Python 字符、整型、列表字典等操作(二)

在上次课程中简要的讲述了Python的基础常识，现在来详细的学习一下吧！

一、类和对象

面向过程和面向对象

面向过程：C

面向对象：Java、Python等

类和对象的含义：

类，是对事物的抽象，比如：车

对象，是类的一个实例，比如：别克

类和对象的关系：

类是对象的定义，而实例是真正的事物，它存放了类中所定义的对象的具体信息；

对象的创建，也就是类的实例化。

对于Python，一切事物都是对象，对象基于类的创建。

具体实例讲解

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Rpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgrPIt0MAABAAElEQVR4Aey9DVxU17n/+0sPKGDAt/hSiUWLsZgTxh6oH0lbTQdyUkluHO8p1h4lqZzcgH9PP4Jto8Fb+d9iK8HkVPHT6wFyc8i/oiepNsexNXh6ArTapvBPoXXoCcRIxBioAYHIKDPKtHPX3jN7Zs/78D6Dv5WMs/ba6+VZ3z3stZ/9rPWse6wigIEESIAESIAESIAESIAESIAEphCBT02hvrArJEACJEACJEACJEACJEACJCAToKLDHwIJkAAJkAAJkAAJkAAJkMCUI0BFZ8pdUnaIBEiABEiABEiABEiABEiAig5/AyRAAiRAAiRAAiRAAiRAAlOOABWdKXdJ2SESIAESIAESIAESIAESIAEqOvwNkAAJkAAJkAAJkAAJkAAJTDkCVHSm3CVlh0iABEiABEiABEiABEiABKjo8DdAAiRAAiRAAiRAAiRAAiQw5QhQ0Zlyl5QdIgESIAESIAESIAESIAESoKLD3wAJkAAJkAAJkAAJkAAJkMCUI0BFZ8pdUnaIBEiABEiABEiABEiABEiAig5/AyRAAiRAAiRAAiRAAiRAAlOOABWdKXdJ2SESIAESIAESIAESIAESIAEqOvwNkAAJkAAJkAAJkAAJkAAJTDkCVHSm3CVlh0iABEiABEiABEiABEiABKjo8DdAAiRAAiRAAiRAAiRAAiQw5QhQ0Zlyl5QdIgESIAESIAESIAESIAESoKLD3wAJkAAJkAAJkAAJkAAJkMCUI0BFZ8pd0tDpkMVsCR1hKAkJkAAJkAAJkIBMoL/5NI7XtZMGCUx5AlR0pvwlnpwOXjl7AJHRkXi1uX/cBWg5fhiv1rUhWLXK0tOCusaJuMGb0Xj6OE7XnUdzczPae8zjzsK9AUt/O+qk9hsb0dh8JWhG7vXwmARIgARIYDIJWNB+/qwYu1rQ3t6OK6MaT7rw4xwdtmQsw8oNe3C+a+LHpskkybbvLgJUdO6u6z0hvb1yeg+WZO6W28pJ/RrquoJVQUYgnqUNP96Sj5yMFYi8ZyX2nQ6swBje2IuMtGW4J30D9lScx7jd4o3volC3BbqMtUhNTcX/818dI+hggCKWLjS3dPnMdKX2ADKk9tPSkHvGO5vGwztxuO6Kzzp4ggRIgARIYLIJGHHmW5li7NJg2bJlyPn3d0cs0PkD21FksBU36K9iaGjEVbEgCYQ8ASo6IX+Jwk/A+IezUKhR5K5HRmYJxusxuufcCVQqTWnS8KWV85Uj79+Wdhzdpredq9fjKqYhwnvO0afGPoBNOns12cfw8uak0deprsHYhn2PxSNVE4+nDntX2OI/97C9hA5Vz6V79NXY8irS8g8hP2MJNuw5jp5x1EnVojNOAiRAAiQwHAIRiFtqz68pRvWOlOEUduRtO7kTa3fbx8DsKnRbjyI9Icpx3j1isVhg5jR0dyw8DiMC4/aMF0YMKOowCPS3t+DiDWBmTIyYmhZhe3COjESkqo7IyKV4rqYBV+PTUC2lG4qwfs9K1Dy3BpHipim9PYrEkPjPHkSCFJduqEODg7gxCCxPTcbsgL/OHlTtLLJVoilAa9NBJPkoI60XioiKQNdbr+CQvdnCE5ewPyvRfjQeX5GYbq9W9+UU+B5KRti2ZRCmXlvZ6vy1qP7vKnRWbMUiVXVDuO08kiCrheg5j6c0OY7z+jPv4IWizZjng6EjIyMkQAIkQAJ+CZjNZjHmRHm8XHIpJCkR4uVSlBibhhWWzkfssArYMref3YcVG8UIKL2IlCw61T/Bs50Hcdk+jrhXaTDYzT7ixLFLJmxOVA8g7rl5TAKhSWCYf12h2QlKNXEELp/JFxaA+mE3aCjRIb4k2GJaNAzUYXWAO3nX2YPYrdyHDXU4/aN9+MknJsBkgkkoTNfFx2g04rJeD4O2CqY6LV4U1iUlmG424tWKt3D79m1ZHTCbb+C2KN/XexWX3zdAXz8X+o43sd7jbZcF5w9kibdil6HRzMXcuUBcXJxcbWysXWihCN6HBhyyvzjTb9uEvOY0DAqZ1EGSTwoDAwPora/H0uJanNzraXlRl3HEZ6dg/4U+pO3Lga5INFSZg/iGizD8Zj+SA7BDTyOemr8WdvFQWnsJu9LHU+lzSM0ICZAACUxpAu3CarJMUijkoBHjhGd3nUpENgymo0gOqENYcHvAXo/y7Vmtz5S2k3uEkmMf/6RxUxLKUC/GOW9FFE3Idk5TWIOvU8nxBoppYUCAik4YXKRQEjFyerxKHO83cFUGOSq/FBL3TS/3epeszht/nIuFyCWTctDfiO0qpUV6PbXbofUomVTf8QP4xeHvOaw50plDOVtUGbxH266ZvCg6RvzhrE1FUL3w8l6BI9WAykpFK3MkekQM9X+CUSg6sz3O+EqYjfV7T6EpcSdSt4iB1VACTdy7qO08ifRFrn/ekkFHCuYrdfjGkgy7kqOFvlWP9UmBNCNbWf5LAiRAAiTgn8CNDy6oMhjgf5wwYtDd2q4q7YzOxoPrtIB4ITa8YMRZsSYnc3e1vVgBmvpeRIrfKRNd2Lcy3r6OpwCvF6/zb5kankDMTQITSsD1SWhCm2ZjYU1AU4a+CzuG8UAeuLfGlgrEabYFzogeHP5amv1BXYPy2io88OFRZOTY36Bpy9FUtgpDn9zCHVHb0K1+vC/W8mzMt93otYXH8NI/JkkncOa7a1FkHze05bUoWzUDn9y6I6bX3cK1D69h8cJoL/LMxkNa+4CjLcS5sqcxyzkRz5E/Usj5Q02GPH1ParPs6WTRpuO0MyLm/b33k3xsLJEEmT6iASVl80F0zJkjnEAUQZO7AUl2JSc6Upk8F4sYe1f6Wt+ysROyG/RBWH+ckjJGAiRAAiQQgMDS9SWo/cIdzJg1AzFiarc0WVv+speT4n94Zbvtnq/5IpYH+Z5p3vx4Ww1x0wO/DBQ5zV2NKM5Ogzy0yCVz7UqObaq4XRyXrwjxVNhcsdvhrKCsYY88JVyaWi5KiSnmYqr5UCRiYwOaoFzq5QEJTBYBKjqTRT7c2106sgfy0XfbjNN7HoUye05XXoW89BRRrQY1F+uQWSKsJvVH8FFcE9Yn23/ePXU4nGlTcoBclIl1KMo0gRR9Ay7G2dYS1W/7OSJNB7EmiPu3c8BJwKrkJJelL84+mpGRLaZBi6bjEpKRnCQUHR8hMsE+gPk4ryQryqBGTDuYa5szhzgxW1uaMXdfjG0anGHwAl7My8OgmD738SFl+kQ19ubEYEEMEBPzsa06MUXvx999Ch9/LMqJqXMDIrW3t1e8fTRAV9aEUyNc7KrIym8SIAESuBsJzE5ajXTxLs13MOP8u7Y3bBpNFGqPV6DrTiyWiJdV0+6dhmlu617leqYB7Rc6bVXqT+EX5xMx59Yt9PVdQS8exObNa5zrdiw9qHtlPzK22e7/zololUid43Df41s81Zn8tPnIVx0r0eLaTuxNV68IVc7wmwRCiwAVndC6HuEjjfRUPI7Bm+FDvJ/C2X2PQycpM1LQluHlvBRbXNhB1hVXI7tEIywo4kF9SRE6rPuRIC24n69M0wJKz/3AoeTIBWNX42VDOaplS9IhrPjGSphObfWhuNibUn8JDpKs3nUjccamewC3vfdIqcr/WSWX9G1zLuCc5qc+Z49XH3KZoqfk0Fe7DXCGaviaTXd53HxuK9LwmwRIgASmOgHJCuLtMetjXL1s67vmy8vRW5MJ+4SDIIHosXGtssJSKqLF55+0rWttPr5HTGN2rkWVztpHTLEsx/aCTHqhpQ7SO7P6eiWXtHxHzFgQ6pP8Mk1827KL9agiXm+fhzdzVpBmKHVDjJPAJBDw9hc4CWKwyXAhMHTb/kap97Z988kuHN4Qj/zLGmilu6UIysJ8f32SFt9LwWZB0KBJLMbURMaK27V495SdicUeM8bMOJkXjY2OZ/VsNPxsB+bZGzG3HcezFUZkFutQXTSAwvK1mCMUo+PPCm9k9jxasdB/1xqlhC3R2NWG7rmPokw0m2/Q4UTRYz6UFnslypcyI8zvFAJpyoI9TFfFlTTVt2OGmSrNWzQ2+Sk01CxB/7R7MWPGDMyQ3vzZP1L+aOEUofftF5HqWAjrrRZAV3wM+zZ/CTFDA8LLnVCzhOe7W3dsU/Zu9t3B0kcCrajyXi9TSYAESIAEgP620/jaCh1WCu+eB929e/Z/KBQGG6Xkz2vwxem5wvTfAK12qRg/ISz03pUIo3g5pZfLaaDTLZUt8Zd764UV3rmu9YGvPA19WS90+dJgqUWV/v/CKbGfm6QWPVP1G+xI8V53nfCMmiFeImqLz6Fu7xrvl9DcjKeiU+1jqqTEMZBA6BOgohP61yikJNQ89TJqlvw37ty71GYmN17FK/KLJQPsS11GIO9c2eV0RNJm1Fk3+ygfhUe+pUd2pVBkRI4TrS9j9Wxn1rdP/H+oPlQvnys4ZsD+zcnyyc2nhrC67hV8pwo4Ihb5uwYzfr57BbYomlBpEbJSFrlm8XpkxuUL9lFKn4NfNGqw+I5tPZAzu5h+MK0fF236HPQ19Ti/SnhcE+t/3MO0GdPQqkxJEIOc/zAbq9et95ml63wFchxKTgFqapYiM1OaeJCLho6d+OP3NmFbtfAoV7QFl5uKUVlWgNV0ROCTJ0+QAAmQwLAJmFuQI5QcaUys37gMSU19yEtxDlj9F39nHy+FQ5/F85G8ugLWrYFbaXsV0OeIAUu3Ha+dyvP6Ui52URLW76hAx+pN6F2cjpT5Lai1V+37fdsVvGWfKZG2yp/3Tf8v7AL3gDlIYOIJUNGZeOZh3WLE7ESsW6+6EUYvxsETQtNZMFu2MMjWBa89jBSLMgdx5vlU5MuKkZJJI6wvu4JajDkveT2OdrfiW70LxMO5c7KYpf0kMhSPAqLaC+09srXJ9uOOQGJ6Hk656zhy81FIVhbRQIdzz6YoQgX4NqFDUXREzo1pqQHyi9P6fLjMNPBV4rJiKfOVwUe6mJN9uuRZm5tpOYtQbAYOIrXzVXuBjxG5IAl5Rxvx+YxCpAnHDQZ9EdLERyc5SijcjATvL/rs5flFAiRAAiQQFIGoZBypLYY+w7bP27bUHDzYfQrKhII//fqsrRpNFjRu3jFhMYu5CFHwtrXOkLItmniBJjZS8KroKPIlrE5HgnRgdE6Mbmt5Hz1i5oXs5U3JKGYEDPy+Aspkt1nTBtDTNeSaR84rlJzeJscMiclapauIzW8SCJYAFZ1gSTGfdwIRi5Ce5dvC4CzUg+M7t8tKjuy+XxhEskv1+NG31w9vg8p5SVjtMvusB0ee3ehoplAvNgFVK2KOM94jkcrAIexTwU85no3Htpci+4F24QBgLqKjo8VH1D99um2DULFJnE0NM6Muf7c8ZUCjKxTusBPkPXvUkkibyknrbsRWPjD1fYRZ2seG6cnOiJazx7E3c5vNk5pUua4Ul17bBWnbA6NjZBTp0ngnZFu99SAG0r6K7Ssy5UFLXyKmNZSUovREFXZkjcPGppJMDCRAAiRwFxFYlL4XDcKpS5r8Zk+PtZsOoLNul9jQ+QpqdtvmP2i3fMVlg+crjceRnybux7knYKrI8qvIDOfhTVkqemhLqtf1m+rLsjtjBXarE3zEr3RLtfLtmA88TA4hAsP5WwkhsSlKOBEwtp/F9mW2h2pJboNBuIQ+dxp5a+T3TaPqSsur33Z4YMutMqB4zSCOv3occz6zULYwCUc18hoWsQTFLQwhMiYSbVc67enVqHnrWxgSswvktSrCJfWHV/6MxHXfxBqPDUOBpKxdOJrlVqXHoQVxdULRERaspZn/iLw823Q6j2wjSLAYe9D0n/+Owo35LlMGC6rOoWTrGscA2Xe5zVG7GkFs0jocHepExnPZyBFT/uR9iDamYrcmF/rqHwiPdS7apKMORkiABEiABIIjsHpHFaremQNpthnqdyP7wKN4M/sjh/Vkw6MPqSoyor7QtpYGlRvx4qYx8moWuxAbCnOxwBSDGNhfyolWZy2chbftL+LkTe7EuFxQmCVySLYizxA9KxpNx04i9okncN9VE9KWeCyk9SzEFBIIBQJWBhIYRwKdtaVW8Tt3fjQF1obuoTFpccBQ5awXOqtB1NpaplWlqdpVyzCMeGlD3yhkNVmPZdtk0JVL0o02DFlba49Zi3N1nn3UFVsbOk0eDfQZTlhzs7Ot2dnF1lbP03L+Vr3bNRJ8NIV6q4/sHm0wgQRIgARIwAcBk8EqXA143rORa211GwqHOvRWjSOv53lDebatHm25dcBHc8ElD1mbTpSq2oL1xCX/d/wBwzE5v6601uomdnBNMhcJTBIBWnRCQducwjL0vv+2o3e6Yj2q9q4f5tQsR3HXiNgb5ylNjmua5ARmerycJrvRXLoU8ZL3GqPR4eVZXUA6VV3tXDCkEZuASn7jlL1kxBwwsVDUzTRv6cLJV06id/p9mHvvvbY9D6YJxwOODeEkJwS2ViIjr6JUepMnwkBbExqbhU1FMS0JD2eyWwJxLFla7ty5iTs37+DmzV5cH5gLXW4WPA1J4s/15p9QVOmUWZKxqvYFZItNG7z+MQ+JVu5Lhk6rwY3OfiBRmKzcQtL6XTB1PozCzLU4JKYUSp569v6j0yrklp2HJEACJEACwRIQ63VeMlSh0m280hRukjfiVFcTkbAe1eXZ0GyTBo5KPP/Kt3BqDGcCwCKmOp/7OQ7s3ALhk8YltP63mN2QqFp/6zhrQctJsRH1RtsqHsPuDES2VKH76FaH11NHVkZIIBQJTJKCxWbDkMBQ3yXrudpz1iaDwdraesl6qaPD2tnZae3s7rZ2S5++Pmuf6jNgGrCeK7NbH7Sl1g7TkHVgwDWPXE6UlerpEPVdam21GgxN1oZztdZzhm7vlPoarNmOt17KmzKdtcntFZfpUo21sLDK2um9Fjm1VXlDJixCTW4vtLy9tRrqOOHlzZwiw9h96zu8tW7riKFcYqq1lp1oCPhWr0nhL3hlH2v1Q0I61WfVlxZajxlGY8UK0ARPkwAJkMBdSKCpKtdl7Djmy4IydMla4BjfdNYG1bg2EovOkBiHLxnOWatKC1wsOOJ51FpYXm4t1DnHrdJzrmPuQMc5q9ixwUVuscuOVasrtfoS/y68tOxyiBPw+hI4FBUyyjT5BAxHn8Xa/PqRCSLmJy+JDmaJo7N6TWkDLritFTFfOYtvLMl0LLzXZWvFmhJPmSxdZ7FarAuSXlqVlFxAU99BqLx7OhpRr1uRjS1OZ25eLSQRCz4HoWTJi/i12QXQig1/vM9oFnvaiM3VikoqbW1ps1GoXWxzleNoXR0R9Yj9EA5VSn3Jxv1zfP9pJuedgjVPXdZ3PHK63SKlK8fLm5N8Z5TPzMb6XfsD5OFpEiABEiCB4RJI0W0SS2EqHZt31rz1LjYnpnhWE5GI52qKcShT8timR2FVI+p2rPbM5zdFbK59IB/lZxugVzbsUeXXFZRj3548JM+z4HTbEXHGZt7ZvfZZPNJ3CistLfhfB/diW4lz9oDkUGdf0TN4LCXRsQZUVSWjJBCyBHw/TYWsyBTsriEQpfbZb0H72SNYJu8JYyMgLBQ4sroZcV4UnYjYeDwhJjvbNnE+hNQ513Guu0q49/T9k1e35puxUzXatKsEeckqzcijkAWL361EjhgrdJt2YX+AKQiWtsV2RUfxkeNaoaXrPP45+39iMP4BxNznXFgqeX2TwnTh9U0doqJuC69v1bYk/Ta8WHEb029IXt5UQbh7UxzPmUwmSJ/Bwev4+H0DFjxdjYqtyarMjJIACZAACYyEQN2Pf+BQcqTy1dtSkfHFAWxNdpseLc4tWvcMijVFKBL6R31+CRqfOuWyb1zg9oV3zcyHkbnb/qJNLqAVWzlsx9P/8H8gaV4ULD2N2JOehhKX94R6pM25x616jdi37lfISvKc9uyWkYckEJIEfD/1haS4FGoyCSx94iU0iBdLM2fOlF0qS17LIiMiZMtHhPhWgrSXjhQihA7wu32rsVa6W2vL0PnL7ZhjkRbSiGBfmyJFLXKaRXyL9SrCwb/0sH3jxiDmPig0FXswt//URcnRlZ7DUWGhMLf8Wsni+h2bjP0X+vDQzq9gi7zwpBpr5xtR23kS6e77FriWDPro9pBky/Gn6JgcSgRuOxUkXw2Y1K6gvWQyXfsDKuulUcllZPKS03tS0TZp49Dgg2ad2OCUgQRIgARIYFQE3Pd6UyrL0ZRgzdB+JDqHT/upRdi8twBF8ubPepToW3BqmC+dZidvhaHqIv6tezm+sf4xpCYtss1SMF7ByQP7sdGhBGmFIqPHVwf/FXGpuxXRkJ0rNueW14Ma0HvDkcwICYQdAY8/r7DrAQWeMAKzhZl9tbe1in4kmDVfUlaEohM3HbFCGYpSFCLHXjN+CqtORSVuxlD3YuTMX4vO4lqc3LVGPutffZiNzQcbMWfON5BZJMwqYhpARvxjqOn4JdYlTMxP39XGourQCKKRM5ejsLBYuAWdiZnSnj3iM03yfCA7QxAVKt9SVDhKuHg4w21zVqC8phYJkuMDpX27U4Q74lt4RIBRsvDcvoEb14BVX3tQycVvEiABEiCBERG4gpJ/cO71Vt7UitiDK7ClWqqsBP9Q8igu7PXc0Trxq08hW3MBXy4twzfXjcyynrx1Pw7aZTZeacHPfvJj5BSprDzZpWg9sgtJsUac3HlM1btSvFyxCzv/dgNSxT5A29K+hgc668RLQlUWRkkgTAhMzNNemMCgmONIYGD0dUfMWyP2fhFWFMlUFHSIwrq9r6HG9DgyZRt9PTKXCGWnUyg7o7TsTI8MtI+AejKcOu5d+MhI/2pRVOI67N+/znthj1QzrlXZlUzVuZp37uCk8HzHP3wVFEZJgARIYJwI1O3LkaegydWLjUC/mZKEqNIa4ZHTtobUUJSBiif6kOe+iDQ2BUcv1I1MKjFLwmwy4uPOy7jQ8BZO/GQ3XGd461Be+y/ISxdvLs1tOLBBbBIqvQt0hN14o/3b2LyjDIVC0SkRswgy4vPQNFCBFM+Zdo5SjJBAKBLg804oXhXK5JvAsJQcpRqh7OwXrq2vxtk2bsNKzI8e/U9/myYav8nOFt6rva+pkcYDg33w0OdrsOEd4cbAR155h+kBYfkao9Dyar7oq62+wtpuFM76dzEtIR/6okxEXixHR1UeJsioNUY9YjUkQAIkEF4Eus7uQ0aRMtVYi3MvZNkmOy9ah+oq4UY6p1ru0LbUF7HOuh8JY9S99lPPYZk87c2tQrEhdNXBb+Eb6cmyHG11FdiUsc2+dkhMYWv6Pppz1qJEDB0/fcsgO0so7tDjzBKdyFOJ1DiIta7/r9+1rm4t8pAEJp9AiHuFo3hhTmAk7jCH0+UBQ7lV/BWJj6d7aY96TK1is81Sq8Gbu85gyksVmpq8uLZ2d7852uMg+uLROWeC4ViBnYmQQ1tmVRyGtp4odKYj21rTSjfSTmqMkQAJkMDYEXDd0Fq4cq7pcKu8w1rocCMNq7aswe2852Hw4+mQtaZQ47jfZxeUWWsNzo0Wug1i6wUXt9FiPJD9RZusVfZ0XVmTQ4DuhjJHXZJ76aoGZ12OTIyQQIgS+NTkq1qUYEoT8D8ba2K7HpWEvWLesRcnNyOSo1jfhM6ODly6dMnLp0OcM6BUa686+xg6On3lvYSOjk5h/SkekRyOQmaxmemedGi2HLIn5aJJv8OxqVtS1n606sXQKodqZK6Yg6f2HUd7v91BhP0Mv0iABEiABEZOwNhyHF9WbRCqKdCjeF2CW4UJ2Hmu1JG2Mi4SY3cnjsC6wjdQW9uEbpMVRw/uQHryfLQ3nsaeDWJGgyZTODiwNa0trEKH6SjWJUpTwr2vep23egc6axVZDchJi8eGfSfRNXYCOzgwQgJjTWD083fGWiLWN4UIWHD5d2M3HWtcwAxTEbP0fSTvoSPJMv3+B7Aowd+EZSPmC1O/HGKmYcGiBL8+2swmsc+OHC7D0GFESrAamaUfjadeRu7G3fYpCFIluWjo9pxPnbR+P7qbluPR1Bw5b3WR2CFbfHJLj2FnzpPC7ai//tik478kQAIkQALeCbTXHcayDJWHS00xTr/ofV3kvDX/AyeKb+PejQVYlxT43tvT3em9UW+psYlIT7egp70ZJ986gyPbilz9dWoLUFO2B+tc9qoz4uplb5UJl9fpu9B5Lgrxa2190xdtFFOhNSg9dhDZT34Ri2KHs3bWextMJYHxIEBFZzyo3qV1dokb/O7XryHjkTR8ZvFs9P3hDWystCs6ygP/GLPpePs3o6jRjPcuOBUx7++y3KqPXI4a4blM+DrDIrFZaNDh/V55Y1F/Q0FU0lZYrVuDrNKMrvZ38aszJ1Eq9llw9kJ48i48hurizfDla2FeylZcGEjD4e9uQr79+lTu3oJK4VlUm12M7bkb8MiqFZgXxdtDkBeD2UiABEhA7JUgFvarlRzocO6tvX7WQ8Yia+9en+T6u7pgiY5FrNgrbaivCa871vv4LCJOmHH+1RdRLaw5DdV6l7FBLqXNxYmSXdggXKi63uEtaKz4vsNxQqywMLmHRWt2YODSEjy1TCd8mErBgN1bMnCssAYXgnaU414rj0lgfAm4/s7Hty3WPsUJzE9ajs5KsQhe5b3S0eXLt8fQLO+odViRK2f3YEnmGeiyNVhw330YvHDI6YlG80V8NvALNUTMS8K6dUnDalfJPLo/NiPaW97F+++14p3fCvfah6q9DGDiDd0R8YYuaZ7SpO/v2CTsqLiAJ7KP4ztrt9gHLbFDT7V46yc+ctAWo/XNvUjyp535boFnSIAESODuIhCRhAprH/5+z9ewsaQX+kuviYX7I0XQjuL4ZVAmIgdfSxQ+85npqBRKjjroCsrwnbwsrBH76dhCD04frkKbOLh97c9oOnMIescbMw1ynkhWF3fEYxPX45SpA68W5iDnUD2yy5twNC/FcZ4REgg5AiG6dohihSWBAWu5xvtC/LJz47N40bE4UzgTaFA5GfCKTzgjKFAt/hR/jI4FlrnHWr0WGVWiyeB0XKArtwYSz39bndZSH2w1ukKrvsl9oav/2lzPmqyGmnKr0P8cPCQ2uVVN1iHXjDwiARIgARIISGDI2jcw+rtnZ43agYzz/lzWoLiY8S1IU3muVaMrsFbVNFi7vcoyYD2R66xTPR6W1QY3nnRf6hjluOZbfp4hgbEicI9UUchpXxQoTAlYcKW5CR/euiPknyb2r4xEzMy5uH9JAmaPi1XAiIr0OGyrl3AV4pLXHaZdUTYfThcboEkFNNDqNEj7YgZ0X9OJjVBnu2YciyNjI9Lj0uzzogvRMVr3oeZmbIhOtVlfNDoUb8/GhiczkLxorGQ3i8Wqv8QrJTqxb0IVBk5tRRBGrrEgxTpIgARIgATcCfScxwaxSfaALhsrU5OxauUXsPrhLyJx3tgMqJYrp5EqXEfPFfWnfXEV0r6wGl9YtVqst3EXhMckEL4EqOiE77Wj5IKAub9fXvsSETsbsUHMDbNYzLBYIhA1EetPLEa0Gd7HoJAzZu4DSPLruCC4y3mlpRmWuUuROGbKTXDtMhcJkAAJkAAJkAAJhBsBKjrhdsUoLwmQAAmQAAmQAAmQAAmQQEAC3EcnICJmIAESIAESIAESIAESIAESCDcCVHTC7YpRXhIgARIgARIgARIgARIggYAEqOgERMQMJEACJEACJEACJEACJEAC4UaAik64XTHKSwIkQAIkQAIkQAIkQAIkEJAAFZ2AiJiBBEiABEiABEiABEiABEgg3AhQ0Qm3K0Z5SYAESIAESIAESIAESIAEAhKgohMQETOQAAmQAAmQAAmQAAmQAAmEGwEqOuF2xSgvCZAACZAACZAACZAACZBAQAJUdAIiYgYSIAESIAESIAESIAESIIFwI0BFJ9yuGOUlARIgARIgARIgARIgARIISICKTkBEzEACJEACJEACJEACJEACJBBuBKjohNsVo7wkQAIkQAIkQAIkQAIkQAIBCVDRCYiIGUiABEiABEiABEiABEiABMKNABWdcLtilJcESIAESIAESIAESIAESCAgASo6ARExAwmQAAmQAAmQAAmQAAmQQLgRoKITbleM8pIACZAACZAACZAACZAACQQkQEUnICJmIAESIAESIAESIAESIAESCDcCVHTC7YpRXhIgARIgARIgARIgARIggYAEqOgERMQMJEACJEACJEACJEACJEAC4UaAik64XTHKSwIkQAIkQAIkQAIkQAIkEJAAFZ2AiJiBBEiABEiABEiABEiABEgg3AhQ0Qm3K0Z5SYAESIAESIAESIAESIAEAhKgohMQETOQAAmQAAmQAAmQAAmQAAmEGwEqOuF2xSgvCZAACZAACZAACZAACZBAQAJUdAIiYgYSIAESIAESIAESIAESIIFwI0BFJ9yuGOUlARIgARIgARIgARIgARIISICKTkBEzEACJEACJEACJEACJEACJBBuBKjohNsVo7wkQAIkQAIkQAIkQAIkQAIBCUQEzDFBGZ544gm8+eabE9QamyEBEiCB8Cfw+OOP48yZM+HfkTDrwfz589HT0xNmUlNcEiABEpg8ApM1Xt1jFWHyuu1s+Z577nEeMEYCJEACJBAUgRC5hQcl61TJxPFqqlxJ9oMESGAiCUzGeBUyFh0F9GRAUNrmNwmQAAmECwE+bE/+leJ4NfnXgBKQAAmEJgFljJLuk0p8MiTlGp3JoM42SYAESIAESIAESIAESIAExpUAFZ1xxcvKSYAESIAESIAESIAESIAEJoMAFZ3JoM42SYAESIAESIAESIAESIAExpUAFZ1xxcvKSYAESIAESIAESIAESIAEJoMAFZ3JoM42SYAESIAESIAESIAESIAExpUAFZ1xxcvKSYAESIAESIAESIAESIAEJoNAyLmX9gaBm4l6o8I0EiABEiABEiABEiABEiABXwRCbsNQb/sSTKb/bV/gmE4CJEACoUDA2z0zFOSayjIoYxLZT+WrzL6RAAmMhoD6PqmOj6bOkZQNC4uO0jEOKgoJfpMACdztBJSB427nwP6TAAmQAAmQgC8CXKPjiwzTSYAESIAESIAESIAESIAEwpYAFZ2wvXQUnARIgARIgARIgARIgARIwBcBKjq+yDCdBEiABEiABEiABEiABEggbAlQ0QnbS0fBSYAESIAESIAESIAESIAEfBGgouOLDNNJgARIgARIgARIgARIgATClgAVnbC9dBScBEiABEiABEiABEiABEjAFwEqOr7IMJ0ESIAESIAESIAESIAESCBsCVDRCdtLR8FJgARIgARIgARIgARIgAR8EaCi44sM00mABEiABEiABEiABEiABMKWABWdsL10FJwESIAESIAESIAESIAESMAXgQhfJ5hOAiRAAiRAAiRAAncFAWMXmv/YhqF5yVidNM/RZUt/O8794QoiIyMxNDQNyWtXY94kPTlNTVnMaGt8G113IhEpqE82Y8eFZ2TKEJikP9cpw48dIQESIAESIAESCGMC/S3H8RXNFhhEHzSlDbigUnRMl88gIyPf3jstGgbqMC92cjo7JWUxvovtaRmodyCdXMYOMRiZMgQ4dW3KXEp2hARIgARIgARIYFgELG143q7kSOWe+OxM1+KR01XHcbLVQZUwsdGpKIsw48S7UJxkxi6y8GAqEKBFZypcRfaBBEiABEiABEhg2AT6m36JSrmUFjWdv8S6RXwsGjbE0RQYAoxu5UUSAwmMGQFadMYMJSsiARIgARIgARIIJwKX/1hnEze3gErOZFy4yJnILC5GtqPtWLEeynHACAmMmgAVnVEjZAUkQAIkQAIkQALhSCAStgU3mvfPYM/OPBw43R6O3QhfmaMSkbd3L6oM5bY+aL+MB6LCtzuUPPQI0EYbetdk7CWytOPAY8uwO74KfUe3YvbYt+Cssb8ZB35swPpvZSNpdjA/Lwta6s4hZlU6Esd5gae5qxFv/OpjLE68HzNiZuLB5ERM9v3UcuU0snJOIHXdKky/bcYXnt6B9ITRSGXEyT3fxc3MXchek4hgroDz4jFGAiRAAncnAUN9JQxiRbx2aR52BYHAYuzBpfc/QFf3x+i7Cdw7ZzaWJD6EpITgRlip/JWOq7jS2Y2bN++ICqZh9uzZmDVzIe5floCghk+7nOEvixE//fE2W2/ihUUnCP7MQgJBE7CGSBACW6WPt+DvnLf8TFMRGOqwFtrZShy1xbWqk2MfvXQiV76OUlsaXan10lCANgaarDq7fNm5hdbaDlOAAiM/3VSmdcgG5Fpbx6+poIUcaCpTyQTriUujE2qo44SqvgKffRzqPmfN1WVbC4sLrYWleutA0BIzY6gQGK/74kcffRQqXQxZOcaLfch2eAoLZijPVt0zYdWVNbn0dsBQrjqfa23q7rAeK9Sp0mzPLspvAtpCa1Ofn4Gvr9VaXuCnvH08LKw6Z3UfDaamLAPWEwUaB8/i2m4X/jwIXwLK34TUA3V8onvkXbOYaCkCQJhMQJOAYoybHLI2HSt0/MgkloU1HWPchlJdp7VY47zp55bXBnyAvnSiQCVbtvVct58BQmlmhN/qQaIqFLQc0Q9JMdHYBzZt8bkR9kwpZrKeyHXyB7KtTe4jpT2rWsHSFNZYPaj3GazFWq21vKFPqZzfIUZgLO+Lt2/ftv70pz+1Pvroo9Y5c+aEWE9DT5yxZB96vbu7JHJ9ASZe0JU2uABQjxvKdQ/8nWs1eLv3dtdatfb7feA6hNJVfhfIMtDgGAN1xTUeyp3LxeBBWBFQfuOS0Or4RHeCM1sE/bANln60NF0ExDSsmJhIRETYLqe0sZkzRGLpk8+hoeoq0nKq5eSSzBykGKqRsTASliHh30TeCM3p52RISoMFFtMQBgdvYGjmcqQkBjbH95yvRpG0EYEIBcdacXBzku3A/V+LqFvIGoEreGXjIdtZTSEuXdiPRPe8Y3gc7XDNmY3UZaOZHjZ2QkUs+ByEoiPv3xA3f8aoKu45fxgbbe6DAF0pOk7uQoKvv3AHC2D7P35JNcXNgra6V7ApY5ssE9K+hrmtP0NWUuDrPyrhWXhSCLz33nt4+eWX8eqrr6K3t1eW4d57750UWdgoCUwGgaVPvIRzfzeEadNE63fuIHLR8iDF0KKw7GmkLV+IO1fewb5tRbZ7ply6Egde24mjW9VjYA8ObFLvFyMyarJRuj0TmoQ5uNN3DQ01P0FJdb2jff22EjRvPoWUgNO6w1iW6OWoamhAzOLlSFrEccZx8RkZMwL32DWtMatwpBXdc889clGb4udai79zrjnvsiNjI9Lj0lQbbY1P/+UN1HatDlB5F/atjHcoOpqCYmTNMcFkgviYhMI0KD4fw9h5Gfp6A8pbTXjyYiHidXZFB4U4dmw5jMbbEG+XAbMZN8S3qa8PV69fhqFaDxTWoGn/OtVDuU0kS1cdsuIzcFmjwdy5c0ViHOLipHOxiLUPEDEx96Gh8pBjINLospG2IEaWy1aLcHFptDu5HBjAAHpRX79UuBs96cMTjxGnxVqYM7gff5uwGHGx08QU62lisJRGS2m8FHOuxUf8izui3u7uNrSbvoSX9mfZl77K2UQ/m/FUdCokFVRMmcCpHSn2E8P8Mop64mz1CFC4NCSUxoh+nD38PDLzB9HQdxSrVWOIsaUCcRppTnQ2DENHkRxhRnvjL3CgcCMqneOsTYjcEzBVZE36eqZhEpny2Ud6X5T+Hk+ePCkrOOfPn/fgFBUVJf/NepxggoPASNk7KmAkbAg475VOkbWFevxs/3rX9a5iferOOalQRjRoyzFQl+e435vbjyN62RZHJdnlDajKW+0xnrWd3ocVuiJ7Pg30HU1Yb39jNRVlcQBhZMoRUN8n1fGJ7qiv970TLQfbGwkBYYmJV5XTiAf9gEFYXOTdnwNmNcBgt84sjVJbiLy30Hh4u0PJkXIYDqnfbnmWuXHxF9jtUHKk8yXY4hwDPAtIKWcuwigUHdXzupzPdO1PEGqQaNQusJzq/x+Dvtqh9PjOacDFa0ah6Li3KJWw4M8NlZ5Kge/KpFWueMHP+QX3xfg56+9UPyqeUpQcLWq7JSVH6FDtNULJsZl40r6WjO66XZjnUU01fnxkFQZfyUe1Cl92YRlyn87CqmWLEMW7hAe1cEwwiL8PyXpz9OhR3Lhxw2cXbBZdn6d5ggTubgJCgfFQciQis1Owp7YYhzIUJeU2zCJZMcaYrn+k4laIH3hRcqQMSY89AS2K7C8wDejoFS/gfDk4mAKyqKAwSgLjQoCPMOOCdeIrLW3owy71K/tRi2BExYY4bJM1CP+V9TQeRlq+LaMmtwpV3/oMjmZn4JD9wbn8XBNWTRvCLcnKIabF9QvF5MTejbIVQzz949i5l5A0IxK3PjiFtRuVQUKHWsM+zPjkE2EVEWX7r+HanUREexEldvFDohbIA0PhsXN4OmWW1IxrEEphz69/iIxt1SJdarMMIpuo2T0IpW6wGflpWwJYymLx4DrhRqF+ALrseCyIiUGMsCZdLymx90ualVCA9PsGcf36IDrFVMHelUscg56j1QinEvlwyjJHcvARs7Asfc1xncoafoZ0uzYTlbgZHTXtWJIpmNbvxqYDD6Nu1xqPqivz8+1pWpQe+x42PbkWCbG8NXiACsOEmzdv4rXXXpMVnP/9v/93UD34y1/+ElS+uymTNNPAIk25FZ+//vWvd1PX2Vc3AmUlX/d42aZkiZo3X4mKe24dPjDuwDy7pjNw536UlZVj+nQxYyF2NRY4c7rG+rrFfILgwlSQJbieMhcJjJwAn2ZGzi6kSgZhdBm2vNODKGFuP41H05QH5WxUvbRVnk+sOa1H3RKdbDU58sZHuHBwvaO28wcOO6wH2ceOYPMa+zzmlGQ0lV9EqqyM6PF6ywuo2Oz5YO6oSInEznJYthKSP4+kJOUdmpLB9m1GhohIik4cklYlIynK9bzjyDLkqM+R5hGJwJpdp2B180NqeXo5qlfkiNzZqK46KKaEKQWPiogRdRX78NsbMzF/fhxip92LafjAYVnK+eERzNm4yOZqVKh3d+7YpvFJb98/uT0fzzyXh0QXmftxcudXsNGuUUrrona4KbsJ6/bCUPURNDmVQtdZi8OP9Hnk0egKsHtHHp5MT3JVxBxrqZQ+8DtcCLzzzjuycnP8+HHcunVr2GJLD/TKmj9fhaUHfimfZAFSlAB13N85dT5f8fEqr27PXxvqc1T+fP0K7rZ0Hb680puF3zsH52ssYZRZsxk7vAxnFrMR/WKK9rWrH6KlsQal+SWOMcF7rUrq1JBF6Q2/SWC8CDgew8arAdYbvgTEeyc5DPjogqTkPL7MpsxIWUrP/cixaDIiYT1er8rGCuEAwXBIhz1f7cD+dQk4f/gprN1tNxNpy/AjN4cFKXlHUFVTjRyRpXLLCjycYsJWnxqJp2C3hyyeifaUoSGlRyJBMuW4KA2qYkLRGWkwOdowYlCsT3LRHIzv4gdiwar7EhhHW9X50El6mI8w67GvO6x2lp7z+OdH16LSMd1Mg68mDeJ8XZ2wnN3EHbEvw01pjZBkResedNSYn1aMx6wHscSRokPVaweR4oWFsfWIWMdzDYbuIiTP85LBUQcjoUDgE2H9PHbsmKzgXLhwYVQife5zn5MtF2qlwD3ubT3lqBoN4cLS/HJJ8ZM+0hqm/v7+EJaWoo0rAX9jRzANG7vQ+Nu38etzv8XZM4cglqyOPEwlWUZOgSVJwC8BKjp+8YT+yU67iGb7s3mX8LwVvzYfGq0W0rJ858J8e0avX2LxvazN9KJX3HWXyoviH0TsUi2kZT8b/m6hRyn3hZW6sgbsWqOsADELS0M+er+UAZ2woAxkF2LtkjlizcirWJuvPMmLtSTV293WjBjR1tKNNd8pBfS7heMwPR5bEswDtvO9WVykt8ltNvEjHZ7GxIZkziIefYNqOpnnyeBTPJuIFLYkMaVNo8XSpcKiEysmL3RWQnGyozhIcLQgpsO9f0gMhPaE+2c6+2YZuKpScqQMBmSmpjqK+o4cwnahbOqfUOx13q1fUvnOlv8W/1ZCM78E5YYB5CX7zuu7PZ6ZCAKSU4HNmzdD7IEzJs198MEHAev51Kc+JT/4S14eFSVA+lYfDzcequX/5m/+xoWHsrDWJZEHJBCAQNvpA8LRwO4AuSbmdCjJMjE9Zit3KwEqOuF85aM0eLmhBv/98R0s/aztIfja707JPTLUK4/HI+igrDVFYfPBOmz2UTwq/u+hL82GbrdQXApO4LUdq505e97GvkNil2nxgaYAhpf3I1nWV7ZiqG8NXnn+O7id/TLSF7n+/MztP8cKzRZHPUXfXg+3LI5z6ojl4/ccpv6cf/sFNE8tFtN1hCVDHYQ3tFutylvuatT8MheDQs+QDB6uQXhOG2qFokC6nhvlUWwKTg5ZxUOhsx5L+yOotnvieWbfy9hhA+XIYMlbiUj7VLgkldIXlfgl4VtNcuGgRXbuSiy+/9NYOHMm4u6LxZx75+De2TMwY8YM4XZcrB2KjsOcOZE4X7IJupJ61Ofn4D+/fBC5ory4Svig0yzch7splMYWVGwR108OOnz+fio5dhgh+bVmzRpIysnZs2dRXV2N06dPC8eF0lLokYXf//73sgdDf4oKH/ZHxpal7k4CXXVqb2o2BtI6zmcyVmH5ZxIRn7AQ98+Px+zIVuRFa8S9efxCKMkyfr1kzSRgI6B65CKS8CMQgcTV61z2nlmc+T3oNd/DbOlBV7xplR5UvIVI8QA8+P4ZpGYq62tsuTTC+lK6Poh9BKLmYf2uKrQ+8i3MXb1aNQvMgtP7dzoUDxguoLPPgmS7xhIxOxF5FTZlzF2uqPhksbLFtopGW3oOKUH+Ok29Xc72Dm1EqsO/p3sLzuPdurXOAz8xxVLmJ8uwTqmVHKmgaVB41JGDFg8t9Oyweiqc63S7BBQJM9x+xX+2vRZ/X+sLS6ApSYNB8wQ+OzMStgltBmxcthq5xVvw8OL7RXHhCvtqG44VOV1xI/efkDrbX808FwoEpL/1J598Uv5IrtLfeOMNeSpbbW3tsBfQL168WKwjUy2sDoUOUgYSCFsC0npK4RTGEXTQt1Zhvbf9ycSg45xs7CgwhpFQkmUMu8WqSMAHAc8nKx8ZmRweBOYlp2N9cmBZe5qPY7us5Ii5abKakA294UeirDL9LHAdEDsAJAklRx36G49Ap7hbkzYBbbK5Olbn8RlX/RrjZwqXaEGG2AeEt7DcbLSLvXLmRkcjWnykMH26bXqWNKdeCubLddh9SCz+EVt0FpQ+IzsjUK3akffukd6BS/v4SHuN9JoWYv2DE/WEH4dZXvw4mz+5IYnuNUQJJaen+SzeMPTh0wuFFUdYcGZMm4FIsXmsrN6KReKDQ7fkxeg3xWLXvjvTcPCcAX+3Jll4DepBsnLpxfWvLBIfr61ko+GF9R57PViunBXTCjPlaXWSW3Np/6I42+ZFohbn/kW2KoVVKaDnbGmfJVtueT8jeS8jyJtYSm6RpVAlps9t5fQ5G6QA/8aK38Y3v/lN+XPt2jXZ85q0fkey1AQTpIX4DCRAAmNEwHgZdaq1OIU1R7wrOVJzYhq68vprjFp3rSaUZHGVjEckMC4EVI+W41I/Kw05AkacPbAdmdKUMzmIu29uOTrK8pDgNntp2KKLzS93ODyw5aLpN0UYeus4jt+Zg4WShUneTFOyMol7uX1NkaMNkRZ5y+CYMlb9ej12fnEIQ4O3cOeWcEnd9yH+LNxLf1N4YfMQMzYZuyokr2b+g6UtzqHo/NO3d6g8ovkvN55n1YqMOxKp3at/eNvRvLfzLSd3Y1uJagR15PYW0eBc3wW7a9R52HVhAI/W1eODa33out4t7dEqh6goaQrcXCQmPYTPp7h5YrNXa+q96Fg7pCgi3locy7SBQT58j4TnwoULUVBQIH8uXrwoW3kkb2yXLl3yWR0VHZ9oeIIEhk9AjG/qyb8J8XN81nH+X4tt+8L5zDHKE6Ekyyi7wuIkEAwBKjrBUJoyebpwID0eu1XLdwqqGvDiVs/dmYffZSNefVbZtBLQle8UHtjeR3pmoP1ofLRUn49UyeKgDpoyfN2boqPOE1TcCNk5Wwj8+q++a1dkNKlYqB4J7f2InG5P1Kbjs17Oz0tQzDJa5BashDfDyeD1C6iUPR4sxQylz+YrOP3ab3HvikQsEFPWvro5xWUgDoQxMmYRsnXZuO/BxZgTPQszxfogyYImGdGmyQqtrQZ1XJwR51Q1S17hlEMlLn0Li5pkVbshNK/btz+Bqc+Eq9eB5QudzhiUYvweHoHly5fj+9//vvxpbGyUlZ7XX38d3d3dLhVJHtYYSIAExo6A2kqzbW8l1p3cgQTlfiw1Y+nB2R99W7yElGYdOMN0Pw52nLmGFwslWYYnOXOTwPAJqP/Mhl+aJcKLgPka3nYoOTqcEHOEs7zNER5Br84feAo51eqCtgelODlJIzyNzcVSTbz8MC1PTVJnlePiKV5frXqTpYFWO1eauyRvniZZDbRZD3k8jHc1nsTJxl7cJywQ994rPUjbPsraJMeDdmQMPj4j7W8jhQEY3m4EZti8TEspshtm8S094Elx+SM2W+y9fl2sQcpC1upFUrYxDw5v1HPnw/c7PtFs3HRPS5ZaGt3TKDu41WseS9urdkXHWcDc+VvocrbYEwrRMSQUnWHcDaKSsnD0VJazQsbCjsBqMe1U+vzoRz/CW2+9JTsx+I//+A8xhXBQ3hcn7DpEgUkgVAlEPYBMnRjiFB1Gn48lkadQULgOSxdG4cbld3DykNiKwYv827IfR3PWdvzPwiyP8c9L9sBJoSRLYGmZgwRGTWAYjzajbosVjCkBC9obf4cu8bQ+S/KsJdZlREREy9PClId8yVWrI4h4hPETx2FxbRk2LItw3Q9C2iBSyiEe9qUH/iFxbBqS1k4M4pPuO0h+dA3mqapUKmuuUO2NoyTelhQdtZcxs5gyV4xrwnnBVl9Kg2UXNkRqZGVHV16NU3nJSm3ibZeQTN0f+5nfv7YR+UE4H3BWJMXqkZOR5prk76hgCYZWe65T8VckuHNd+PUrtpFPk5YAv/aKgQA1Doh1RSKLx7Q+kWYadFmJJFekdvxQeu451zeLcg4LWs6+CYh+J8+WE/jPFCUg3SfWrVsnf6S/9VOnTmHWrODXyE1RLOwWCdgION5G2Q/9cXEzhDoPxZq5F45hm155uSRVUo9DwgumRxBbQ0DtNdVQL28l8E8FWXhwysni0XsmkMCYE/Dy2DrmbbDC8SBgNODZtLWOdRLDbaIoYwnUPmACl9eiYaAO81ymT5lRd+AbyFBM7VodtPV6F5lsuokFZ/esRqa8lqQEF44ZcHCzSolRGjc5hwXIipJyQnx7UXKks0uTssW/1eKjFW/H0nwrC8JBQe/JIvveMxpkFzyBxX41CxMaSmx72OiS7vdYjC+1PerQ04az9ld4aQ894KUNI5rE5qlKkJVQ5cD9u34b5txzRN73yP2U9zU0TtZRwrLlEsQUipNFm7BRGoS1peis24XxsWe5tMqDECAguSOX9uNhIAESsBGIXfyQGF0ktUQEzYO4z8+4Eb0wQZVXTEdW5Y1K2oy+1jko3r4bh7zuEqpFYfkuPJe3DhHNFYhL3WYTQP43TnYwMxVlUXWSURIYFwJUdMYF60RU6nxQnYjW3NuwGNtwZPsKOPb/FLuyGN58CS3PxqHe+WxuLxaB+JQnRNz2VH9oiwbXr59D1Y41rg/3bosk3dv0eyymbpXs9z51Syln2bgYlfKeNBrselHs7eP312/Bq+8KRUcyuHgaRJQq/X67XyGLcPlrEd6wFKtLT8tvHUrhwynxXutyNB0f68rKS26NxgC7gzIvZ30lCbfWixWTjbASnv8pvrN2i3MKYf1uxD/1CtlK9AAAQABJREFUWZiOZjnk9lUT00mABEhgyhGYl446qzWobkUsWuc37+ykdThYtw4l/T3o/LhXeMWURgmxkfTcBYhfNNt5j0/Jg6l7Hd6/2itOx2DhkmW2l4yxU1OWoOAyEwmMkIDfR70R1sliE0EgejleOtcAzJqJmTGSS2XJm5lth3LJ7bPDACLShP4ggjR17RxS52fI6kbpuU7sengOzHYzgWPxsX36muR1SZ6+NmSCaeCG8Os/FxqHNceMU99VKzk61HZWiE1BjXhbvcpRxSE5az/6DA/hK2JDUEndqc5fC6O5Fid3pTtv7qr8w476mbql1KXek2ZQmufl6I+SQ/0tZRhNiBUbdUrlzbjS8jb0/16F/JJqZFe14ujWJJFuwe9+ftLeQC7Slinqjz3J/mVzkC2cO3w52b+42nL8qi7P7lHNtQ5ji3g7qNnmmug4ise8KAu6mt/Ei9/ViTeNjhMiIixfuelY9fefHZtrpK6acRIgARK4SwlEzZ6HRPHxF6LmJSBZfMY7hJIs491X1n93EqCiE67XPWI2Uta47mETuCuzxKOrza4SNUM85UdEQdm6RdlrJnAdUo4oZFUMoSElB2nbOlHTcRLp9rlNyoO5t3pmJ29GY8ccPG7ff0W/OwOP3a7FL/eOkbLjrdEJTrMplVKj1dDkxEBbXemw2sipp5rxslB0ooxN+Ddlv6HcJ7As0F+i+1Q+934JZwWqWRIuZ6Mj/V0VIWdctUt+bW4xCv5pI7SpwrV0ILlcSvKABEiABEiABEiABEKHAB9jQudaTLAkfld8BCFLBFbnHYXpGaH2DONXFJWwDr/s0IvNJnWyAlBfJJQdjI2y4+tBX+lMpOqBX9rLx38IkMFiFo4cjBiQNra80YXLbe248Kffof5MpbNaNyVHq8vFuq8nylPAmo+XOKaHFWc/7N1iYunGRZuvAmedvmL6HDyedwErvfiXltxLBw5aFFftwmbdV8SbRu/WpcB1MAcJkAAJkAAJkAAJhA6BYTyiho7QlCR0CAxHyVGkjkhYD72hSkynsrl7fmDxLO8P+kqBYL7FYvzoDb9BtthT2vvsOWHBGrCv/BcqRurjG5AtfF97z2ub1Wbwo2SYL72GOfJ6H9/CaYRis2XD3+ORtFV4cEkCYhX9oacOOduUygvx9BofUxhMN/CuvfoB3804ztRX2pwnOBKCimhQXvs6vpkurExB5WcmEiABEiABEiABEggPAlR0wuM6TTkpY5O3ovXEVZzARuzNShqb/ol9eKqDrUl4GQg6r5c6o5J0KBf7Ijj0FTmPBrmFz+D/1D2G1AelxaPe/rz6xcaqtnVSUpECfR58zsIWZidlGZH2oYVepFAnFaK1rxALhKVJbauLENMTB/7wr1iSsVudWRXXYNUX/Sk5RnR1AYsWKZKoijJKAiRAAiRAAiRAAiFMwNuTWAiLS9FGRyDAdKzRVT7s0klZe7F32KV8FNAWw1D1DOIsJpcHfSW3tMfQwIVXoNHZnGpXNXXgMbEfqUnan8cjRCA6YgCv5GhQ5LI4X51xNh75erbYAc6AgtKd+Mb6x7AyaVFAq0jj4RzkKMYcTSn2rPep5sDS+Z5DGZs5K4CioUtA/OxYoRh55oueN1MtuFtc2LQkxz8+zDmWK/+J+CUbUapvwv94fHibiro1xEMSIAESIAESIAESmFACVHQmFPckN/ax88F5kiXx0fzwFbHONrtdpncmliQs8vKY72zKPDDfcTBt5gIsSvDxdC/nMiMxXrhuEC6bL79jEFPcxEO+o7QtkrS5CkObhTc7t3Tvh2LPocPPIiNf0XKAE2/sgHrSWv+VFlzsjcTCuWJOnakdP3l+o6Oq6YHQBDO3zVGbOnIZ3dL8PffO2bMYhJVMCrt1qZhpGEBeso+M9vz8IgESIAESIAESIIFQIRDcM1qoSEs5gidguYLD//w9XPvbLyNt+QOYPe0mag47H5yDr2gYOc3vo9b5HD+MgrasZmHBUFbRBPvcvuQfalH75B2x18ASn17HFEHU+9pcvyG5j/an6ERh89EL8L91YpBKjvkKKvLXY1ul0juguLYDWYmu7V/U5yMt35sJKRePrBiegmHsakfnUDQWxJig//ERBYFsvJEPBAzb+iQD/uOXjfjSN1IRLRZcRQh7mORa3CT2/Hm3tkrIo1zQQqyjkuPgyAgJkAAJkAAJkEDoE6CiE/rXaGQSRsTjofs7kZ+/zWt5s9fUiUy8gn0rl+DkXB00DyzAfWKnnkOVNuuBJIX27xYHJUzSmnQkBZVzMjKZ0XL2fyE/c5uLi+nCE63Ym+45ZW117kvQ5ac6vLHZJNbhmOEFJHn9S7Wgp7vTS8cs+O2Ly5B5yP3UAsxUXNNFx2CB/XRlThoqbX4h3As4jgv0z/heS+TIxQgJkAAJkAAJkAAJhA4Br49PoSMeJRk5gQis2rABXheZZJcjWzN75FX7KumwEvjKoE5PwOa9BSjaeAgGDyNGATasUk/qUpcbebyj6TeOwtMjJ+Cnb/kY9ceOuCo5+kvYvz7RIYdLJCoFRceKseBPQMpDK/H55L/Fg8mJvmaViaJG/OmkHV7vbdXapAh86aky4FC+S/Xa0mynwhSRhJ0nClG5scQlj+eBBoVVlSj2JbNnAaaQAAmQAAmQAAmQQEgQuMcqQihIcs8998hieBPH37lQkD1UZbD0t+N3fxIus0SYNm0aIiNjMHfh/UhYNA5KjmjD2HwYcam2h+sC8UB/MNDDsbkZ6dGpsiKg0WihSU9DhlYH3eOrMXsc9JDmw+lItU8NK9B3CPk8rSoyrDH+p6vuAOKF17Oqhm5sXT22ClxX40lU//oDRM1/GLlb1zgn41n60db6kZjSFyn+j0R03Hwsmuc5/c3S34MrH1/DjRuDiJw5E0M3bogyMYiJiRFl5mCB+K24TrAbYzisbsQEeF8cMbpRFyT7USNkBSRAAlOcgPo+qY5PdLep6Ew08ancnrSJplFa+xKB2cIDWOBggdlsgeQCOWIcFBv39o1dbXj/2qBIjsFSTdK4KFPubfKYBMaLwGQOHOPVp3Cpl+zD5UpRThIggckioL5PquMTLQ8VnYkmzvZIgARIYAwITObAMQbih3UVZB/Wl4/CkwAJTAAB9X1SHZ+Apl2a+JTLEQ9IgARIgARIgARIgARIgARIYAoQoKIzBS4iu0ACJEACJEACJEACJEACJOBKYAJWRrg2yCMSIAESIIHQI2AUeyc1NzfjnXfewYcffojDhw+HnpCUiARIgARIgASGQYCKzjBgMSsJkAAJTAUCZrMZf/zjH2WlRlJsfv/736OtrQ2K10utVjsVusk+kAAJkAAJ3OUEqOjc5T8Adp8ESGBqE7BYLGhpaZGVGUmpkT7S8V/+8hefHU9KCt1teH0KzRMkQAIkQAIk4EaAio4bEB6SAAmQQLgS+Otf/4r33nvPxVLzhz/8Abdv3x5Wl6joBIdL8SQUXG7mIgESIAESmGgCVHQmmjjbIwESIIExJlBXV4fi4mJ5jY201ma0gYrOaAmyPAmQAAmQwBNPPDHpEKjoTPoloAAkQAIkMDoC6enpkKw53/72t+VpaaOrDVixYsVoq7gryitrmu6KzrKTJEACJBCGBOheOgwvGkUmARIgAXcCjz76KKRpahUVFZg/f7776aCPIyMjZUcFly5d8ruOJ+gKmZEESIAESIAEJonAPeKNlHWS2nZpVpnr7E0cf+dcKuEBCZAACdwlBPzdF6Xpa/v378fBgweHvT5HjW/atGlYvnw5Pve5z8lWHmlKm/SRju+991511rsq7o/9XQWCnSUBEiCBIAhM5j2Tik4QF4hZSIAESCDUCAQzcHR0dOD555/H66+/HrT4kmKzZMkStLa24qOPPnK4nHavYPHixbLSoyg/0nQ3Kf7pT3/aPeuUOw6G/ZTrNDtEAiRAAiMkMJn3TCo6I7xoLEYCJEACk0lgOAPH22+/La/faWxsDCiy5NRg7969cr5bt27JXtykPXaUj6QAvf/++z4tRXFxcV4VoMTEREjT4qZCGA77qdBf9oEESIAERkNgMu+ZVHRGc+VYlgRIgAQmicBwBw5pWvDx48dRWFiIq1ev+pT6xIkTyMrK8nleOiE5Prh8+bKL8qMoQr29vV7LRkREQFJ2JKuPYv1RrEEzZ870WiZUE4fLPlT7QblIgARIYCIITOY9k4rORFxhtkECJEACY0xgpAOHyWTCv/zLv+CFF16AZLFxD9Jmog899JB7ctDH169flxUgyfKjKD/StzSNTlKQvIWFCxd6KD+SEiRNj1P66a3cZKUpMnlbUzpZMrFdEiABEghVApN5zwxZRUfyvf3mm2+G6jWjXCRAAiQQEgRG+rD95z//Gd/73vdQVVXlWIcjDUaSIjR9+vQx75vZbJanvLkrQNIGp4ODg17bmzFjhuz4QLH8KN/SOqLxkNGrEF4SlUH78ccf5zjlhQ+TSIAESMAbgZGOV97qCjYtZBUdZSAJtiPMRwIkQAJ3I4HRDhx//OMf5fU79fX18tQyya30RAZJ/g8//NDF+iNZgCSF6OOPP/Yqyqc+9SksXbrU61qguXPnei0zlokcn8aSJusiARK4WwiMdrwaCaeQV3QmA8pIQLIMCZAACYw3AeUBW7ovquNj0a5er8evfvUr2SX1WNQ3FnV88sknXhWgDz74ABaLxWsT9913n1cFSPIkJylIYxEU9kpdHKcUEvwmARIgAU8Cyj1zMu6VVHQ8rwdTSIAESCAkCagHC3U8JIUdR6GGhoYgWZ6UNUDKdDhpGtzAwIDXlqOiovDAAw94OEOQ9gSKiYnxWsZXosJeOT8Zg7fSNr9JgARIINQJKPfMybhXUtEJ9V8H5SMBEiABOwH1YKGOE5CTQFdXl6wAKcqPogxJewJ5CxJHyemBuyc4aT2Q5CTBW1DYK+cmY/BW2uY3CZAACYQ6AeWeORn3Sio6of7roHwkQAIkYCegHizUcQIKTODmzZvynkDuCpC0J9CdO3e8VjBr1iyXaXCKMwTpWx0mY/BWt884CZAACYQygckcr6johPIvg7KRAAmQgIqAerBQx1VZGB0mgb/85S+Q1vwolh/1d19fX1C1UdEJChMzkQAJ3KUEJnO8oqJzl/7o2G0SIIHwI6AeLNTx8OtJeEjc3d3toQBJFiFpTyB1oKKjpsE4CZAACbgSmMzxioqO67XgEQmQAAmELAH1YKGOh6zAU1Qwhb3SPSo6Cgl+kwAJkIAnAeWeORn3yrHxtenZJ6aQAAmQAAmQAAmQAAmQAAmQwKQRoKIzaejZMAmQAAmQAAmQAAmQAAmQwHgRoKIzXmRZLwmQAAmQAAmQAAmQAAmQwKQRoKIzaejZMAmQAAmQAAmQAAmQAAmQwHgRoKIzXmRZLwmQAAmQAAmQAAmQAAmQwKQRoKIzaejZMAmQAAmQAAmQAAmQAAmQwHgRoKIzXmRZLwmQAAmQAAmQAAmQAAmQwKQRoKIzaejZMAmQAAmQAAmQAAmQAAmQwHgRoKIzXmRZLwmQAAmQAAmQAAmQAAmQwKQRoKIzaejHv2GL2TL+jbAFEiABEiABEiABEiABEghBAlR0QvCijIVIV84eQGR0JF5t7h+L6vzW0XL8MF6ta0OwapWlpwV1je1+6xybk2Y0nj6O03Xn0dzcjPYe89hUO6pazDi77yls2LkPhw8fwIFXz2O0UpnbTiJv56toNwZ7BUbVARYmARIgARIgARIggbAgcI9VhFCQ9J577pHFUMRxPw4FGcNFhiun92CJrsQurha1nb9E+qKI8RHf0oa8yBWolGvXoFj/BvauT/TbVnPFBqRu0wNaHQo3fQdFeWsQ5bfECE8am5Eel4p6e/HsY604ujlphJWNVbF+VKTPwTZFqAI9TAfXj6L/FpzOi4TOdgFQcKIVB7O89dGCxorn8OO2aCwWXUnLK8T6pNix6hTrmSAC6vuiOj5BzbMZOwGFvQJEGbeUY36TAAmQAAk4CSj3zMm4V9Ki47wOUyYW/3AWCjVKd+qRkVmCK8rhGH/3nDthV3JExZo0fGnlfP8tWNpxVFJypFCvx1VMwzipYEDsA9ikszWF7GN4edKVHEmWaHx6pXJxhBK6ZzRKDmBu/6lDyZFqv9w7JH15CSb88fVDqD5UgpJDZzAtLtojT8vJPVj5VAXG3wbo0TQTSIAESIAESIAESGDMCYzbM+aYS8oKZQL97S24eAOYGRMjpqZF2JSEyEhEqvhERi7FczUNuBqfhmop3VCE9XtWoua5NYi0WDAknoUjMST+sweRIMUt0rnBQdwYBJanJmN2wF9HD6p2Ftkq0RSgtekgknyUkdYLRURFoOutV3DI3mzhiUvYn+Xf+mPPOsKvSEy3l9R9OWUUVpMRNu+1WBSWyoqOQZyNw6xRmbJ6UPnsFkcrpbUd2JWe4Dh2j0yPs6fotuNLKgufpb8Nrzy/HdsqbWamryyei9/szwLtPe4EeUwCJHC3Euhqb0bblSEkr12NeT7GuZGy6WlrREvXLVF8xrjUP1K5JrucuacNb7d0IVI840gPLtMW/R1WJ82ebLHYfpgRGOM/1zDrfRiKe/lMPtLylXlPwXfAUKJDvDKbLWAxLRoG6rA6wJNu19mD2C09r0vBUIfTP9qHn3xiAkwmmITCdF18jEYjLuv1MGirYKrT4kVhXVKC6WYjXq14C7dv38ZtkWg238BtUb6v9youv2+Avn4u9B1vYn2CuzZgwfkDWVi7+zI0mrmYO1eoDHG2p/jYWLvQQhG8Dw04ZDce6bdtQl5zGgaFTOogySeFgYEB9NbXY2lxLU7uTfdqZZLWwjz7w99iefJSLJ4fh2n33ivsUeK/aaKCO3dwR/4S/4r49YFuXH6nHV/6v19ClvsUMamz9uBQNpWEYXy3VHwbyk+hQCiNkpLT33YWz2/KxMfbG3Aqb7XX2nSZX5SVGHN/O37x8gFs3G2f92bPbSjZiJ8/Y8LmRHfutgxmYw+M5ghECcVVHoAi7Aq38u21Vc9ESbGWgqxgi0HMYjEjInoeYr0361kBU0iABEhg3An043jeV7ClUhrsNGJsvIB5AcbGYYlkbsazK9JgG6psY++Y1j8sYUIr87v/vh0ZyiAn0S9twIUk7+NaaElOaUKJABWdULoaQcgSOT1elUsjHvRVhz6iBtv9Wdyi/QeDnFHKE+diIfJaqr8R21VKi9B0sNuh9XgpET+AXxz+nsOaI+U4lOO0RngpISe1XTN5UXSM+MNZ27DgENlXBY50AyrlgcqR4DViqP8TjELR8fbOaGiwC9XVij3Ka3GPxKU7X/BIcyYswEy1Kc55ImCsv7kCmm3Vcj5t6TmxLkeyjJlR88NMyN3cloYDD3Zj15p5HnXpj/wbDndfR36RrbycQZONsr25yMpYhUWz/Wsa71ZtQqpq8PFoQEoQP0z59yYukEHElN+p8zfmtZRYt1WOgbo8WpN84GEyCZDAxBJoP/m8XckR7WqzRnzP9ie1U28KYuz1V9EUO+f6vAMsjRrhgDnFuLA7wyNARWd4vEInt6YMfRd2eH0gH6mQxpYKxGm2BVG8B4e/pryB0qC8tgoPfHgUGTl2JUA8rDaVrcLQJ7dkK8fQrX68L9bybMy3P5gXHsNL/5gkTNG3cOa7a1FkN1Bpy2tRtmoGPrl1R1ipb+Hah9eweKHnWhKIXj+k1Yo1PqKgthDnyp7GLOdEPIf8kejBDzUZ8vQ9rWiz7Olk0abjtDMi7p3v/SQfG0skQaZ7teZImaMXPwRpyc+ATljHFixAjLAazY2+jpISRWHQoKAwHYO91zH4cSeq9b1YNNc5hEl1SCFSmU+X/QiW+dcpbAXc/jW3n8ZXUu3XSVeOn+1aY88Rhc1Vl9BuWIYiodzuXrsJD3fXwUPXMRxCvt0Sp80txfe+tQlrkxN89tuteSG/zXrmnu5yLCs4SopQduztKSk+v3tvB+29z2cdPEECJEACY0KgH2eO2CzeWmHtrxMvwcY8CGt2p6PSAa9DlOP0XRYZgm3GxV3WbXZ3jAlQ0RljoBNW3VLfD+TjK4MZp/c86pgypSuvQl56imhSg5qLdcgsEU+09UfwUVwT1ifbf149dTicqSgDuSgr2oxk+wN+ir4BF+Nsa4nqt/0ckaaDWBPEw/+8+XbLVlwCViUn+Vh/Y0ZGNoQVRtioEpKRnCQUHR8hMkFtKfOeKWJeOk55OCm04KF3q7FFGJh05dU4mOds46ioxtx+Fvv2vIOZCfMRJ6bV3XvvNHzwO/tTf/UWHNHdi0VCHbwjTX0TH3ka3+0buHHtE8x/9BnB1nUNU3/LcXxFs0VYSaQg1kWdzHNVdiMSsbfRgI+iNcJJRD3WbqpAn7CQuFqoNMgt3Y2d2U8iaZGrIibNJhMz0PyG5G8eQe2n/wl3pKl70vowMXdvmrABStOopX9sX9K/nmFIDOpKsMXF+jCh2N4R6bdu3sSMpV9wk1XJzW8SIAESmGACxsuos7+I2/7MOCg5UneiP4vvi+ndu8R99M6dGfist3d7E9ztUGluZkImCgsXiJeJrtOrQ0U+yhEeBAI80oRHJ+5KKQfGt9fOx1F1O9IeMI9DJykzUtCW4eW8FFtc2APWFVcju0QjLCgG6JYUocO6Hwk95/HU/Az7/GOg9NwPHEqOXDB2NV42lKNatiQdwopvrITp1FYfiou9KfWX4CDJ6l03EmeUF0K3vfdIqcr/WSWXt2+Towl4aePdMwdQJFuKvJUF8jcqbuG8nD+zEF93WO0k99D/jLRtzhu+puyrGGo6j7r+W7gpK0o3ceemUBrEmiHHSqT6bXj++KOo2Bwvr4OSWtGVVaNih1Mhc7ZsxCuPxaFtexNKsvw4b4hahPT1653FGCMBEiCBqUhAvK+xvQrS4L9e3IP/EnMHdpbsQpL3AWdkBCLmYQ3vp17ZJa7Lw/51ZiS8WwnJWWv6l5d6zcdEEvBHgIqOPzoheG7odqdNKscUny4c3hCP/MsaaKVV+SIoC/NtGb3/Ky2+l0Jvb6+YVqRBk+koNJGx0EorK7IzsdjjrZIZJ/OisdHxnJ2Nhp/tgLICxNx2HM9WGJFZrMP/z977QEV133n/b/cwChjwD/HPii5YTRbTMLbw5EiaanYwtZqcOD4tNK1iKs0v6GZ7hPSPljyV3/PgrhSbp4Jnjw+Sk8Vd0dOubp/gNmu2vwVabBI8XehxyAabSIQ1sAYEIhOZUeYcfp87M/fOnZk7w6Agg76/yTD3fu/3z+e+7njv93M/n+/nW1syhOKqdZgvc0ZOvrjOE/lN+lJM/4FzRuw9F9Gb9BQqpdtCmxWnSjaEUFrc4vr+qO5fibPCzCfSWRVm6bZ9rWhbmjuZlhP5hiqKUQ2Pm5dcG8tyuS4JEI83mSskJiZ3siCv4CHE6yrGKwEU1LlEWUskGLWaXLjSqsF3Z9oKN3nmwahFQnxXb/s+dj5b45v3EkpgVzda5e1ldWMmKqw1GBKF09/eE6IDZpMACZDAPU1A5nhWKC/4rPhOqXy5FR2XBNuR4DtaMiEhXCQVCbZid3hfqZniJOiKb/jlctrhORS+DZcEgunqvIKu7l58Ji+1IB4C8+bNw9w5i7F0ZUoEkVI9wtr7uvDhxQ58PCgvx6QZJbDO8tQ0PJS2JOzz1ynBezxnoJfTiZ6L7+Ni58cYEJlmPjAfyx9Kx6oVC/zdoV12dLS/jw8vfyIv5kT0B+YhOfXPpM+UsH3a237uVnIUyRPjfcw07NwggbEIyOI9UZFEzlHlo6bAfTX/fv8eGbg0eraubrSu3jY6osAYah4VHcHNTmU2/m/LaPPQ2GR7bXWj4gnm7utUu8OvQn2pRZOh6IRNd2xk9FJ91ag1r2q0W5fr2XSMnsjTyV7eElTCOMMxWldk1vo71dwy2tzUNNrk92kebW4+O1ps8bZvrRxtamkOKOOp0yz5NUVe+a1VoxGg0Ik1NFpj9fRhrTSQf8R9lXTlR3znbKka9aeoFJPjantVeo6jo91ni9znbLHmjRYVF4+Wl1eOVtXUjJ44VTd69mz9aFNz82iLzTbafunSaHf3wGhve92ozGRy1zEX14021RR4tovqDPodHbWd8LSv/H4slc06mbkZLQTUf9uKPPrtaJHvfpFDZa9+3y/nfd+dp6NFe+Z5rrV1tEV9QIxcGi0KePaW1gc/5TzMekcr1WeRu4559Gy399kw0j5aoLWja18Pe6B9tKrIqv2bV393gd/FNU2G93a1KeUZXuQnh+7565VLaUM9RbWe53totEpXt+aSY3Sg5cSo+CQYy2UuGK3v9Jxj+9nKMOMUy2hNszG3ofZTvnrm8tFef4G4N40IqL/VqRDZp1lMRe+6PgMhBO7rinJTT2Cke7ReBrr1MshvbmlxD3QlstVo8Kd99FJ7y2ildxCt8pW5NaPFVWdHB/RthtvubR9tbvcvPXLplN+NTiw3HiUsXDveY7aaPG9d62iTf7Nhag8EPDRC3GhD3YDD5ZsrI2fhlnAMRSfoLORh4b0GltKmoKOiuYZWnEYco0PBmpFBG76s5nKPQlh8SpTBKpU1Rs3WgtHyKlGSTtSMVlWWjxZZfYqj8ts45X1A+VriVjQQUP/dKrLot6NBtvtJBpW9+n0/nft9da7yIlF9WeS51v4vBR0Bzz6x+Iw2GzzHWir9lZS8Kt1LsaEWnbJgoOj01gfIEP55Z60yfkmlf5Gl/m5DflvKR4MfAb5nk1LPkud7noRsx1w8WlPpecEWsoz3eXyiPVi9Up9fCtezneN8+N1XP9ToP1n1+k+FpLQDCv1pnWJkvkROJPMl+nDy5ZdQKH6uSqhfJQpWXnkdfva9zeNb/GxBGtao/mpucH048mKuhrC4ThYB3ew/gV47aLBh0taUScDciP2k5mHDS+XIe6gDD8YnIS4uTj7S+KxZngVCY2O9pnAnGgr3uucHma3FEg47xT3ZXy+G0+mUXVnHR+RwDHyMuZYNkz4ZXvUcS1w4Wy+Kd9uJXo9XYfCxmFhxJevBW8d+jQFxD5g//wHMNs3G7NlKIACPa97IyDBu3LiBG+KSMDAwgJnmQ7B1Pob0lAT0nfPNy7HVVUP5GKW8qmbkpPDWYMSGeSRAAvcRgbiH8WpTE0bci6UpS6SZ8LDPnxixK3LQfqIAq7ap99I6ZO0+iaHjWzW3X3vbMQnHLw9eNYlb8GFtbqtkyq079KOvDwefWy9hZXRJlgIof0ncllPm49bAVTSf/QeU1fpK1O0qQ+vWN5Cha7TrzCswbwtYGsEigYH+n2fw8AO3YGuuw14teqj01bgXqTlzMPBGYCAbnxyNSpQfb8orrkTuuodxq+v3OLKrxCevrQz5hWopGXOUViH3sYeAgfdwqrwQtYo3oDdt+9E/4dkAd+mHv16Dpqfi8ag5LWK3PLU9fpOASoCjGZXEPfxtl8hfL63cpM2VUebkVDWdwc61KXd81m3HfItWFtTYULp2GCePncT8P1ssA/DZEo1LCcRlUhY1DkgjMMWbZKXpbm9+Lc7+23cxIuHBbojTsBKS+j+7/gsrNn4ba4MWDAXScvbgeE5Ak0G7LiQ2iKIjz5jlm76FnbqIaEFF71qGT5EZ0pQ8Xef2K3jH+8wy1Hd6Zb2i/Hxv1DVdvRCb5tImXNjoeeItWLsHQ51PofH3H8mirD3ova4oeZJEMZwjC64mLV4hD5QvBEVi8xTiXxIgARK4zwjEzEPGWjV8v/G5p219FSfOVmObOu6XaJoluWtwSHnh57yIH5jzdRXz0HJ8R8Qv05wd/x/2+nQYKC+hamQhaP3AbfPWHXg+dz9WWUu8/VzGxwMuUXS8pZxt+LG1TCcDUFrXjn2b07S8jZtzsPu730VhcpZE6/Smul346VvPSjCAJWqO37e8L5XnUB7qO19DtvaM3oicrz2BLboARJ5KBWjqrsTaJWoUh2xs3pqD9Oxk3/nJItvKE0mnn2HeigyEp+8nEndIwJCA/t+LYQFmTm8CPQ0Hkbx+r+8kzEVo/refilXmzi+98qbKnF/rbduK7+5Ix6XD2dg21mKSPmn8tvZuyvLbV3bKm79hqOgEFTTMcGGm/q5pWOYuZ+oUmayHFwd3rnu7t/GLy4KPz1/oDkCgvAiz5BVg9YP6UAZq8WFcqFCCS4uCN8dnNeo5fwa/+eQBrFi2CEsf+yoyxMrDRAIkQAIkcCcEErD1NRt+W6uE9PekCuuL+NpAHW789DktTzlS1XLYz9LiLR7yy3HtY92xYvx1gJKjHkzb8IwEElItKTZ09ku40RR5ayjp4i//VnvJqewXnbokSk6w10XskjU4OtCMT+ara+QBZQdP4+WNvqBDSn01Kc+gE+16Jcd7RJZh+H65BXU6Da2mXa/kqC0swYv/q1wUHe/4pPEdfCRiL+BjSQXE7wkicOej3QkShM1MDoH+D9/RGraW1qFm3+aI3yZpFY02ZG2c7X5vqqSQrMGCWcnu0mbxj0tavhzJsnaMhKbxhWDWtaUcqq31mfTNsghokhz3RIJTbqNWmJcF3PVcPTj9+mn0z3oQSco6LhJ1ZqZ+HRexIXm9DMSSdAXlXj1s6GILzreKWUk1LSnhmBVZZF8xNt265QnN/Nln/bg2lARrQQ60l1RKuYlKLp9pa/FCnQ+EQfuxs9W3XwYHJeu5PZXYqS5I5FfEiWOXRdHxoZWjTrzzd1ZZ4dtTsKiuk4qOHzPukAAJkMBtEohNx6u2GlRrz0RZw2x+ol9j1qoW7MzwKB9+B8LsDN1aisrKKvHKFvO/LMUgQTuN00Av+g2P2PHbf1TVLylgLsUPc4KVHK3qvDXYX5OHOvUFZmMhfttVIK7MBs+iglP4Wog423PneMYB7nZlAXFriHIxc+doXSsb8p6PiQQmnAAVnQlHOnkNugY78O4fejB7wVzEm+JhiotBnDI3w7tIo7LSo/6CxsjxT1X3KEs5Kn/4NGLsgxhUFBJvcikrREpSFm9UPi6HA8Myz2P4009xa2461qb7Tcjx1Bo877c2jidT2pBIm+k7j2NUPkpSFsssff0qvntghyyKaZz+x5e3Y9UuRRuxouZfxK9Ydz9VJNOfj9KCq/sd5O7SOf0qmRGkxop8ZAW4KIerlmodQcokzFPpe+/X3jWFzEhdHKDEBQmku1BBx2RmkQLcMDDniLZmjq9aLP788TyJHS2sZf2jks0Gbot9bTjTZsLm7DRfNW6RAAmQAAmMSSAhfQdaquqR6X6eBRS3VonLWUZA5ti7KWu3YreB75YSjnpQ5mBevfKfaDt/FuWFZcbuzK5edOleeFlf2hLyWaxKk/7178Iqio5aradfnjMGio41488Nnz5qO9q36HuBz3HtGDdI4C4Q4O/vLkCeqC5sx1/Eutt0C3NPLozbOy5RzOXNuBCg6Di73sI3UzdpN0FrnpiodRMh1Q5cPW9hjcwLUuwyZWUX0DJwCEYvs3z2Da+xRafoGP04Yxb9uXgFiyVIPpa8IlhkwR9luG+U4uQdV4m6orIlD8UWcQULVVhWrHH0N8oaNorDVx6Wzjfq3aiX8eVd/I3qcJ2Nzy8M7sP+oc3PzSBc64WZ8/G6ElkiKNncwSaCslWl1xOywe9wX+tJPJe5ze3uVl7fjT3ZoVRTv2rcIQESIAES8BLI2HkYNb+rhWoQUcE0HQ89qV8tE/bb3oPzb7+D3za9jbferECj8mCNJDmu431duU1fStXthdj0BrbRjuof0lqmbBgskK0/rG0PaVvcIIEpIRA80poSMdhpVBKI1RuSXeh46whWbvJZU/JOtOPImlYkGig6MQnJeEbG4Ep0N6ACmfOvoam3BmvDzA3S9xaah++u+9yeshCuW2ptF5bJisr58mrK+tweHBgjGIHr4jKvoiOOwhOSlAXlXLpF5Hrwm9NeRSfvMSQb/uvTtBEkmgwL+CQTJUfCiPv2I9yyWB7xuS/aO3Cy7PvYVqa+vwP2rk/G0ksObF2h0zojbJvFSIAESOD+JRDjDsATeP5/eL8Pa/3DlQYWCbl/8cxBCTQwvpeUWmNxc7Bc25H5Ot3ybEsfw5MgJgmPyLO7zvtoaTh/GbvXzNO1wk0SmF4E/mR6iXt/S7v8mVfR3NyC9vZL6OzsRndvL3rFfK2EER4aGtI+DnE/Uz4jow40lXrf+Iu7Ure4pqnHHLrySv0B8fHt7ZU2Oztxqb0dLdLPmXyftcDZ8Y9+So61vAnHt6bBNBxCKUhIx4ELAzhRpLZRi3ULc9DQE94dazxX2OO6Fa6Gw+fCFcHbJ8eIT8kI12qoYwmJnsAAzsEuNJw+jO3ZJiQmvoiL3lN2db2DEu/DI29Txhhm/zyYHwr/QKqs+Y2yDpbBZwiyVk/IlLxwrvgV9uDM4ZcxI3Gln5JjtuahSEKFpiWOoWSFbJ0HSIAESOD+JHDx5A980dd0CAqzXsT5QV1GhJs9DUo0NX8lxyyeDJU1J3C2vhm2S50YGBrBqMMGWXQ0ODmu4bIuN21h+GeKu6irH+/r3p9lf1mvKuka4yYJTBMCHM1MkwuliKmEWlwTZh6h0anMXagoGnLXSpyFBJnDEysfd5KQwuN5Xx+7YitGepchf+E6dJfW4/Qej+Owz75i1Ps8bD10XtZ7+SY2lSgWgzqsT96As52/xsZJmP9iJIG6Zo3RsYnJ89mhavOfQ3x9kkyDUd3TlB5q0XzpCNLSEmTdmlqtS+uaVG1bv2HS3MpEgVTghrlIs+JDBTPwtaJvW92u3WVG7S51T/m2oLSqCLnPWhhaWo+F2yRAAiQQIQFXx2ndejqBlWR9nfxjGHpjh1/45MBS/vuDOP2yGjJaOWJFXXsNNqcZWFecIxj2r+zZS1iMTBkCqNaZs7/7UAIiZBiV9OU5bmDIt8ctEpj2BKjoTPtLGOEJTMCdK2bBWhxXJsDLwpWRp1hs3PdznHU8jU1ligLQiE2poux0i7Kz5M5+frNMoQb6qnQ+JSSSeC4mU3i1yCmBHOx2j+Wsp+cyOt67gHd/34hqzevL5p7rr/YOswUF2RuxKlHeojlbUaouGmcux5Mh3MI+ufyBVn2sjV2rnkZX0WqDaUcSXlqTKXQrloJS7Nn5PP4iIyWcPhW6AR4hARIgARIQAl0oWelbOBtiX2kfPYrrB7ORpYZZrsvHD05m4ah4QkSU7JfRIO8o1VR89oixkqMUkJdixr4V87FMMch426krPI6O3RkI97609fj/ds/V9PQbSdAcT0n+JYFoJXBnI81oPSvKNXkExqXkqGKIsnNAQltfSfRO0lyNhRIR7k7TLnMcfpeXJ8qH8S1eMdLbvAP+ukIztvxewhiEKOtepmxI91QJEs6JX26fj21hFQgzCoq34StPPYnH0h9Bim5BgIb9P9ACOBTtfw4GsezcPfb/l2/qaHhrmVK8EWUVeutRkNCGGeaCKvziJ99G2rzxKKyGTTGTBEiABO57Ag3786FfkrO86a/hVme+9xqK9q6UWaqeVL1tFb6yxoGcEC+6/EDKezq9o1lK8ny/w/qdc/+nVHu+6POVFizfKRaTjipdBf7n0e04vjPDv5h3zyXBhn6gvpBT8qwvwXKHLyQNO2ImCdxFAnc+2ryLwrKr6UwgATtea8eV+DPY8uqeMedDRnqmtbW1kRaV6HCRlw1uNFbc7yrlgeELxqCUMVsL8MI3/js2PJGJlSkLDMNo2luPYn2JqpAUo8gotLO3Q9Ms76PN/CUELiEUKFORrG5dalkEp1M/70lxTxxAzddXIlSAvuUZXwqr5Dj7ejCyYInfQ9bTtxODfWLRi/WGNRc3SPcNRP0OFDDSfQlx7jkD+ZaNEbEaupRzik3AvAQqY5FiZDkSIIG7T6Dv3EHd/V2eCUVn8b213ldZMStQKuvrVGjr6wC5K0txaeQAVkQw+tK/wtu1rxobT++Gn9e3qw9v/ex72LTX/w2c3tsh5ekXUCRqmKps1e7KRDzq8erObL97fF/babxoztVZc2TB7u9/za/M3afLHkngzglE8E/tzjthC1NIILw31t0VLDYN+45GaLaPQLLSuha8sDoJDu9aQP5VZDAeM4RaCajg9hzIO4HO8idknSC9UuCrERMTh6ELr4vioveJ9h1XtuaZN7hDW9tkMujL276JDWtWY8lYVpG+c9ieuUtrqLzpZaRoe4EbLvzxXa8ytnzOmA+YtKXJEtEtQT6B7cRIEITAPP1+OFuRC7/6XjJy7eVoqfxLv0VFLx57EavyvfLpm/PbNsMdfsL9x++A304k0eLc4c33rPGrxx0SIAESiBoCsqbci+v0wQIKUFu20e+Fl7K+TlP5P2Cd6sImSsfXStah5YB/uaBzin0ImySoTJ2qw8hLtlTTGxIsZiOWL47F9cu/x+mKWtUrza/6rryn0ZrzEv7f4hwsEWXrleZKVGT5XtJV71qP6l0WFJVKW3OA/2g4IS7YAR4NRadkDZ9Qvgd+3XGHBKKaABWdqL48dyqcC5ffDbh53WmTE11/nIqYa+BjbZ2ZWUsfwpKUoFG+TkI7FqoD/viZWLQk/FwUp0PW2XGny7B12pERGIYzJg01ErkuRg3ooOvJaNPV1YD81PU+l4KiOv8Hh2sQbS2XYXowCYky3ajjN/+AXN0i1kZt6vNueu0g+jzPtn5uUvDRy12fBmeqOXZZx8ety+xF5tAcDDXs1BSu4SH9+0W1QuC3rOGjZE3Azy4psGnukwAJkEDUEBjEsd1Zvvu7yFXZ/BOkGxih1+6pQfHeVM29zVa2CWVPdWNf2PXKEvDtn5zArrptujOWtd7cc111WcqmxSKezKrXgOzbZO6o3IO/UySKjjwiF6zZje56IHm9T9lRXJ8rNE8D//bMRSfwm0M5AXM3Xbg55Cun2/RlerdGbvo/K4xfLwZVYwYJTAoBKjqTgnVqGu1pOIy9v7iK9U9m4c+WzcPAH34pA2fviFMd8E+waJ3v/O4OWnTijxe88kkr4ewMWiemh3H2bL17rYIlslhoxOnDfvekfYNnkNZEbNoOCdW8Q9s32ohUyelqOIrU9T5LDizl6Dy02f/BYf8AhVlZfq4Cap9533hSUzDUvPDfdnRc7EVc0nw4Lv4jDqlvAf0qeR4+trJf4NzOL+Lx5AS30uZSXMdcDti730fN//Q9uIv3POsnQ9LDm1Bano2Foj0mzHwADzwwEzPle+ZME0wmZVvpTNn2diobJrmqn/bdwOwFc2VbcUvzXWVl+9atW+485dvz+QyffWbHUO91PLz5YW9D/CIBEiCB6CJgb/tHv4VBLRKN9KWQ682koKT9BMpW+ZSWkvWv44XRffBfmtn/xV1s2lYMtM9H6Ut7UWG4SqgFxVV78MOdYh0SF+lEnfeAhFp133NVakuyd8PR+2X8/aFD2FXmfpulHtK+zZYC7P1fe7B1rVG4ggQ8slFMTI2eh8vqVDEFhUiLH/2SHPGUM6/+U7/nSIgqku1/7qHL8QgJjI/ADFmHY3R8VSan9IwZM9wNq+IE7k9Or/dWq66et7AheZPhwBnmSgxc2O1bKHKCTr1NJjaadyk3TStaht5ARph7VddbryB105uw5pmx6MEHMXyhAlokZolE1nthT8hJ+rcnrh3HtkgABOV+a6nys07cXntj13L2teHvDxRilz5IgLkY7ecPIM1Ay2o9vAWZ+smfiqjFp/CLAznGLHoakJ283n2NK1sGsDtjnlsoV88ZmJLlIRSQCmRRVzXKT8fJnVi5LVKTUZH4kR+KyI88oEvuTiIB/X1Rvz2JXbJpAwIqe/WQ+txS9/lNAhNNwDnYh+5P+jHsflkka7QlLULyknl+bnLOvi58eKVf3jfFY3HqSixICPEu22VHT3cv+oc8QalNUj5pUTIWjOWKPdEnxfbuGwLqPXMq7pUh/hXcN+zvqRONWfIEnpO5EUYvfir/NmfClZxAeL539YFHPPspf/G8Z1Jkrc+Ko5Ys2LvZeGCvFridb2cn6j0vlZSXW3clfdLW6K/kWErR/i/7DJUcRaCM7cUo/Q+J//n5NKx+9Av4vERrW6GL1hYotP3qvxsqsjFLLKiUa1/oh9aK576yUmtixddeRrG5GmV+ZbTD2obZWozqI6VUcjQi3CABEiCBqSUQO28BVsgnXIpdkIJ0+YyZYhLcbt/+1qQxa7EACUxLArToTMvLFkpoF7paW/CfN25JAcWVyIT4OUlYmpqCyXlRY8fR7ETscrsGF0cUSab1cLZYMJQKZlisZmR9aT2sX7fKQqgey0SoM7utfPt5ZCeqrmHF6Bw9ECYQwG31YFzJ1YWDG1Kx96EadB/dEeCaYFwl4lxXD868fhoXrwP/7bkCZKf4zESDXRfx8ZC8zFNcxuLisDBZIqcFvcpwoqerW97kXZc3gybMMY3gurzUi4+PR7xMFJo/fxEjnUV8Me5+Qf1bMf323Zfk/u5RZa9SmIq3lGrf/CYBEiCBaCeg3jOn4l5JRSfafx1RLp9zcNA99yUmYZ7BoDpYeJfLKfNBJASyhCie9CTm+Yu2D90rRscnPYS0sIELJl0adkACd0xA/7DQb99xw2xgXARU9mqlqXh4q33zmwRIgASinYB6z5yKeyUVnWj/dVA+EiABEvAS0D8s9NsEdHcJqOzVXqfi4a32zW8SIAESiHYC6j1zKu6VfxLtcCgfCZAACZAACZAACZAACZAACYyXABWd8RJjeRIgARIgARIgARIgARIggagnQEUn6i8RBSQBEiABEiABEiABEiABEhgvASo64yXG8iRAAiRAAiRAAiRAAiRAAlFPgIpO1F8iCkgCJEACJEACJEACJEACJDBeAlR0xkuM5UmABEiABEiABEiABEiABKKeABWdqL9EFJAESIAESIAESIAESIAESGC8BKjojJcYy5MACZAACZAACZAACZAACUQ9ASo6UX+JKCAJkAAJkAAJkAAJkAAJkMB4CVDRGS8xlicBEiABEiABEiABEiABEoh6AlR0ov4SUUASIAESIAESIAESIAESIIHxEqCiM15iLE8CJEACJEACJEACJEACJBD1BKjoRP0looAkQAIkQAIkQAIkQAIkQALjJUBFZ7zEWJ4ESIAESIAESIAESIAESCDqCcREu4QzZsyIdhEpHwmQAAncVQK8L95V3GN2xusxJiIWIAESIIEpIRC1Fp2nn356SoCwUxIgARIgARKIhACfU5FQYhkSIAESmDoCM0YlTV33vp7VN2JG4oQ75muBWyRAAiRw/xDgfXHqrjXZTx179kwCJDD9CEzlPTNqLTrT7zJSYhIgARIgARIgARIgARIggWghQEUnWq4E5SABEiABEiABEiABEiABEpgwAlR0JgwlGyIBEiABEiABEiABEiABEogWAlR0ouVKUA4SIAESIAESIAESIAESIIEJI0BFZ8JQsiESIAESIAESIAESIAESIIFoIUBFJ1quBOUgARIgARIgARIgARIgARKYMAJUdCYMJRsiARIgARIgARIgARIgARKIFgJUdKLlSlAOEiABEiABEiABEiABEiCBCSNARWfCULIhEiABEiABEiABEiABEiCBaCFARSdargTlIAESIAESIAESIAESIAESmDACVHQmDCUbIgESIAESIAESIAESIAESiBYCVHSi5UpQDhIgARIgARIgARIgARIggQkjQEVnwlCyIRIgARIgARIgARIgARIggWghQEUnWq4E5SABEiABEiABEiABEiABEpgwAlR0JgwlGyIBEiABEiABEiABEiABEogWAlR0ouVKUA4SIAESIAESIAESIAESIIEJI0BFZ8JQRnFDrg4czJ6BGduPYXCyxRxsxcH9x3Bx0BVhTy60NTSgwx5h8Tso5uw5j5Mnz+Dc+Va0tnXAeQdtTVRVV9cZbMnejv0HDwu3g2joulOp7Dj9yk4cO9eBSK/ARJ0L2yEBEiABEiABEiCBaCIwY1RSNAg0Y8YMtxhG4oQ7Fg2yR7UMri68YkpFmVdIS2k9GvZlT5rIHad3YmVutbt9s7Ucvzy9BytiwnRnb8WWxEzUSZG8gmLkv1KC7JTYMBVu/1Dr4WxkFjZ6GyhAu+Mo0ianq4iFtLceRmJmoVb+1CUHclbcvlCurtMwpeZ62yuSczxkeI6uvnP4qxerkZS5DJiVheI9m5GgScGN6UCA98Wpu0pkP3Xs2TMJkMD0IzCV90xadKbf72V8EsckI+dEsVansWQ9XnmrS9uf2I0enNzvUXKUdrM2/TcsDKfkSJmOfz3uVnKU8rXVV2CKH6OCUvA200OW57SaNe2VhgqAVuAubcQlLYHZ25eltOmOlByIjeqNA6qSozR6DcMhzsNx5Q+orqtFWUkZ3vx0JuICyw22YX92No6en3QbYGDP3CcBEiABEiABEiCBCSEweaPKCRGPjYQl4BpEW8sHQPwcxMebEBPjuZwmk0lXzYTlz/4QzTVXkJVf684v25SPDFst1i82wTUyAkj5EeXbmzzbLrgcIxgevo6ROQ8jY8U89XDI775ztSixeQ4XnWjHoa1pxmVd0rbIGoMuvJ5b4SljLsalCwewwrjGhOTGmWZ528lD5srbt5pMiDDeRmIW/blb0VGwJS6cfUdN9507DK8xDRBrWqdY01JC/QvXWAAvfesJuRZqcuFiw+t4bv0uuC9l1teR1P5PyEkLff1dTnG3U66n9/entnRn3/IbEd+7iW3zziRibRIgARIgARIggelFwDe+mV5yU1qFgOMDFGZlQXXGihxKI3LNyREXN5c348KeNWOU70HVd/dqZRp+fwr7OxxwOERM+TM8PCyfT2Dvvoy6Rhuq2h149oMKzaVOGVWfP3kM/2a/iZs3b4pxwonr8u0YGMCVa5dhqxXntuKzaDmwUTco93Tn6mlATvJ6XDabkZSUJJmJSExUjiUgweuPFR//IJqrvUoVapGXIxanRfFuuTytAHa7d6LQ0BCG0I/GxuU4230aG5cY/TOx48wrP8CbWIrPpyxDYsJMPDBzJmbKR0m3bt1S/kD+4pa029t7ER2OJ/DqgZwAFzGfggk57dtO4gL4vXUqf1Ea3UrOIN46/CNsKhxG88BxrDHUVfLwpVUKJCc6zv8KB4tzUe33g5LfyqF6OI7mwFg1tOP1pxOxS60j10CuglwHaVIugvsyRHhSQ8K9v79fSttg8yrMeTU2HN+RHmELLEYCJEACJEACJEACPgJGIzjfUW5FNwGxxOjVFbMMMsdMMoBUxpBjF/UNNpfH6i1Exj2cP/ySZs1RStgqSjwWAePiuP7Br7DXqioeSqEybNsWorCa/eYHsIuiEzhed1x9z+P+po6O1fJhvm3ituUdS4crhQ+u2kXRCexRqeLCfzVXBygFYZpSDlmW4ydhiix6MD7M0XCHBnF0e6aob0qyoL5XLGPyL9vZcVaUHI8rYdbX09HbsAcLgpqpxd8eeQzDrxeiVgckr7gSBc/n4LGVSxA7nruEXANdM0G9jTfD1hvK+W68LbE8CZAACZAACZDA/UZgPEOY+43NtDrf8uYB7DF+ZX+b52HH0S3ypl4MKWOlvvOHkVXoKWguqEHNd/8Mx/PWo8I74q1qasFjM0dwQ7FyiIvcoCgmp/blagPzE02vIm22CTc+egPrcku83VlRb9uP2Z9+KlYRqTt4FVdvrQieSyKlE5Y9KsN7uC1bxSea8HzGXKUb/yRKYd9v/wbrdynqgAUnmiohxaTlwCRK3XCrWMq2jWEpS8AjG63S6RCseclYFB+PeDFjXCsr856XKJN5Rch+cBjXrg2jW1wF+1enBlhzpO8YnxL5eMbKQGEi2HeKZenr2nWqbP4nZHu1mdgVW9F5tgOpm4Rp4148d/BxNOxZG9RmdaEaDMGC8hM/xnPPrkNKQqS3hgR848hZ3DzzgbjePYgHHvBYtRTLlmrd8nelDOpec5tUrGCez2e49dktXBMLz6MbHg6uwBwSIAESIAESIAmTnp4AAEAASURBVAESiIBApKOZCJpikakkEIHRZdziqTNawlV0dpzBU1nqQDkPNa/uQIZ4QpnP1KEh1ep+u3/klx/jwqHNWjPnJJSyaj3IO3EEW9d65/JkpKOl6gNkupWROvyi7Sc4ujV4YK41pG4kzNUsWynpX0BamuKKFZycWC+ZiqKTiLTH0kMHI3CNaO0Ft6LmxGDtnjcwukfd93y7nn8YtavyZScPtTWHkK79CzsueXY0HN2Pt6/PwcKFiUiY+QBm4iPNApL/N0cwP3cJPpNBvji8yaDf48Z3/fp1fHpzIV744U74B2QbxOmX/wK5Xo1SmRe1O0DZTdm4D7aaj2HOrxZdZx0OPzkQVMZsLcLe3TvxbHaavyKmzaXynFuov/PSNmK3fJhIgARIgARIgARIIJoIaMOwaBKKskQHAXXKyFAIcRQl5+mVHmVGKVLe9DO3kqNsx6Rsxi9q8rBKAiDYKqx45audOLAxBecOb8e6vV4zkaUSPwsIWJCx8whqztYiX4pUb1uFxzMc2DGOGNA3R0KvHjMyop6RCKiYcownnYhXWrCdR0pHlBxaH3YMy/wkP83B/j7+eldJaEtRbSGsih4WIs3d8A3NaucOD/3UOlRrfmJmfDVtGOdkTaIbtzwWkc+8FhLo3L8Ks0qxYfQQUrU+rKj5+SFkGLCwtx9BovkqbL0lSF9gUEBrgxskQAIkQAIkQAIkEH0EqOhE3zUZl0Td3tJO79i8RyJvJa8rhNlikSnhSlIn5nsLGn7J5Hu3NtOPfgkUsLyyBW/sfgQJyy3uuTxbvrg4qJaz4yTiVm7T8q2VzdizVp0B4hRLQyH6n1gPq1hQhvKKsS51vswZOYZ1hepIXuaS1L4UMGfEjottvVj7/XKgbq8EDqvDhtRIBtg+969EU1CgZE1GkxZpLEEJNBc66dzJQhca+0hwFyb35Hyz2YLly8Wik7AI6K5GrXciv9ma5w6QoLUs7nAfVlRoitHSOb5zcw1d0Sk5Sg0bNmVmalVDb1TgJVE2655R7XXG1i+lfnfbf8jfapgXlqHKNoSd6aHLhu6PR0iABEiABEiABEhgaghQ0Zka7hPTa6wZrzWfxX98cgvLP+cZBF999w1327ZGNQzWbXTl1ppisfVQA7aGqB6b/BXUlefBulcUl6JT+PnuNb6Sfe9gf0W1WHJkIry5CLbXDiDdra/swMjAWrz+o+/jZt5ryA6IZubs+GesMvuUp5LvbUZAEV8fui3XJ3/0uX/93a9g3r4MN24o7l+6JHNGbrRf8GbU4uyvCzAseoYybcg/ydySkXaoCqT/sTvcS8jA6ZFRJRKzllwdT6LWqzC+sP817PaA8h3fuRomrytcmk7pi13xBIqlVJnMN8orWI1lS/8Ui+fMQeKDCZj/wHw8MG82Zs+eLWHHZe5QXCLmzzfhXNlzsJY1orEwH//65UMokPpylfBRt1PChwcolPY2HN0m18+drPjCUio5Xhj8IgESIAESIAESmCYEdEOuaSIxxdQRiMGKNRv91p5ZtunHqDP/GPOUga6YLUJNBDfJAHj4wzeRuUmdX+Np1izWl/LNEUwAj12AzXtq0P7kd5G0Zo3OC8yFMwde1hQP2C6ge8CFdK/GEjNvBXYe9ShjuhNxb8Ymp8vMFs8sGkt5EzIi/HU6+nt8/VXkIlMfzC2wE+/+Xuu6EEf8s1VLmX/u7e/plRylFcew3duYBY8uDj5hvSucv7tdCkrEDHdAjZ8dgUibi8tgLsuCzfwMPjfH5F1M1IbclWtQULoNjy9bKq1IKOwrF3GipMLHtOA7yJwXQQcsQgIkQAIkQAIkQAJRRCB4ZBVFwlGU8RNYkJ6Nzelj1+trPYmX3EqOEpJameiRhzrbz6Su6n42dhsyEwdpouTo0+D5I7Cq4daURUBbPKGO9WVCbut+jclzJCRahCnhIYkWVpCHDlkrJykuDnHyUdKsWR73rNhYj7XCebkBeyuU+UFmFJW/4A5GoJu14167R5a+dK/jo6z90+9YjM2P3K0RfiLmGsRxdn56XTkVwxQrSk5f61v4pW0Af7pYrDhiwZk9czZMsnis221OQs8Nj9wQ69YNfCbrEQ3cmolDTTZ8cW26hOjuQ7p66eX6V5fIx7CXPDT/ZHPQ2kWGRZlJAiRAAiRAAiRAAlFEQDe0jCKpKMokErDjrYMvYZPicuZOouQUVKGzcidSAryXxi2EsxW7tQhsBWj5XQlG/u0kTt6aj8WKhcm9mKZiZXJHmfZvXvJMN2yay1jtLxrx8pdGMDJ8A7duSEjqgf/Ef0l46W9LFLYgMRPSseeoEtUsfHJdTNQUne98b7cuIlr4epN5VK/IGIVAuPKHd7TujY63nd6LXWVaRAKtrPGGGU0DF7zrEC3AngtDeKqhER9dHUDPtV5ljVZ3io1VXOCSsCLtUXwhIyASm3HDnlzXINpaLsMkLnRxcTGaNTGUVdG/KbnWopi5F5eVKHOmxauRtiToSvtX4R4JkAAJkAAJkAAJhCFARScMnHvvUA8OZidjr276TlFNM366Y80EvLG349iL6qKVgLXqZYnA9iGyN421Hk0Iyo2FyFQsDvpkrsQ3jBQdfZmItu1wB2eLgl//lfe9iow5E4sNpsGYZnkzLdn4nMHxBSmqWcaCgqLVMFpydPjaBVS7Ix4sx2z1nJ1dOPPzt/HAqhVYJC5rX92a4RcgLiKMAYXaavMljLViMbvzZC5vxoU9/tbCO2+VLZAACZAACZAACdxPBNRhz/10zvfvuTqv4h1NybHiVHsNctImxjXr3MHtkEjSuuSxPyS6c8wSvS0Jy83J7sG03a7OS9EVV47U1cI3TDbDYpG4cf0SCU6K2Ww2WHIeDRqM95w/jdPn+/GgWCD0i1WqVgR10Urx58Inbyrr2yhpCLZ3zgOzfQuGKgtVKkmxKmgLV372GfqvXZM5SDnIWbPEfXyi/2jRqJMWYn64xhNnBVuy9OWtz6Py0A7DMq6Lx7yKjq+Cs/ttWPPVwA/F6BwRRecO7wYjntB9vk7uaMvtfHdHLbAyCZAACZAACZDA/U3gDoc29ze8qT17FzrOv4seGa3PVSJrybyMmJg4t1uYOsiP0c98l+0Y+6eayKX1ldiyMgaDg4NaHpQFIpU9GewrA/4R2XeMDGN4eBif9t5C+lNrscDgF9N6VLc2jtraTUXR0UcZc4rLXCmuSvCCHaGUBtcebDGZ3cqOtaoWb+xMV1uTtW1EMv35eI/8+89zURhB8AFfQ8pWI/LXZ/lnhdsrSsXImsmYp9KD377uUe3MWSnwBY82EGbIIE+fNXQTDtk3cvZyDPvNRHLX0gd+KG/6IVKCrqsLbW/9CyDnnR6hLvzIt2pwySohtBPjECvXSv0desSU319QH8pldf/iPEW8vzm7YwimhGRPHv+SAAmQAAmQAAmQwG0SMBh63GZLrHZ3CdhteDFrnbbGyng7L1mfipJxVbKgeagBC/zcp5xoOPhNrNcWALXC0ljnJ5NncOvCW6+swSb3XJIyXDhhw6GtOiVGlcPhsQK5d92KknpAvo1GyZK9PC1P/tbKx4Ki4qzQyoIEKOg/XeJde8aMvKJnsCysZuFAc5lnDRtr2tIJcO0TEQNT30W85Z1ek/XoQwZ92NEii6eqSacSqFm+78ZdmD/jiHvdI1+mZ0uxhgUnH+tYsWz5JVcfTpc8h1wJRQ1LObob9iASe1bsghS/CIB+bYbY8VPGJWiEoqglzItQswrRJrNJgARIgARIgARIQCFARWfa/g58A9WpOAWX/SKOvLQK2vqfsiqL7V9eRduLiWj0jc29osUgOeMZ2fYMuCu2mXHtWhNqdq/1/wGKt5KfHjWeExPXrbIDxq5bajOu3GWodq9JY8aen8raPmF//S4ce18UHcXgEmwQUZsM+x14hVzisueSSGmq1aWv7W1NKXw8I9mwLa3r5AR/VgalzWabuPgZHAibJWGtl6mKhVgJz/0jvr9um8+FsHEvkrd/Do7jOZrcYZvjQRIgARIgARIgARKIEgJ/EiVyUIzxEoh7GK82NaPF1o5LlzrR3d2N3t5eDChhhAeGMCTzJdwfCZOsRLJyiLVkpLdeAit7UnlTN0ZH1GMOX3l3/QF3W0qbnZ2X0G5rkX5qkKlpIU688QO9kmNFffdR96KghtNvpMv0nAMYsJ3Q+q8tXIecgw0eV7nxnrtRea/rltEhNU+/Js2w4ucVNo1ZIGxtRWWLd1uMnOhqa8DhV7bDlJiIF49d9NZz4d1/Pu3dLkDWSlX98W/WEyBbgjt8OT28Emipwm8ujGJ0NPgzZKvyb9RvLxkLYl3oaT2Dl7NNWKlXcuRq5RUUodL6uTGVLL8muUMCJEACJEACJEACUUAg7DvtKJCPIoQiEDMPGWvHG5VqrlvRUF76x84WrSVGXIW8vwB1rZlQ3fnnxyLn6AiaM/KRtasbZztPI9vr26QOzP3Le/bmpW/F+c75eDp1k9uSUbd3PTbcrMev92XfMwNp3xT6WolAFg9LbbVmtVEo1L7Ritd2pCHW3oK/U9cbKngGK8f6lxjoyhcIWIIVhPLEizOFuyoiZ2KtX2uWglIUfScXlkwJLT2WXH41uUMCJEACJEACJEAC0UOAw5jouRZ3WZKwMz4ikCUGa3Yeh+MFUZrG8SuKTdmIX3fWYUOq1a0ANJaIsoOJUXZCDfTVkzHpBvzKWj7h0xgFXE4J5GD3WMKu9+DyxQ5ceO9dNL5Z7Ws2QMmxWAuw8Rsr3C5grSfLNPew0rzHjRU9Vy8+UFznIkl1+Xh65wWsNogvrYSXHjtZUFqzB1utf4EV84ytS2O3wRIkQAIkQAIkQAIkED0ExjFEjR6hKUn0EBiPkqNKHZOyGXXiCpdo9oR7fmjZXOOBvlohkm+ZjB+35XfIg13+M0piwRpSJ7DUIfPpLciT2NfGZT1zhWxhlAznpZ9jvnu+j1FfnjyzKDbbtnwFT2Y9hkdSU5Cg6g99DcjfpTZejOfXLjBuxHEd73uPDBmX8MttrPYET/DLHHPHjKr6X+Db2WJlGrMsC5AACZAACZAACZDA9CFARWf6XKt7StKE9B1oP3UFp5CLfTlpE3Nusg5PbaQtSZSBiMsatBmbZkWVFdD0FXcZMwqKX8B/t25A5iMrJUKd0T+vQVlYdb03LANQVLcTKQbtu7PE7KROi7I8ujhUKW9+MdoHirFILE16W12MuCcO/eH/IHX93hD1zXjsS+GUHDt6eoAlS1RJQjTDbBIgARIgARIgARKIMgJGI7EoE5HiTByBMdyxJq6jiFpKy9mHfRGVjKCQpRS2mheQ6HL4DfTVmsoaQ0MXXofZ6gmqXdPSiQ2yHqlDv46LWljsS3ExQ3g934wSbYFV7aB3Yx6e/IaEtq6zoaj8ZXxz8wasTlsyplXk/OF85KvGHHM5XtkcUs2Bq/uPmjI2Z+4YioY1BcnzEkQxCi4Xt2BOoPC6fbFpKeHhQphzXF3/iuTUXJTXteAvn/YtKmpvOyoWuV0SztqMpCQBKYEWlMVhEySqnJLiZW0nX1LWefLtBW4p6zRpSbaVPXVRWSWgRn9/o0STy0NTbw3WGi3kpFXmBgmQAAmQAAmQAAn4CFDR8bG497c+8Q2co/Nkx6+IdV/02mX65yA1ZYnBMN93ps6hhdrOzDmLsCQlxOjeXcqJFckSo05CNl/+vU1c3GSQr9X2bKRtrcHIVlkIMyDfeFfWHDr8ItYXqloOcOqXu6F3WhvsasMH/SYsThKVwdGBf/hRrtbUrLHQROLbprWm37iMXsV/L/DkvEVsYiVT0l5rJubYhrAz3VtwxBP42niNHm/lCf2qxbsfHRZFZ96EtsrGSIAESIAESIAE7l0CkY3R7t3zv3fPzNWFw3/1Y1z9/JeR9fBDmDfzM5w97Bs4T8qJOz9EvW8cP+4unGLBUGfRRDpuT/1aPeqfvQWYUkNGHVMF0a9rc+26Ej46nKITi63HL2CrWtnwO0Ilx9mFo4WbsataPTugtL4TOSv8+/+grhBZhUYmpAI8uSqEJmIol1hEejrQPRKHRfEO1P3tEa2UxkA2FP1GWdvo//76PJ74ZibiZMJVjNjDXGLlckic8Pfra0Qe9YIWY6Oq5EithIc2oDwvD23xD+LBpDjMlwVZZ82S6G7eRT9lB2qsN3e+u68Qf27e1JYquinbgBNOpyxfJNsOxwAc/cO4/OEnWBrP21UIgswmARIgARIgARIwIMCRgwGUeyIrJhmPLu1GYeEuw9ORceQUpy7sX52K00lWmB9ahAfFYamiulaTyfLFZdp2uI20tdlIC1dgSo850fbW36Nw0y6/ENPFp9qxLzvYZW1NwauwFmZq0dg8oltxwvYTpBn+S3Whr7fb4AxdePunK7GpIvDQIsxRQ9PFxWOR93B1fhaqPXEhAito+0V1L/jPJUpIw57jx7Xj3CABEiABEiABEiCBaCNgOHyKNiEpz+0QiMFjW7bAcJJJXhXyzJPgAqRZCSKRNwVb9xWhJLcCtiAjRhG2PKZ36oqkvbHLdLb8Tis0y3QXfvquT9B44oi/klN3CQc2r9Dk8NuIzUDJiVIseg/IeHQ1vpD+eTySviKUV5lUteO90154/Td1c5Ni8MT2SqCi0K95S3meT2GKScPLp4pRnVvmVyZ4x4zimmqUhpI5uAJzSIAESIAESIAESCAqCMyQldRHo0GSGTNmuMUwEifcsWiQPVplcA124N33JGSWpJkzZ8JkikfS4qVIWTIJSo70YW89jMRMz+C6SAb0h8YaHDtbkR2X6VYEzGYLzNlZWG+xwvr0GsybBD2k9XA2Mr2uYUV1nSJfsFXFDWuC//Q0HESyRD2rae7FjjUTq8D1nD+N2t9+hNiFj6Ngx1qfM55rEBfbPxaXPpP8b0Jc4kIsWRDs/uYa7EPXJ1dx/fowTHPmYOT6damjBA+IlzrzsUh+K/4OdhMMh83dNgHeF28b3R1XJPs7RsgGSIAE7iMCU3nPpKJzH/3QJv1UlUU07crclxjMkwhgYyeXzMVwQQmBHDMJik1g//aei/jwqhLTKx7LzWmTokwF9sl9EpgsAlP54Jisc5ou7ZL9dLlSlJMESCAaCEzlPZOKTjT8AigDCZAACYyTwFQ+OMYp6j1XnOzvuUvKEyIBEphEAlN5z/yTSTwvNk0CJEACJEACJEACJEACJEACU0KAis6UYGenJEACJEACJEACJEACJEACk0mAis5k0mXbJEACJEACJEACJEACJEACU0KAis6UYGenJEACJEACJEACJEACJEACk0mAis5k0mXbJEACJEACJEACJEACJEACU0KAis6UYGenJEACJEACJEACJEACJEACk0mAis5k0mXbJEACJEACJEACJEACJEACU0KAis6UYGenJEACJEACJEACJEACJEACk0mAis5k0mXbJEACJEACJEACJEACJEACU0KAis6UYGenJEACJEACJEACJEACJEACk0mAis5k0mXbJEACJEACJEACJEACJEACU0KAis6UYGenJEACJEACJEACJEACJEACk0mAis5k0mXbJEACJEACJEACJEACJEACU0KAis6UYGenJEACJEACJEACJEACJEACk0kgZjIbn+i2Z8yYMdFNsj0SIAESIAESIAESIAESIIF7kAAtOvfgReUpkQAJkAAJkAAJkAAJkMD9TmBaWXRGR0fv9+vF8ycBEiABNwFauPlDIAESIAESIIHwBGjRCc+HR0mABEiABEiABEiABEiABKYhASo60/CiUWQSIAESIAESIAESIAESIIHwBKjohOfDoyRAAiRAAiRAAiRAAiRAAtOQABWdaXjRKDIJkAAJkAAJkAAJkAAJkEB4AlR0wvPhURIgARIgARIgARIgARIggWlIgIrONLxoFJkESIAESIAESIAESIAESCA8ASo64fnwKAmQAAmQAAmQAAmQAAmQwDQkQEVnGl40ikwCJEACJEACJEACJEACJBCeABWd8Hx4lARIgARIgARIgARIgARIYBoSoKIzDS8aRSYBEiABEiABEiABEiABEghPgIpOeD48SgIkQAIkQAIkQAIkQAIkMA0JUNGZhheNIpMACZAACZAACZAACZAACYQnQEUnPB8eJQESIAESIAESIAESIAESmIYEqOhMw4tGkUmABEiABEiABEiABEiABMIToKITng+PkgAJkAAJkAAJkAAJkAAJTEMCVHSm4UWjyCRAAiRAAiRAAiRAAiRAAuEJUNEJz+feOOrqwMHsGZix/RgGJ/uMBltxcP8xXBx0RdiTC20NDeiwR1j8Doo5e87j5MkzOHe+Fa1tHXDeQVsTVdXVdQZbsrdj/8HDwu0gGrruVCo7Tr+yE8fOdSDSKzBR58J2SIAESIAESIAESCCaCMwYlRQNAs2YMcMthpE44Y5Fg+xRLYOrC6+YUlHmFdJSWo+GfdmTJnLH6Z1YmVvtbt9sLccvT+/Bipgw3dlbsSUxE3VSJK+gGPmvlCA7JTZMhds/1Ho4G5mFjd4GCtDuOIq0yekqYiHtrYeRmFmolT91yYGcFbcvlKvrNEypud72iuQcDxmeo6vvHP7qxWokZS4DZmWheM9mJGhScGM6EOB9cequEtlPHXv2TAIkMP0ITOU9M9wQdPqRpMTBBGKSkXOiGGXbPKpOY8l6vPJYJw5sTAkue8c5PTi536PkKE1lbfpvWDjGL6zjX4+7lRylfG31FRT89RgVlIK3mR6yPCc1PYpOTXuloQJwm03fdrW4pCUwS22bfCylTXek5EBsVG8cUJUcRaRrGFa+DJLjyh9QXVcLBb65+CxKA8sMtmH/1wuxsOyfsHPNvMCjvn1nD85fuIo5D85BXEwcTCbIR/6oKSYGkVxRl8tnfxoZGQHk43A5cP3aMJIeyUAKtTCVKL9JgARIgARIgAQiJBDJGCTCpljsrhNwDaKt5QMgfg7i402IkUGlkvwGmjBh+bM/RHPNFWTly8BWUtmmfGTYarF+sQkuZVApA1P34NJ9VBljSp44PrkcIxgevo6ROQ8jY0WYwa63Xt+5WpQoI3ZJRSfacWhrmmcn8K8Mal3uAXAXXs+t8Bw1F+PShQNYEVh2AvfjTLO8reUhc+XtW00mUCTELPpzTdFJXDj7jpruO3cYXmMaINa0TrGmpYT6F66xAF761hM6ZcSFiw2v47n1u9zKF7K+jqT2f0JOmvH1v/jLvcja5vld3ZHwYSqby1twYU9GmBI8RAIkQAIkQAIkQALBBEINg4JLMif6CDg+QGFWltdGMR7xGpFrTo64grm8WQaaa8Yo34Oq7+7VyjT8/hT2dzjgcEA+DlGYhuXzCezdl1HXaENVuwPPflChudQpo+rzJ4/h3+w3cfPmTTFOOHFdvh0DA7hy7TJstWJ6EMtDy4GNukG5pztXTwNyktfjstmMpKQkyUxEYqJyLAEJXktAfPyDaK72KlWoRV6OWJwWxbvl8rQC2O3eiUJDQxhCPxobl+Ns92lsXGL0z8SOM6/8AG9iKT6fsgyJCTPxwMyZmCkfJd26dUv5A/mLW9Jub+9FdDiewKsHcgJcxBSl0pvktG87iQvg99ap/EVpdCs5g3jr8I+wqXAYzQPHYWyYycOXVimQnOg4/yscLM5Fterd5xZGfiuH6uE4mgMj1TA1/ctSanIVnW2Pi3sdEwmQAAmQAAmQAAmMk4DRCG6cTbD4lBEQS4xeXTHLQH/MJAqFYnQZu6gNNqWgpOWxOlckT1bQ3/OHX9KsOcpBW0WJxyIQVNKTcf2DX2GvVVU8lLwybNsWorCa/eYHsIuiE2hbcFx9z+P+pgqslg/zbRO3Le/phSuFD67aRdEJ7FGp4sJ/NVcHKAVhmlIOWZbjJ2GKLHowPszRcIcGcXR7plfdsKC+Vyxj8i/b2XFWlByPK2HW19PR27AHC4KaqcXfHnkMw68XolYHJK+4EgXP5+CxlUsQG+YuoVPTUFzfjQPZC0VH9bihxcTEYrDlMBZmKXOQzKjvPg85DKcrRtoUmXMWYpfor2aZN9aybx1c3noQVTbG0YKc+Vnu6xo720jFCjoRZpAACZAACZAACZCAH4EwQxi/ctyJcgLlzQPYY/zK/jYlt+PolkT3QHSsBvrOH0ZWoYxYJZkLalDz3T/D8bz1qPAOnKuaWvDYzBHcUKwc4hY3KIrJqX252sD8RNOrSJttwo2P3sC63BJvd1bU2/Zj9qefilVE6g5exdVbKxDnPar/Slj2KCySoRgiik804fmMuUo3/kmUwr7f/g3W76qVfAtONFVCiknLgUmUuuFWsZRtG8NSloBHNlql0yFY85KxKD4e8WJNulZWptk3zHlFyH5wGNdknkm3uAr2r04NsOZI3zE+JfLxjJWBwkSw7xTL0te161TZ/E/I9mozsSu2ovNsB1I3CdPGvXju4ONo2LM2qM3qQjUYggXlJ36M555dJ3Nixn9rWDxXsQyJEqPTjGLjVXfB5ZibIAqLNOs5HAvtyJy5imqDGF098afUsfLN3wkSnhkkQAIkQAIkQAIkEILA+EczIRpi9tQSiMDoMm4B1YFouIrOjjN4yv3GXimVh5pXdyBDxrvmM3VoSLW6rSZHfvkxLhzarDVzTkIpq9aDvBNHsHVtmudYRjpaqj5AplsZqcMv2n6Co1uDB+ZaQ+pGwlzNspWS/gWkpXn91dTj3m8n1stWrXwSkfZYeuhgBK4Rrb2AJnS7MVi75w2M7tFlyabr+YdRuypftvJQW3MI6dq/sOOSZ0fD0f14+/ocLFyYiISZD2AmPtIsS/l/cwTzc5fgs8/cDm/i+eZx47t+/To+vbkQL/xwJ/wDsg3i9Mt/gVyvRqnMi9odoOymbNwHW83HMOdXi66zDoefHAgqY7YWYe/unXg2O02nXCgno86lku2IEhWSiDCxEAmQAAmQAAmQwF0hoA3D7kpv7GRaEVCnjAyFkFpRcp5e6VFmlCLlTT9zKznKdkzKZvyiJg+rJACCrcKKV77qifR27vB2rNvrsf7AUomfBQQsyNh5BDVna5EvRaq3rcLjGQ7sGEcM6JsjoQfbIyPqGYmAiiknlEeUKDq3mxxaH3YMy/wkP83B/j7+eldJaEtRbSGsih4WIs3d8A3NaucOD/3UOlRr7mZmfDVtGOdkTaIbtz7DLVGWPlPmCClWtF5f7LXCrFJsGD2EVK0PK2p+fggZBizs7UeQaL4KW28J0hcYFNDa4AYJkAAJkAAJkAAJRB8BKjrRd03GJVG3t7TTOzbvkchbyesKYbZYoEzL903M9xY0/JLJ925tph/9EihgeWUL3tj9CBKWW9xzebZ8cXFQLWfHScSt3KblWyubsWetOgPEKZaGQvQ/sR5WsaAM5RVjXep8mTNyDOsK1ZG8zCWpfSlgzogdF9t6sfb75RL2eK8EDqvDhtRIBtg+969Ek5Fzm0dMkxZpLMEdBlkTPnBD504WeGg8+z6p1FomsSWJtctswfLlYtFJWAR0V6PWO/nfbM1zB0hQS0soPXxYUaEpRkvn+M7NNXRFp+QoNWzYlJmpVQ29UYGXRNmse0a11xlbv5T63W3/IX+rYV5YhirbEHamhy4bqj+T5qBm5CYYqhbzSYAESIAESIAESODOCVDRuXOGU9dCrBmvNZ/Ff3xyC8s/5xkEX333Dbc8tka/0Fnjk9GtNcVi66EGbA1RMzb5K6grz4N1ryguRafw891rfCX73sH+imqx5FTLqL4IttcOIN2tr+zAyMBavP6j7+Nm3mvIDohm5uz4Z6wy+5Snku9tRkARXx+6Ldcnf/S5f/3dr2Devgw3bijuX7ok0dButF/wZtTi7K8LMCx6hmLw8E8SOW2kHaoC6X/sDvcSMnB6ZFTCgPvacXU8iVqvwvjC/tew2wNKK+DauRomrytcmk7pi13xBIqlVJnMN8orWI1lS/8Ui+fMQeKDCZj/wHw8MG82Zs+eLbqSzB2KS8T8+SacK3sO1rJGNBbm41+/fAgFUl+uEj7qdkr48ACF0t6Go9vk+rmTFV9YOn4lR6na/UeV+SN40KeneZrlXxIgARIgARIgARKYRAK6Idck9sKmJ4lADFas2ei39syyTT9GnfnHmKcMdGUCvv+aOj4xTDIAHv7wTWRuUieie46ZxfpSvvlhX8FQW7ELsHlPDdqf/C6S1qzReYG5cObAy5riAdsFdA+4kO7VWGLmrcDOox5lLLDp2OR0mdnimUVjKW9CRoS/Tkd/j6+/ilxk6oO5BXbi3d9rXRfiiH+2ainzz739Pb2So7TiGPaGtBaF5dHFwSesd4Xzd7dLQYmY4Q6o8bMjEGlzcRnMZVmwmZ/B5+aYvIuJ2pC7cg0KSrfh8WVLpRUJhX3lIk6UVPiYFnwHmfMi6MCgyHD/NU+uJWXMxWMNqjOLBEiABEiABEiABG6bQPDI6rabYsVoILAgPRub08eWpK/1JF5yKzlKSGplokce6mw/k7qq+9nYbSghtNJEydGnwfNHYFXDrSmLgLZ4Qh3ry4Tc1v0akyUSV6Qp4SGJFlaQhw5ZKycpLg5x8lHSrFke96zYWI+1wnm5AXsrZPKPhDouKn/BHYxAN2vHvXaPU44q6/goa//0OxZj8yO3OcJXBBhXSsRcv6hjnsrOT6+HbCVWlJy+1rfwS9sA/nSxWHHEgjN75myYZPFYt9uchJ4bHrkh1q0b+EzWIxq4NROHmmz44tp0CdHdh3T10sv1ry6Rj2FPeWj+yWYlWNptJCf+2FrrrmfOSjGMmHcbjbIKCZAACZAACZAACURE4PbGLxE1zULRScCOtw6+hE2Ky5k7iZJTUIXOyp1ICfBeGrf8zlbs1iKwFaDldyUY+beTOHlrPhYrFib3YpqKlUnmawTO95c80w2b5jJW+4tGvPylEYwM38CtGxKSeuA/8V8SXvrbEoUtSMyEdOw5qkQ1C59cFxM1Rec739uti4gWvt5kHtUrMoFIlH6v/OEdrXuj422n92JXmRaRQCtrvGFG08AF7zpEC7DnwhCeamjER1cH0HOtV1mj1Z1iYxUXuCSsSHsUX8gIiMRm3LBxrqsbb3u1p+UpybepLBk3zVwSIAESIAESIAESGIsAFZ2xCN1Tx3twMDsZe3XTd4pqmvHTHWsmYBBqx7EX1UUrAWvVyxKB7UNkbxprPZoQgBsLkalYHPTJXIlvGCk6+jIRbdvhDs4WBb/+K+97FRlzJhYbTIMxzfJmWrLxOYPjC1JUs4wFBUWrYbTk6PC1C6h2RzxYjtnqOTu7cObnb+OBVSuwSFzWvro1wy9AXEQYxyhkt70J1Ytw05dSxyjNwyRAAiRAAiRAAiQwsQTUYc/EtsrWopOA8yre0ZQcK0611yAnbWJcs84d3A6JJK1LHvtDojvHLJHGkrDcnOweTNvt6rwUXXHlSF0tFMcyTzLDYpG4cf0SCU4ybDYbLDmPBg3Ge86fxunz/XhQLBAPPCCBBMRqpHzUuUnKtjuZ4vHJm8r6Nkoagu2d88BsXyQwdxhmOTIipiZl2/357DP0X7smc5BykLNmibvmRP/RolEnLcT8cI0nzgq2ZOnLW59H5aEdhmVcF495FR1fBWf327Dmb/NmFKNzRBSdCb0bDKLmB+r8r2JsXGWgpfnE4RYJkAAJkAAJkAAJTDiBCR3aTLh0bDAMARc6zr+LHhmtz1Uia8m8jJiYOLdbmDrIj9HPfJftGPunWnul9ZXYsjIGg4ODWp57gUhlTwb7yoB/RBaMdIwMY3h4GJ/23kL6U2uxwOAX03pUtzaO2tpNRdHRRxlzistcKa5K8IIdoZQG1x5sMZndyo61qhZv7ExXW3MvXukXrsx75N9/notC1WzgKz3GViPy12eNUUZ3uCgVI2tud56Krp2gzR789nWPajfmHJahoMr+GUMyr0hygtz6JM8x7DcTyV1PH/ihvOmHSAm6ri60vfUvgJx3+m3owucO56PQq1Tn1XzLoH1/8blHAiRAAiRAAiRAAhNNIGh4M9EdsL1JImC34cWsddoaK+PtpWR9KkrGVcmC5qEGLPB7Me9Ew8FvYr22AKgVlsY6P5k8upYLb72yBpvcc0nKcOGEDYe26pQYVQ6Hxwrk3nUrSuoB+dYrbbrs5WlanDYUFWeFnvAuAQr6T5d4154xI6/oGSwLG+7YgeYyzxo21rSlE+DapxNa3ey7iLe802uyHn3IoA87WmTxVDWFXgpVSjTuwvwZR9zrHqnl1W/FGhacfKxjxbLll1x9OF3yHHIlFDUs5ehu2INI7Fmz3GsYKQrtizIHTLXNFeB/fNPgWsOFm17lra7wOFq/9QgydIuSOu0++fxk4w4JkAAJkAAJkAAJREiAik6EoKKv2NQOBF32izjy0ipo63/Kqiy2f3kVbS8motE3Nvdii0FyxjOy7RlwV2wz49q1JtTsXus/uJeABH561Higi+tW2QFj1y21GVfuMlS716QxY89PZW2fsL9+F469L4qOMl4PNoioTYb9DrxCLnHZc0mkNNXq0tf2tqYUPp6RbNiW1nVygj8rg9Jms01c/AwOhM2SsNbLVJONWAnP/SO+v26bz4WwcS+St38OjuM5mtyhmutq+zUO7rNC03GkYI3tVXd0u+A68/CILGoL93pPFchcqJjlFBdH+ZKTGPdpBHfAHBIgARIgARIggfucwJ/c5+c/fU8/7mG82tSMFls7Ll3qRHd3N3p7ezGghBEeGMKQrLHi/kiYZCVUskOsJSO99TKU9KTypm6MjqjHHL7y7voD7raUNjs7L6Hd1iL91CBT00KceOMHeiXHivruo+5FQQ2n30iX6TkHMGA7ofVfW7gOOQcb5L3+BCWv61a41vRr0gwrfl5h05gFwtZWVLZ4t8XIia62Bhx+ZTtMiYl48dhFbz0X3v3n097tAmStVNUf/2Y9AbIluMOX08MrgZYq/ObCKEZHgz9Dtir/Rv32krEg1oWe1jN4OduElXolR65WXkERKq2fG1PJUpos2+av5JTXd2NHuvaj8etV2UnbsCUgT1HUPEqOpagUeeqPNaAUd0mABEiABEiABEggEgJh32lH0gDLTBGBmHnIWOu/hs3Yksx1KxrK2/LY2TIAjYmFunSLutbM2G0oJWKRc3QEzRn5yNrVjbOdp5Ht9W1SB+ZG7cxL34rznfPxdOomtyWjbu96bLhZj1/vy45oIG3UZrTliVHKm2phzo+HpbZas9ooB2rfaMVrO9IQa2/B36nrDRU8A5kuFT4FuvIFlpZgBaE88eJM4a6KyJnob4KzFJSi6Du5sGRKaOmx5NLJUWPrhbnle8jMr0WlKNK714Z3eFuwZjdGhr6FS51XcP1TCSOutTUbCxZ8ir8Z99wrrQFukAAJkAAJkAAJkMA9M77kpRw3gTu1pcRgzc7jcLwgas84BsOxKRvx6846bEi1uhWAxhJRdjAxyk6ogb6KxqQb8Ctr+YRPYxRwOSWQg91jCbveg8sXO3DhvXfR+Ga1r9kAJcdiLcDGb6xwu4C1nizT3MNK8x43/ofo6sUH6lQXX6vGW3X5eHrnBaw2iC+thJceO1lQWrMHW61/gRXzjK1LY7UxNBKLjB3ym/hmDWIj/FHEJCxAmtEitbImk1FsvrFk4HESIAESIAESIAESUAmMY4iqVuE3CfgIRDie9VWQrZiUzagTV7hEsyfc80PL5hoP9P1qjbEjk/HjtvwOeTI8Nh4giwVrSJ35UYfMp7cgT2JfG5f1zBWyhVEynJd+jvnu+T6h5TKLYrNty1fwZNZjeCQ1BQmq/tDXgPxdauPFeH7tAuNGHNfxvvfIkHEJv9zGak/wBL/MMXfMqKr/Bb6dLVamMcuGLzDLqz1GquSEbS3GFN5VL2xlHiQBEiABEiABEiABGXMSAglMBYGE9B1oP3UFp5CLfTlpEyOCrMNTG2lLEmUg4rIGbcamWVFlBTR9xV3GjILiF/DfrRuQ+chKiVBn9M9rUBZWXa9Nti+q24kUg/bdWaI4qDNcLI8uDlXKm1+M9oFiLBJLk95WFyPuiUN/+D9IXb83RH0zHvtSOCXHjp4eYMkSVZIQzUh2a+Ov0NA3370GUehSERxR1kL67D10R1CURUiABEiABEiABEggFAGjkViossyf9gTGcMe6y+eXlrMP+yaqT0spbDUvINHl8Bvoq80rawwNXXgdZqsnqHZNSyc2yHqkDlkrKDjFIC5mCK/nm1GiLbAaWGoenvxGnixyakNR+cv45uYNWJ22ZEyryHlZXyZfNeaYy/HK5pBqDlzdf9SUsTlzx1A0rClInpcgilFwubgFcwKF1+2LTUsJDxfCnOPq+lckp+aivK4Ff/l0+EVFqwtzoXPc0/XBTRIgARIgARIgARK4+wSo6Nx95lPX4ye+gfPUCRGu5/ErYt0XvXaZ/jlITVliMMz39eccWqjtzJyzCEtSQozu3aWcWJEsYb8kZPPl39vExU0G+Vptz0ba1hqMbJWFWAPyjXdlzaHDL2J9oarlAKd+uRt6p7XBrjZ80G/C4iTxqXN04B9+lKs1NWssNJH4tmmt6Tcuo1fx3ws8OW8Rm1jJlLTXmok5tiHsDBNFTSlnUUJGT0jql8jTXlfDwDjdE9I+GyEBEiABEiABErjXCUQ2RrvXKdyL5+fqwuG/+jGufv7LyHr4Icyb+RnOHvYNnCfllJ0fot43jh93F06xYKizaCIdt6d+rR71z0q8LlNqyKhjqiD68fK160r46HCKTiy2Hr+ArWplw+8IlRxnF44WbsauavXsgNL6TuSs8O//g7pCZBUamZAK8OSqEJqIoVwy96inA90jcVgU70Dd3x7RSmkMZMMzP8mG//vr83jim5mIkwlXMWIPc4mVyyFxwt+vrxF51AtajI0GSo7z0+ta25UtQ9idMT45tcqBG842bI8zuy1aDecvY/eaeYEluE8CJEACJEACJEACYQlQ0QmLZxofjEnGo0u7UVi4y/AknIa5dzOzC/tXp+J0khXmhxbhQQyjotpjPVCksHxxWUTCpK3NRlpEJaeikBNtb/09Cjft8gsxXXyqHfuyg13W1hS8CmthphaNzSOxFSdsP0Ga4b9UF/p6jWayuPD2T1diU1B45kWYo4ami4vHIi+S6vwsVHviQoSEVFT3guFcoit/eEdXx8gNUHd4XJsjWqCISJXecTXPwiRAAiRAAiRAAvc8AcPh0z1/1vfFCcbgsS2yIKPRJJO8KlmMcRLekGtWgkgAp2DrviKU5FbAFmTEKMKWx/ROXZG0N3aZzpbfaYVmme7CT9/1CRpPHPFXcuou4cDmFZocfhuxGSg5UYpF7wEZj67GF9I/j0fSV4TyKpOqdrx32guv/6ZublIMntheCVQU+jVvKc/zKUwxaXj5VDGqc8v8ygTvmFFcU43SEDLHJ/osOE7NXBTcyu3kqC1nPSyTqZhIgARIgARIgARIYJwEZshK6qPjrDMpxWfMmOFu10iccMcmRZh7pFHXYAfefU9CZkmaKZGsTKZ4JC1eipQlk6DkSB/21sNIzPQMrotkQH8oxODYLZDyR9ZKyY7LdCsCZrMF5uwsrLdYYX16DeZNgh7SejgbmV7XsKK6TpEv2KqiyTaBGz0NB5EsUc9qmnuxY83EKnA950+j9rcfIXbh4yjYsdbnjOcaxMX2j8WlzyT/mxCXuBBLFqiqg+/kXIN96PrkKq5fH4ZpzhyMXL8udeIRHx8vdeZjkfxW/B3sfHU9W0709Qy44xnEzV+C21yCJ7BR7kdAgPfFCCBNUhGynySwbJYESOCeJDCV90wqOvfkT2qKTkpZRNOuzH2JwTyJADZ2csHpdEEJgRwzCYpNYP/2nov48OqwZMdjuTltUpSpwD65TwKTRWAqHxyTdU7TpV2yny5XinKSAAlEA4GpvGdS0YmGXwBlIAESIIFxEpjKB8c4Rb3nipP9PXdJeUIkQAKTSGAq75l/MonnxaZJgARIgARIgARIgARIgARIYEoIUNGZEuzslARIgARIgARIgARI4P9v736Ao7gOPI//tCWBBJYwYP4EzAkM9smONcTSuZDtgFci6wAuM+wG4hzIWROXgfOmLDl/YOUKuiq4NYG4wp/a8oJ8DuxZuJIzm7O88dpJLdIFEgdqD3IMWcNiY+CItJi/RmOkMZoq7vX80/RoNBoJDaPp+XYiNP3vdb/PE3L/eN2vEUAglQIEnVTqUjYCCCCAAAIIIIAAAgikRYCgkxZ2DooAAggggAACCCCAAAKpFCDopFKXshFAAAEEEEAAAQQQQCAtAgSdtLBzUAQQQAABBBBAAAEEEEilAEEnlbqUjQACCCCAAAIIIIAAAmkRIOikhZ2DIoAAAggggAACCCCAQCoFCDqp1KVsBBBAAAEEEEAAAQQQSIsAQSct7BwUAQQQQAABBBBAAAEEUilA0EmlLmUjgAACCCCAAAIIIIBAWgQIOmlh56AIIIAAAggggAACCCCQSgGCTip1KRsBBBBAAAEEEEAAAQTSIkDQSQs7B0UAAQQQQAABBBBAAIFUChB0UqlL2QgggAACCCCAAAIIIJAWgdy0HHWAB83JyRngnuyGAAIIIIAAAggggAAC2SRAj042tTZ1RQABBBBAAAEEEEAgSwQyqkfnxo0bWdIsVBMBBBBILEAPd2If1iKAAAIIIECPDj8DCCCAAAIIIIAAAggg4DgBgo7jmpQKIYAAAggggAACCCCAAEGHnwEEEEAAAQQQQAABBBBwnABBx3FNSoUQQAABBBBAAAEEEECAoMPPAAIIIIAAAggggAACCDhOgKDjuCalQggggAACCCCAAAIIIEDQ4WcAAQQQQAABBBBAAAEEHCdA0HFck1IhBBBAAAEEEEAAAQQQIOjwM4AAAggggAACCCCAAAKOEyDoOK5JqRACCCCAAAIIIIAAAggQdPgZQAABBBBAAAEEEEAAAccJEHQc16RUCAEEEEAAAQQQQAABBAg6/AwggAACCCCAAAIIIICA4wQIOo5rUiqEAAIIIIAAAggggAACBB1+BhBAAAEEEEAAAQQQQMBxAgQdxzUpFUIAAQQQQAABBBBAAAGCTjb8DPhPalNVjnKe2qUrqa7vlcPatH6Xjl/xJ3kkv442N+ukN8nNb2IzX9tBvfHG29p/8LAOHz0p302UNVi7+s+8rUVVT2n9pm3GbZOaz9zsWXm158WV2rX/pJJtgcGqC+UggAACCCCAAAJDSSDnhpmGwgnl5OQETiPe6SRaNxTOfUifg/+MXsybqg2hk6xct1fNa6tSdson96zUjCUNgfJd7o36+Z7Vmp6b4HDew1pUVK4ms0n1ijotf7FeVcX5CXYY+KrD26pUXtMSKmCFjnXuUElqDpX0SXoPb1NReU1k+zc/6tTi6QM/Kf+ZPcqbuiRUXq2p4+a4dfRf2K+/erZBY8unSMMrVLd6oQojZ8GHTBDg92L6Wgn79NlzZAQQyDyBdP7OpEcn835e+nfGuZO1eHddZJ+W+rl68b0zkfnB/dCmN9YHQ45VbsX8/6TxiUKO2ebkL18PhBxr+8aGs8ob0ccO1oYDnO6ufDKy585jW+MGgMgGt+hDwdhJcoWOVblu302FHJk+qrdeCoccq9CL6uilHp1nf6+GpkZtqN+gdz4dpoLY7a4c1fqqKu042HcfoM/rlc/nl38Qu5D8pjCf72Z7t2IrxTwCCCCAAAIIZJNA6q4qs0kxXXX1X9HRQyekEaM0YkSecnODzZmXlxd1Rnma9sT3dWDnWVUsbwws3zB/uco8jZo7MU/+ri7JbN9lfQ9Nwc/mwrWzSx0dV9U16h6VTR8dXt3r9wv7G1XvCa6u3X1Mm5eWxN/WXMT6zbnm6oxeW7IluI2rTh8deUnT4+8xKEsL8oaHyqlW+YyB95oMysmECsmd8B8DQcdiKxo/8qaKvrB/m0KdaZLpTTttetOKe/sbHrGQnvvPj5i2CE9+HW9+TU/OXaVAU1Z8TWOP/YMWl/TW/l79vbtIq8IdZaY2rlByGzt2bLjQ0PciFRWFPra3qz1m7aVLlwJLPJ7QD5GZq236SJsXpvKnIuYkmEUAAQQQQAABxwh0X984pkpZVJHOE6qpqFDkGjPpqrdoiWty0lu7Nh7QkdWz+ti+Tdu/vSayTfO/vKn1JzvV2Snz1WkCU4f5+kTe1lNqavFo+7FOPXFiS+SWOuuq+uAbu/TP3s/1+eefm84Jn66a752XL+vsxVPyNJqb2+re1aGX5kVdlAcP529r1uLJc3XKXGEHL67DF9SFKgzdjzVixB060BAKVWpU9WLT4zRhROC8wiftNT0TgSlwEX5JLS3T9G7rHs2bFO+viVdvv/g9vaM79cXiKSoqHKbbhg3TMPNlTdevX7f+kPlT1025588f18nOR/TyS4tjbhHrDpgy1R7wZG4B/M6csL8JjYGQc0Xvbftrza/p0IHLr2tW3KxSrYfvtZB8OnnwF9pUt0QNth8o87Oyea86dyxWctHQo6icMuDqhHdsPn5RIuiEOfiOAAIIIIAAAv0QiHcF14/d2TStAqYnJjquuML/lJ7opEygsP69vO9Nuy9Yp+VH9xDFL/zgtucivTnWFp4t9cEegfib6+qJX2iNOxw8rI02aNmyXjYOL37nhLwm6MRer3ee+0Pw9rd+XGF7zG1b3f0G4QPEfvfoxDmvCTqxR7S28+vfDzTEhILY/WPmK6fphzGLomcn3DEierYfn69ox1PlJr5ZU6X2njc9Y+Zvtu/kuybkBG8lrPhaqc43r9a4HqU26m9feVAdr9WoMQqkum6rVnxzsR6cMUn5CX9LFOqJl/dq7MfXNWbCSI0cNtJ0EOZZnYSB78orUN7V9zSjfFXw7Ore1KsrH1CX6S2MnsI9il1dHeq6dl3Xuq7p8rlzGjbdPEPEhAACCCCAAAIIDEAg4SXMAMpjlzQJbDxwWavj/5P9AM/Iqx2LzC1JpiOlr+nCwW2qqAlu6FqxUzu//R/0evVcbQldOG/fd0gPDuvSNauXw9wid8UEkzfXLolcmO/e97JKRubp2sdvac6S+tDh3NrrWa+Rn35qekXMvlfO6dz16T2fJTFbF06531zeK9CzVbd7n75Zdrt1GPtkrrwv/PpvNHeVFQcqtXvfVpnNTMmxk7lC7zhsesqW9dFTVqj75rnNQdvlrp6sCSNGaIS5Vevihg2hepkwWV2rqjs6dPFih1rNrYKXZk6N6c0xx87tDpEPlc2IPZkk5n2mZ+lrkXbaeuAfVBVKM/nTl+r0uyc1db4xbVmjJzc9pObVs3uU2VATHgyhUht3/0BPPjFHxYXJ/2qYVFalxWU9iu1ecOHuSPvcXfaAphdzK1o3Dp8QQAABBBBAIFUCyV/NpOoMKHdQBJLodOn3ccJPtCTa0XfybX2lInyhXK2dLz+tMnMnlOvtJjVPdQd6TV75+R91ZPPCSDH7zVDK4d6D6t2vaOnskuC6slId2n5C5YEw0qSfHf2hdizteWEeKSj8ofD2SM9WcemXVFISul8tvD703ae55pMVdIpU8mBp74MR+Lsi5cUUETWbq9mr39KN1VGLzEf/N+9R473LzadqNe7crNLI37DXzTKvmnes12+vjtL48UUqHHabhunjSM/S8r95RWOWTNJnnwVueDN3vgVv47t69ao+/Xy8nvn+StkHZLuiPS/8qZaEEqX1XNTzMWG3eN5aeXb+Ua7lDSbrzNG2Ry/32MblrtWa51fqiaoSexCLPEtlr2N/57znPoyExi/eNb6/u7M9AggggAACCCAwIIHIZdiA9mYnRwuEHxlp76WWVshZMCMYZqxNNu77cSDkWJ9zixfqZzurda8ZAMGzxa0Xv3paL80r1v5tT2nOmlA3UeVW/ThmwIKyla9o57uNWm42aVh2rx4q69TT/RgD+vOu3of+6uoK18icoNWV09tDJyboDHTqjBzDqw7zfJItOXg/0H9bVR+56O/i6KmsAAApyUlEQVRxjMYaua0c1st0+2Nfj/TaBYaH/socNURuN3PpqyUd2m/eSXTt+me6bsLSZ9YzQlYv2vnusddqKtbpsRubNTVyDLd2/nSzyuJYeI+9oiLXOXnO16t0XJwNImUk/tB66HBoA7cemBY/hCYugbUIIIAAAggggED/BQg6/TcbUnu0hs7GF7o2bzMjb02eUyNXZaWCY16FH8xPdNpmBKxAmrmkS2aggGlbD+mt5+9T4bTKwLM8ix6Y2GNn38k3VDBjWWS5e+sBrZ4dfgLEZ3oaanTpkblymx6U9uo6zZk6xjwzsktzasJX8uZZksbnYp4Z8er40fOa/d2NUtMaM3BYkx6bmswFdvftX0XmmZDeprzISGOFgWdIetsu+nayXrdJYkX3WYU3zjN9SdbzUZWaNs306BROkFob1Bh6+N/lrg4MkBDe2gylpw+3bIkEoztHddfN3342KuRYe3g0v7w8smvvH7boORM2mx4P99f1Hjxaj/6rKaZBrvEbtN3TrpWlvW/b+/Gkq+c/Ca2epnEDKyJR8axDAAEEEEAAAQTiChB04rJkyMJ8l1498K7+9ZPrmnZX8CL43O/eCpy8p8U2dFb/KhRITflaurlZS3vZM3/yn6lpY7Xca0xwqX1TP31+VveWF97X+i0NpienwVzV18rz6ksqDeSVp9V1ebZe++vv6vPqV1UVM5qZ7+Q/6l5Xd3iq/85CxWzSfYyoT/5P/q379q+f/EKup6bomnmg3TaZ0dCuHTsSWtSod3+1Qh0mZ1gdHvbJjJzWdUzhAGlfd5NzhWXa03XDDAPeXY7/5KNqDAXGZ9a/queDUJEN/CtnKi90K1xJVOjLn/6I6sxWG8zTL9UrZmrKnV/QxFGjVHRHocbcNka3jTYDA4wcabKSeXaooEhjxuRp/4Yn5d7Qopaa5frllzdrhdnftJI+bvWZ4cNjAqX3qHYsM+0XmNz60p0DTSg+HXs/1INXPVNTo+oeKpxvCCCAAAIIIIBASgS47EgJ660qNFfTZ82zvXtmyvwfqMn1A422LnQDo1/17Fewzi7PXAB3fPiOyueHn68JnrPL9L5sXHhP3xXIH6eFq3fq2KPf1thZs6LuAvPr7ZdeiAQPeY6o9bJfpaHEkjt6ulbuCIax2IPkTy41T7YEn6Kp3LhPZUn+dHZeaus+3pYlKo8ezC32IKH5Ne45vayxLw73lNmXDnwuOuRYpXR2hIa0NoHl/ok9Kxx9K5z9drti1ZtuuJfC42cncUoL6zbItaFCHtfjumtUXuhloh4tmTFLK9Yt00NT7jSlmKGwzx7X7vot3aYrvqXy0X0f4Mz+N9T0wXXdMfY23Xab+TIjsI3M+0R7QzlHjSfMMOXmNraOa90B04wa0RW6xS5wq91nl8wZFOsvqudpXE+Ovk+CLRBAAAEEEEAAgZAAlxIO+1EYV1qlhaV9V+rC4Tf0XCDkuMzG1oMe1Wry/NjsG779rO8yzJM4KjEhJ3q6cvAVucPDrVkvAT0UHOo4epteP0f9NE4eZYZES3IqvNuMFraiWifNu3LGFhSowHxZ0/Dhwduz8vODvRW+U81as8W66napduMzgcEIop7aCby7x2fWWu/xsd79c6lzohbel8QVvnWwm56KdHuccZx9n17tteR8E3IuHH5PP/dc1hcmml4c04MTGN7ZvDw2EG9NiOgwwzRfu3ZNn5n3EV2+Pkyb93n0wOxSM0T3BZWGm960f0O9+Yp7pGod+OHCHu8uirfppd//d9XUJOpJ3KAK14Z4u/ZYdvXewR5FsMchWIAAAggggAACDheIurR0eE2pXkjAq/c2Paf51i1ngcmEnBXbdXrrShXH3L0U2iD5b77Dej4yAtsKHfpNvbr++Q29cX2MJlo9TIGXaQbfsdJz+GfTy3TNE7llrPFnLXrhYfOv/da//l8zQ1Jf/n/6dzO89F+aUdh6nGZhqVbvsEY1Szz5jxdFgs63vvN81IhoifdL5droIBNvCISzv38/cvh464/uWaNVGyIjEkS2jf/BpX2Xj4TeQzROq4+06yvNLfr43GW1XTxvvaM1MOXnW7fAjdX0kvv1pbKYkdjiFxxYOvGe4CDflZVuFRWZl7VOuMM8gtT9jJHLvUJV03p5V5AJpxffMUNzB6ri1qP33KqAmaBCrEIAAQQQQACBjBYg6GR08/X35Nu0qWqy1kT9o3vtzgP60dOzkvoX+8RH82rXs+GXVkru7S+YEdg+VNX8vt5H00upLTUqt3ocoifXVn09XtCJ3iapz14FBmcbAj/9Zz8IBRlXuSbGeQwmb3hoYWWV7oqzflxxuFumUitqZypejOi4eEQNgREPpmlkuM6+M3r7p7/VbfdO1wRzy9pXl5bZBohLijFmo0lmKOsbN9ball748zEab73Hx9ya1/D6Ds2KU4fwDt1Dc5vQGz7P8Eq+I4AAAggggAAC/RTgcqKfYBm9ue+c3o+EHLfePLZTi0sG51/O9296SmYk6agp2P9QFFjiMiONjdU01+TAxbTXG34uJWpza01To5oii1yqrDTjxl0yI8GZZR6PR5WL7+9xMd52cI/2HLykO0wPxG23mYEETK+R9ZVnnk+yJutzYMoboU/esd5vY03t8rx/UBrZ/cLQwDDMZk2X6WqyPge+PvtMly5eNM8gLdbiWZMCew72H5HRqMeO15hEhRcN79mTFb29+5vauvnpuNv4j+8KBZ3uHXytv5V7eXjghzqd7jJBJwW/Dc6eOBQ66EyZx4ISTt3PIyXcjJUIIIAAAggggEBSAim4tEnquGx00wJ+nTz4O7WZq/XbrZG1zHMZubkFgWGTwxf5udFPvpvPud5PI0ddt3erFs3I1ZUrVyLLZL0g0pqzHhC3vsx8Z1eHOjo69On56yr9yuy4D4gf3hH1bpxwaZ9bQSd6lDGfuWVunc6ZwQue7i00+FdrUZ4rEHbc2xv11srScGnmTZzmzKLrE1rzf366RDVJDD7QXZD1qUXL51bYFyWaq52qrlnJPaeSqJie69r069eC0c5VUazgk0U9twosae9leXhxu3muyHzucVufWdbZYXsSKbBH9MAPG/d9X8U9fhP4dfS9f5JMvUsHnIW98jSHomtliSbHO7nw+Zvv/jjnGbWajwgggAACCCCAQL8Eelze9GtvNk6fgNejZyvmRN6x0t8TqZ87VdYNRclPlTrQ3hzzHhSfmjd9Q3MjLwB1q7KlyXZOwWzi13svztL8wLMkG3Rkt0ebl0aFmPBJdEY9hRIISuEV5nuckGOtnVYSGadNtXUVvYcF8wzIpT31oXfPuFRd+7imJEwWnTqwIfh8ibvkzkG4tS+qLuGPF47rvdDjNRX33x3nGF4dMi9PDU+BEBqeif3eskpjcl4JvPcodpXVG9Zz6rbONz1btsl/QXvqn9QSMxS1KjeqtXm1BtafdVlnTwVLrpz3pR69cbZjmplTB5tDG88X7xWN1WEeAQQQQAABBPorQNDpr9iQ2b77QjUdp+T3Htcrz92ryPs/zVtZPP/0so4+W6SW7mvz0KnlanLZ4+Zz8IJ7yzKXLl7cp53Pz7Zf3JtbmwoHWhlz69aGl+LfuhUu0r9kihoC76RxafWPzLt9Ev70+7XrAxN0rA6Jnh0i4SITfo9tIb+5Zc9vRkoLd2xcOPrbSCh8qGxy3LIih55caLeKs7XL5TG3+MVZkXCRGdZ6SrjLxvQS7v+f+u6cZd23ELas0eSn7lLn64sj552wuOiVvks6FDqfu+8cFb0m7ufI80jmfseETRN3bxYigAACCCCAAAJ2gT+xzzKXMQIF9+jlfQfMheQxffTRabW2tur8+fO6bA0jfLld7eYdK4EvM0yyNVRyp+kt6Tq/1wysHJw27mvVja7wus7u7QP7Xw6UZZV5+vRHOuY5ZI6zU+WRFOLTW9+LDjlu7W3dEXgpaNzHb8whSxe/pMue3ZHjN9bM0eJNzcFb5QYDPXTrVqKiup8B8arDus8r4dTnBgn3tiLbiECPkU9njjZr24tPKa+oSM/uOh7az6/f/eOe0OcVqpgRjj/2YoMDZJvBHb5cmjgEVm7X/z5ywwwG0POr3bPdXqhtbrLG5fvVdvhtvVCVpxnRIce0VvWKWm113zWg4OE77YkEpi+WxA9ytlMJz7SHP/AdAQQQQAABBBAYuAD/cDpwu/TumTtaZbPt77Dp+4RuDwQN6x/Z80ea1JKbr/CrW8Lvmum7DGuLfC3e0aUDZctVsapV757eo6rQvU3hC/N45YwuXaqDp8dowdT5gZ6MpjVz9djne/WrtVUDupCOd4x0L+t+3r5RruUjVNnYEOm1sc6t8a3DevXpEuV7D+kn4fcNrXhc5nGpxFPsrXyxW5vBCnq7E68gL1GrmPMsarSVVrlinWq/tUSV5WZo6b7Oy7anfcbbdja0oFIP9HkvmldHfxM6D1MXJgQQQAABBBBA4GYFbuIy5mYPzf7pFUj4xEcSp5arWStfV+czJvb046cov3iefnW6SY9NdQcCQEu9CTsanLDT24V+uDJ5URf8oUHZwqvifO+OLHFWmifnfWYgB2+wJ+xqm04dP6kjf/idWt6Jeu1mTMipNO+Rmff16YFbwA6/sSHS27Gu+qH4Qc9/XidCz/LHPYfohU3LtWDlEc2MM760Nbx031Ol1u1craXuP9X00fF7l/ouw77FuQ8PhRbM1Li+GsdsGe4NdFe5Evde2Q/DHAIIIIAAAgggEFegH5eocfdnYZYL9CfkhKlyixeqydwKV+QKDvd895Tb41/oh3dI5rt5GL9g0W9ULa/5X7zJ9GC1hx9gaVL5gkWqNs+CxN82+KyQJ0HI8H30U40JPO8T71jBZdYLMpct+jM9WvGg7ptarMJwfrjQrOWrwoXX6Zuzx8UvpPOqPgitSeZurpaol3PGLzDeUpe27/2Z/rLK9DLFWz3gZT7TQxOqY2XfI65Zh6EfZ8DY7IgAAggggAACcQQIOnFQWJR6gcLSp3XszbN6U0u0dnHJ4BzQvIenMdmSzCgDSW8bp8z8Ere2u6VIXgls49KKumf05+7HVH7fDDNCXby/XlfMi1XnhoZlkGqbVqo4TvmBRabbycSzwFR5/8TQp96+1enY5TpNMD1N0X11ueb2xPbf/52mzl3Ty44uPfhwopDjVVubNGlS+Ex6KabH4i5dbA0udC96MFKPHptFFvgiI7SpKE63VGQ7PiCAAAIIIIAAAskJxLsSS25PtspAgT5ux7rFNSpZvFZrB+uYlevk2fmMivydtgv9cPHWO4baj7wmlzs4qPbOQ6f1mHkfaaf1fp4eU64Kctv12nKX6iMvWI3daLQe/Xq1ecmpR7UbX9A3Fj6mmSWT+uwVObhtuZaHO3NcG/Xiwl5jjvyt/xYJY6Nu7yNouIs1eXShCRQ9tysYl2jEM9OnZQ0P10t3jv/MLzV56hJtbDqk/7Ig+qWiXu166sva3DpNFTOnaeyYMSoYPry7V+bzk1oTsmuq+Z7Wa56G+2INo+bN9vWhDrem5U9q/fll6vz0U3WaF8ae+vBAYJjrPWvn3XzPX9Qh+YgAAggggAACzhYg6Di7fe21+6T7wtm+YqjM9T+ItR4P9ctcGqWpxZPiXOZ3183XPj4yM2zUBE0q7uXqPrCVT9MnmzHqzJDNp/7FY25xMxf5kb2DH0qW7lTXUvMi1pjl8WfNO4e2Pau5NeGUI7358+cVfdPalTNHdeJSniaONffUdZ7U//jrJZGihvdFk8y9bZHSoj+c0nnr/r3YyoU28ZheMmta4y7XKE+7VpaGN/SrvdUMZ91ifYU27vVbi+pr+twoam+P6teEbzMMLb50Ql4TdEZHbcVHBBBAAAEEEEAgkUBy12iJSmDd0BTwn9G2v/qBzn3xy6q4526NHvaZ3t3WfeGckpP2fai93dfx/T6Ez/RghC9vk71un/oXe7X3ietS3tReRx0Ln4jVcRGeLl61ho9OFHTytfT1I1oa3iHu9yRDju+MdtQs1KqGcO2kdXtPa/F0+/FPNNWoIm4gWKFH7w0HjLgn0mOht+2kWrsKNGFEp5r+9pXI+oiB+RB8Psmj//Wrg3rkG+UqMA9c5Zr+ML/p5eo0IwN8sHenOZ9wg9ZpXiTkWMWN1mO1W1VbcVVfuH2URo0q0vDCYbpt2DANM1/WFP4e+zmwMvzH9eu6Lmt704bWFJi3vpnl1pc5j/arZ3RKU5MMlMFi+BMBBBBAAAEEECDoOPVnIHey7r+zVTU1q+LWMNFdRHF3GPSFZ7R+5lTtGeuW6+4JukMd2tIQ7D2wDlX5wJSkjlgyu0olSW2Zjo3MA/nv/b1q5q+yDTFd9+Yxra3qecvarBUvy11THhmNLXjGbu32/FAlcf+m+nXhfOhBGFv1/Prtj2Zo/hbbQjMzQaPCo58VjDBzwalheYUaguNCxO4Qma9teqbHs0QlC5/X5oWRTfiAAAIIIIAAAggMKYG4l09D6gw5mQEK5OrBRYsU9yGT6u2qdqXgJqBIL0Eyp1yspWtrVb9kS5xbn2q16MHom7qSKa/vbU4f+k1ko+F5t+BH3/+JWna/Yg85TR/ppYXTI+dh+5Bfpvrd6zThD1LZ/TP1pdIv6r7S6b3dVWZ29eoPe0K3hF36POrZpFw98tRWaUuNrfjKjdXdgSm3RC+8WaeGJRts2/SccaluZ4PW9XbOPXdgCQIIIIAAAgggMCQEcsyb1G8MhTPJyckJnEa800m0biic+1A9B/+Vk/rdH8yQWWaybiPKyxuhsRPvVPGkFIQccwzv4W0qKg9eXNeaC/rNfV0c+w6rqqA8EARcrkq5qio0t9It94JZGp2CHHJ4W5XKQ7eG1TadNufXs1clgDXIf7Q1b9JkM+rZzgPn9fSswQ1wbQf3qPHXHyt//ENa8fTs7pvx/Fd0/NgfzS19eeb/eSooGq9J43re/ua/ckFnPjmnq1c7lDdqlLquXjX7jNCIESPMPmM0wfys2G+wG2QcihuwAL8XB0x30ztif9OEFIAAAlkkkM7fmQSdLPpBS3lVrZdoeq1nX3I12owA1vfkl8/nlzUEcm4Kgk3s8b1tx/XhuQ6zeISmuUpSEqZij8k8AqkSSOd/OFJVp0wpF/tMaSnOEwEEhoJAOn9nEnSGwk8A54AAAgj0UyCd/+Ho56k6bnPsHdekVAgBBFIokM7fmX+SwnpRNAIIIIAAAggggAACCCCQFgGCTlrYOSgCCCCAAAIIIIAAAgikUoCgk0pdykYAAQQQQAABBBBAAIG0CBB00sLOQRFAAAEEEEAAAQQQQCCVAgSdVOpSNgIIIIAAAggggAACCKRFgKCTFnYOigACCCCAAAIIIIAAAqkUIOikUpeyEUAAAQQQQAABBBBAIC0CBJ20sHNQBBBAAAEEEEAAAQQQSKUAQSeVupSNAAIIIIAAAggggAACaREg6KSFnYMigAACCCCAAAIIIIBAKgUIOqnUpWwEEEAAAQQQQAABBBBIiwBBJy3sHBQBBBBAAAEEEEAAAQRSKUDQSaUuZSOAAAIIIIAAAggggEBaBAg6aWHnoAgggAACCCCAAAIIIJBKgdxUFj7YZefk5Ax2kZSHAAIIIIAAAggggAACDhSgR8eBjUqVEEAAAQQQQAABBBDIdoGM6tG5ceNGtrcX9UcAAQQCAvRw84OAAAIIIIBAYgF6dBL7sBYBBBBAAAEEEEAAAQQyUICgk4GNxikjgAACCCCAAAIIIIBAYgGCTmIf1iKAAAIIIIAAAggggEAGChB0MrDROGUEEEAAAQQQQAABBBBILEDQSezDWgQQQAABBBBAAAEEEMhAAYJOBjYap4wAAggggAACCCCAAAKJBQg6iX1YiwACCCCAAAIIIIAAAhkoQNDJwEbjlBFAAAEEEEAAAQQQQCCxAEEnsQ9rEUAAAQQQQAABBBBAIAMFCDoZ2GicMgIIIIAAAggggAACCCQWIOgk9mEtAggggAACCCCAAAIIZKAAQScDG41TRgABBBBAAAEEEEAAgcQCBJ3EPqxFAAEEEEAAAQQQQACBDBQg6GRgo3HKCCCAAAIIIIAAAgggkFiAoJPYh7UIIIAAAggggAACCCCQgQIEnQxsNE4ZAQQQQAABBBBAAAEEEgsQdBL7sBYBBBBAAAEEEEAAAQQyUICgk4GNxikjgAACCCCAAAIIIIBAYgGCTmIf1iKAAAIIIIAAAggggEAGChB0MrDROGUEEEAAAQQQQAABBBBILEDQSezDWgQQQAABBBBAAAEEEMhAAYJOBjYap4wAAggggAACCCCAAAKJBQg6iX1YiwACCCCAAAIIIIAAAhkoQNDJwEbjlBFAAAEEEEAAAQQQQCCxAEEnsQ9rEUAAAQQQQAABBBBAIAMFCDoZ2GicMgIIIIAAAggggAACCCQWIOgk9mEtAggggAACCCCAAAIIZKAAQScDG41TRgABBBBAAAEEEEAAgcQCBJ3EPqzNBgG/Tz6fP6ma+v1+mf8nNfm8PiW5aVLlsRECCCCAAAIIIIBA8gIEneSt2NJxAn4d3rNeOXkFKijIU9ULu9TWWzLxndG2p2YqLy/PfOXohTcO9xpi/BcO68VFOSooKlBeTpV2HWxznBwVQgABBBBAAAEEhrpAzg0zDYWTzMnJCZxGvNNJtG4onDvnkKEC3oOqKqpQS9Tp177bqs3zJkUtCX48s+cFTV2yJWp5pQ60N2tWYdSi0Mf962dqTr0nasU6nb+xVuOilvARgZsV4PfizQoOfH/sB27HngggkH0C6fydSY9O9v28UeOQgPf0/7WFHGvxEc/ZuD6X2k7FLG/RyfO+mGXWrFcftESHHGvZIX3stb4zIYAAAggggAACCNwqAYLOrZLmOENOoPDeh1Udc1bzHr0nZklwdsoDD8csr1ZZcX7MMmu2UA8/6bYvd1Xpvjg9P/aNmEMAAQQQQAABBBAYTIHcwSyMshDIKIHcUm3zNOmOTT/RKdPjUv71Oj0/a3TcKoyb/R15mvK16SfN0oT7tOyF76ukl789pc+8qqar0/ST900v0ISHVfdfV5j4w4QAAggggAACCCBwKwV4RudWanMsBBBAYJAE0nnP8yBVIWOLwT5jm44TRwCBNAik83cmt66locE5JAIIIIAAAggggAACCKRWgKCTWl9KRwABBBBAAAEEEEAAgTQIEHTSgM4hEUAAAQQQQAABBBBAILUCBJ3U+lI6AggggAACCCCAAAIIpEGAoJMGdA6JAAIIIIAAAggggAACqRUg6KTWl9IRQAABBBBAAAEEEEAgDQIEnTSgc0gEEEAAAQQQQAABBBBIrQBBJ7W+lI4AAggggAACCCCAAAJpECDopAGdQyKAAAIIIIAAAggggEBqBQ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alt="" width="385" height="299" />

右边的两个对象是基于左边的字符串类创建的，而两个字符串同时具有了字符串类的所有功能；

所有的字符串类的功能集合又成为"string"。依次类推，还有list、dict、int、float等等，下面会依次分别详细讲解其功能和用法。

二、整数

abs（x）#返回数字的绝对值

>>> num = -20

>>> abs(num)

20

bit_length　　#转化为二进制数（0b二进制标识）

>>> n = 10

>>> bin(n)

'0b1010'

>>>

def __and__(self, *args, **kwargs)#位运算与（&）

>>> n & s

10

_bool_()#返回布尔值

>>> a.__bool__()

True

divmod 取商，取余

num = 29

res = num.__divmod__(5)

print(res)

_add_()  +

res = num.__add__(10)

print(res)

res = num + 10

print(res)

_mod_() 取商

>>> a.__mod__(3)

2

>>> a % 3

2

三、字符串

  1 1、字符串中大小写的转换：

  2

  3 s.lower() #大写转小写

  4

  5 >>> s = 'HAHA'

  6 >>> s.lower()

  7 'haha'

  8

  9 s.upper()#小写转大写

 10

 11 >>> s = 'haha'

 12 >>> s.upper()

 13 'HAHA'

 14

 15 s.swapcase()#大小写互换

 16

 17 >>> s = 'HaHa'

 18 >>> s.swapcase()

 19 'hAhA'

 20

 21 s.capitailze()#首字母转大写

 22

 23 >>> s = 'tom'

 24 >>> s.capitalize()

 25 'Tom'

 26

 27 2、字符串在输出时的对齐：

 28

 29 s.ljust(width,[filchar])#左对齐

 30

 31 >>> s = 'tom'

 32 >>> s.ljust(10,'*')

 33 'tom*******'

 34

 35 s.rjust(width,[filchar])#右对齐

 36

 37 >>> s.rjust(10,'*')

 38 '*******tom'

 39

 40 s.center(width,[filchar])#中间对齐

 41

 42 >>> s.center(10,'*')

 43 '***tom****'

 44

 45 s.zfill(width)#s 为长度，不足部分用0补充

 46

 47 >>> s.zfill(2)

 48 'tom'

 49

 50 >>> s.zfill(10)

 51 '0000000tom'

 52

 53 3、字符串中的搜索和替换：

 54

 55  s.index(sub[, start[, end]])#返回s中出现sub的第一个字母的编号，如果s中没有sub则返回一个运行错误。start/end相当于作用域。

 56

 57 >>> s.index('o'[0:])

 58 1

 59

 60 S.find(sub[, start[, end]])#和s.find()相同，只是没有sub时会返回-1.

 61

 62 >>> s.find('o'[0:])

 63 1

 64

 65  S.rfind(sub[, start[, end]])#从右边开始查找，如果找到返回字母编号，如果没有则返回-1.

 66

 67 >>> s = 'tomasdsadasdqweqwd'

 68 >>> s.rfind('d'[0:])

 69 17

 70

 71 S.rindex(sub[, start[, end]])#从右边开始查找

 72

 73 >>> s.rindex('d'[0:])

 74 17

 75

 76 s.count()#统计字符出现次数

 77

 78 >>> s.count('d')

 79 4

 80

 81 s.replace(old,new,[count])#替换和次数

 82

 83 >>> s.replace('d','k',4)

 84 'tomasksakaskqweqwk'

 85 >>> s

 86 'tomasdsadasdqweqwd'

 87

 88 s.strip([chars])#情况空格

 89

 90 >>> s = ' sdsds  '

 91 >>> s

 92 ' sdsds  '

 93 >>> s.strip()

 94 'sdsds'

 95

 96 s.lstrip()

 97

 98 s.rstrip()#分别为清空左边的空格和右边的空格

 99

100 >>> s.lstrip()

101 'sdsds  '

102 >>> s.rstrip()

103 ' sdsds'

104

105 s.expandtabs([tabsize])#将每个tab替换为空格，默认是8个

106

107 >>> s.expandtabs(2)

108 '  sd  '

109 >>> s

110 '\tsd \t'

111

112 S.split(sep=None, maxsplit=-1)#以seq为分隔符，把s分成一个list;maxspilt表示分割的次数，默认为空格

113

114 >>> s = 'asdaeqwfwfqdsajdoqwqdsad'

115 >>> s.split('d',2)

116 ['as', 'aeqwfwfq', 'sajdoqwqdsad']

117 >>> s.split('d',4)

118 ['as', 'aeqwfwfq', 'saj', 'oqwq', 'sad']

119

120 s.encode()#输出为encode

121 name = "小明"

122 res = name.encode()

123 print(res)

124

125 4、判断是否全是字母和数字

126

127 s.isalpha()　#判断是否全是字母

128

129 >>> s.isalpha()

130 True

131

132 s.isdigit()#判断是否全是数字

133

134 >>> s.isdigit()

135 False

136 s.isspace()#判断是否全是空白字符

137

138 >>> s.isspace()

139 False

140

141 s.islower()#判断是否全部小写

142

143 >>> s.islower()

144 True

145

146 s.isupper()#判断是否全是大写

147

148 >>> s.isupper()

149 False

150

151 s.istitle()#首字母是否大写

152

153 >>> s.istitle()

154 False

四、列表和元组

l.append()#增加

>>> l = [1,2,3,4,]

>>> l.append('haha')

>>> l

[1, 2, 3, 4, 'haha']

l.clear()#清空

>>> l.clear()

>>> l

[]

l.copy()#copy列表

>>> l1 = l2.copy()

>>> l1

['a', 'asd', 'tom']

>>> l2

['a', 'asd', 'tom']

l.count()#统计元素个数

>>> l = ['asdsa','das',1,3,4,5,6,2,2,2,2,2,2,3,4,]

>>> l.count(2)

6

l.extend()#扩展

>>> l1

['a', 'asd', 'tom']

>>> l.extend(l1)

>>> l

['asdsa', 'das', 1, 3, 4, 5, 6, 2, 2, 2, 2, 2, 2, 3, 4, 'a', 'asd', 'tom']

l.index(x)#显示x元素的下标

>>> l.index('a')

0

>>> l

['a', 'asd', 'tom']

l.insert(num,[items])#在指定下标位置增加元素

>>> l.insert(2,'ss')

>>> l

['a', 'asd', 'ss', 'tom']

l.pop()#随机删除一个元素

>>> l.pop()

'tom'

>>> l

['a', 'asd', 'ss']

l.remove(item)#删除指定元素

>>> l.remove('a')

>>> l

['asd', 'ss']

l.reverse()#反转

>>> l

['a', 'asd', 'tom']

>>> l.reverse()

>>> l

['tom', 'asd', 'a']

l.sort()#排序；Python3里不允许字母数字混排

>>> l.sort()

>>> l

['a', 'asd', 'tom']

元组的元素不可以被修改，元组的元素的元素可以被修改！

t1 = (2,3,4,5,{'kk':'a','c':'d'})

print(t1)

print(t1[4])

t1[4]['kk'] = 'haha'

print(t1)

五、字典

字典是Python语言中唯一的映射类型。简单地说字典就是用大括号包裹的键值对的集合。

a、字典不支持拼接和重复操作符（+，*）
b、字典的比较操作
先比较字典的长度也就是字典的元素个数
键比较
值比较

d.clear()#清空

d.copy()#copy

>>> a = d.copy()

>>> a

{'b': '', 'a': 'asd'}

>>> l = [2,3,5,6,7]

>>> d = dict.fromkeys(l)

>>> d

{2: None, 3: None, 5: None, 6: None, 7: None}

>>> d = dict.fromkeys(l,'a')

>>> d

{2: 'a', 3: 'a', 5: 'a', 6: 'a', 7: 'a'}

####

items()#列表形式返回

>>> dic = {'k1':'v1','k2':'v2','k3':'v3'}

>>> dic.items()

dict_items([('k1', 'v1'), ('k2', 'v2'), ('k3', 'v3')])

####

keys()#取出所有的key

>>> dic = {'k1':'v1','k2':'v2','k3':'v3'}

>>> dic.keys()

dict_keys(['k1', 'k2', 'k3'])

####

pop()#通过删除指定的key,删除value

>>> dic = {'k1':'v1','k2':'v2','k3':'v3'}

>>> dic.pop('k2')

'v2'

>>> dic

{'k1': 'v1', 'k3': 'v3'}

####

popitme()#随机删除一对key-value

>>> dic = {'k1':'v1','k2':'v2','k3':'v3'}

>>> dic.popitem()

('k2', 'v2')

>>> dic

{'k1':'v1','k3':'v3'}

####

setdefault()#如果key不存在则创建；如果存在，则返回已存在的值且不修改

>>> dic = {'k1':'v1','k2':'v2','k3':'v3'}

>>> dic.setdefault('k2')

'v2'

>>> dic.setdefault('k4','v4')

'v4'

>>> dic

{'k1': 'v1', 'k4': 'v4', 'k2': 'v2', 'k3': 'v3'}

####

update()#更新

>>> dic

{'k1': 'v1', 'k4': 'v4', 'k2': 'v2', 'k3': 'v3'}

>>> dic2

{'k5': 'v5'}

>>> dic.update(dic2)

>>> dic

{'k1': 'v1', 'k5': 'v5', 'k4': 'v4', 'k2': 'v2', 'k3': 'v3'}

>>> dic2

{'k5': 'v5'}

####

values()

>>> dic

{'k1': 'v1', 'k2': 'v2', 'k3': 'v3'}

>>> dic.values()#所有的值

dict_values(['v1', 'v2', 'v3'])

####

字典的遍历

遍历key:

for key in dt.keys():

print(key)

遍历字典的value：

for value in dt.values():

print(value)

遍历字典的元素：

for item in dt.items():
print(item)

遍历字典的key-value

for k,v in dt.items():

print(k,v)