQ40YCXeqO3Aou0KI/OwmP1ssEuzl837cpsjWFw79gAOkGjWF2N3HuhG9YFb+oLeFunolsPdgpVo+uLcjkM2O+6Alnhqh8PbgiXiZFEnq9nfhpnW0ix3USyaBb46ewlxbWtL9b4681ssai/iWr2m5VlmbWRV5lQd/cCTeMC4W4+WgGb0L96kNVLtlnhSn/e64BllQXh1X3b73NavHXJvO6XtH0WweEra4WnDtJ89640cUnYC0hbm64C0maFtNA5gAkxgnQlIS8Vs98+gYlxbVHsKyvqGFcEmJBDBMi1k7ekFMKZ68MSyLNeBFdMuKSvoRG1fJ+ITUNaXVL/QTmAZ41gISF8gOVfV+osqiXbQl6p8pJbXkW/SOXnc9l/C/VM9gHcGtV5p329zXPjgUhY/B1xtV+E8RAuunwCCCeD8YTzd06vsYFNBO9CcV3mktnNU9hjXDdLyNy8+aDJt/6iHZz0jL+O9C1h9MIDY1DTIG6y2kQ87cEIX0Mp+3D3qlorK/thGsZ4mvihjbf3FtDJ4OpT9wGMPGuHENJYMddK2VbRYL3Np6AR2+BsBaGL1ph/z2YS6Uo4TmJdFeFqBaGecEGDIs4zayKK8abcaz8B17TDmA+lCPi2u1Q1qg3stcIgtK6UfeObo69cOYqtNYwno/Z7axcgYJF1tsPaTSr5ZTstGQFL39GcdKtZ/P2dcmJy6tf/iZTVM7MH9z38LfPq7zM1A6y4OiA1hop/h3dZ+WOzlktlIwaG0juNp4MNWGJd/7MJI7Dgi75rvF5whG2AC60tg7z7g5gBW4MOLjRE8HRLZDyN+vgOuveLaB9eBsZT30YlxLJI4cIstqEQ8AA96EMcgttOtPYOouKFto7df+5CQoopT+tKpIe1BHrpHZxWht6IFOv1nFEFjJ0ZUDxvg9ABLU1Zf0D645PUUQ02Ie2dQ36cKSpGPmh15StWFtOl+DPvU/b/vDaJ29oQi4gAv4FI9kinhqJU1vxfKixb5Nu+EQ4I5AGWPa+xDdWAIy7NAzVFaszKCxXESVAGsxiMGAb1t9hYWpshDOY3Vh+NY0Lw9JL52HDBuQSnKSQLcvD6k80ADlsengb29qAmeQY2ILNbFDN5WFl5XBLThB8Ew4qnnR0okTknEH7yAuJ2oNIsiy73Xydh6tpEofIGv9OzY1dvCtOW6m48iWN3VgBe0+Nva3sAziwXkyUu9Pu1gUXD3IKrpfRxv0X9IpEXbgO2XVoeNf6NsBOR/DQMtwwCJxToTV+rW/vR14Ff/CHyRRxf26Ae1qUW+m/sn8dXIHdR+YNgj0JRTKS7DuHPXjXdo30NZvTa/hldxF6Ytr60LoCxafgx3e3kxcWtAfPe5EDB0S7aj7pBaisrgDMjruECejikv4tQF6gWwdxZPxjtRGwxhMUA37A/aL1vvkqRt7air9SwWoe5WIgSJLFyWhqpS2/8pi3D7b6W8a0oYeUqDV1NfnnLu3z6KYGXCxsunLP69TymzLBRpN5n7mFH2iSZbqT293Y1YHfViSUknFkVPpD7XZI/ntmAIMAgouVT251Q/0c2/+rABO0ikC88SJXPTdocRPKV7e4HVa/6U6FI8cXtD2HFDre+Ctue26unUu7fNuT8doq0NpYPq134LMbPnzxNC9W5gRfvhoHouNa+jJFaWAj26MelZkhdeV7Y/1J4rEfnb2Vta97+4I792pAvWWR+giGIp3jq3kZTz2k8bzxjEvtmQ+UcTPZ/zafupi8Xs1ec57cfLereDuRLkuQ/sw/K1CCopzLSHeir6Rmy/VOE3z0nZCMhSIw3fuQu8/Rpo80FZx5nzVYTmMYtR5RO9eDdyHF/ZhGUSprQ94fHXKOc3da8jbWuobV9oLgNfM4ENQUDpliRPQC9WT3nxTBI1SvmlLyO63vaoAZW4hHhgDNszDvhX99eOT6ndzg4a33WqB0uK12if1oVtMXZQgrRDKfEAACAASURBVLbyIALsV/eMTok+Ze9nSbRI8dVTdaechZAuosiruXP3WdwPjOHFYMLgSaM0JBpFl6LDG0KN24sF2hdaMdiDmCySLAUX1cOnjfG07mZXy2b0/lG+cXQq3cO0fV/1HvLWNOpeR9r2z657mXahwRji5BH1WwhANUNAEuuKqFMmxmTbDUbzMt/sQNU9Vbwq5jxvYHVC3YYy5f2i7nshnkUXt8aI+NH2mN+cP4zVA51I0JhHS36pwqZODF3tigdSb89UpHVuozShlipIHie01/zQMBzeQWwP0ftBHPTckMfbbvyjiKeJR/KkB7xIvS+kYPrBN0/d/OvVDnLewiscUD9LKh5Mqz9AydMfNO3ItBHbz1DXzXGxqQVkmhiMRrK2Wri/FbX9dtFGM4TZpQHCY1eA0x1oHlO9BG93NGMMryIaMex4ncFAP1rtC2WfjkOYQKkJ0P7MuI04WlC1H1gelbp/xZeRNiOXJpDQl546Bm8YqweyFI5Ex7Vx4MEt7AgmUH3tBJYf2u9znNZl9+h2KoO0sFSIfqJ4M69F4PIMq+MNPeSlq8KcNm4uHlCFiOqpS/dWroTEl7K1EFQ8RBO0N7Q+5lIRZudvKzOhSXiKPPRSkffWbgykOukI1y8BXZ1wXAfwCKg82IIEGrAan02ZkT15Sp6a1zAep7GcszZdo/p4U8VrCZrMdBgVfUOoud6EhZR16cQ9iydD04DXONTACbVrfOEepC5onzJkwDguUbdF+3A/DU1j6R55rRNQu7sz/QDQ02Y/W+c2yl6gzDEUj/ItJc5K6BZe7BtMdT3T8AzaMlQXlDamPCFlr3Yaw2spHm2SlbYdRKbUHuqQC6qHQ9wGoOwbH6IfqgnU3jysPasbrP2k+mym080rIJv7cfrYXfTWtqrd2F0jiB3P3nRpolMkKcADifAd3HW/g44OIPLhOSDwJt6EG3dz6r8WBeBXJlBeBFxBvZv5pWC3WrhAApXXDiN2vRO1AdF9S97HCFY1D57iVTqYbQkd8mTdQvwGjR8Uwoq6QW0Y0Ni4QxEsBJrUL1Lly1KPa+jOk7vF5HM9unqmdb/L+1frUXSPoNyNroaL8uqx5TPy8KQmsuylL3Xg/ik5Rp7n0VtY2dWBqoPA6mgQaG/EdjRg5YYu5lPd60LMa1kQl1he2U1j4VSTmsKiowZRbSa9waYPONCBuqOqcP720RHUHVL3D1+e7VC8TOnix4eK+IAqUqM9WJw9gorxMeWHxM4sM9Bp+EPdUb0A35zXz/WzdW4jJWMSQVdR/VCauKQXKPMZjTOOX9DiDCM+St5jH+LxgLo/uGFyULopxZNOE6ZOWXhj06NLd0rdDnKXuvbelXLXT+m5O4GKPrFaw/NoP700fKYS2LwC0tTCXe/QbJrn44EEfotIdADHjk2gt38Ud0CTeybQ+4GpkHaXPAbSjgzff44E4oEqpGZLIoT6A2OpMYc0CUN031p70Gg2cAAVViIEQOXRDqV7Ex7Jk+V+AzDN1rarvvMAjZvUPZByvNQED/lm6rwlfSKNqevbuj4pA+qJqfveFKpeNiZQTWJodNbgcbGMm/HmLFYfnUH1oXE8Dg1jFQnsbBzH40yTUSzsbXcBq+TFVI4WVOxuh1MT/aILW4Tm9zqsdNGrQxBouMMYKryzWMgwIcTp78AqeUmpKzXQjZXzVYjTeM7AsCK+a9zD6hhbc0Ekr7c5KO16XdtIyn23aWiFFGR36jwALJJnVxzRHpD3+OVDETzOOCtb9dSRh1J40oWJXF5L3w7a5DS7LnVDIYcRl39oPa/2M5Rpa1+UjYD8NAT8D9EWx4Hp44B5NrYIzuk13I9zEzEMxGIYADAxMZFTstJECmPsShTHGi4r3tDmSBR4NYIcO7BLUyS2ygQKJkBr/Y0rs64d3gZluZ00k8oYND9iFh6SpSErTxZ1hTcgiQbUpMYcJlB/4AQex4EnQnRIXXpKnoqXKpFK883seFpRlBs0wSPuR0yecGKKWbFHWkbGFJbzpUnIpDyOWr7m63y6FNPLMI3EzQiqXWOK99URjwCPjF39aV3YaUZIMJpv6l3Y5pCcr4UXV/F8qrPF1S5Ki2WQRBfrRAdepiWQxHWgytDlmnpuci6ETcR1bSPytHWichewfD6/LmQS0TviA/oEJk04kVd5LkDjXhPYKY8npepqwlvt9q8C/AnU7hHdvzY8xG3BfV3awSQKRRlyeV3v9sulTFsszjYAyS1WZ64uE2ACpSagfcllXPBa+5KjSRWGiQ/mssleKCFE6Z7VDGBzWrqW8kkvT/pYKrlLWl4ayMq0fE/x0olJIXKAdE7ey5e07tvUBBIpXD4VeediV06Xdm7qpnd6B/EspImYjGzSLKk3pDR27UYTiqqu04Qina85rmCh3KcJPXJ7Ku0LLO/uNiwcL5dIt6fnIYebz3PlKMqVS/yitZG5sOKaOHQBizePoOZQg3I3/Rmm2zoDnYswor6Kehnv6lfl1A5UVrHKgF7C3M5EPcui/XIr8oaNxQJywzYdF5wJMAEmwASYABNgAs+HQNnthf18MHCuTIAJMAEmwASYABNgArkSYAGZKymOxwSYABNgAkyACTABJqAQYAHJDwITYAJMgAkwASbABJhAXgRYQOaFS0RuAi6GAYstfEWMjfBKy2L+wKKgv7C4x7eYABNgAkyACTABJiAI8CQaQWI9Xk9eBPD3wCcz65EbPqatiKHuLf5HAD4y5XoFAC1Ne84kJGmXuS8A0D4WZMMqnclU2uXbpjvZymKKzpdMgAkwASbABJhAGRMom3Ugy5jRpiwaCbq/AdAL1ZH6H1ItSXTS/b0Agpq4/BcpXBaHtGLejyxEphSdT5kAE2ACTIAJMIFNRmBrdmE3nQQungROh4FwWD03NCx1UV8ETp5Ww+U45EWka/qTu7DNNsMXAW2dZHRqdt5/BXj/cy39aUOOdhddIzHEYtrfZD+a7SLmcZ+6rkkkkofxrwCQeCQvo/BSklik3b9IPNK5LB7zyKaAqM3on5xEf1pluzASmyzALidlAkyACTABJsAEikWAFhLfWn9NJ5MIh5Po1Op9OpzEySaJQVMSF8NJXDwp3ZMZaeEiPfEz2zx5MYnTncb0dM+Qj2wz+3lz/2QyNtJltLmGtvuBluYXQPJKlj8R1+4ZaQSSH5vKQPfItl2aXO53jcSSI10mG839ycnYSEF2c8mb45i4F9iWzJN58jPAzwA/A5vvGdjCXdiT6gBAkuG/ngTeeg2AaWziLz/JU6RLNn8/D3z/u3mmzxw9fOcu8PZrihcynDlqxlDhUSTvo3zQ5BnzPerqFvHp/E/lBNI5jacUxz1A2T6SJuiItCIs19ffRqI4/hq5IN/ESOw4Iu+2ov/NBrgnLudqguMxASbABJgAE2ACJSKwdQXk13NGpHVmsfc1cMcYJeuV2WbWBNkjNPdP4qtjbj1iNKKfr/HMTgjSmEhZCJJ56samLm+aaGOeTEPhmcZAUhf5Wo/w2BXgdAeaxwBEgbc7mjGGVxGN8A7ia2XK6ZgAE2ACTIAJFIvA1hWQr9QbGc7/3nhdDlfN/Th97C56a1sxSuXpGkGM1FyBh5UQFCZpggx5Dus00UiCkoTluh/hO7jrfgcdHUDkw3NA4E28CTfuXi7E97ruteAMmQATYAJMgAlsSgJbcxKN0pSt+iSYt1qBuXzdjWt8Huqpq3xtR9c7bekJm/sxGYthpCs9KNMdEoZ2fwFtZjaFyzOuM9krKMyyDr9FJNqGY8eAO+FRXMYABtomcFlR0gXlxomZABNgAkyACTCBAglsXQH59ZfAW9ps6rovc1ybsVObQf058Ar16VrMxs7UIJ/8Emj9KPdZ2OF+nJtow4A2C/sdTKRbp3GByF9YkTAUf9RNTetBWl1ThoV0RacX2OKOZR3CGLsSBSYuK95XGhOJaATcgW3Bj28xASbABJgAE3gOBLberFaaMW07w3pjzZSi2cqT/c1FaUOaPS1mZWebfU3hucbNNvuumHXIlheHb6znm9uL24ufAX4G+Bkoz2dga+5EQ2s2/hTAe/nOsn4O8p6zZAJMgAkwASbABJhAmRHYul3YZdYQXBwmwASYABNgAkyACWwUAlvTA7lRWofLyQSYABNgAkyACTCBMiTAHsgybBQuEhNgAkyACTABJsAEyplA2a8D+T0f8FmHhvA+cOyvgf8qZ6JcNibABJgAE2ACTIAJbHICZe+B/K9hoMULtNBWKHwwASbABJgAE2ACTIAJPHcCZS8gnzshLgATYAJMgAkwASbABJiAgUBZdWH/5OfAX7yslu8PY8APhw1ltbwwdHED+Oe/BT79nR51LTb11HzGBJgAE2ACTIAJMAEmYCZQNh5I798Brf+pdVd7gck/AT5tNxfXdP068A8dwAB1cWt/OAp8T4uW1ablFnqmPPiSCTABJsAEmAATYAJMwECgPATk68CP/hj4QvI4/ut/Aq/8kaGsthfu1/WgT3+mTbIp0KZukc+YABNgAkyACTABJsAEZAJl1YXdGwJ65dL9Rr6wOP8d8MO/BX71j8BfaMHmLuyMNsP9aK3ttzDMt5gAE2ACTIAJMAEmwATsCJSPgFzrEj0kIr1a9dqB6b8B/lUs9bNWm3a0+D4TYAJMgAkwASbABJgAyqML+3fAF/eBf/BJLdJuGgM5B/zhZeA1KQpeBz6V0nyPurzva13YudjkMZAyTT5nAkyACTABJsAEmEBOBMrGAxn6GeD+OTAtFg3/DdDyM6kOJAh/A4guaZo4E/odMNwKTIf0eHRfHFltioj8ygSYABNgAkyACTABJpAzAd4LO2dUHJEJMAEmwASYABNgAkyACJRHFza3BRNgAkyACTABJsAEmMCGIcACcsM0FReUCTABJsAEmAATYALlQYAFZHm0A5eCCTABJsAEmAATYAIbhgALyA3TVFxQJsAEmAATYAJMgAmUBwEWkGtqhybgYhjoXFPiDZWo0aK0xwH8wOL+Lyzu8S0mwASYABNgAkxg8xHgWdjr2aYnLwL4e+CTmXXJ9WMAUwDqANASmR9pudL9P82xBPcAnAfwL1L8KwAuADhnEpIeAF8AmAVAeYj8RFJKl+142xTBrg6maHzJBJgAE2ACTIAJrCOBslkHch3rvOWzMgs7AkIeRRKAVmEyMBJ0fwN1y0lywP6HFEhilbai3AsgqNmUhacsDsmz+aMc8pPM8ykTYAJMgAkwASZQJgS2Zhd200ng4kngdBgIh9VzQ4NQF/VF4ORpNVyOQ15EuqY/uQvbbDN8EWjSjHZqdt5/BXj/cy39aUOOdhddIzHEYtrfZD+a7SIWeP+o5qXMZIa6rkkkkofxrzTxSIJTeDdJLJK3ksQjncviMZPd4oU1o39yEv1pkLowEpssXjZsiQkwASbABJgAE0AS2GJ/TSeTCIeT6NTqfTqcxMkmiUNTEhfDSVw8Kd2TGWnhIj3xM9s8eTGJ053G9HTPkI9sM/t5c/9kMjbSZbRZhLb7GEgeB5K/0GyJV/Nz8QMp/AqQzPQn4pptiOtGIEn5imt6pXt2ecvxMp13jcSSI11Gu2juT07GRgx5ZbLBYSZ+pnZiPsyHnwF+BvgZ4GdgC3dhT6oD+egXxK8ngbdol23T2MRffpLn7wvJ5u/nge9/N8/0maOH79wF3n5N8UKGM0fNOVR4FX8veSAHAMjjHIUx4VEk76N80OQZ8z3q6hbx6dxuzKU8LpLGW1Le1J0u0sr55HL+20gUx18jF+SbGIkdR+TdVvS/2QD3xOVcknMcJsAEmAATYAJMIAcCW1dAfj1nxFNnFntfA3eMUbJemW1mTZA9QnP/JL465tYjRiP6eYFnJOz+oIk1ebY1dVHTeEUSl7I4tBOCNCZSFoJULOrGpvQ00cZqXGWmMZCU/1qP8NgV4HQHmscARIG3O5oxhlcRjfx2rSY5HRNgAkyACTABJmAisHUF5Cv1RhTz5IMrs6O5H6eP3UVvbStGqWhdI4iRKivCQcLQPLvabJbEH41vJLFHos5KCIo0JDjJc0gzvikdCUoSlut+hO/grvsddHQAkQ/PAYE38SbcuHu5WD7bda8RZ8gEmAATYAJMoOwIbM1JNEoztOqTYN5qBebydTeusS3rqat8bUfXO23pCZv7MRmLYaQrPcjuDnkSqas4l25iEo2yR5CEod1fACpSCpdnXNuVo+D7lnX/LSLRNhw7BtwJj+IyBjDQNoHLigIvOEc2wASYABNgAkyACQDYugLy6y+Bt7TZ1HVf5rg2Y6c2g/pz4BVyyVnMxs70WH3yS6D1o9xnYYf7cW6iDQPaLOx3MJFuncb3IT+BZBaF6Ubt75AwFH/UTU3rQVpdkwVZeNpbLCDEsu5hjF2JAhOXFa8tjYlENALuwC6AMydlAkyACTABJmBBYOvNTqUZ07YzrDfWzCqadTzZ31xwGxYyA5rSihnZ2WZfU3iucbPN8itW3bPlw+Eb6z3B7cXtxc8APwP8DJT+GdiaO9HQmo0/BfBevrOsLeQ332ICTIAJMAEmwASYwBYjsHW7sLdYQ3N1mQATYAJMgAkwASZQLAJb0wNZLHpshwkwASbABJgAE2ACW5AAeyC3YKNzlZkAE2ACTIAJMAEmUAgBFpCF0OO0TIAJMAEmwASYABPYggRYQG7BRucqMwEmwASYABNgAkygEAIsIAuhx2mZABNgAkyACTABJrAFCbCA3IKNzlVmAkyACTABJsAEmEAhBFhAFkKP0zIBJsAEmAATYAJMYAsSYAG5BRudq8wEmAATYAJMgAkwgUIIsIAshB6nZQJMgAkwASbABJjAFiTAAnILNjpXmQkwASbABJgAE2AChRBgAVkIPU7LBJgAE2ACTIAJMIEtSIAF5BZsdK4yE2ACTIAJMAEmwAQKIcACshB6nJYJMAEmwASYABNgAluQAAvILdjoXGUmwASYABNgAkyACRRCgAVkIfQ4LRNgAkyACTABJsAEtiABFpBbsNG5ykyACTABJsAEmAATKIQAC8hC6HFaJsAEmAATYAJMgAlsQQK5Cch2YPrnwPfyAPQ9HzAdUv9+8noeCTdK1OZ+TMZG0LVRyptnOX8AgP6KcZCd42sy1Iz+yRhGNivkNTHZyIlaUOP15V8BzyBq3Pknyz9FC2r6QnDKCd2DcHlb5DulPXcPorZvEI6S5pJvO6yRi7vFuh4en5FxSetaOuNOv+lZKSArp39mnZ7xAgrJSZmAiUCF6bpol74OYMALhIpmsbwMdQWOAZ+9i9EiFesXAPZqtu4B+Ksi2c1kRoi6cxaR6gD8EYB/AfAxgD+1iPM3AGal+2SPvmqtyk73rfIRya3LEkb/h59h8nQ/mkf7ERaR+XWDEpjGwoNe1PuBuaHh3OswdQHoS6D25mHEQtMAiawuIH6qBysGKz64gmfwHcM948U2jONxwIsl+TbZC+zDYmAAeAjA3YKarquomKjCkz1H4NgPOEPTxjRy+jzPnf4EahqNib69ptUNwMrNC4B3Bq4HTYhPGePBE0J9223cN9SdBJ5a3rT4puQKu8ARLF8LKiLumTeEquteLETNEYlDoVw64QpexQsWpr/dM4slastiHEo5u1P5yCyLYd7aRgsqdrejwgMsTVk/d9senbVsp0rxHBsMN6DyYAsWokViYrDNF0ygNARKIyBfB14pTXnLxGoX3mmbwLkPiiNpSKANSGKMxBTd++g51pbEo8hfvJLIJXFI330/ksoriikEIoXLwvL3ANb8sRgewxWcRkdzP8LFwS2Ky6/FIiAJuu3+GVSMN6UEiZVYSqIddcEzhty3zZ5IF5XkqZoaxhKmsTB6FpXt9GRNA3v3gT64truBFYPwGUY8YC1MycOjlqsFDvJmyumiPYhfC6FK8XLeBg72AqNViEdbUOO/ZCFUDUVfw8U4vrl2G6uufUAcqHABq9eN75CVUBOeklfqns5SyWjKi8cHEnjR02MSl+N4ahabUskc3hm8dKgBiqgJNOnCOzSAqr4E6nYB35yvMtosEZdtiGDZVF+pqHme+uCiHxOBKq1Oqph2PTDVJU+r2aM3ouLhCY2X9tx5QqjdM6D8yCHeLz4w/8CZxsKpw4C/Ew5M620A4Fl8vIhMspeeYzCBYhCwF5CvA7/6R9UL9e+/Sc/qJz8H/uJl9f4fxoAfap/b8v3eENAL4J//Fvj0d+k29DtNwMXPgfmPgQ8vqLdPk1r4GPhf3wV+CuC9T9T7naeBv5zTr6GlFYr1yx8Dn8yocZtOAp+/r55PTgJ1Ujqy36oG4esvJXsA5HTmMErS9Q7aohEEteTqC3W3foVjd3tR+4Hql+waiWEA+rUhunQhBJq4dQ0qN3Ft/dqFkdhxRN5tRb8QVl0jiB2P4N3WtXvrhCeUvKBXtIz/QxOTf9CuvwtAnIuyCdFIIpLOSQR3ikDtVVwLe6Zgm8sw7tx143hHM/pZQdowes639+4Dbg5gBT682BjB0yG1PPQluhMnMGcj6pRY7kHU7O3BgpX4mQIqqPuYPFXRHsQ0u84D7VieqMKSLAJlBNTlfa9HFbGeEOqOtqviaK8PzuiwKZ0qOCpvnsBy11U4dwHfXqNzVVRtexRBZVD3bpH4WQyaRJ2cd47nqwAq0A4HDiMe70WVRbqloSBcfh9g8tYuDVWZvKGNqNgFkE27gwTpPHUHkdgPJlLeOrU+VZiPasI6ZaBIXGZPYN5UfkXMp/IRJ2p+1Q/1HxL040N5fkzpRQr1dRjxU/KdaSRuRuDaQ30eRlEuxwLIaxjAqtyWlt5dYyrVK6s+D98+iqR+CCnim7zHD9Q8tys/CqS01J0fJdE4jYWhaTi8g6jBETgPNeiRDiVSXftpYl6PxWdMoKwIJAGk/f3k50h+2q7e9/4dktM/R/J7Wjy6/pVPTyPHVWy9juSvQkh6Lexa5aXea0riYjiJTiTReTqJiyfVMjWd1M/JnhxG16fDSZxs0sov2YB8rsUTNs3lOnkxidOdFjbM9tU6N/dPJmMjXWnMgOZk/2QsOdKFJLpGkrHJ/mSzOa8crj8GkvRnz0oN6xqJJSf7m1Px6FrJO4e0mWw3Asnjmg16pWv6E2US98Qr2aKwK1qaH2jxhQ3ZHoWJ+5nKIIfZ8m7uT07GilNnOT8+z/7sKYw8oWRdMJH2Vx+cSda4c7Ph9CeS9X5f6hk2s3d4Q0Zb7sFkbd9g0mH1jFNYMJR0oiVZ05dI1npbkvCEki4Pkg7vTLLeH0rWeH1KGN0z5OUJJWspzD+YdCpxfUmnn9JqZSPbGcppsGVVNuke1bnWO5h0Bak8M8l6KrMFS/X+YA719yVdfaGk05K5L+kytZHO25d0elRW1Ga1fYlkWtsVwkVpj3yeD7UsStt4Qsl6u3aWWKZzV+ub1r4WadR2aEk9B3SdSzrKU38uW5Rnhp5HesbU9OKeeKVnTS2Xyr5F4a7bkO0h6fTn/v5Jr7/pubaoN6dhRsV6Bqw9kK8DrS8DX4yrQjf0f4De9zTR+zrwoz8GvviZLoL/9T+Bf6A+z4KOGeDvvwQ+J3fa18CPP8xujTyFrZPAh5rHETPAv30NfLcJaHobeGUS0Bya+PUk8Jc2Jn8/D3yf/GrkfbRI99ZrANmWjmjkt9KVONXG7H0VQwxRfPbuB8q4veb+SXx1zGIWwITunZQ9duTZpLGH2Y7RyxMYON6B5v4wwlC71S9/AOSSXybbhwCQF5QOMXaRvIrC6ziveUjFmE3qrpa9qDR+krqti3WE79wFpB/qxbLLdgokMOXF/BR5jnqxesqLZzRuD351nCKZNo1Ns8qNPC1zUCdVGMYlapFXqIvVPwjHkNod6GzvxsqE6K40WYzewsrsLaXLG6eqsEDBHuA7RxNwXDuMuSHVO+R0dWBV8niSp/RlVxBzQ7Oo8b+BZ6EmzCmeUS+e7BlUvEJL5GWNiw8TU755XgoPotMVAkJNeOyaQcW9JswHqLwh1B4Alm94jV5ZzZNKWVE3tOFwvwHcvI2Kgy1A2hg6qVuf2qP9FmJDw1DqvP8SFh+eQTXO4n7A3N0KNU4hXMhrHOgxFFW/EB5OfewneQxpqEJtIIF6xdPrVbp5qazU/W4+9GEPqi3yHqtjXM0eWnNK9Xrpxjh2tnXCESLPoA87GscV73ku+VW5biNBHnB3JypxS3nWHIhglbpu3I1YvQFl/GcFIoC7BytRqR08g6i414Nne6zLxXeZwEYhYC0gqfT3gTsZaiG6p1NRLLq5U2G5nsx8AkxSl/MvzXotg4VWpA2OmyTBRzp0zj7dyYvA+6Lf2xTXnK5OE5eSNXfDm4DVtI5wP85NHMMAzqW6lsP9rajtlxJbnFLXrxhDSOMfj9pMRjEkHb2MiYHjyvhAdBxH28Q5fEARcsjPYMd0Qb8FSBRqI86UUCJAwpEOErdico0QmlqQ0nUturGpy1p0W1O4OM/3a7j5tVeFeeNruB+t2cAaU/BVsQkoX6C3EUcLqvYDy6NSt6EmIKgrsjquCQVPCC54jWPtQOMc7Y5pLIx3otbvQ+xGh9qlKYk/u1T004cmlpCo+Ob8Yay29cIZMk2eocTuQbwIvyouPSFUxgc0MXBBFXCefXjRAzzb05DqnrTPM5cQvVxK7GBCKd/Tvar4c1A+N4KAuQtWEeuaKG+/ZRg/5zh4BHjQhNU9NHvbOLZOlEgIxvunhiHaY+7UNByeW0jcewMurVs7NfFjzVxM9RMFML2KrvP4Xp+xzNEeLM52YyeCqXG0qe53kw39ksYWaj8YlK7pBKqlSUl6PNPZ1BiWjwZQ5e4BDgZQORukIamKqFe6+03RU5fuTlTEL6ji9uA+LI+rIlnptlaGVajDJJambsHV94YqNFOJW1Cz55bybDkONsAZ0LutoXVhK2w0500qGZ8wgTIkYC8gXwZIhv2XVaHvA8f+2ibMKn6u90jU4Uug7iOg84LuPcyU3mqMIsUn7+Qr9dYpKez9ySFqogAAIABJREFUeaBZc6sq4yqlqOZ080Z/muIRe/s1NFtISPL+DeAzfPbqAEa6RkHDIfP1CJI3T4w/lEplcTqK4GfHcbqjC3jbjYlz6tjLfPMzG/5Cyp9mWtPhMXkZtduGyTJ0T3ZEk1AUYpK8mnROS/qQhzKf480GN6w9vvlY4bjFJkCiQ8x4finYrZoPJFBp+PKm2arjWNS8fxSJPIJ19AtJO7LOmiUhekPMPraeJCNsAR3KTOxKxYNVhfm9JFhJYIwpIomExaIeWRlb+eTgDOqC6gSTxzeH1HMxW3tqDPAPomp3BE/TlpRQxZI8bk82bX0uxI6Wdtc4cGBImeBD8be7KJ9hwGsvBoVddWKQH9ivlm3Jsw8uD4ziXPNcEuPHD6+C2om8vjHFc5xA5cNxLMOrewrdPjiVyUk9WBsXUT8oQnXHDW0yizTBhMqvjG9s92HBNL6RhO5OnMXi7jNweYaVumT3CAoi9DqM+PkO1B+Qf/7K4fL5MJ5cC8B10Afsb8DyhPpsZc0vamRzX3kufNiBMVWAylk8NIp9eHpR8cCrxYhgSRuD6ZBmw1uPEZWN8jkTKB8CqTEgcr+4PK4x2xhItOvjJRUbaxkDSWMdw6fVssjn6EwifDGJJm3cAo15lMcyGsZAamMkaRxlpjGQBvvm8ZEWYydTYyzF2Imu5EhsJNllHl+ijMnT7svn5nim61+YrmmMoOFeprF+WljMqjwmu3L7ZjsX4xapHFQeq3GLYkwk2RJjIGmMI12L9Obz/MdA0rjSyWR/s2AvvWbiUkDds7HhcL0NUuPGaMya1RhBZexgKOkSYdqYxLwYkg0aD5d1XJxPz0e0v0V+NLbRKcK1V2WMpDJ2k8bhGcMpTBlPaUoDbaxlXmP1tHGBYqyhUxljqeXpHky6aNwm5aOMPdTH56V4CZ5BdbyePu6O2iS97CKdHk8dZyjyp3BqQ/lapKHXtXGhsqjjMl1ebQypaYynOs7RZ2wHhY3GXj5P464/f+mc1PoZ2ktjbjm+UQtTxptmysciTBnD6KFxtzPJGq9prCrFl9tTjIFUxuiq5ecxkFI7WvCVn0M+L09WtguJf/pPwCvH1YXA/9wkdkM/Ayb/RF8ofPrPgJ8U5HLvVGdLf6yNe6Su7C/rgPBpKG7IL6GOjVRm4U4aS/Phj4Hvf652Y1P4W7/WPJfamMqPwloXt5RO6SrXur7TbJrS1X2pz+pO5TyKyxNtON5PPkhxdGHkq2O42/uBujZkuB8ffvYqBnJYbJyW8CGPo/ijrl7DWopvNsCNCVy2WnSSlrmhbpOJy0Vbk5J+u9PsefIYUjnIq0jn8mFeZJy8pjS7uuhHcwfexhWMiZnmRc+ADa6dgDZubAqgrtflG+neQWf7PiwOeRG/0YH64Axq8hz3RZ6qerHm45QXc6M0tiyBepqdnPGgWbYJZc3EJzl0eVM36VzwEioDQ8DoGHZQWd2qp4zGdS66rqLWvKA4dd/vApYn0scP2hZNWRrnLB4HgqjoGsQzdKDWCyycGkBFO/BErI04NYDl/VcVj6LBFi1h1Ag8DdAaleqYU33tRxpDeBvVwfQFrsmziQMJ1AepflWYC/gBmmkeTIC8hHMB65nla+KieBg78PSUF/EHHUoeNBOevKDzgSrlTymzskSTqJ0PrkA3Vs5rwwwUTg3YaVEXkUJ5nfIiDvIaq3WpC14FeYSV9UJFRGXZJ5tljqIXsPyIxuyMZRhGIQzpr+SldGEAC1M0zjOICtetVJe7iEXjdaHNylY8o4ETWBaB/MoENgkBSw/kplP8NHs7NdO6CGo+Dw9joSzNs62N9qSZ30X4FUceR9n7STOrhVeR8hWeRjmOKA/dE3HJA0lp6Y/ukwdTXFt5M4UN42tx62a0XYRnoAi8N2+ZrGbDtiizoMnjZZ69nfLiaR4hEW7pNSLumkfL4Dkjr13fjGI75VEy2SO7qTCyI4WnyiB5y+T8dW9cIc8OeebkWeTpHkH9mSCG6TNyBT+Dl01+FslTK6eT6iO4GsLltOJ8zVys2l3lRfxE/uI1azlEeQp4JV62rDQvstzOOn+Ldta4pOwprGWPtVp/ql8qjii7klaPK/NQVgDoU98X68EkYx1Fefl1a2ijwtrZ4k1SmMHygX7ytLHrO60rehPUfR2FLH/obILnZbO8t7ke5fM5u5HbwiTq+DOOP+P4Gcj9GbCfRLMZ3Kuf/C/gYljdFocm26SW+9kMlQOUhcrbgIne2qJ1X28OMlwLJsAEmEBmAjQ8graUpElF9qsAZLbBoUxgKxPYpqntrcyA684EmAATYAJMgAkwASaQB4HN7YHMAwRHLREB6mizO+jnCx9MgAkwASbABJjAhiNgOwt7Y9WE9sMO6ytVl0HhaWcZms1sd9Bi4VYH7UUtDrJhnu0swor9SvnYlanYebG90hGgNszlmbFqa3re8j2s7GSyYS6b+douLeUjv59yWyfVztpGv9+CGtqdR6uGw037ReV30FqDNMs8p4MWf6eFYMXhHoTLPCNdhIlX2vXGNFOeuowNdkTcdXldZ2ZFqxOtJpA+q75o5tkQEyiAwCYRkDPAe825LTwuw6KFy082yXdyOhdf0vSFa/4Clb+EafFsu+NPLQLoC5K2CxRflPS1YFzC3CJRkW5J6zpntJip7hkTFhBITGWusikS3GL5I6tXWZDL6TLZlOMV63y98hPbTWYqNz1f8oLvFJeEnNgpyJyW4ttxpLjieTWno2tKJ6elReTltqRr83uI0lEcak8727RjnF2YVTlyubdebZRLWTLG8fSievcRVGmibmVvr7askbp0UW4irQGVtPVh6jAKrNRtWpLnQDsq2yTBevAIHPs7lS0e5Xjm8xUgJXJBWwXuPoun97Q83S1SmDllCa7XmVnxajCLVdoWLFexX7yM2RITyEqAu7CzIsovAn0xC68KbfNH5/QlSeso0hcUhdOaifQFaD5+BIB2gaHPC0p3XjsX8egebZf7trhRpFcqF21AR2WkL+1i2y9SMS3NGNbLtIxR/jeJebaDdgSi54IOai9Z7NGOP/I1xaHnhA45HV1TWtqSkrjJzyZpEbndKZ5Y+5PyJWEqx1etq/+LclG4eQtOyodsiWdXpDOXlxjIe8BT3iJ/kUbkI1+TiDTfp3v/ZLIn0pTNK3notPUtt/tnlJ1oFpRt8LKX0HmgAYujxnUbV+NEYRrxgLpVoQvaDjBkTtpHW1in7fKWZ9Vdd+iesn3e+UuKKF0xrJtJO6ycwNwpbY1P8j66goidAlx9g3h2KsMamPHZ1JaLDm8HHA8bgK4jqNml7muddQciUdgivK4rMwve5iqktoxUAozbP1LY4sNuOOVfSI0J1Gj7oN/PxNycEV8zgRISKA8BSVsL/pS+2d4HWmlf6i+B9z6Rqk1d1D8F/m0eeJ8iSHHkPa0/lryQZpv4Gvjxe+oe27R14UeaHXwO0PbbmASatYXM1Rzy/p++JOmzl76MycNIX5K0uLb8eUwC0eoQnxXiy1D0GAkhQGnIFn3JW31pWtnM5R6VmQ7xZU326cvcLDy0aGt7IdQHAPy/WvL/Z21mnl+qLozEjiPybmtqf3N0jSB2PIJ3W/utdkTPq6j0YyKTECYPnnguhGEhtsh7J4stEmv0w0XEF8+VSCeeSfFckfikZ4AEolnIimeC0tKPHtmWeG4ojM7JU07PLC2KLw4hQskOxaFni+6RgKW91OkwX9M9qhPlRwfVfa92bi4fXRM7ylPUl6LK51rS8nvZuw+4OYAV+PBiYwRPh6iI6VsjKlv+kYATW/65B1GNIGKy2Lx3GyvSAu1L4yeM9aV9tBECLeYtjiQa8B2pQem6cs8FxEzbNTq8AeCG6KXxwaWIXlVMxkcHURsMYTEg7TFOwjjQjReUjLpRp3XDKGLxRidq7vXgvw+qC6AbFvsWBcv7lbyuAaxqWwIqyT1i20tN3K4zMypDRnGsbOuo7qWtV3ccC8SRBPrBC1gI9Sh7sivPhL8TiSFRl3X23OoF5DMmkEagPAQkFeuV94FfNgOk4U6HgZNXTDvAvAJ8/9/SRd4n7wGfkMD8PK1yBpskNP9nJ/Ah7bH9odrdrey9/femfNLNmO+ILzfzffK+iC87EUZCkv7oyzVT9yJ9zpJ3kj7TyRMp8pC/TIVN8QVJYVZd4SKe+VWIDnGfvryFR5TyJa8NfcnTn/jipnP5EOWS72U9p02ASET+f1rMG6peh/KlmTV1StzKMUmQCBEk37c7NwtiWRzZpdHv085DAzje0Yx+ZecioOudNkyc+yBn8ZhffnrOhZ7JzxLZIsEl2lCIQHo26Z4oo3gGzXnTM0riTwg5Ep90UHqz51ELsvRoU7vJbUfPpXyIvdipzYQgpWdTtCGVm/IjD70QonJ6Oqd65jv8Q9TfbKuo1wbvVHtKYFUGZ1BBIujUYaCPdqAZRhwh7Nx9FveF948EZvs+rOw+ghrPG6g8KoQalVAXa9sejWP54Rt4JkQHBZOIlH7JqvtoG72YcA+ixjONBRHPPYgXXRE49g/CMXUBVX0deDoxhu2A6lncewuLgVvYEVS9Y7QcTlzZmaUHtFPLy64g5oZm4XBPY0UI3r4EXn5Igpj6PIpxDOPp7BlUH2zBQlS1SV3uyxNezfu5zsyKUaWMNjrxoheIix2LMsblQCZQWgLlIyDJAyi+kX49Cbz1GlR3oQTgl7JXUrpveyrZ/P088P3v2sYsRoDsRSJxJjxB9IVMoo/uWR3CC0Ojg6iE4vOb4pJAFF/YdE1eSCEAxKuVzWz3yCbhlm2QbXFQXajcIl7BX66kSPdp1m+LXNb+SsJBFg8kpkX3v3y+9hyMKUcvT2DgeAea+8MIowvvtE3g8gfGOM/rSoh9kb/cPUzijASXzErEo1chHsmG/PzKceicngXhOSRbxJieCXql59VKrFE4/VH+crj8Q8bqPUHvFfrhIspNcUgQ0vaa8o8wGhqS6RA/tDLFWfcwRciRp7EXq6e8eKZsieeXtt6j7QjPojaQQD0iWAwKIQQ4vL3A+ABWu3qxSkJtqkcrvg+uvjfwxKpr0+ARNNW2MWEYx6h2nYbgnCKPIgkv4Mn4bbjagao+2gKxCUt7Q6j3A0uKR7QDO/1jmAtUmQy3oGp/A1YRQH0QWAw2KWLO4R1C5c0TWNx/RhXI8gedyUI+l0s3xrGzrROO0LTi0d3ROK55dNebWT6lzhDX1YvaYLvmxVXjOYPdygm10eObNP50mteuzICQg9aHQPkIyK/njDWuM4u9r4E7xihZr8w2syYoPIIs9uQvcrMnT85JfDGTV8X8RS8LRjlNIedUxkzlEbbFF7m4LuiVfg/4NQt0XuSDPKklFQyjlzExcBwdzf1Ax3G0TZxDmejHlPAjEUg+GPrhQt5CK9FPHnL5GRXeP/L0ZRKRJN6EwCQxKQs5ISjlHyNy85LQk5/rbB5IkVYWiJQf2ae8hbee3jdCZIo04rVY/i1hr6ivtIc2biMOElrA8qiptNEeLM52YyeC+v7KNBMaA0rXNY2FMx7DePowpHsG5cAo7dUshCYFUJdvB54GvIDHh6WpYZDnsTawD4unenRR4m7E6jh1mw4CuIWFU6oNx0HjnudW+5/D04uKm2exAuoSp7pRnmfguHZYvQ6p4zTr6AMP6kLe+n7e6r28/p8aw/LRAKrcPcDBACpng4iTgfVmllehM0SODyBG7UPt0g5l/+zEDaDqXo/+PGRIzkFMYL0IlM8s7FfqjXWel30WxqByvhLjFMm7R11uJNRkz55ZFlNd5C/XbHWjL8xCj1zEY6F5pKWnPkg6qPtadGVrtwp9MQsas71iMANGEfwMeLujCx1vuzFxedSczbpekwgjIUjCmQ7y0lGXrnxY1Zs8edT+9CfEI6Uh8S0EomyDzmXBSdfULW4Wp+RMIm+k+bAqA+UryiA6HUi8ynGFV154OoVdWRjT+4Y0CLW/+TCXzxz+vK5dwQTqaIzgrm68FLwK564GOAMJ1ErL4lD3706cxeJu8tRpJZ3ySl7K9NI/izegWrKRHkMVVPWaeKSdV5bQgbpgAvU0rlEex0iJo8NYEt3OlsbsbragZs8Y4tcpvBE1fQlQnpiNYMVFk3YSyl/17oiyA8x8QJrso4wBTWgzyu3sW90fxpNrQOVBn+L5TIna9WZmVbSc77WjRns21OWZWlDTtQ+LQ9o7ZOoC0MXL+eSMkyOuC4HyEZA0SE647N5qBebydTeukVd9CdxhNkWhL7V8xCKZEV3Y9CVOf+L7xCaL53u7uR+TsRhGukzFoKYkxUOTaEgp/N+mcLt0pmh2l2L2ul14XvczlCU8dgU4NoBj7gmk6ccM6bLlL7yCoo3Nr+b09BwJAUaiTwgv+dmiOPSsWHURm+2Zr+lHjuxhpLzEQXlZ9TxS3pSGyi4OEn/U7OQppGYXYUL8imsqJ3lAxU9GiksfBeSBlPOivMmWfFD9SVTKB8Uj22upu2ynFOfxQBUWZlWv2/z5cWybPQESUakJJTSJ4lAEj4d6lK5sx9HcRMNKKIiVQ716l7THp58rHsAE6g/cxuIjqVbUnX5+HKs3zRM6pDim0+2uCJ7KjWIKh6cTuK7N2MYsFk5VYS7gxVMAq+NNSl0V0XgzglX6NWN17H4j7yV+Vq5fAg6dQfWu8czlk/IrJbMXDl1NiWUhmlOv0mQmtTjTCifiIp4Fp5+GDEiTk0BxxrAjmMf6nVJd+ZQJlIJA+QhImnn9VhigSQp1X+Y4saVTjR/+XN3v+iMtvRCi2Yh98kug9SPNxulssfMOpy82+iLL9HmbzajwaArBYNdNmM3OuoS/2QA3LMQVjX3831oJSK+TC2obkNKZdulyKLQYg5ep+5qEiJWXytJ8prKEx3CFvDITl9P3Hs+UzjIj/absFRTtLL/qMdPPSCSRALPyuNGzQh5KWUjJYpWEnNUhdx1TuGBHwozykoWqnF4IW5Ef5S+87yT0qE701jTXjX4k0XtFtKHwhJI9OS86l69F3ua6UxzKw3xfxH++rz4oY/SmAMceY3ew0tUb6MbKeU04RHsQv9aAnTktJD2MePA2qrW4zgMdajVpRrLidazCnPBm0fqM3hnU99HkGC/iUD2D9aaFv9M4eULYcUMWNWkxgKkCulmpa38XsDyRYWkgiyyVW9ELWCZxPDumd8PbxU3dLx0zmoUtBGHa6/nxVAnST2h8bAI7bpgmOCkRhxEPBFERYBGZzo3vPC8CtNnc8/1rOpnExZPPtwxFZnAcSDZa2LwCJOnvY4uwX5juUXqreKVoL8rLnH+++XSNxJKT/c3GdkzC/p9WX8t0JhbmslBZieMPbOIJzoK1XTyz3cxlaU72T8aSI13p75fM6dLjm/NdyzU9Y/Qnp6Xnxeq5E3HkNiYmclzBlJiJ+PKrHJfyoXiyPTmuOBfvA9Ee4r751WzHql5yGnN8OWxzn7cka/pCSadNGwG+pCuYSNYHreKoYXXBRLLW25Lexp5Qsj44k6xxS+3vHkzW+geTNX2JZL3fZ0zjCVnbobIp6fT4Tn8iSfmKv7R8bOsjlSVjHOKSSLo8VvHXmVnGclqVT9yjcpr4U3v2DSYda7YpbPPr5v5ceD7tS7sR04fC8z3Emo2GtR+fb5E49yIRyPR0bbS9sKmb+qsGnKv9IN0DWSRcbIYJMIE1EBATgcxjOddgipMwASaQG4HymYWdW3k5FhN4LgS6RmIYaAMmemtZPD6XFuBMmYA1AVpsvaZRHVdKk4P4YAJMYH0IlIcHcn3qyrkwASbABJgAE2ACTIAJFIFA+UyiKUJl2AQTYAJMgAkwASbABJhA6QmwgCw9Y86BCTABJsAEmAATYAKbigALyE3VnFwZJsAEmAATYAJMgAmUngALyNIz5hyYABNgAkyACTABJrCpCLCA3FTNyZVhAkyACTABJsAEmEDpCbCALD1jzoEJMAEmwASYABNgApuKAAvITdWcXBkmwASYABNgAkyACZSeAAvI0jPmHJgAE2ACTIAJMAEmsKkIsIDcVM3JlWECTIAJMAEmwASYQOkJsIAsPWPOgQkwASbABJgAE2ACm4oAC8hN1ZxcGSbABJgAE2ACTIAJlJ4AC8jSM+YcmAATYAJMgAkwASawqQiwgNxUzcmVYQJMgAkwASbABJhA6QmwgCw9Y86BCTABJsAEmAATYAKbigALyE3VnFwZJsAEmAATYAJMgAmUngALyNIz5hyYABNgAkyACTABJrCpCOQvIN2DqO0bhGNTYci3Mi2o6UvA5ck3XYniU5sEQ3DmY94Tsiy/019G9bKoT17l8wyixi0ZcQ/C5W2RbmQ/dXhnUJtnmjSrNqxT8YpQTtWWDy675+C5vG/L7H2SAr55ThzewTze9y1weszPvw8uvy9HINSeeX7OKJZbUOPNNQ+pKOb3hRRU0tNs79e0zPOtnwXHXD6brMqVE6MW1Pj172yH2/wMpFWosBvuFmt94PHl9aw65M/uwkq0xtQtSC9Detvl/B50D6JmLZphze2+xmrnkawij7g5RaUv3JcONShxv712GLHQdE7pNlakaSycqlq3IhNTF/y2LJ3t3cC1w1gylIjERAeeBgZQ0XcVFRNViE/pERx7AAfoQ31Yv+keRDXOYnmP6b4eQzujN9FVOHcB69rGVL7d41jJWj4qZgtq2rpR/fAWFob0Ojr2d8IRmsYKRaEPuqh2nlZH6YarEQ7YxdNZUIptiGAx2ISFqJQegGOPDzX+N5AY6lHzTgWvsZyeEOrbbuP+Kd2ewxuAY/YSntIHryn/VHY2J2t/32Z6zqaxMHoWtV2DcEzp5bQpAt/OgYDTO4hnIZnlEezsA54pzwE9i71YPeU1fRYIw9N4tmcG9X2XUs8NPTPAJeWHlvmZFalSr+5OVNy8jVX6EpQ+S1LhtifTWHjQi3o/MCe9F22ji4CpC0BfArU3te8R+hHUBcSlZ56i0o/KmkaRyPi6bfaEmie9X442WL43jSnUq8o2Elz78NLR9syfcVSmwBEsXwsq4uiZN4Sq6960979iVYm7D4uBAeCh+vlT06V+Nj/ZcwSO/YAzNG3TdvQZkv6Z7TzQjeoDxs+4tPp4elG9uwHw9GBlCljZ24v69jHMDQGu4BngvPTdoJSxGy+kGUm/sQ3jeBywetY64QpetbTx7Z5ZLKVpAvoMOQOHSS9UdSXw8i67PKg8ps/eR2ex+LAbTtOzsO3R2dTzDqh5fSe9Oml36LN89VEEi2nvp3bs8ABLqffAEez038JSlmfb2X4ElQASUxdQpX1/mjP9Rm4LLXDN7W42XoLrzAJSesNu98+gYrwJC1kKsRJqwnwIUEVPlsgcXAQCPuxoHMdiIEeh7gmh7mi7lm876g6dgfoGu4UXxYczfdhm/LBXBTQ9Cw5vCDVumw/MItRON9GCmq4jWB5twsLebOWjD+dOVD48gbkbHaijD0nt+HZ2HK5gQvlw2/YogtWHQcTEG9/2w/MMXpJskCmDcH54Fv89egGITmO7PwRE9Q8pRVBei2DlwTAWrqse0Lj8AbqWctIH5wGjeKQP0yrXJcSH6MMpBGfah54gYP1asvdt9AKWMYQqdw9W8hS11iXdAnetPnc1dkvXgdpgQvnBKH6cL0+ogtLhHULlzUtYlAWexTOdRDdeCnZLILuBxm5FAKWJAov030E3ao7qyQ3vBe22lahLot3wXqSoKYGnmwPIUzU1jCWoP0Aq20kRTAN794G+sLa7YXiWloaqsKSICSGeyasKxOX39YExzAX0H5JydlbnqzcvYGVqGvNT2neZp8n4A1xzlCifnYEm/Ufh/9/e+YTGdaTt/tGNkB0JKchx24kFtogi8MiegPFGoywMDqNkPkYh7YVXChcE6WEQ/qY3n7zxQgvDIN9NZ4wZooDgYq+ysCAGT6LBAi+s0SYYjKMxV+4gG2THbhFhi1Zk0UNf3qo659T51+qW1JbUegR2nz6n/v6qus5z3reqzvgImi7kcXg/EBIDc0PI3R5Hk7KszQInzgPXmpCbEwvhdyFh7JZLrIxPrqPwbATzU9Nodu7FcwPYCyOQJbBYuA4NYdEVNjqF5uMdeCnjpvX7K+RmFNNcekwJ8ASMiJwbwnx6SI3rfiGsxZpriBCL6YnrsWLXLbt1IGPh8t2o+9QYcmkgkeoC2mEe6vU9ptAz4OXRLhbMMSypesgYm0Yh04TF3nFgYhYt6U4ULjbhseI1hEUZhy8cxQvfA4fkFe4H0l/33reEtFXu8OEEVgKMl++H07TjOenPm3irF5vW1FLYYLvb+VfruLSAPNQJ/DiCVQzgra4sVkalk+qiNKXyeKcLRnzYT8TVKmpcutKxR4Efs2g+pYWR88Sxx3oydc6tqoFmFAj8oPSTiXRI/w8tmKttqfENEGbQXzZPQD5LVPCa/URkrrlP1bZlySf2buHwKbFwBZ7IevrQuDCLF8GCxn2fSuIxxpHACFYgT1Hyg5Yfo1grk+5AWOy6rAZ7j1t0gnsSvWjpHfBZ+aJDbuxsc8pqs7kkHmEcRy4ctZ4s/enL097yxBAwN4afD17CnvEhLPWMo+3gCObTSfWA89Yz/00BZvB0fuxisZX2dsOZm+lqxFMiDp1H4sQIXqpiBAYplW83MDWElRNi2fCsmesqZ88ZYEL/5qSs+3AOT3N9wIRuv9WLN5DI3EN9RF9+/b/baRSed6DlRDcW56JuHv524zcooRQadx0wqo8+0DdbEVXOn7i5orwUpk87wdRnlOVdxU8iN2XcdpbYwMw5PHbEmC8hsf7dQ31AFMhvRvpkScEWI3ZU8lNAvUwbkQctKb/cd8TSeLwXy5NNRkDoc2v+746v4Ru8/HaiLJfqwXK/Hm8lfRHIL4+Po3nKs7Y5D1wi2kTQOxY7Pe434fFc0P2pBVjjj+ew3O94b+RYi03JszHjWf589w90oiU9iuUZoPVsh/ZyTAj7NAq5rE+U183o8wJAAAAgAElEQVQ8wOKUVVflVcpg3m7PJ7NYPeiRW5o4531RR/IwOou8HUfOP7+CF45wOtQZ7aZ2UoroM6qvONdDn2PIjcpUgDNA/y28s98L0HpWGwDqFiaw/PwoXikvzhhymaNo6x1QY+7eE0DOuX8Zy/URY71U3iYvufCRMJJnlJy49q3flB3Sdy8GkJFxdwIvb3egWXlc8zh8NtoD5d1PtGHBZ/G18wgdb6DdQ2lV50S0gPTBEiuVzrxRbkrffAfsH1Qu0cej2n2QSF6Pda9Wp9jBVDvQcuw7PHU6kLm8qp5M9RcZ1N5NPVDuDLmh7T0UcPO1H0UDslgJ/mgCWemBwzyNBa7ZXFR+trBaDzMRe84TcNTNQblGO4DnN1zh5xXJEjE+d7u4TIGVi0D9hVG0Hsyi5RTwS/oG9mbyaHWsAumkTsrM2xDXR+hPuZTFbdCnnwxDAeSEZ42LvBw4GRLIxk2hnnzntKB7N5HBo9EkHj3Rg3e946Zy0mq/hL0HgEaX/ydozQxi34wIrVEczuhBePmb6AFjafQj1F+4h9YnHyDvpCnl6JVBqimCtQ60+mwaSAB7Azcm+4b06+1z6iFMWePWU073t6ktRnJze/TsvBbGbt+dwYtMCuICci0hT7Cx322seI7rZy44vMplUZ8wViTvNI+CBNy2lQuBcdf3MCA3W3/khifaOiVn5YbVkvNPHwqKJcfy51qzACi3rUw1cPuRP49yv8kY+WiNwDLtpgUBsePGGUMeAc+GGWvsaThu8JgDNQbLfcF1799Ci3gljBjWlsuIyNLXex8ERLMZDyPGM4eljHXNPTOo78/jyH5xf3agfr8zpcV4beRhEuewlDiKAtLY9/wcfnneh733byAnws/k7XpFTPEKt1NwPBfN4uU4NI699/UD8OK4DiT1feuZJR7VmNWJ1QOfoLXnKBrPegIVGHTv635hZrw3YpE2VmptKOlCPR64Y1/DwQ6o8S4CnzplDBD2ZSWKJ+wzAEyfV1bsu10o3B3C0viQsc7JfdaxKgfiyVfzcNGcugw8S0IMRgnp98/O63ae7MORzDgQ6WZ30htAIt2J5dtZ5V6W8igjg+0lkqDmXqzd5k6ZBtCanMHPt0eNkUEsyWdCwtvpZ0rwZ5pQ6NVi0ymB/el/cADW1+52itU9jhaQCpbXeK/sOXjtl9AIz4S7dH8C+45v7OYgHd+ZN2lX1/th2mejjx03TvRVYPVZFjgmIhHqhtZyUMRDlzGDi1u0E/UzNzxzeVxCJc97XOz89BOQd20zmNnF0O4I+0yJY3GZ7u/FGxnjxj7VoeZ57Mv04Zf0RyjID2DiqFoolZvsxLvi+gncrJzU5SawOtmExSfaNRue2yIhLYHhRCz30523JG4eL5LrLjDWFek/RzJpM79JC70Xk1n//E4AYlV9x0sGhSfW06bv5m0CpfNm0rf3g3cG1bDQ9RJemfgIL0ansepYdYTPievuDUCHXGc5nYHMudHI3LLjN1xhLGnLIKTn7jThsVMs5TmoXh90son6VL+FRNQVnvMRKDXuSkAj4h1rl5zS1rE8EqezeGO/nnuub0JW31aZTGDRuZGqfukIjSwK8ts6BCi3ra9A5kuEGHCCRYqCiHI64Z1PESWPRHCJF8Q5aX2uiitYFn6YOcPOWBO2JnkPqOpBzTwES1Iyp+7RReEg9zLxYDThkTWOxN13/nP7ClYP6HtFOD9rPHN+g6NjylPx7rHv8PL5ZTWP/Gk67JWT/PTD74yaD/1KhLayxCbx4qBeDLUkXr/cdYtE9OFe3EBOHqBTD7wpOIGgDcnzwMQICv3nUZgawvzUkAkR5dr1Ijef+ASO1VmJVTEetB8NlCuLwhMgPCfXCLu0k5eXrj7SxpdGZ16r9Pkn4nqfRvOJM3hlxHAwVui71cdkLF5GHntzV4BTt3BEDAr3+9S4+Ehc48pa6Ah5OyUpi/a8icapFwPAVBI5dT9BifmyvWiVNJUncQxIahaiJ+oP2Ol7x9L2rV0d+PU+sGgZtlTflHtuaG68F9c+Kqfd7fDVPo4WkJKrCA3MIidzq44By9esAWlhFq/sksX+2OxA8ceuOyA+yBpXnAb0BwsNEAuzKsDq3e+A/jNouAtgAWg80Y08OlCREPNnpb8Fudhhgtc2yMxOuiLrjuvS8h4QxLUr8yJbM71qSoJY3VZlDhDOwxVrdoZyrFwj56DndAxhpfceWttLu/+DSZT8LuKxzHlLyuLhDDyOe/eQc0Ln4ptuYOZu+pZBOcLMKpT0n8QxYHUyg8LBGSz6nkojXH1O3LkuvHXhDF5MAm+ezaNNbkhBC9x6y6nyGEBCzVcVETCGR8o6PKbmHjtFgMwXEtFo3TCxkT7o9hs3h7IPxFrBvzIJlBp3Y9tA5gB6f9GuQn3TEw+D/P36jTko5yPCHelEi8zLlNNnCXUepnyeDJnnGPc3jcWJM2hLDWD+fp92ifviOvEcQWdEkRJuZg6k+r2KwIyemuTdd8KCqjlxr+S8XSUGlXVTzyEUi6+I1YaeB8g/OWrNszYLONov4S2k8Gh0WlndGnMjysrWgOt6zmJPJ97qAV7FWPbeOOW51NXDq7Gi5nKyS8RM2AOoeI8o17XT5g4xGTNWno9jj4zz3kl91DOOvc8yWA098F3HCrT3RgL+57Z2v+8TC+tdsVprYSgLK0v96YebJuQODXhTeebE4ngJiYMypzIiHeuhwB3H3T42jr0QY8gEGo91YnkBeEMeeLoAPec2bpqd1y+kD9q7yuj7iZTDWsBlGRhc44GI2Ewe9TKtzH+78SFQ9xGksDgzinrxBFXwV3G7V5D2ZgSNFJCi2J1VSu5k63QejbJKSkTX/k5/53vumbbXU6iQ0DOJVGKBDOUrk3xPZbGY/kAPUmpuoQk19wCr+/vQdAIoXMsAvV3Ygw6s3rdEcijBDZ7YZGZOacKWTudKOZ/6prJ3ZsJM+NYm+LVj2gJGh14azegtZBwrx9qJlA4xlTTCqHSw0NUp4/6QKQrWnwg5maPi/KmBTPpy3F/PuLIWPP0xjbcgLrV7SPgm0k8HXH2z6on81ROZM9yFeiPAZcB78WQATf0BN/+6yykD22W8uR94MzNoVn1nUJ++7P5mnSrVzcC/MrBKfdDJL+5zT2ITHs7iEq+Z854lTaoUGnedhxfrRhZX9UirIIIWyLjYEecrtUCqJLpRf2ACL0Uwmb/gb1C5LZ16OYHsTxEJ953dBhyLqR3AOhYLmfrN2edkhbSserbuAWWuxF66n0Vb1Lxdw1/K/svzW6qd5Dc+P6UFR+NzsYYl1UIUVRLzILc6N4QXJ+7p6TMLV/DLj85UGjOnfeoGkLqEpgNZrESIEZuVsgqaaorYmbeq7B5OJc356C17XuU61JZmIa+RWODETX/cTUkfzE1jae4DLKmySV/tQyF9DsspmMU53sJKb86fdlHbLmG5ts+dWuTlIXPBCzJnHVA7nOjFusLUcRd7Yd0jEbv3k1g5Pg6MSrmtP/uBJbitkLJeWv3CiuYdSn3Oof6C2bXDNTDoMqlw0j8zQFtvp5r+1SKiWlbX+/4G0GSmnzWnfBfK+lJxu5eV6uYFihSQMs/L7QSyWEG5Mc0PuP2Mmp/jLGOXic2F3MiGSuQ9CW4omZKRpZyAtkACMygsXEbLKXlyGEMBeezrmsAvMa7akgmXfdFb+u9jpsRs2n3a9ZfTSzzWyjh1A8tn+/yC3osWPrJuQO6TlDpnJgEvXLHm/YWja3dQH1YuegtudKgx5L6ROSfRizeiUnqd59wnV5OprB73WSDtwjjWT+Wakm1OAOmjK6k8jhz35lDpKNNYHJ1Gc3Ic9afHsUdxkSkd3t/q3BhWJ/vUvptLT0pvHbR2Ob2B2sthAImFK/jZWm0oD2X++VASOqYPegnFHxmXUeQCovhYyn1YfyCL5QlPSJQMvmsvakta7LjrcHFvZM6J8GekVRCv0QIpRVK7CwCrqQH3ISbYt8MlD5yRPidbVclUmguXYhfMSSxbgLipKCuV+aYMCLOhefJuWPdAiyPZ/mxZ5ojf1V6Vhp4BYGoMq4a/+n3db8JjWfhxIY8jZ8VF2qQsftKG+rvE9aysMob8jHt499QnqL+bwtIxWxyN4UXuHhK5VLQgdMsXf7AnARRKPRRbUVfHM1jNnEfzuFkY5K58N4HMQ4O6R1j3DLmq7xs3gGTQrS1XB7D3wARgbbVmW9GkD/imLphxpV7cwba3xCpr5KHEO35DLbBqNmI3bIhy7mlZFMRSqowbxvgRWC8RmYdMv7oYfcU529zbiZej3uIq+e2pHScOOTsJjMGZo+rE2ezPStp9s/OOFJCqE3RNqFXXDcmOsBtz4QoKx53GuYKn1lOmMylWF1Sb3SseODajlnNDeDmTV3MVxIT/64w9e3ca+R+zaEnoOY8NuSxC7r3IMvitBDBWLVW/tUzTsczG8OJ2Gu+Y+Xb+cupCyI99OWNWRQdXYYs7YuYyWpLdEftrRVTCvQFZT1LKpSVbGBgLpGw3IT/m0KanUn/tDop0PYnVUOblpPNoidkPMaJEr+VU0PoRZ4GUQUjPUwpbPNRkaBlMzZY+br9uv4T6Z0nkxoWPCOgMkDiPtlO9eAN5HDktbqwRFC6Mo1X20Sux92R55ZS20ys5Bd6v3wRXUcYgje2D3mR2HXMTf7fKJfudbw5rTOl4Wm6+pcbdDRGKtkAujTqLQzaUeCiye2MV4Sbzk29ngWehYLEnlKXqgLd/X+yCOUlBFqPlUrF9TKUlq8IvBn7TRrzInNJfb19RbmfljnS8KBfFq5JH4psmrBzv0wLSlHhPIgskHKEocyu1kHQWrcXNGxcR+eiujJGjWM5ksNc8cMvCCnGDv0zcQlvSvwBKsrRFmBJwIXJi8Q2dLHHCrGI2i0xg6udGMNMWZNPxVbE+Rk0feCbuY/+DYXNKGxfUtCgzTtpWNJ2+J6rVQhhlxSvHiymLlMZMWa4jZ+sO85AvWwiqP9sCaU7pj7VFoS94qS/GAmpbPpUn7sIltD7vRMFeDV8qnRLXNr/dS2S2jkt1srZgHfEYpRICMlA5eyxWEq/csGogFJO89yS0dlQtINWmw/JjOziLhlOD0Cua9QazMo3BFUlyIzgrq7UryWPtUlQaQgRe5HYlwYSkTseBN7vMYqHgdeu7fgCQQV1vyO7srydB1swv1LZGmE/eQF4sFlY+ekV6YD5WpeWc8kS8t69b4MHG5Om2na8Mr/OLFrru3nGvM+tazCtgCYqrop5n5p+PrNyeIhbFhdhlLSgwaUbFUelbIisqv3A83Rf9W5XI9ixdKCQuh7bNcbcJC+QT23eD5UXE2Kr2CwT2mmkd0WmF5z1G1U/OKQEawcwOH+ZgX9UiV8YXEatuna32tMuoHmJPWYs4AiuDfQtXLG7RU76scT5QJP1Vt5csjC1vbNe/aZnr6NZDJRTV7joHqU9wkayPl+vx8e47ElOH8abniHBenulAQfajtqyVyuIeOBe7mloXKfT/muO86Qf2tk/RvJ22/gTLvp0TpB+ZvbSl7Gu2W4T7336JQDnxQ7Xc/BMUkJvPNJyiNHY1BWQ4R54hARIgARIgARIggaoRiHFhVy2/bZ5wtCXHKbT9lOic4ycJkAAJkAAJkAAJ7DYCtEDuthZnfUmABEiABEiABEhggwT+1wbjMzoJkAAJkAAJkAAJkMAuI1C5gJT5fBfkfb67+U8mEufVtizbgoK0SWbcvDWlzBLJ4o3QKmvzasqI82WmWvVgMqE9qtyRGcvL6M2729V12RtU3rFbwZ9Mrm6rME4o+RjWbrhNKKdOS6ZgxPSDLfndbrPfiQucByRAAiRAAhslULmAXCNHueEezuTVP3kPpbyqqvb+9F58lbyXdSMM1hIx8pov3B4JvNXBERPRN/GGg0CD2qvLKpl6u8wVFILnrSD6UKcp7bxhcRVKu8QJ9T5cZ4+xEuHUJXnn9yBaegd8ARuOnfEefoIbzPpCWl8SXV4c67Q+9FgID9kH0ydaTXhh3SqvZouKv55yysrFwINcQzKNhplZ9a7tUDZrnFj/77ZUP5vG4rUraDgdVe81CsTLJEACJEAC25pA6UU01urhPc4S9FLVEQtPIoPHab3fltyUZAPYV9YGx6Wi89p6COi9416m/ftxxaZkbR0hG0sfPnXZbMfwAG85K8VFnKSAR+Z1WeG0vM2sZUPu1vakb1uFcPjNONON1v5PsHxN3lu+Vvlkm4QzaHyu34nq7NsopfjPzIT1mrEsCs8z3rtkpb+brTb8Jb6Md8yeZs55395mz6/g52vXgblp7EmNA3PeYiy1FcXtLFafjWHxrraA5uy3b6ynnPK6r+OzgY2Vu9GU+A650etoujCO5osVbLdUzd/t3HUsY9TdKN/hx08SIAESIIGdT0D2gYz+1zNebEt2F4GBYiIzXmyWcO2Xim0XLhVbU/ni4Uy+eOTCpWJDXHw7XmyYmLzLDt9dbL1wr9iaHFflscvUbMponwNM+PZgvlLHe8XW0Hl/uIbkPTefRI91LcjFTit4zWZmrrkMe8Y9pj1enaQOqh5OOzh87PDOOfXptJnUN1/0lbVnvJjo6S4290jbSh2csKY+Vr6l2xdFYXwkNRDdf3zlsVit43xzKtA2sfXW+djhG5KXdN91+zOK0o4+JlaZpE7ONV84aauMd02z6y62pi4VG0zazSnzO7HSg5Vvc9L/e1lXOXsuuf3U4d+QHHfP6fYM8CrVB+2yquNAfwhdt9vSCRvRz0w8KaMeR+x4PI4dd0vyJjdyYx9gH9gefSDaAhmyUmmV3Ci75n/zHbB/ELI58ONRM2cueT38MneJ0tOHxoVZvKi6yO5Ai7zYPvB6otXRJtetq6yhqQfKqlZ43oG98q5kazNStB9FA7JYsc9FlFu/dlHclrcQgmdxUfnZ7/y0rql5fHHM7Dyt12bFbZ7dcLADeH4jsGG1JKJfjaaSu2i/tE9cu8DKRaBeXtV1MIuWU7JB+A31Pk95a4/aIDVt3lDRfgmtPcBq1JsIlEv5Cl4+D7zn2a6DvFc1E35Psy+I9UW/Jsu2nhnWk03qTROKayKDR6PmrTfyMvuZwOsF5c0UB4BGl/8naM0MYt/MOTzNOe+gzWL5G5kPGbbcLo1+hPoL99D65APrtY7daO0F5DWf/s3BvcKvPpsGEsDeVN63YXLdgrxKy7zd5fY55WJeNZvJVlxO97c5qKaHiCX00bPzUO+bdfvuDF5kUmjqz8N5M0ZO3pRUbh+M+t0a62z4VYZx/czj8iqXReyrOL1gPCIBEiABEthBBEIaSJVdCRe5cet3db6y3/7Rfgmya/2KERRL9yew77i8+zd4Ix5A4mwvlr8JvjM5TEdEQXCnegkVu9N7OAksTw7F3tgl+OqzLHBMRCIgN7SWgyIeutxX8y0e6kT9jH61YUTyZZ7yuNj5acHhXYtnVmY2gWCF3EzgTImv4jLd34s3MuYNLac6UFjIYl+mD7+kP0IhdQb5iaNqoVRO3kGr3oMenZ7MvVydbMLiE+2aXbJds24US2C458o8UG+/6VDvmFWvVjTRlu+bV5Kpd90OqbfFqNelqZ3/tdB7MZlVItrOqdh1Ge9YJwpPrD7rCjMrgHm9JKBf2ylXmjODKkBY6HrxViY+wovRaazK4hkkkRM+J67D57oWN3QvUHE5nVdRiqDrfYD5Z+fVu+odYSylELe5tOnLi0147BRLLSYqpw+W/7t1kl7rU/0WEmuF4nUSIAESIIGdRCBaQEoN1DtsZ5FDN5qOAcvXrJvtwixe2bU8oIWZZ5kR8XkZDbc/wnyU5cqOG3yHZeBaeV+zKES8izokTBdmVXKrd78D+s+gQV48vwA0nuhGHh2oSIhFFSzIxQ4TvBZiZgeu7Lgi644RXRABYx4Q1HtLz/aiNdOr5kPmpU1+vI5VnA+/B90pmlpwc8607xBWemXxiP8VU07QdX06r7cy82lLpaHeL+u+A/UMMDGE1UPOCR0zuAm8zN207bJwhJmVkfSfxDFgdTKDwsEZLPoEcjcaRJS5Vj8r4lwX3rpwBi8mAXm3ddvtK1hNBB6yetZZTpXNABJqvqoI6TE8Ur+xMbjvgZUw8jq3YPnW7IMlfrduv7HqWeahspKXGZbBSIAESIAEdgaBSAEpL5CX9yDL3zvG4oJ0Ho0iCEV07e/EHhEZJgye2y9Cl5vQLTT+GH4hvBM8+BkSeiZAJRbIYJryrsnEqSwW0x9oN7YIktMm1NwDrO7vQ9MJoHAtA/R2YQ86sHrfEsmhBDd4oiSz9acdtnRWkpaIxjz2zkyYd153ozV1powEbAGjg6uXyMuq+816V/ZU0gijMopjB5kawqJ8lykK1p8IucNnvRNqcYv05bi/nnG8m8jg6Y9pvIUx5HEPiZ4P4K28n4ZyQ7vxZ9VDzKsnI1hFF+qNABfh+uLJAJr6A27+dZdTi7w39wNvZgZD74t1i6Ms+MCSvRCqZB+s/Hdr51XqeE9iEx7OSmXAayRAAiRAAq+dQOQ2PjLPa3EGSlQ8/mZCuZIfp5useY692Gv2Cmw+3mtZ7tZ3E1LzCtNNkDzsf/GrgCvnJOX0/mZQWOhVc/8Kc2NYwWXs6/Lce164zTyKYabE7CdoUi5GwF9OL39tZfS+u0dTN7BshIF7rtSBuGrVNku30LJ/AovpJuTua0vZ4cwttBwoFVmuSRv3YSW0sn4MuW+AfTHb2KyVarWvi5Cz+9bT2+LijvlzrJ+W+JI+unI8jyMp/7ZAMnVjcXQIew52or5/HHvmwg8hq3NjWJyE/s2ssXXQ2uXUK+CdujxKG6vvwhX8bP1+fr6djbAex/RB1aZrPPSJyzxTwR6cLtpu1B/IYvlumIsbhAckQAIkQAI7jkCkBRLQW8OsjAINyY7wjWjhCgrHtUWnbuEKno6am0PPeTTvB3BKLxgQGqXmilWV1twQXs7klYVNFob8OjNhZTeN/I9ZtCT0nMeGXBYIuves0N5hYEGIsWop92iEC92LJ67yGGYYw4vbabxj5tv5y6lTWB3PYDlzGbIdTZjnGFZmLqMl2Y3oOYi+UsBz1YoQPO9eVHWYMhbIuSG1YAWhDcWl/mkUMsaq68Y2B2I1fCJb4eTRgixeqjmJwUBb871cC6RYw8XyGPXwsiSLspQAv6wqoZmJu/gS6p8lkRsXPvdQn8kAifNoO9WLN5DHkdNX8PTiCAoXxtH64ywKc9Oe9T6Ao7xy6gc19VuTvv3NuUAqMV/j+mA1f7dqKsx3uj/FFIunSYAESIAEdh4Bvgv7dbSZWG+cPRarkZ9aIduJlxW5j7WALMh+gbLY4+AsGk4NmhXNcFdOuyJJLWiR1dr2CulqVKZ0mmpeIlKWNTwmvNTpOPBml215jg6rHwD0HpCQaRrWXMc18wu1rRHmkzeQnxoLCEVPgC86cycrLedURBoxK93dtouu9ms4q4Wu7Njguf5fQ7bMggRIgARIoOoEKCCrjlhbqKoqIF9HHZgHCZAACZAACZAACRgCMS7s3cpHrDvxexZuvUVnt7YL600CJEACJEACJLCdCNACuZ1ag2UhARIgARIgARIggR1AIHIV9g4oN4tIAiRAAiRAAiRAAiSwRQQoILcIPLMlARIgARIgARIggZ1KgAJyp7Ycy00CJEACJEACJEACW0SAAnKLwDNbEiABEiABEiABEtipBCggd2rLsdwkQAIkQAIkQAIksEUEKCC3CDyzJQESIAESIAESIIGdSoACcqe2HMtNAiRAAiRAAiRAAltEgAJyi8AzWxIgARIgARIgARLYqQQoIHdqy7HcJEACJEACJEACJLBFBCggtwg8syUBEiABEiABEiCBnUqAAnKnthzLTQIkQAIkQAIkQAJbRIACcovAM1sSIAESIAESIAES2KkEKCB3asux3CRAAiRAAiRAAiSwRQQoILcIPLMlARIgARIgARIggZ1KgAJyp7Ycy00CJEACJEACJEACW0SAAnKLwDNbEiABEiABEiABEtipBDYuIHvGceTCJTRsJoHNTrP9Etoy42h2yijfN7vMG0qzG60X8kj0OAXkJwnsNgLyG7B+o2VXvxutyYGyQ/sC9oyjLdntO1Xul4bkJW88KRGpoWdgg2PjermUKFTJS+vk2XMJre0lE/Zf7BkPj3dxaWxobPVnK98a2tdo803OL1wCniGB2iCwcQG5Azg09w4Ct0ewVGZZG5L3cDiTV//We4MJZmWnecQWsyrgNBavXUHD6U0W4sFC8DsJbFsC8huYRUvot1GiwHKjz4yqAPJw2JAcLy1iIh5M60+dL0MIDiBhxgMZF46kRLB+gn3yqcpwLybfbjSdvox3VXigOeXEtes0gOZSD47tZ1D/4yxQKoxKzl9GZ/wKfq49nk1j8VmfqaNdzjWOp64D/XlPkK8hwhoOAg0H/cK/+fggWnr959bIVV22x9bo+vnZJPrPx7RXOblJP/PuD+GxvLw0GIoEaoFAfclKyCDQD+QuDmFP6h7qJz7A4lzJGNvw4gD2dk3gZXq67LKtjn+Ax+N6oEiUHatEwPZLSCQyeJweU4FkAHr3wiW8ujiEVSfa3HUsYxRN7UNY3XGMnUrwkwQCBGLHELGs3ULz/kB4AK2ZPFqt03ULV/DU+q3I7+edUx1Q59MfeL+h8RE0Xcjj8H7g12+akJuyEpHDqSQePdHeBxnTcLADhdupkg+WIvr2dU3gl/Q5IAXkRp3fcBrL98eAOWA+/QAJ8WhYZVQ595xH448f4dH4tLJ6LY1+hPrUGTRgAG9lLuNNU7y6haN4NWWNBcIsPYg3rOK/iUG0nvVO/Of2R5gft8e0MeTM+OKF8h81p8YBXxx9XerY2uUPW0QvDmcu+07WzZzDI1N/90LPAJqnxrAE/RDc2CsJTQOHOiE3lz3t8I9nYmV8ch2FZyOYn5pGs3tfGcBeWOm3X0LroSEsBtvQzdg7KDVeqzfO+NkAAB9uSURBVLH2VBa/pD9C4cJ5FC4mTXuLqPTaQFKLrJ+XjT4qZywPxuF3EqhRAqUF5KFO4McRrMqA15XFin7Y10/dZoD7dWbCh8YejHwDv7mRLD8fRHMXUIcsXmYsQWoNmpuWppSspw+NC7N44Sul/tKUyuMdKUvgBhURtOxTkWnODWHeYQdgdTyD5VN92CPHbsrTKDzvQMuJbizO2TcGNwAPSGDnEYgZQxqSo0pcPR63RYTz0JYy4kjcqV1YvDvjcwM7gkFb//Ku0NJjShMez3WjIc6dKr/Fixpjc6IDq/eDv7VutKbOID+qBd3SaJMrOPZa9FefZa1vY8hNapesJ1q70Xq6V42fEnBP7y28db8JuVGdnyv2xI1+8Lo1DphkZ87hcVCsmUtKdN0NltsqTgWHIrD2iXArJT5LibkpoF6mAYgwtca55uO9WJ5swlLoYbgTLelRLM8ArWc79H1gQqyzaRRyWZ9orZt5gMUpLdilSpFj6xp1lb7yaFwCdXsPJUr0zqAwcwU/m3aGaocZX2qR+Vl1lMDRY7kvGX4hgZolEC0ge8Zx+GyvqXQvDp/Sh42Ze6jPpID+QayaJ3wRjI2YdQF5A66+GbybeuA9te4fRP1kEx6Pmmu9A1hUg2Q3Wjc9TV2khoMdwPMb4QHaKovUIZG8Hniid6tU/kG5acaI2le5LOoT5gm+/FwZkgS2H4GSY8gHyN9NYd48KC2NptB64R5ar32AfKAm+bvayqcftEpZjcQVPIP6/jyO7M+isNCB+v3eQ6pjtbSTr8MElpHHYcuyJ9dFiEI8AQhbAv1WOS+uWK9+yckUFGNJ7DmP+ucTqD92Bg3K6jeBlTKsaXb5Kj2W+ZaYGguPdW5CHagXYW2JOiWw3OvRBzIFqAV+MeeFHEMeMnUg6Xmn2i+h5cCVsAXYRBKrb85YQpVV9NA49t7/QIVfVGJP3x/eeuaJR5Q7tnoFU0e2QUOdyOSxb2YCLw8GAga/lptfzFgeTI7fSaAWCUQLyKkkHk+Ji0mb/F8l7yEBYxUQS+H+Cbw0g+HS/QnsOx2NRj2lHzuqrAf6BuANor5r7WfQuNlpWkUq5PxPlvqSVxZVh+ObIdzKSXMAibO9WP4mGRroFZNN8ZlblechCWwFgVJjiCrPtPFkfIJl8URc/ECdbe4Flicc69q03/0Jy00r41DvA8yPjqk5ae8e+w4vn19GC67gadpyB5u6u1ZLh4WJnxtNOmf0pzmvp+oMYT49ZK4PIGG5sMX6mThxXQkh5SY9dhSvHGsWBpA4fgO5+32udVG8DRX9dV32WePsuMrS6nf86MsH03gn4Hb2x5vAL5YnRF2T+gbc5XYcOZbpAI8woOaKRs0jX5WpA6lLaDD1F8G5OtkUGt+C6Trf9+IGcjK1IKXb0znv/yxnbPXHkG/aoCH3slE0msvLEyJ2xdJ8NBzBPVNOfvFjuZsMD0ighglEC0ipsIg6zCKHbjQdA5avOYM6gIVZvIqBEnrSX/Csk6Xilbq27jRNGSOtesE6HLCFbkzl1jq9ZpoykF1Gg8xfirBGKGvpWnnwOgnsFAKlxhCpg7gDffMHu1F/IIuCZSGLqqoWbN/h6cUxtTClJfcRHl2cRkPPA+SfHFULXmT+YKmpKUrk3G9S8WX+nzv/Tc3dexDOtv0oGroGlagTy+Uv6RuAzPdrP6PmNz+6aFnLeoAV8az09IXTKffMWi7smHQi537GhFWnVRsMuRzVvEpZIY1kwIIo8xzj/qaxOHEGbakBzN/v0y7xiPHNif3GqVuuV0uxNK76XO4e2pIz0Z6gNcdWJ/WIT7EGT6awfFoMIiOolx0vJj9CISKoe2rN/EqP5W46PCCBGiYQKSBlxaEzwfudzKCufjqPRhE+dwHs7wzM3zOE5Kn8VBaL6Q/0YCOrHmOskyGm1UhT5qjIXCWfFdTkHMzv+YOyn5hDZXdOlExTBpxbat6Xf/K7ExnYk+hAtLXUC8MjEtj+BPyu5tAYMt4VWsDwpjPOSOUCi2jklBJG0FNrZAHJL89vQdKV8/PKW5JH43NxSSc9q2H7AJqDizgksZ5xT+RM6TmOahpLzxhygPcbtKxzdQtZFHyiTsTuLRzplwU+lniU9NWiEjnYwN96LJBlZSfzQ4OWXanLBF6a+ZmSzJtnPfe8fA8v2glkJkL0voz3s2EegaB2WsqFba6LlXg+ENb9WnJsdUOFD6QNj99Qc9Bb1b1oGosXm/ScyOPh4O6ZkvmtPZa76fCABGqYQKSAzKX1k/lemfSNcRw5fsObxwhgeeEW9vYAS1OATJaGNQfSZlXqmh0OsgJ5s9N0Mpi6geWzwQUrcrHXV4dCbsSJsfanubE480C9CHFpljPgaOuL577zUuURCewsAtrVLKIsegyZjlwx7Hga4q1oMrXGzI+7L3Op5XeVx5GzMtexCfNzZqsc9V0W6EVYzeS3GyFynLnbDckOrD4z3hZjndPstQvbbYee83oF+Yz14OmuSHZDrf/AJ1b9yahFNP5TFXzrQtMJWRlteZTEUvwcWE0NYMlYA+PbICYrh+tkp9phwl41HxOj5Ok9CaAgxgr3L25sdQNEHAwgoXYREYEf3PuxC/Vdg+ohxIn4n9v2PSAuv3LGcidFfpJAbROIFJCA3vpGVl3LgKq2q3A56O0a2tL6CdW3YnpuCC9n8u42HL5rbvyog2qk6eQzhpWZy2hJdmPJ3sJi4QoKx3UdlKvLevoWC4W3iEi7W3wDqnJzefNAnZwQl6Zzswm6btLOlhLOlIHvkFvDfefmxQMS2NYESo0h4YKL2BRX9OO0rMr2rF++352JtieRBRKecHwk89ms7XseBef5OdmJyDHbknm7HzgX5VNP1/ELF/u6HGvraqNsaZNOKmvmkUwffkkn8epgqTl14QUswZQ343vQchiXZv0zb5uj5t5OvBxNYkk8Rpk0Xt7OAs/iYobPS3vtO+BttaS2SsrkUR+17Q+AkAs7lKQ8TAdOxo2tEixuvH4ygxcXSywqWriCn4NbLznZxuVXzljupMFPEqhxAnUAijVeRzNZvxMvbcG2gUo7N7s4V3TlSeunWlmh7m0DUnkqjEECO4OA7u/2HpBRQlGLtT6s2L9bn1jQtQ1tCRaEYDwG9ZHbdfnd7bZ7VSfjlfU/t89h+ViftZegk5GXhq8eamuYETWnz9vvUMdxrK2RZTfltfeBdHKSz8g4doCyj3W54dszU2+dVEhcDu0N6c4pDZTPV2c7b9NWvvJaTCRoc/ISXo2bRU9Wuu6cVDu9DR1LO9r7QG4oMUYmARJQY9FuEJBsahIgARIgARIgARIggU0jsCteZbhptJgQCZAACZAACZAACZAAKCDZCUiABEiABEiABEiABCoiQAFZES4GJgESIAESIAESIAESoIBkHyABEiABEiABEiABEqiIAAVkRbgYmARIgARIgARIgARIgAKSfYAESIAESIAESIAESKAiAhSQFeFiYBIgARIgARIgARIgAQpI9gESIAESIAESIAESIIGKCFBAVoSLgUmABEiABEiABEiABCgg2QdIgARIgARIgARIgAQqIkABWREuBiYBEiABEiABEiABEqCAZB8gARIgARIgARIgARKoiAAFZEW4GJgESIAESIAESIAESIACkn2ABEiABEiABEiABEigIgIUkBXhYmASIAESIAESIAESIAEKSPYBEiABEiABEiABEiCBighQQFaEi4FJgARIgARIgARIgAQoINkHSIAESIAESIAESIAEKiJAAVkRLgYmARIgARIgARIgARKggGQfIAESIAESIAESIAESqIgABWRFuBiYBEiABEiABEiABEiAApJ9gARIgARIgARIgARIoCICFJAV4WJgEiABEiABEiABEiABCkj2ARIgARIgARIgARIggYoIUEBWhIuBSYAESIAESIAESIAEKCDZB0iABEiABEiABEiABCoiQAFZES4GJgESIAESIAESIAESoIBkHyABEiABEiABEiABEqiIAAVkRbgYmARIgARIgARIgARIgAKSfYAESIAESIAESIAESKAiAhSQFeFiYBIgARIgARIgARIgAQpI9gESIAESIAESIAESIIGKCFBAVoSLgUmABEiABEiABEiABGpHQJ4cxp35q+j3telJDN+Zx1X/SV8IfiEBEiABEiABEiABEqiMQM0IyP70F8DXGVzz1f8HDP/313jvz8M46TvPLyRAAiRAAiRAAiRAAuslUCMCsh8fn57E34d/CHP44Qb+id+jjwoyzIZnSIAESIAESIAESGAdBGIEpHb9zlu+3/6r81DfxVV8x7Lo9V/FvP0dJu78PObn53Fn2FJuys2sz1+96o+n0jdx/OkBsOKFrkml+z/G6bks/h0J4Ac8/Kkdv6eCjKTDkyRAAiRAAiRAAiRQKYEYAfkDhj/8FF+/N6LnD/Zfxch7X+PTz/0O4qjM+q9+i9//81O0tbWhre1T/PP335o5iCcx/Lcv8NN5Od+G73HaF/3a5/q8XPv0n7/Ht6549cc7/9MX+JstSkVfvv8e8NNDRNgfVR7/zs6hveM3vvz4hQRIgARIgARIgARIYH0EYgSkJGbmD47MY37kPXz938OxAs3N+uQw/uxzJf+AG/+cw3vvnwRO9uH37ZP43mjQa99PutGCBz88/Al47309bzEiXpQYnMtG2x9VTSQ9/pEACZAACZAACZAACWwKgfqSqfwwjL9PfoER/B1R0wuj457GyPw8RuyLk8b6F+tmFi/1HXz7RbsXay7rO/bJQyMubYujFpX2GS+6slB6X3lEAiRAAiRAAiRAAiSwAQIlLJBa1I3ga8+VXU5Gc1/jU+W+9lzSbY7ru70DkY7kk8P42xc/4bwT73zAOhmMF3BX+yyWEWX8TUc7SlkoI6LwFAmQAAmQAAmQAAmQQAyBeAHpiLrPh/VWOCNmj8UfHuKndm9Vc//H1lxGsVgG5yj2X9VzIGU19NxpfGz2ZPTFCxTOdy0iXkgMXvsek0GR6aZ5Eu+/N4d/3oi2TrrBeEACJEACJEACJEACJFA2gSKAwL/+4tX5+eLVfu/8yeE7xfn5q8V+oKiP54vzEubq1eL8neHiSTeNk8XhO/qaXJ+/2u+lfXK4eEfORcTrv+rFCaVpxfPn5ZVP4t8ZPunl5ZRH4vrK58UJ15vXyIR9gH2AfYB9gH2AfYB9YK0+UGcClK02Ny2gbP/z8fdw3dsbTVi2+vm2A39v+9zaTFy2FPoWHX9vg+NF32g2jE8CJEACJEACJEACu53AaxWQJ4evou/G52pBjuz7+Ofsp/iw/NU5u72tWH8SIAESIAESIAES2BYESq/C3uQi/jCcQd+deczLYmtZbPM55yVuMmImRwIkQAIkQAIkQAJVJ/BaLZBVrw0zIAESIAESIAESIAESqDqB+FXYVc+aGZAACZAACZAACZAACexEAhSQO7HVWGYSIAESIAESIAES2EICFJBbCJ9ZkwAJkAAJkAAJkMBOJEABuRNbjWUmARIgARIgARIggS0kQAG5hfCZNQmQAAmQAAmQAAnsRAIUkDux1VhmEiABEiABEiABEthCAhSQWwifWZMACZAACZAACZDATiQQIyBT+N1kEZ/Jv7+mTL168NtB53gnVpVlJgESIAESIAESIAES2AwCkW+ieXuwC09P1+FfksMfb+Kzya8APET2XOdm5Mk0SIAESIAESIAESIAEdjABvolmBzcei04CJEACJEACJEACW0EgxoW9FUVhniRAAiRAAiRAAiRAAjuBAAXkTmgllpEESIAESIAESIAEthEBCsht1BgsCgmQAAmQAAmQAAnsBAIUkDuhlVhGEiABEiABEiABEthGBCggt1FjsCgkQAIkQAIkQAIksBMIUEDuhFZiGUmABEiABEiABEhgGxGggNxGjcGikAAJkAAJkAAJkMBOIEABuRNaiWUkARIgARIgARIggW1EgAJyGzUGi0ICJEACJEACJEACO4EABeROaCWWkQRIgARIgARIgAS2EQEKyG3UGCwKCZAACZAACZAACewEAhSQO6GVWEYSIAESIAESIAES2EYEYgRkCr+bLOIz+ffXlCluD3476BxvoxqwKCRAAiRAAiRAAiRAAq+VQH1Ubm8PduHp6Tr8Sy7+8SY+m/wKwENkz3VGBec5EiABEiABEiABEiCBXUSgDkBxF9WXVSUBEiABEiABEiABEtgggRgX9gZTZXQSIAESIAESIAESIIGaJUABWbNNy4qRAAmQAAmQAAmQQHUIUEBWhytTJQESIAESIAESIIGaJUABWbNNy4qRAAmQAAmQAAmQQHUIUEBWhytTJQESIAESIAESIIGaJUABWbNNy4qRAAmQAAmQAAmQQHUIUEBWhytTJQESIAESIAESIIGaJUABWbNNy4qRAAmQAAmQAAmQQHUIUEBWhytTJQESIAESIAESIIGaJUABWbNNy4qRAAmQAAmQAAmQQHUIUEBWhytTJQESIAESIAESIIGaJUABWbNNy4qRAAmQAAmQAAmQQHUIxAjIFH43WcRn8u+vKZNzD3476BxXpzBMlQRIgARIgARIgARIYPsTqI8q4tuDXXh6ug7/kot/vInPJr8C8BDZc51RwXmOBEiABEiABEiABEhgFxGoA1DcRfVlVUmABEiABEiABEiABDZIIMaFvcFUGZ0ESIAESIAESIAESKBmCVBA1mzTsmIkQAIkQAIkQAIkUB0CFJDV4cpUSYAESIAESIAESKBmCVBA1mzTsmIkQAIkQAIkQAIkUB0CFJDV4cpUSYAESIAESIAESKBmCVBA1mzTsmIkQAIkQAIkQAIkUB0CFJDV4cpUSYAESIAESIAESKBmCVBA1mzTsmIkQAIkQAIkQAIkUB0CFJDV4cpUSYAESIAESIAESKBmCVBA1mzTsmIkQAIkQAIkQAIkUB0CFJDV4cpUSYAESIAESIAESKBmCVBA1mzTsmIkQAIkQAIkQAIkUB0CMQIyhd9NFvGZ/PtryuTcg98OOsfVKQxTJQESIAESIAESIAES2P4E6qOK+PZgF56ersO/5OIfb+Kzya8APET2XGdUcJ4jARIgARIgARIgARLYRQTqABR3UX1ZVRIgARIgARIgARIggQ0SiHFhbzBVRicBEiABEiABEiABEqhZAhSQNdu0rBgJkAAJkAAJkAAJVIcABWR1uDJVEiABEiABEiABEqhZAhSQNdu0rBgJkAAJkAAJkAAJVIcABWR1uDJVEiABEiABEiABEqhZAhSQNdu0rBgJkAAJkAAJkAAJVIcABWR1uDJVEiABEiABEiABEqhZAhSQNdu0rBgJkAAJkAAJkAAJVIcABWR1uDJVEiABEiABEiABEqhZAhSQNdu0rBgJkAAJkAAJkAAJVIcABWR1uDJVEiABEiABEiABEqhZAhSQNdu0rBgJkAAJkAAJkAAJVIdAjIBM4XeTRXwm//6aMjn34LeDznF1CsNUSYAESIAESIAESIAEtj+B+qgivj3Yhaen6/AvufjHm/hs8isAD5E91xkVnOdIgARIgARIgARIgAR2EYE6AMVdVF9WlQRIgARIgARIgARIYIMEYlzYG0yV0UmABEiABEiABEiABGqWAAVkzTYtK0YCJEACJEACJEAC1SFAAVkdrkyVBEiABEiABEiABGqWAAVkzTYtK0YCJEACJEACJEAC1SFAAVkdrkyVBEiABEiABEiABGqWAAVkzTYtK0YCJEACJEACJEAC1SFAAVkdrkyVBEiABEiABEiABGqWAAVkzTYtK0YCJEACJEACJEAC1SFAAVkdrkyVBEiABEiABEiABGqWAAVkzTYtK0YCJEACJEACJEAC1SFAAVkdrkyVBEiABEiABEiABGqWAAVkzTYtK0YCJEACJEACJEAC1SEQIyBT+N1kEZ/Jv7+mTM49+O2gc1ydwjBVEiABEiABEiABEiCB7U+gPqqIbw924enpOvxLLv7xJj6b/ArAQ2TPdUYF5zkSIAESIAESIAESIIFdRKAOQHEX1ZdVJQESIAESIAESIAES2CCBGBf2BlNldBIgARIgARIgARIggZolQAFZs03LipEACZAACZAACZBAdQhQQFaHK1MlARIgARIgARIggZolQAFZs03LipEACZAACZAACZBAdQhQQFaHK1MlARIgARIgARIggZolQAFZs03LipEACZAACZAACZBAdQhQQFaHK1MlARIgARIgARIggZolQAFZs03LipEACZAACZAACZBAdQhQQFaHK1MlARIgARIgARIggZolQAFZs03LipEACZAACZAACZBAdQhQQFaHK1MlARIgARIgARIggZolQAFZs03LipEACZAACZAACZBAdQjECMgUfjdZxGfy768pk3MPfjvoHFenMEyVBEiABEiABEiABEhg+xOojyri24NdeHq6Dv+Si3+8ic8mvwLwENlznVHBeY4ESIAESIAESIAESGAXEagDUNxF9WVVSYAESIAESIAESIAENkggxoW9wVQZnQRIgARIgARIgARIoGYJUEDWbNOyYiRAAiRAAiRAAiRQHQIUkNXhylRJgARIgARIgARIoGYJUEDWbNOyYiRAAiRAAiRAAiRQHQIUkNXhylRJgARIgARIgARIoGYJUEDWbNOyYiRAAiRAAiRAAiRQHQKvX0D2ZDBbLOIm9ySvTosyVRIgARIgARIgARKoGoGTGL5zFa9fQJoK/eF/MuhRxyncLBZRDP27ibDG7EFm1gs7m9EpVI0REyYBEiABEiABEth2BE4O38H8/Lz6d2f4pK98pa75Aga+2PHm56+iP3C9/6rOT+V7NXg1ENh8LZVmqWvRqW2PsyeH/4YvftJlkY3EX9+/nkxxtlgszmZ6ijDHxeLNYip1syh/N1PllaUno1IpZnrKC/9a6/g6eTKv19d3yZqs2QfYB9gHtlUfODl8p3hn+GRkmUpdC2mCk8PFO1f73XQk7vyd4eJJ097B7+gfLg6fXEN/lEqz1LXt3Mek3B6XNQBsVkWMQFQqsYL/4gSlm9zNlNvgoQ6xWWVnOmTMPsA+wD7APsA+sO36QCmRWOra2nqhv3h1/mqxX7W5fbwRzVQqnVLXNpLnZsbtL171xGPx9bmwR/8LdXV1qPvwSzwE8I8//Qn/+Mef1LkPv/wHvvzyH3IWf5Iw1r//Go0w2fZk8D9/MOf/8FmEqzsiDk+RAAmQAAmQAAmQQDkE+j/G6bks/i1hT76P9+ayeH8dLmxfVnaavgsASl0Lht2K7yeHcWf+Y3z/4TB+sPKPfqJwTXzaXKhczs7TV6lrTpi4T9dt7TdDzs6KSzrwF2Nd1NnPFjMpyx0el1/c+VJ1KHUtLj2ej+5H5EIu7APsA+wD7ANV6gOlrIylrpW2QIo1cL54td9Y7/qvFuft7zhZHL4zH+s6j047kKaPR6lrm2lBXF9a/VfnjTtfl1NYyL/XZ4FM3dQLZe78Be8DePjlh/jwS7FFPsSXH9ah8//MehbIP4k1Enj4/+5bOtccGuvjwy//N9KjafyffwDv/+X/gutpwqh4hgRIgARIgARIoBICssJ4BO99/Sk+v2bi/TuLubmvkXG+4wcM/30S7R2/MQEkjrPA5g4Ca3rEhBlO0y1SqWtuoK076L+Kj79vQ5uyPF7D521taGtrw6dfz6kyvd4nI2sRjV4Io62OURZIn9VTqfVUUS218VkmzTlZiONT9OtT2tFPDkyLXNgH2AfYB9gH2Ae2Wx8oZWUsdS26HnGWRf/cPxVXrJLWopvo9KS/xKW51rVt1tdk8YyxPL5+C2Ssfo63QPqjyBY+X+EPD7/Eh76JkaP4L2Wx/AO+Ks7SEumHxm8kQAIkQAIkQAI2ATWfbx7+nXjEEvgtfv/PT/HhsD3LTyJew/c/fYG0u3PPSQz/+TTmsmqGpJ1y4LhUmqWuBZLZDl9/GMaHxvroWCBfnwt7QwBkr8g7+Mv7/8CfOtOYCqYlC3TU4pz38Zc7sk8khWQQEb+TAAmQAAmQQM0Q6L+q9oD89ot2tH/xrTp2BWGpawLgNx1oxyS+d13SsogljS/a4aal95j09oK89vl5YMRxU3+LL346HyE0A3RLpVnqWiCZ7fz1NbmwHVezcVlneoq2C1v2grypt4J0V9IoF7a7oIUu6ngT+TYzdXMqwWv6TbHd+ZtgH2AfYB+otA/IopC4vSMrTWs3hFeLaALua3Fj15nKb2eBy7KRAAmQAAmQAAmQAAlsIwI7xIW9jYixKCRAAiRAAiRAAiSwywlQQO7yDsDqkwAJkAAJkAAJkEClBCggKyXG8CRAAiRAAiRAAiSwywlQQO7yDsDqkwAJkAAJkAAJkEClBCggKyXG8CRAAiRAAiRAAiSwywlQQO7yDsDqkwAJkAAJkAAJkEClBCggKyXG8CRAAiRAAiRAAiSwywlQQO7yDsDqkwAJkAAJkAAJkEClBCggKyXG8CRAAiRAAiRAAiSwywlQQO7yDsDqkwAJkAAJkAAJkEClBCggKyXG8CRAAiRAAiRAAiSwywlQQO7yDsDqkwAJkAAJkAAJkEClBCggKyXG8CRAAiRAAiRAAiSwywlQQO7yDsDqkwAJkAAJkAAJkEClBCggKyXG8CRAAiRAAiRAAiSwywlQQO7yDsDqkwAJkAAJkAAJkEClBCggKyXG8CRAAiRAAiRAAiSwywlQQO7yDsDqkwAJkAAJkAAJkEClBCggKyXG8CRAAiRAAiRAAiSwywlQQO7yDsDqkwAJkAAJkAAJkEClBP4//UwoNLyCD90AAAAASUVORK5CYII=)
root@kali:~/xuexi# python 9.py
制作一个 3 元 奶油 口味的冰淇淋!
当前实际参数没有调用,就会返回默认参数来执行这个代码,如果没有提前设置默认参数,这里会报错的!!
![image.png](data:image/png;base64,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)
root@kali:~/xuexi# python 9.py
制作一个 8 元 榴莲 口味的冰淇淋!
当赋值了实际参数,就会使用实际参数,而不会使用默认参数,也可以用raw_input(): 来自己手动自定义输入价格和口味。
![image.png](data:image/png;base64,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)实际参数值赋值了一个值的话,她只会对应形式参数的第一个参数,返回:
root@kali:~/xuexi# python 9.py
制作一个 榴莲 奶油 口味的冰淇淋!(实参榴莲对应了x, 那就没了价格)
所以当函数每个参数都有默然参数的时候,我们只想给一个参数赋予实际参数的话,要这样执行:
![image.png](data:image/png;base64,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) 具体的对应来赋值,然后默认的价格还是三元,只是口味发生了变化:
root@kali:~/xuexi# python 9.py
制作一个 3 元 榴莲 口味的冰淇淋!
默认参数(缺省参数)的赋值一定是从右向左赋值:
如 :
def xuegao(x=3,y) :形参的默认参数赋值这样就会报语法错误,要从右往左赋值才行。
def xuegao(y,x=3) :这样是可以的,我们在打印的时候函数会自动调用函数内的参数,print "制作一个",x,'元',y,'口味的冰淇淋!'
xuegao('榴莲') :榴莲对应的是y 的形参
root@kali:~/xuexi# python 9.py
制作一个 3 元 榴莲 口味的冰淇淋!
Sign up for free to join this conversation on GitHub. Already have an account? Sign in to comment