﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:trackback="http://madskills.com/public/xml/rss/module/trackback/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/"><channel><title>C++博客-ArcTan-文章分类-Contests</title><link>http://www.cppblog.com/ArcTan/category/19589.html</link><description>dfs</description><language>zh-cn</language><lastBuildDate>Thu, 25 Apr 2013 23:29:06 GMT</lastBuildDate><pubDate>Thu, 25 Apr 2013 23:29:06 GMT</pubDate><ttl>60</ttl><item><title>第二届 ”华为杯“ 竞赛</title><link>http://www.cppblog.com/ArcTan/articles/199663.html</link><dc:creator>wangs</dc:creator><author>wangs</author><pubDate>Tue, 23 Apr 2013 11:22:00 GMT</pubDate><guid>http://www.cppblog.com/ArcTan/articles/199663.html</guid><wfw:comment>http://www.cppblog.com/ArcTan/comments/199663.html</wfw:comment><comments>http://www.cppblog.com/ArcTan/articles/199663.html#Feedback</comments><slash:comments>1</slash:comments><wfw:commentRss>http://www.cppblog.com/ArcTan/comments/commentRss/199663.html</wfw:commentRss><trackback:ping>http://www.cppblog.com/ArcTan/services/trackbacks/199663.html</trackback:ping><description><![CDATA[<div><p>不能再爽了，第一次AK！ORZ，暴虐辉神啊！看来人品真的很重要，以后上课要勤擦黑板了。</p><p><br /></p><p>比赛13:30-17：30，四个小时5个题目，应该是没有太大压力的。毕竟校赛老师出的题目也不会太难。</p><p><br /></p><p>迟 到了大概5分钟，打开题目，扫了一遍题目长度。果断把最长的E交给了小均，我选了B题看。读完发现大水，直接模拟求和就行，果断写之，1A，FB。&#8203;然后 我看了D题，发现是之前写过的题目，相当于Hash就行，但是第三问还没有想好如何写，就先放在一边。看了C题，裸线段树，区间更新。接着看了A题，最短 路，好像是金华热身赛题目，SPFA+DP就行。</p><p><br /></p><p>接着果断写了D题，1A，FB。</p><p>貌似听见辉神在写A题，我斟酌了一下，还是先去写C，裸的线段树。写完提交WA，我知道肯定是自己写挫了，又担心读错题意，就让小均读了一遍。再细读了一下代码，尼玛，发现一个小错误，复制代码的时候没有修改。我修改了一些提交，果断A掉，FB。写了一个小时啊，太弱了。</p><p><br /></p><p>这个时候小均也读完了E题，我问了他题意，自己又读了一遍。确定是一个字符串处理+DFS的水题，于是决定先写E。写完提交TLE，修改，还是TLE。尼玛啊，坑死爹了。。觉得可能是字符串处理的问题，应用Trie处理。。。</p><p><br /></p><p>想想还是先写了A题，直接SPFA+DP，样例过了果断提交，因为题目有歧义，结果2WA。重新读了一遍题目，发现数组开小了。尼玛啊，修改提交果断A，FB。</p><p><br /></p><p>最 后一个E题了，还有一个半小时，我想着得写Trie。上一下洗手间回来果断写Trie，模板写完不会用啊，，，C++果断太烂了。修改了一下写法提交还是 TLE，我想着Trie应该不会TLE了吧，就觉得应该是DFS的问题。尼玛，题目中说没有环，实际上数据里是有环。我加了判断条件进去，果断WA了。我 擦，Trie写挫了么？于是把最之前的暴力处理的程序修改加上有环处理的DFS，我擦，果断A了。嗯，刘老师出的题目，数据果断是会有问题的！！！！</p><p><br /></p><p>提前半个小时AK了，爽死我了啊！！！！！</p><p><br /></p><p>最后辉哥两个题目完跪，他状态太差了。反正能虐辉神是我最大的快乐了，哈哈啊哈哈哈</p><p>茂胤哥果断爆零了，我擦，应该找一个会C的和他组队啊!</p><p><br /></p><p>初级组大一的东方他们队果断虐场，，，虽然赛后证实他们一个题目做法不对（数据弱）。嗯，至少虐场了，数据弱又如何？</p><p>12级队员都是中学没有任何信息学基础，能够有这个表现已经相当不错。</p><p>RP++队，编码能力实在不错，只是在思路上稍欠缺，甚至连复杂度都不会算？D题不会优化但是也不至于想不到需要优化吧，10^9的复杂度怎么能过？</p><p>张文昌的队伍状态实在不错，Rank2，看来这个学期他们的训练还是比较有效果的。这次省赛没有选上没关系，希望继续跟着训练，明年必定是主力！</p><p>其他初级组队伍大一的队员都做得不错，至少没有爆零的,,,囧。。。希望大家坚持下去，ACM 还是比较有意思的。</p><p><br /></p><p>额，大二的队员还需要加油啊，不然今年果断要被完虐额。</p><p>灿哥果断跪烂了，一个背包的FB，还是值得骄傲骄傲的。</p><p><br /></p><p>这也许是我最后一次参加校级的比赛了吧?!以后好好地给大家出些优质的题目吧，让大家虐得更开心些。</p><p>这个月就得写出来以后的训练计划交给老师，嗯，为ACM付出了那么多，总算是有一套比较成熟一点的训练计划了。一路走来，还真是不错。第一次和辉哥组队在朗讯杯虐场的时候，已经是前年的事了，下个学期就要大三，算是一群老人了。</p><p><br /></p><p>12级的队员让我看到了不少希望，大家一起努力吧，WF之路！接下来该认真训练了，今年能不能实现梦想？加油！<br /></p></div><img src ="http://www.cppblog.com/ArcTan/aggbug/199663.html" width = "1" height = "1" /><br><br><div align=right><a style="text-decoration:none;" href="http://www.cppblog.com/ArcTan/" target="_blank">wangs</a> 2013-04-23 19:22 <a href="http://www.cppblog.com/ArcTan/articles/199663.html#Feedback" target="_blank" style="text-decoration:none;">发表评论</a></div>]]></description></item><item><title>UESTC Summer Training #22 </title><link>http://www.cppblog.com/ArcTan/articles/186486.html</link><dc:creator>wangs</dc:creator><author>wangs</author><pubDate>Mon, 06 Aug 2012 11:02:00 GMT</pubDate><guid>http://www.cppblog.com/ArcTan/articles/186486.html</guid><wfw:comment>http://www.cppblog.com/ArcTan/comments/186486.html</wfw:comment><comments>http://www.cppblog.com/ArcTan/articles/186486.html#Feedback</comments><slash:comments>0</slash:comments><wfw:commentRss>http://www.cppblog.com/ArcTan/comments/commentRss/186486.html</wfw:commentRss><trackback:ping>http://www.cppblog.com/ArcTan/services/trackbacks/186486.html</trackback:ping><description><![CDATA[第一次跟着做UESTC的题目，着实被虐翻！目标是TOP5！<br /><br /><div><img 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5NfVrzw+Olyb+PhY9PxuxsbvaWnu15OrRZAAiSARBrbfOkIL4L1bX+tt9Z/azr+5Plab7N/4uXUf5x8rRxAFoXhQhlnraz+vkH6NalxCK9G1O0W+V+lyO240O3KyAYXm9DrV9RfxzDZ6Hy6OBupO5Vzalu34Tj7qY3Z+cr9ysnzY9yv7B6yJ6tXvfz8hUeTjuPDW/r+cUJeK1uleqML8LqA5/XDpSZ982h3eeO1+szuxkbhGZ9lkYyfABIJMHe84kGwnvQ3a4TywXZvdPv4QJXLa89PqJWplaWgLVBe+soQlTOJ4H/OwhqBIRNokoUL8LoA5/HT5dUX1QNerPV6vV6vJGherHnpCMI1IkkIIJHGP3f84qWprIjgAgcf97Y/09yPBwfbXlrLf6RWFkAYLpShVnak/GPMlfuh1Z/CmDgEhkygSRYuwOsCGpPGnm6MQRPRuiyS8RNAIoFmkDec1Wp9h/jk+dqonVxoP9d3o6mVJ4owXChDrUyMEBgygSZZuACvC2h2NzbWHqUPh82/Xn7XqVYGba/2lAO9lkUyfgJIJPRUcsWHVs51i4chSHVwtgejIKnzbWZq5UkmDBfKUCsTIwSGTKBJFi7A6wKavMSpHEOtHDgBJBJoBnnDs1YukGseFzrQ1MrUyoLQFihqZWKEwJAJNMnCBXhdQIP/6JxIIIBEAs0gb/jQytV7ME76m7n9yspI7sGgVpaEtkBRKxMjBIZMoEkWLsDrAhyzr2T1er1eb3dbfZ7f7QuJABIJNYN84ayV67/bF7/tZyHIDeN3+6iVJaEtUNTKxAiBIRNokoUL8LqAx6axx9+MC40AEmlM86Uz3NWqVYeYvxlHrSwLbYGiViZGCAyZQJMsXIDXBQnwf5GQABJpbPOlIzxoZf4vEmrlIFwoQ61MjBAYMoEmWbgArwtTDlwjkgR4JrgnEtwGR7wIViB/pFYWQBgulIneffhLShzHyZ2uJcIYTkH8IjBkAk2ycAFeF6YctQASIPBMcE8kuA2OwMWuI+8+/AUudh0JIIvCcKEMtTIxQmDIBJpk4QK8Lkw5cI1IEuCZ4J5IcBscgYtdauUAsigMF8pQKxMjBIZMoEkWLsDrwpQD14gkAZ4J7okEt8ERuNilVg4gi8JwoQy1MjFCYMgEmmThArwuTDlwjUgS4JngnkhwGxyBi11q5QCyKAwXylArEyMEhkygSRYuwOvClAPXiCQBngnuiQS3wRG42KVWDiCLwnChDLUyMUJgyASaZOECvC5MOXCNSBLgmeCeSHAbHIGLXWrlALIoDBfKUCsTIwSGTKBJFi7A68KUA9eIJAGeCe6JBLfBEbjYpVYOIIvCcKEMtTIxQmDIBJpk4QK8Lkw5cI1IEuCZ4J5IcBscgYtdauUAsigMF8rotTIhhBBCCCGEfWVihMCQCTTJwgX4e+gpB16CSQI8E9wTCW7DlPPuw1/gvW331jj8MrpHIUii7z/8JSWO4+RO1xJhDKcgfhEYMoEmWbgAL21TjloACRB4JrgnEtyGKef7ydfKAWQRvJJ0BLUyMUJgyASaZOECvLRNOfASTBLgmeCeSHAbppzvqZUFAK8kHUGtTIwQGDKBJlm4AC9tUw68BJMEeCa4JxLchinne2plAcArSUdQKxMjBIZMoEkWLsBL25QDL8EkAZ4J7okEt2HK+Z5aWQDwStIR1MrECIEhE2iShQvw0jblwEswSYBngnsiwW2Ycr6nVhYAvJJ0BLUyMUJgyASaZOECvLRNOfASTBLgmeCeSHAbppzvqZUFAK8kHUGtTIwQGDKBJlm4AC9tUw68BJMEeCa4JxLchinne2plAcArSUdQKxMjBIZMoEkWLsBL25QDL8EkAZ4J7okEt2HK+Z5aWQDwStIR0fcf/pwSx3Fyp3uJ0PkpiF8EhkygSRYuNJSelzfORMnt7LWX2jGb185F6e18v/xk1YG1L/7yxpns1Txw53q1GVXW9i+U/DLx3eSMamX/M5GA80RwyOfqAw2zKEmkblwwmcuVE2F96ezw2ev3xjKXP7lzPVJuw5HaJ41caC4CuRDAxa6zVu52IhjX4dHVVq5/FEXRuRvrBhMhSKiViRECQybQJAsXauvO5rVzo9L28sYZfZ26dz5dBV/eOBNduFN4sn+hosBVv/jLG2eis2fOedLKw2pbU6O11t47P/SlcL/Rd5Mzhl/ZJw7niWCdzxUHtsmivWatbO2CyVzWT4T1pbMm4sbrXP7kznXNddY+aeCCSRHIhQAudjvWyg4ToVUdVsupEsQzS5smEyFIoj98+HNKHMfJna4lwhhOQfwiMGQCTbJwoa7u5KqhUgHf3TuvLXnapTT3IsqBVS8+rJKb13xp5aLxtS5kVikGVLlQ53v5jHrUAkiAuE6EdvlscGCbLEoSqSsXGueyfiI0i8su5rLaQk4vuPZJAxeqikBlCOBi15GOs8i4DpeXEp16ropCkFArEyMEhkygSRYuuFbGtLTpPyArjGwqqVlBhGjl/JPZx38VLtT5Tq08YXQiESrzeRK1cvVc1k6E7IN4v3sw2rzvLaur3JMGc1lfBCpDABe7E6+VK5YSg08GsigECbUyMUJgyASaZOGCVWWsHq8uTv0LUU0nQPfi+W2FRnsEbdfXEgVrHX2nVp40XCeCdT6DtbLZmPq5rJ0IxVcb41yuG9lmLrcsAn+YXq3sO58L5dSgqa9GIUiolaXybGVmdqUPN2OEwJAJNMnCBdPFpnorxfl0D5lS4O5c13aS1C5C/da3sfaVNdZW9p+afW+1KsBLMElwnQjt8tnwQH9a2cGF5rmsnwiq8Z1q5fz0rP/6RNW81rpQ34TWhQAudrvVyq4ToTZ2leW0XfLAK0lHOGrlVw8uz41uVx8cwVXO/sVoYV3zcP+i0lqYuXt6HA+Otxayp2ZX+vkxw9uV/eSl+nfnlWfnF59pz366OJsNurjl5kuIWvnJ6tVhstw+lGGSmsBzt/ZGz+/d1zyZcLRzqfykgwsNpUf/jeaCdiy1zQofv2bttPx6U/eVan+Lq/pN6mzJz39oqLM2+wp/5R5Hne+VZ5yuyj5xOE+EVvlscGCbLNpr1sq2LhjN5YqJoBxr8q0sD3NZ/6sdVT/l0exCRRGoDAFc7HaslR0mQnPsqkPQ5hui8ErSEY5a+fBWKnr27s9d3nkyRuGlo0Yrq88Xlej6Fe1R6V8z0Tw8Vn2Ycbo4O5LRz1ZmCmdsS3Ba+cnqVfMMGY9JuQQ+2rk0d38reXJ4p3A/GXP10uUxamXSMfASTBLgmeCeSHAbppw/TINWFg+8knSEvz0YRzuXJksrV2rZ/OAWmjWvlbOjtP3m08XZ+ZnR88NWd1zudhefVA5X3gNeWVksv5RXnEOWF50iTMqTvdl79SBVw2pWD8W08lcfLsBL25QDL8EkAZ4J7okEt2HK+QO1sgDglaQjfGnlw1sTtwfj2cpMpNWX+RfZWoj0XeQyqn6tEOKZhj5dnB0J31S4qwo+HZmT9fsXhztAFF2ePemjn91RyI52Ls0pNyl7MAbH8WjHhfpOL9uDMcrqrOtMrRwU8BJMEuCZ4J5IcBumnD9QKwsAXkk6wodW3rs/17Jl2PoUphj3lXMosrU82KavrIjXeHCc7OIodosLYndhPc7r8vS8ebG+fiUxVXd4s6dOqs7pFXIfO/iRm56zKFXDRVOvPjgabN2eK9y8yOUAKuOkAy/BJAGeCe6JBLdhyvkDtbIA4JWkI1y18tZtmx5hq1O04XRxNmsS9+/Oj4RpSUFuLSi95Fqt7L5fWauAtWJX1eXt+sritfJIdI7uy9DKRzu3Vl+l9zOtnNuvXPjAhH3loICXYJIAzwT3RILbMOX8gVpZAPBK0hFuWrnwwbpxs63FKVqjbrdQFWRhD4ZuV0Y2uCg3c43hSjGq6tdkk3EyMr+3uEYrF35wo2G/8mRp5Vy2XEoVKtak+PCWLnuz3+vQpDS1sn8eP13ubTx8bDp+d2Ojt/R0l5U9JAJIpLHNF8lgQ+BFsL7tr/XW+m9Nx588X+tt9k+oldMoBEn0+w9/TonjOLnjXWkVGMMpiF8EhkygSRYuwEsbntcPlyoX192Njd7otrzxWn1efWiPWgAJkI4Tacij3ULa+Ewk8DySgEEI9l4/XOr1Vl90EgIPgvWkv1kplE+er6XlaO35ifq8+tCeALIIXkk6glrZjvKPMXfSzZWDwJAJNMnCBXhpg/P46bKycBbYXt3dHt5/sZbrV71Y89KOgpdgktBxIn2y92Kt9I7LcyJBpo8oGkLwLhHKy0sbvdwwfyHw0lT++KDqrwcfbx8M7x9s53rPB9teWssBZBG8knQEtTIxQmDIBJpk4QK8tKEx7ioVWlYmHawpruwTx1gSSTfGXyKBZpAcmkLw+uFSb+3Ru92Nglb2FwJntWrcIS60n+u60dTKIUCtTIwQGDKBJlm4AC9taHY3NtYepQ9fjD7jLK6d26vFjuD2ak85kJV9whlLImnFnLdEQk8lOLUhGArlZFheK/sLgQ+tvP2Z0i0ebbgo6OCDj3sFSX3wcU85kFo5OKiViRECQybQJAsX4KUNTX591fJiradZSqmVg2IciUSt3C11IXi02yvcFLksVStrOdjuaWQxtXIWhSCJfv/hTylxHCd3upcInZ+C+EVgyASaZOECvLShafjc9tFur5duWVbx9rntn4gEuk6kyjH+EgkxfURhuJ+quz0Yf/Khlev2YHy23eulW5ZVvO3BmPgsgleSjqBWJkYIDJlAkyxcgJc2OHXfB3r9cKmqF+Xt+0D4Kkx+72MimH23r9fr5d99+Usk7DySQPN3+959otHK/kLgrJVrv9t30t/Ml6NspLfv9k18FsErSUdQKxMjBIZMoEkWLsBLGx6brpLH35nCV2Hyey8TAZ1IY5ovkkGHwF2tWnWIPf5m3MRnEbySdAS1MjFCYMgEmmThAry0SQD4/wvgJZgkBJBIY5svksGGwINWhv4vkgCyCF5JOoJamRghMGQCTbJwAV7aphx4CSYJ8ExwTyS4DVPO7z1pZSABZBG8knRE9N2HP6XEcZzc6VoijOEUxC8CQybQJAsX4KVtylELIAECzwT3RILbMOV8N/laOYAsgleSjqBWJkYIDJlAkyxcgJe2KQdegkkCPBPcEwluw5TzHbWyAOCVpCOolYkRAkMm0CQLF+ClbcqBl2CSAM8E90SC2zDlfEetLAB4JekIamVihMCQCTTJwgV4aZty4CWYJMAzwT2R4DZMOd9RKwsAXkk6glqZGCEwZAJNsnABXtqmHHgJJgnwTHBPJLgNU8531MoCgFeSjqBWJkYIDJlAkyxcgJe2KQdegkkCPBPcEwluw5TzHbWyAOCVpCOolYkRAkMm0CQLF+ClbcqBl2CSAM8E90SC2zDlfEetLAB4JekIamVihMCQCTTJwgV4aZty4CWYJMAzwT2R4DZMOd9RKwsAXkk6Qq+VCSGEEEIIIewrEyMEhkygSRYuwDsZjsDbGOyChAE8E9wTCW7DlBNACMJwIUiibz/8KSWO4+RO1xJhDKcgfhEYMoEmWbgAF7tTrpXVAkiAwDPBPZHgNkw5AYQgDBeChFqZGCEwZAJNsnABLnaplYkE4JngnkhwG6acAEIQhgtBQq1MjBAYMoEmWbgAF7vUykQC8ExwTyS4DVNOACEIw4Ugib798MeUOI6TO91LhM5PQfwiMGQCTbJwAS52p14r/5FIAJ4J7okEt2HKCSAEYbgQJNTKxAiBIRNokoULcLFLrUwkAM8E90SC2zDlBBCCMFwIEmplYoTAkAk0ycIFuNilViYSgGeCeyLBbZhyAghBGC4ECbUyMUJgyASaZOECXOxSKxMJwDPBPZHgNkw5AYQgDBeChFqZGCEwZAJNsnABLnaplYkE4JngnkhwG6acAEIQhgtBQq1MjBAYMoEmWbgAF7uda+WXN85Eye3stZf6MXeuR8ptNKx/IX3qfL/uFHeu51/Z4IzBV/aJo5MsUlIoiqLo3I31li9eTK3aRJ+8GL0AACAASURBVOpoIuhnR47Na+eyEelkMTiwJbYurC+dbTJDdSEbY3BgmxC0CatNVdGNaRUFaBZ5sH8v3IpKrUyMEBgygSZZuAAXux1r5c1r50bl9eWNMxVi5c71shq+dz66cEdzP89QDKkV3OiMwVf2iaObLMr99czSZosX16SWi8qxd6Her+EEuX5PkTvDyWJwYCtsXVAHK+ZVutC/MHxXY3SgeQiMw2pZVfRjWkUBmkUe7N8Lt6JGv/vwx5Q4jpM7XUuEMZyC+EVgyASaZOECXOx2q5VzBV2pxe/una9oXYzq8ua1c6P7uRfJHVh62Zoz6lELIAHSTRYpr5BTWsqBdQnTnD9qInXkQoVf5Ynwyd47RWjWXxALrF1QTKo5UHOiygOtQlBVMfSWGFaV5kRqFQVkFvmwfy/cihr97sc/psRxnNzpXCJ0fwriF4EhE2iShQtwsStBK+fGp5om+wBdHelbKysFkADpKotGQiG/zHeglTt2ofRk6cBkvmh7jQZN2WYcXKj4HF97YKXsa+zxN4QgY6xauVUUkFnkw/69cCsqtTIxQmDIBJpk4QJc7IK0ctMy1uJAauUQ6CSLNIe3evExaGUzF8wP1AuaFo507EL1fqp3idyv+mvtgSYhaHc12leV5jFG5aj7EHRo/164FZVaWTini7Pzi89MnuwWgSETaJKFC3Cx261WrtxgpzZCdLstK1toTR2glvuV4SWYJHSSRcNjtbvh0wNrEsafVrZ3ocqvXEfwfLoVu/lAa1yikMUiSgeUW8jZn8qnrvmrYQhqwmpdVRoTqV0UkFnkw/69cCuqo1Z+9eDyXHq7tSdJ5TxbmYmi6Mr+cTxoEpf7F6OF9bpXO12czT4HurilHti1Zg1KKz9ZvTrMlduHQkwacrRzKUtgfVZv3Z5TblcfHPm5qnCx27FWrvridqFGaz5mVb4CX71NU/2hg1xNN/rQNuDKPnF0mEWa90v5LNK+uDa17FWOtQt6v0pvIMubSqsOdMA2CulWivzXK/MbAKLcLfGi4kDbEFSG1bqqNCZSuyhAs8iD/XvhVlRHrXx4KxU9RzuX5u5vjV/lVPFsZWZ2ZfFKoindtfLo8GcrMw2D/RKOVn6yenXu8s4TSSYNOdq5NHf10uVUFuuzeut2i3eD5i7AxW7nWlk28BJMEuCZ4J5IcBumnABCEIYLQeJvD8befXMlZHmKVjxbmZld6W8tRFf2FXGp6RCvXxk9nl3px6OGdBRFUTRz9/Q4HhS1cjIsHqQiu393ftTAHqxfGR1Vfp1nKzOz8zNRFOnUdv/ufJR1qfcvDo8qyPQodWdmtmBktziH7PCW8VupcZk0OI5TNfzqwWWdFFayWu0r+xLNv6NWRgMvwSQBngnuiQS3YcoJIARhuBAkPrTy3v25ublWLcPWp7BgKGpPF2cX1rWN2Ez1Kn3lXNtYq7BVmZseWLqjfZ3GnvSzlZlofvGZurVjdOzWQpRp9NPF2dFWkHH1uV1DdrRzSd3CIGQPRtY2Lmnlmqxu8xFKowtwsUutTCQAzwT3RILbMOUEEIIwXAgSf31lkXsw+vHgeGth5u5+qpWzLnLaSFa18tZClL9d3BooormwQTk7sH93fubu6fHWwrDLq32dXE+62uzcKVKZrgpiVfo3biDxg2vIjnYuZbqzook7ZpOKW5B1DWN9Vr96cJn7lamViU/gmeCeSHAbppwAQhCGC0HippWPdm6tvqpVFV2pnGYyYZrsWBh1Z0ebJSr7yho5W7VfuXDgwkX9Vo2ySdU2RwvrObms9JXLTxZs6BLnkKn6UopWzps3Mkmf1ZZb8xtdgItdamUiAXgmuCcS3IYpJ4AQhOFCkETf/PguJY7j5I7xYn94q6YnV02bU9iiCtNMaOb2K6e7GobN5tJ+ZeUopde7tRAVt16MXiQV4trXqdXK/bvzUW4rSMV+5eHGknFrZQ8hU7ZhXErFKNakDFW+a7Na/XEMP03lxAUvgvVtf6231n9rOv7k+Vpvs38iRys/frrc23j42HT87sZGb+nprpdTqwWQAAkgkby8zqTDENCFIHHUyhJUDhkHAkMm0CQLFzwI1pP+ZqNQPulv9nofH6hyee35iQyt/PrhUtPi+mh3eeO1+szuxkbhGVb2yabjRNrd2OiNbmrm+EwkDy5MOui5jL8CdAFdSTqCWhnC/sXCduax/g6dDQJDJtAkCxe8NJUVEVwllNc213q5YQfbXlrL7rX18dPl1RfVA16slfTN8Hkv7Sh4CSYJHSfS9urudpZRqp7zl0juLzLpwOcy/ArQBXgl6QhqZWKEwJAJNMnCBWe12tQhPulv9rY/i0+eF7SySTd6HFrZpKukG2PQwZrmyj5xjCWRdJnjL5GcXZh08HMZfQXoQrAVlVqZGCEwZAJNsnDBh1be/kzpFg8/Z0508FAoJ8PyWjk++LinHIjUymuP0ofDzlMvv+VRuwZvr/aUA1nZJ5yxJFKSNoVc8pZIXSiPiQI/l9FXgC4EW1GplYkRAkMm0CQLFzxr5TyfjZRzelPkskitXDmGWjlwxpFIL9Z6mpyhUPMFfi6jrwBdCLaiUisTIwSGTKBJFi740Mom39LjHozpquwTR9eJ9Gi310u3LHeTSM4uTDr4uYy+AnQh2IpKrUyMEBgygSZZuOCslQ2+26fVyhP23b5er5fXOvxuX1h0m0ivHy7lP2DJRvKLZf6Az2X4FaAL8ErSEdTKxAiBIRNokoUL7mrVqkM8Yb8ZV4K/GRcaASSSBxcmHYaALqArSUdQKxMjBIZMoEkWLnjQyvxfJKzsk08AieTldSYdhoAuBAm1MjFCYMgEmmThghfBCgRemlnZwwCeCe6JBLdhygkgBGG4ECTRf/34LiWO4+RO1xJhDKcgfhEYMoEmWbgAF7tTrpXVAkiAwDPBPZHgNkw5AYQgDBeChFqZGCEwZAJNsnABLnaplYkE4JngnkhwG6acAEIQhgtBQq1MjBAYMoEmWbgAF7vUykQC8ExwTyS4DVNOACEIw4UgoVYmRggMmUCTLFyAi11qZSIBeCa4JxLchikngBCE4UKQUCsTIwSGTKBJFi7AxS61MpEAPBPcEwluw5QTQAjCcCFIqJWJEQJDJtAkCxfgYpdamUgAngnuiQS3YcoJIARhuBAk1MrECIEhE2iShQtwsUutTCQAzwT3RILbMOUEEIIwXAiS6L9+/D4ljuPkTvcSofNTEL8IDJlAkyxcgIvdqdfK3xMJwDPBPZHgNkw5AYQgDBeChFqZGCEwZAJNsnAhWo4mGrhYdwRegkkCfI2nyoEXE0fgOcyJkEwEeFXvYlGgViZGCAyZQJMsXIAvMNTKRALwNd5dIsBtcAReTKiVA8ii/wpVK3/94/cpcRwnd7qWCGM4BfGLwJAJNMnCBfgCM+VaWS2ABAh8jXckABfgxcQReA5zIiQTAV7Vu1gUqJWJEQJDJtAkCxfgCwy1MpEAfI13lwhwGxyBFxNq5QCy6GtqZaqcaUZgyASaZOECfIGhViYSgK/x7hIBboMj8GJCrRxAFn1NrUyVM80IDJlAkyxcgC8w1MpEAvA13l0iwG1wBF5MqJUDyKKvqZWpcqYZgSETaJKFC/AFhlqZSAC+xrtLBLgNjsCLCbVyAFn0NbUyVc40IzBkAk2ycAG+wFArEwnA13h3iQC3wRF4MaFWDiCLvqZWpsqZZgSGTKBJFi7AFxhqZSIB+BrvLhHgNjgCLybUygFk0dfUylQ504zAkAk0ycIF+AJDrUwkAF/j3SUC3AZH4MWEWjmALPqaWpkqZ5oRGDKBJlm40LwGfLo/GN32PzUcML/6zaD2KO2AxqOolUlXNKzBL2+ciZLb2Wsv60beua4O2Lx2LoosDuxfiNTbuRvrBhLBgwvaMc0Hqm5G5/vD59eXzhr6nmAkSW3KkcFRy1G0s3o6GAw+v6mtUSYVCZ7DUiaCZozZRCgfaDUR4FWdWpnAEBgygSZZuNCwMinrx83PB4PB6eqOyYD51c9X57P1Zv9mWStrBjQeRa1MuqJ2Ad68dm60eL+8caZqwR6u66oUuHf++r3sry0OVDV0dGZps1Fo+nBBO8bkQMXNlzfORBfuFAanTzpqZbty1HiUKouLWtmoCk2NVrbOIpOJ0PDi5hMBXtU70cq//fH7lDiOkztdS4QxnIL4RWDIBJpk4YJJF+f0F/PRcjT/i9NRc0VZRfQDMnICWrf2aFeviiUtQK2sFkACpG4Bzq3cyor+7t75osBV/1rzIsYHmqnMvXefeHBBO6aF73kllJNE1ZellVa2K0eNRykvXtlXzp6vBJ7DIiZC5ZimiVB/YJuJAK/qXSwK1MrECIEhE2iShQv11T9ZWpJlRllysmWmYkB++fmmulucG1D7JLUy6ZKOtXJhpOmBd65nWxqka+WkO660A+9cVz8+96CV7cpR41EVWrnw1r15DwY8h0VMhAatXD0Rag9sNRHgVZ1amcAQGDKBJlm4YNXIMRuQfPRZ8yGmdkDjUdTKpAOsJEIZ3V/7F6LmllhjB64jrdw0poXvoxfROHvvvJc9GHblqPGoJq1cdxS1svmY+olQc2DLiQCv6tTKE83p4uz84rPCk/sXo4V1vG3NCAyZQJMsXGhYnKq2I6ctmaq9gBrJm2/k+BDK1MrEF6ZCtuVWijvXoyjdqZnTjo195c1r50x7ac1a2ciFVvuVcx3B8+lGUo1W3rx2TnsR2mtlu3LUeJRWK++sng7vJyObt4TBc1jGRNCPMZgIVS/eeiLAq7pgrXy0c2lu7taeBJVTUJ/pw/2LysdRM3dPj+PB8dZC9tTsSj8/Zni7sp+8VP/uvPJsWfVmrF/RHN6klfcvVr5mzZ/GquocX2Hr9pxyu/rgCG9SnlcPLmf2DZN5775q9NzlnSe+r6phLyf/TfD8MqMZcDN7ajDQfeipHaB9klqZjIOGNVj/9f+85FW/s5/Iguyo4W205DcdmPyIhHEvzUArm7nQ4ncw1APvndf4mO3BMPlKlpFWtixHjUcVfvJCUdjll5pqrWybRYYTQffiFhMBXtU70sp/SInjOLnTbsk/2rk0d/XS5VZaueUpWlCjlfMd3GcrM7Mr/dHD9Svao9K/qqp3cPxsZUZ9WD1y/UqiwgeT31d2DdnW7RYZMh6T8hzeun04vH+0c2nu/lbJ/kurr7xfVcP2rVjgdc25LP6BSMBwJRZLAC7Ai4kj8BzmREgmAryqd7EoOGvloap49WAStXKlTs0PzqvqOjQjU4l8ujhb7jcXzevfnU+l9vqVpP+tGKM0wi9uZa8/M3rlYb+8A9xDpvaVvYjmDrNo736xhaxTz15cgC8w1MpEAvA13l0iwG1wBF5MqJUDyKLfUitryATERGjl7DbUlM9WZiKtysy/yNZCVNFFLqIbuX4l0bVqX/l0cTZ5sizlq+/kxH26MSN9qXr170HVeXs1T7qzkyxKNl2U9lp4b4qnLsAXGGplIgH4Gu8uEeA2OAIvJtTKAWTRb6mVy+R3oLboF5qfoj3GfeUciuIsD/bWV872YIwEtMa8/t35mbunx1sLI/k++lNeiOskeIc7OryG7NWDy172K3eWRQU1f7RzyfdO5dQF+AJDrUwkAF/j3SUC3AZH4MWEWjmALPottXKT+hHSVz5dnM2axP2786PtwiUdmYnRQYNWbrFf+XRxtrRfefiwIGqT+zop/2xlZnbhYlkBV/aVJ0IrN+wGRpiU52jnVrodOWdhu9xu6wJ8gaFWJhKAr/HuEgFugyPwYkKtHEAW/TZUrfzVj39IieM4udN+1W+nJ6xOYY663UIVl4U9GLpdGdngoujM/bpFrSSt/h2M7OmRLte3vfPSvHm/8hi0snPI1F+Z8NBU7iCLDm/pPiF5snrV+89fqC7AFxgJWvltf6231n9rOv7k+Vpvs3/i5dRqASRAvKzTj58u9zYePjYdv7ux0Vt6uuvl1L5cAAIvJo7Ac1jORADylYNWbrkQdLU6aOPiSytjVQ7pHIEhE2iShQvwBQavlU/6m5X18eT5Wi+9fXygPr/2/IRaORw8rNOvHy41CeVHu8sbr9Vndjc2Cs/YSwS4THEEXkyolQPIoq+stXLdQjDks22l7B9s99Rbdqzr6qCNC7WyNeUfY56MX3+zQ2DIBJpk4QJ8gYFr5bf9NUUEFzj4ePsgq6S97c/SPx1se2ktw5dGkuC+SD9+urz6onrAi+RdV0kZv1jz0lr24gIWeDGhVg4gi76y1cq1C0GqjPUi+LPtfC/ZbXXQxoVamRghMGQCTbJwAb7AoLWycQ/gYDv38ZxBE4JaeYJwXqRNOsS6MQbdaEOJAJcpjsCLCbVyAFn0laVWNlkIKsYU2ijOq4M2LtTKxAiBIRNokoUL8AVGgFbOdYtLH6iNnizWvoOPC/WRWnmScV6kdzc21h6lD1+M9u7kdLBWT2+v9pQDHSQCXKY4Ai8m1MoBZNFX9lq5aSGo0MqfbfdKDWmn1UEbF2plYoTAkAk0ycIF+AIjSyvXUGweUCsHhfMindfKlWOolSuBFxNq5QCy6CsvWrlyTEkr61vI1MoEhMCQCTTJwgX4AiNAK1d/9HbS/zjddlbQytyDERbOizT3YLgCLybUygFk0Vdj3YNx8nyt3FTmHgyCQ2DIBJpk4QJ8gUFr5abv9ilfdM4N43f7wsJ9kTb7bl+v1+v1drfV5/ndvgR4MaFWDiCLvur2u329Xq/XG33hu/I35vjdPoJCYMgEmmThAnyBgWtlqx4AfzMuNDys0zYdYv5mXAa8mFArB5BFX3X5m3HjWR20caFWJkYIDJlAkyxcgC8weK3M/0VC+L9IBAAvJtTKAWTRV/xfJFQ504zAkAk0ycIF+AIjQSsDgS+NJAG+xrtLBLgNjsCLCbVyAFn01eT/j2ttXKK3P/4hJY7j5E7XEmEMpyB+ERgygSZZuABfYKZcK6sFkACBr/GOBOACvJg4As9hToRkIsCreheLQvT2x9+nxHGc3OleInR+CuIXgSETaJKFC/AFZuq18u+JBOBrvLNEmHgX4MXEWSvj05gT4e2Pv4dX9S4WBWplYoTAkAk0ycIF+AJDrUwkAF/j3SUC3AZH4MWEWjmALHpLrUyVM80IDJlAkyxcgC8w1MpEAvA13l0iwG1wBF5MqJUDyKK31MpUOdOMwJAJNMnCBfgCQ61MJABf490lAtwGR+DFhFo5gCx6S61MlTPNCAyZQJMsXIAvMNTKRALwNd5dIsBtcAReTKiVA8iit9TKVDnTjMCQCTTJwgX4AkOtTCQAX+PdJQLcBkfgxYRaOYAsejtVWpkQQgghhBDCvjIxQmDIBJpk4QK8DeDeRSDEHXgmu08EuA2cy/CWpHtHE54G7lkE/4Shiw8oqJWJEQJDJtAkCxfgpY3rK5EAPJPdJwLcBs5luNilVn4bqlb+8sffp8RxnNzpWiKM4RTELwJDJtAkCxfgpc0RtYAQYg08k90nAtwGzmW42HUkjCyCi11HtKlFrUyMEBgygSZZuAAvbVxfiQTgmew+EeA2cC7DxS618pfUylQ504zAkAk0ycIFeGnj+kokAM9k94kAt4FzGS52qZW/pFamyplmBIZMoEkWLsBLG9dXIgF4JrtPBLgNnMtwsUut/CW1MlXONCMwZAJNsnABXtq4vhIJwDPZfSLAbeBchotdauUvqZWpcqYZgSETaJKFC/DSxvWVSACeye4TAW4D5zJc7FIrf0mtTJUzzQgMmUCTLFyAlzaur0QC8Ex2nwhwGziX4WKXWvlLamWqnGlGYMgEmmThAry0cX0lEoBnsvtEgNvAuQwXu9TKX1IrU+VMMwJDJtAkCxdMqs+d62evvawe8PLGmSi5ZcPuXI+Um/bwzWvnshHn+5/svftkr39BPSw6d2N9CtZXIoGGWaBLcoPJokvyuolQevGXN85UHlicCO4u6Ketpe+frC+dra0AAc5luNjtXCubJIN2jGX61c6Oiixq1qOf7g9Gt/1PWwy4+Xn29M3iUfOr3wxKR+WerDydmVb+LiWO4+RO9xKh81MQvwgMmUCTLFxoKD1D8VpTpDavnVPW1JG6vXO9cYG/d/76PaWMXrhTqptnljYNKuN3hLhTm2b6JDeYLA1JXhzTv5B7f/jyxpno7JlzhlrZgwu6aWvruzq40vfQ5jJc7DprZfcs0o6xTr/q2VGdRQ1idGf1dDAYfH5zpH1PV3dMBiSqtyyRFa38+er8cmFk41FaraxJreiLH79LieM4udO1RBjDKYhfBIZMoEkWLjSuwbkyl9avSFv4spFqh0Apf8qBhYW2UATNFte9d5+oBYQQa+rSrCLJdflcnizaJK+YCBp9uXnNTCt7cUEzba19z/lbfVnCmstwseuIhyzSjrFOv8qz12WRSVP59Bfz0XI0/4vTUa9XEbXaAYmATm/flGVxof2sKuzR7fObJlpZm1rUysQIgSETaJKFC41rsJ1WzhW4TPWW1tekHVWqgAZt6XDWVyIBd6FZOQU0Sa7VyvlpNZw1Y9XKmmnr4LvBRqzQ5jJc7E60Vq5YNWpH6rKoXokm8jeRwooszlSvfkBJQBeOKu7fGIrp4v4Nkz0Y2tSiViZGCAyZQJMsXDDQo7U9oUatbNJSKlRGs/5BMOsrkYCVRGgzWeo/KulfiJS/5lVmRZutNBE8uZAf48X3d/fOG3xMBM8Bd+BiF6SVm8ZYp59udjRmkVVfuWmA8mTuvnaDh27Thf5c1Mry2L8YLawXnny2MjO70k/vR1FUHiMDgSETaJKFCwbVp7avrN+IVrVNM9d+OJ9uR86NMW2kBbO+EgmYToHcqt/UW61M8tJHz+l80ZzaR1/ZyAXttLX1Pe9CtYNBzWW42O1WKxslQ6v9yo3pVz879FnUIEYbtyPrB9zcH3WL9Ts3tEJ5Z/V0uO8iGVnaGz02rbx1e065XX1wNGaVUxCg6cP9i0pLYObu6XE8ON5ayJ6aXennxwxvV/aTl+rfnVeenV98VmXA6eKs5nADUwfHcU4rr1+JLm6lI2vOCFN1jq9glyqdmnQcv3pwuWyS+uTcrb1s/JPVq8Nnbx/6uqoNpUf9YYqsYOWXSc0XnKu+vJyvjLq22frSWZMvcIS0vhIJNGSa/lv8+YmgmSz6JC9tt6hpIfvSyiYuVExbS9+z7rjJl3TDmMtwsduxVjZLhha/g9GUfg2zQ59FzXuCNT9zkVe92t/BULYsj5rK6lE3s2PSMfldziZN5Q61siomxqhyEmq0cl6Yqh3ceLB+RXtU+te86n22MqMXwaeLsyMhPjywRuPWa+XTxVlx+thvyOxSpVOTjuPDW6nq3bs/d3nnSeHJo51Lc/e34sFxIpSHA3y6YChJxQJfHUkYwDPZfSLAbeBchovdzrWyeL4w0cqy0aaWz76yuRJqdYpa2mjlyu0N+cF5VV3H1kJUNVLpYSvd4tFZih1upY19ZV8Zebo4Oz8z6ltnorx0+MjB/MhnKzOz8772dbiHzC5VxpJFg+N4cHy0c6kshVUBPRLNHgmjMhLiDjyT3ScC3AbOZbjYpVb+glq5WWoYiwnLU2hoswejrCa1L7K1ULuVQiEbme7EmF98VtDl6YaK0VnUv+r7yqpWHknt9Cjt4bkzjl6q7u2BjarzphHbpMqYTIoPbxW2hezdn5ubyxrJRzuX1C0kY9uDIR746kjCAJ7J7hMBbgPnMlzsUit/Qa3cxKsHl0XtV66RiYoGLQ+27yuPRGpebY82Io/Oov61WSuXntQernaa02a2uSNjDVm7VBmHSXv356q0eyrrc13nVw8ue2uNw0sb11ciAXgmu08EuA2cy3CxS638BbWyDv3OzjEKr9yO4f7d+ZF4LWnlrQWll1yrle33K2sburq+srpxoq1W1h6ulcWytLJlqnSdRVu3S03io51bq69Kpqr6nlo5qPWVSACeye4TAW4D5zJc7FIrf0GtrEP7MwJjUjkj1O0WqkIt7MHQ7crIBheb0OtX1C5tQ4s6u6WSuna/cu5HNtpq5YJtuv3K2VYQQVrZMlW6zaLCzorhRurDW8VnioMvpWLa2QUv5enx0+XexsPHpuN3NzZ6S093ub4SOQQwEby8DhB4DrjjRbC+7a/11vpvTcefPF/rbfZPqJXTLPIiWH/yz2/evHmz/ZHZ+I+237x58+aff9KhVv4/P36XEsdxcseLDqhhDKeYCmq+XOgbgSETaJKFCx7K0+uHS5X6YHdjoze6LW+8Vp9XH9qjFhBCrAlgIvhSGyjgOeCOB8F60t+sFspv+2ujLFp7fqLKZfWhPWFkkQfB+tF2g1D+23uHBXHceIgx2tSiVjak/GPMqH8aonayx2eDwJAJNMnCBffa9Pjp8uqLqr9ur+5uD++/WMu13F6seemowVdHEgYBTAT3F8ECzwF3vDSVPz4wkNEn/c3e9mfpnw62vbSWw8giZ7U6e+9f37z513uzNX9NbrlGcv1R1MpkLAgMmUCTLFxwrk3GjbFC162uCTdd6yuRQAATwdkFMPAccMdZrdZ2iA+2lb0Z+ZG13Whq5Zb8ZLtxQ4Vu08VP/vnNmzfbP6FWJkAEhkygSRYuONem3Y2NtUfpwxejjwiLy//2aq+gJLZXe8qBU7y+EgkEMBG6UB7jBJ4D7vjQyrlu8WjDxVAHf7bdU26qqj74WG0zUyu78Lf3Dt+8OXw6mzycfXo4aiMrWyx0Wnn26eGbN4f3/pZameAQGDKBJlm44Fyb8hJBy4u1nkYNUCsTQQQwEZxdAAPPAXc8a+U6CuKYWjnLIr9a2byvTK1M8AgMmUCTLFxwrk0NHz0/2u310p2aKtyDQSQRwERwdgEMPAfc8aGVTb6ld/J8rdfbPsie4R4MJYtctfLyT7bttXKHezC+TYnjOLnTvUTo/BTELwJDJtAkCxfca1PdV5peP1zq5W7ZSG9fafqWEHcCmAjuL4IFngPuOGvl2u/2KXswit/khdXIOQAAIABJREFU8/bdvhCyyFkrG3+3780bpZHs8bt9mtSiViZGCAyZQJMsXPBQnmwaYx5/Kgu/QJIACGAieHABCjwH3HFXq1YdYo+/GRdCFjlrZasfgPP5m3Ga1KJWJkYIDJlAkyxc8FKegP+CAb46kjAIYCJ4eR0g8Bxwx4NWhv4vkjCyyINWhv4vEm1qUSsTIwSGTKBJFi7ASxvXVyIBeCa7TwS4DZzLXgQrkDCyyItgBaJNreg3P36bEsdxcqdriTCGUxC/CAyZQJMsXICXNkfUAkKINfBMdp8IcBs4l+Fi15Ewsggudh3Rpha1MjFCYMgEmmThAry0cX0lEoBnsvtEgNvAuQwXu9TKv6FWpsqZZgSGTKBJFi7ASxvXVyIBeCa7TwS4DZzLcLFLrfwbamWqnGlGYMgEmmThAry0cX0lEoBnsvtEgNvAuQwXu9TKv6FWpsqZZgSGTKBJFi7ASxvXVyIBeCa7TwS4DZzLcLFLrfybYLXy+29T4jhO7nQuEbo/BfGLwJAJNMnCBXhpc62MSgEhxBp4JrtPBLgNnMtwseuqlYPIIrjYddXKutSiViZGCAyZQJMsXICXNq6vRALwTHafCHAbOJfhYpda+TdTpZUJIYQQQggh7CsTIwSGTKBJFi7A2wCOwHsAXbQQyPiBZ7J7Ow3elXQEfg3dQxAA8MvIKGihViZGCAyZQJMsXICXNkfgYpdaOQzgmewuEeBil1o5AOCXkVHQEv3v99+mxHGc3OlaIozhFMQvAkMm0CQLF+ClzRG42HVELYAECDyTHfnf1Mpo4DnMiRBMFMpQKxMjBIZMoEkWLsBLmyNwsUutHAbwTHaXCHCxS60cAPDLyChooVYmRggMmUCTLFyAlzZH4GKXWjkM4JnsLhHgYpdaOQDgl5FR0EKtTIwQGDKBJlm4AC9tjsDFLrVyGMAz2V0iwMUutXIAwC8jo6Al+t/vf5cSx3Fyp3uJ0PkpiF8EhkygSRYuwEubI3Cx66yVf0ckAM9kZ4nwO7jYnXqtjE9jTgT4BewIamVihMCQCTTJwgV4aXMELnaplcMAnsnuEgEudqmVAwB+GRkFLdTKxAiBIRNokoUL8NLmCFzsUiuHATyT3SUCXOxSKwcA/DIyClqolYkRAkMm0CQLFxpKz8sbZ6Lkdvbay+aR5/uf7L37ZK9/IVJv526sG7/4nevqkU0nNdTKn+4PRrf9Tw0HzK9+M3A8qvJAamV5+JoId67nB9jNoHeb1861mAV706SVi1e4+NdyATG5mHVj6s8YmErzMBGqx5hcycKYtisC/AJ2BLUyMUJgyASaZOFCbd3ZvHZuVJte3jhTJXmHxfHsmXPpSp+rdGeWNs1f/M51zYvU0CyUd1ZPB4PB5zej5ejm54PB4HR1x2TA/Ornq/OZ/N2/afSyFYOplcXjYSIM3yKqy7n1DLp3/vq97GVrDlQkAlzsdq6VNVdYU3BKBcTkYlaMMThjYCrNeSJUjDG5kroxbVcE+AXsCGplYoTAkAk0ycKFurqTq4ZKBXx377xazl7eOBNduPNu81pZKw//pCxIkbbUZi+udhFMSqRhU/n0F/PRcjT/i9NRr1cRtfoBGXopXPeyo9vnN6mVJwUPE6H4Vx8zqE6UFCUCXOyOpa+cv8Kli9lQQHIXsxw+7QUvnzFkleY6ESrHNMdOO6btigC/gB0RvXn/u5Q4jpM7XUuEMZyC+EVgyASaZOGCh8o4VMOalb7UEjAsqYVXrqNRjCZCNhG1isDNVG/FgPxGi2+KPeaGo4YKu3kPhloACRDXiaDNZOcZVKnnSryhVi5HrVhACiO1Bzart5oQBICHFcGrVm67IsAvYEdQKxMjBIZMoEkWLlhVxoz8ZrL8W//GD50bXtxoibLtK5sNSDZaaPdUNL2s/lzUylJxnAj6pHWcQf0LkYE4SCUCXOyCtLLZSJOLqR9DrdxmIrTTyq3iaxQI+AXsCGplYoTAkAk0ycIF07LV/NlloSvW2CTTvriya9BTX7l5Y3HVhmaNUG46amf1dLjvIhlZ2htNrSwVTxOhWhy0nEF3rkdROhcMeDO9Wlm9mPoCUnExS5s39BecWrlVPtfsabboK7deEeAXsCOoles5XZydX3yGOlwQAkMm0CQLFxoWAP03mptX+vWls7rv0JS3aRZevPXX/5u18nLND1aMdLBmwM3sqcGgvHNDf9RQXpv+CAa1shw8TAT1519yC3z7GZQdZbpT8800aGXtFS4KtVIBqbyYhZ0wujH6M4as0jxMBO2Y5thpx7ReEeAXsCM8aOUnq1fnktvtw+BUjlbs7l+Mkif3L0YL6x0eLgj3kG3dnlNuVx8c4U06jl89uKwxSWeqOnLu1p63q9q8PsnGSCsLBl6CSQI8kx15Mw1aWTbwHOZECCYKZVy18pPVq3OXd54AVM54qG8M22ll88MF4R6yrdveJKYvk47jw1vpG7y9+2km60xVRh7tXJq7v+XJBXhpcwQudqmVwwCeye4SAS52qZUDAH4ZGQUtjlr58JaVaGhzCiyni7PKx0JX9o/jQapx16+Mnp9d6ceD42crM6MnZu6etj5cNu4hU5u1XkSz5yw62rmkaOU6UxVV7e4CvLQ5Ahe71MphAM9kd4kAF7vUygEAv4yMghY3rXy0c0n9sDrwPRini7PRxa2B0g9WGsPPVmayJnF6lPHh4vEZMk99Wa9ZdHhLuy2kYOre/bm5OV9C+ZhaWQDwEkwS4JnsLhHgYpdaOQDgl5FR0OKslTPd8OrBZdN+YYtTgMltoli/Ui12txby30xIRhofLh6vIXv14LKQ/cqD4zhRwFXaXWcq92AowMUutXIYwDPZXSLAxS61cgDALyOjoMVxD4aqJILXyuXv5OX7ypqtFMaHi8c5ZP73+3rJoq3b5c9DdKYe7dxafeXX/mNq5RE/+ec3b9682f7IbPxH22/evHnzzz+hVg4JL9n4+Olyb+PhY9PxuxsbvaWnu74kghfB+ra/1lvrvzUdf/J8rbfZP5GjlbEhCAAvlwII/AJ2RPTr979LieM4udNivVe2YVxKxUQT7U6BJLfh+OJW8mSmcYd7jkv7laMo3YNhfLhsnEOm/8UJqEmlTUTD3claUw9vFYf5cQFe2hzxIFg/2m4Qyn9777AgjhsPMUYtgASIh2x8/XCpUqXtbmz0Rrfljdfq8+pDe37tRSuf9DebhPJn22vPTwpyufAMTivXhWDIo93CBfcZggDwEAUo8AvYEdGv33+TEsdxcqd74dX5KYhfBIZMoEkWLsBLmyPOanX23r++efOv92Zr/prcco3k+qNaaeVviATcU/Hx0+XVF1V/3V7d3R7ef7GWa3y+WPPS1/z1+2+8NJU/PqgecLDd6/V6vZIyPtj20lruOASf7L1YK71X8RyCAHC/DljgF7AjqJWJEQJDJtAkCxfgpc0RZ638k+3GDRW6TRc/+ec3b95s/4RaORScU9G4PVnofRq0Qg0lgrNaNekQ68YYdKPHopVNQqAb4y8EAeAcBTDwC9gR1MrECIEhE2iShQvw0uaIq1b+23uHb94cPp1NHs4+PRy1kZUtFjqtPPv08M2bw3t/S60cCM6puLuxsfYofThsYfZKe2e3V4t9ze3VnnKgg0TwoZW3Pyt2kXv57ctaPX3wcU85EKmVG0Og1dPeQhAAXVTpcQK/gB1BrUyMEBgygSZZuAAvbY741crmfWVq5cBwTsW8UNPyYq2n0WRStXKL3rNIrVw5hlq504kABn4BO4JamRghMGQCTbJwAV7aHHHVyss/2bbXytyDEQ7OqdiwAeDRbq+XbllW4R4Mn1qZezDgEwEM/AJ2BLUyMUJgyASaZOECvLQ54qyVjb/b9+aN0kjmd/tCwz0V675Y9vrhUi93y0ZO3nf7er1er7d9oD4/Ud/t6/V6+fct/G6f14mABX4BO4JamRghMGQCTbJwAV7aHHHWylY/AOfzN+PwVZj82stEsGlPevzBMg9a2apDPGG/GddpCALAQxSgwC9gR1ArEyMEhkygSRYuwEubIx60MvR/kcBLMEnwko3Af4Txay9amf+LxC0EAeDlUgCBX8COoFYmRggMmUCTLFyAlzZHvAhWIPASTBLgmewuEbwIViDwa+geggCAX0ZGQQu1MjFCYMgEmmThAry0OQIXu9TKYQDPZHeJABe71MoBAL+MjIKW6D/ff5MSx3Fyp2uJMIZTEL8IDJlAkyxcgJc2R+Bi1xG1ABIg8Ex25D+pldHAc5gTIZgolKFWJkYIDJlAkyxcgJc2R+Bil1o5DOCZ7C4R4GKXWjkA4JeRUdBCrUyMEBgygSZZuAAvbY7AxS61chjAM9ldIsDFLrVyAMAvI6OghVqZGCEwZAJNsnABXtocgYtdauUwgGeyu0SAi11q5QCAX0ZGQQu1MjFCYMgEmmThAry0OQIXu9TKYQDPZHeJABe71MoBAL+MjIIWamVihMCQCTTJwgV4aXMELnaplcMAnsnuEgEudqmVAwB+GRkFLdTKxAiBIRNokoUL8NLmCFzsUiuHATyT3SUCXOxSKwcA/DIyClr0WpkQQgghhBAS/ef7/0qJ4zi50307rfNTEL8IDJlAkyxcgLcBHIE3wxxRCyABAs9k53ZaCC5MOvBryCyC50BHUCsTIwSGTKBJFi7AS5sjcLFLrRwG8Ex2lwhwG9xdmHTg15BZBM+Bjohev/+vlDiOkztdS4QxnIL4RWDIBJpk4QK8tDkCF7uOqAWQAIFnsiNhuDDpwK8hswieAx1BrUyMEBgygSZZuAAvbY7AxS61chjAM9ldIsBtcHdh0oFfQ2YRPAc6glqZGCEwZAJNsnABXtocgYtdauUwgGeyu0SA2+DuwqQDv4bMIngOdAS1MjFCYMgEmmThAry0OQIXu9TKYQDPZHeJALfB3YVJB34NmUXwHOgIamVihMCQCTTJwgV4aXMELnaplcMAnsnuEgFug7sLkw78GjKL4DnQEdTKxAiBIRNokoUL8NLmCFzsUiuHATyT3SUC3AZ3FyYd+DVkFsFzoCOolYkRAkMm0CQLF+ClzRG42KVWDgN4JrtLBLgN7i5MOvBryCyC50BHUCsTIwSGTKBJFi6YVJ87189ee9lyTP9CNLqd79ce+/LGmdIYkzMmwMUutXIYNGTayxtnhulcnZm6MXeuR8qtNqsLE8F8Bo0kQkcumByod7O9C5OOSckyrG/5MZvXzkVNF1MdoxzbJgqdZVGFbcwiY6iViRECQybQJAsXGkrPsE7VVnbNmHvnowt3NPe1VfXsmXNliUCtTMZKbZptXjs3SsiXN86cu7FuPObOdaMFvjQRjGeQqcqxdsHkQK2bNi5MOs2Btq6o1+8pqaK9mMqY/oVoGKl2Uegsi7S2MYtaQK1MjBAYMoEmWbjQXNzV2pfVrMIzhTGb19JVP1dS8wcOi74yuPKMlcDFLrVyGNSlWS6H1eRU8rlijNoqU5K8cSJUzSBblWPtgsmBejdtXJh0TEqWVUVVyGnN8oGFC94uCt1NhIoXYRaZEr16/18pcRwnd7qWCGM4BfGLwJAJNMnCha4qe/bBWaHfrJTUYZNgqrWyWgAJkHFIhFyHrGki6GdQJV25YKaV9W62d2HSMSlZ9lo5uZ45vaiNQv7JNlHofiIUDGYWmUKtTIwQGDKBJlm4YFXZm8Y06obi1rRC141amYwbK4nQakybiWByRj8qp2lMa0usDwxB5ZiULJuKWghTzVaE/oVI/WvLKHQ7EQq2MYvaQK3cEfsXo4V1zfOni7Pzi8/g5rVGYMgEmmThglVlb+qCVLXQ9F0E9pUJHtMpUPkJctM2zcpJoZsIzYNbqhx7F0wO1Llp5cKkY1Ky7Crq+aXNxkS6cz2K0kCYZt14skhnG7OoDW5aee/+nHq7vPMEo3IKwjR9uH9R6RbM3D09jgfHWwvZU7Mr/fyY4e3KfvJS/bvzyrO1GndrIYqii1tVJqV41Mr7FytNqjq7k6pzfIWt22quXH1whDfpOH714LLepCerV4dP3z7Me+HBctWFhrKufAdZqXRVn/FlY9aXzuoaxgZaWX/GSuBil1o5DBoyTf/1//K248KYqq//N0+EihlkrXKsXTA5UO+mhQuTTqOPthX13nlFCugraham3LBWUegqiypsYxaZ462vvHV77tLqqzGqHJUarZyXjM9WZmZX+qOH61e0R6V/zUTz8Fj1YZ71K9HFKwtR9uLYvrJQrXxrT5ZJx/HhrVQK791P3+w9Wb2qeeM3fGc4Xq0sHrjYpVYOA3gmOxKGC5MO/Boyi+A50BGetPLRzqW5+1tjVTkqbbRypYjMD86r6gaGg1UdnL3a+pXRm7Ir+4lWnpkdPjFsdQ8NKzx5ujgbZbcrK4vFo9JTqCPnF58pZzR3ofuQqX1lL6LZcxYd7Vwa6uPDW5XJ/OrBZWrlHHCxS60cBvBMdpcIcBvcXZh04NeQWQTPgY6IXr3/OiWO4+SOhQxqpX4sTlFLmz0YGlWqe5Gthai6i1ygf3c+ean0TvZqWwt5wXq6ODvaqpEK95yCTwV3QXmP7meDh6dQTlp1QbyoOn8ha/nOaixZdHgrbRgf7VxSd4vk9mB418pfw0ubI3Cx66yVvyYSgGeys0QIwYVJB34NmUXwHOgIH1o5a8hBVM6gRV85hyJby4Nb9JXzDeAGIavrPatbqKMoGu571neptd7lW9eNjluqOn+v5kdxejNp7/6cqt1z+fzqwWX1fSC1chG42KVWDgN4JrtLBLgN7i5MOvBryCyC50BHuGvlgpgYv/AaJGo1laT9u/OjVm5JMm4tKMq1Viub71fOd6DXrySvWdNXLilgvS5voZUrz+4P55ApO4Ml9ZW3bhe/vZcXxNTKDcDFLrVyGMAz2V0iwG1wd2HSgV9DZhE8BzrCVSvrvwU1FpWTR91uocrKwh4M3a6MbLBGepYaxkVG8nTEUDrX7VfWKGBlZ8joBzdMtXLuxzpGmnt4Up/7lR1DVvmLEziTStst0o3UyvPZN1bVX30pymt7F7yUp8dPl3sbDx+bjt/d2OgtPd31cmovgvVtf6231n9rOv7k+Vpvs39CrRwSkz4RfLkABJ4DzCJmkVj87FcGqBwyXgSGTKBJFi54KE+vHy5VVvbdjY1eelt9oT6/vPHaQ2X0IFhP+pvVQvltf21k/trzE1Uuqw+plSeejifCkEe7hbT3NhH8uAAFngPMImaRWKL/9f7rlDiOkztdS4QxnKIbyj/G7Hmrg1gEhkygSRYuuNemx0+XFRFcYHt1d3svXQN6a4/SP71Y89IL8dJU/vjAQEaf9Dd725+lfzrY9tJaVgsgAdLxRPhk70XypqukaTxNBC8uYIHnALOIWSQWamVihMCQCTTJwgXn2mTc0nixlvtg0aB9YoKzWq3tEB9sK3sz8iNru9HUyhPHWCaCboynieDDBTDwHGAWMYvEQq1MjBAYMoEmWbjgo7jnusXDDQtq4U6eLJby7VW1zWyLD62c6xaPNlwMdfBn2z3lpqrqg4/VNjO18oQzjomgV0J+JoIPF8DAc4BZxCwSC7UyMUJgyASaZOGC5+JeQ2EPhkytXEdBHFMrB8VYJgJVToMLkw6zCA48BzqCWpkYITBkAk2ycMFHca/+0PD1w9V0F11BK0/EHozcsF5v+yB7hnswwqLbiVAzhp+eKy5MOswiOPAc6AhqZWKEwJAJNMnCBffa1PDdPmUHQ27YRHy3T9mDUfwmH7/bFxYdTwTl8/Rer5d+4dXfRPDiAhZ4DjCLmEVioVYmRggMmUCTLFzwUJ5sWhoT85txbt1oauWJYdIngh8XoMBzgFnELBILtTIxQmDIBJpk4YKX8sT/RUKtPOlM+kTw5QIQeA4wi5hFYqFWJkYIDJlAkyxcgJc2R7wIViDwEkwS4JnsLhHgNri7MOnAryGzCJ4DHRHF77/OiOPkTtcSYQynIH4RGDKBJlm4AC9tjsDFriO5AkhwwDPZkTBcmHTg15BZBM+BjqBWJkYIDJlAkyxcgJc2R+Bil1o5DOCZ7C4R4Da4uzDpwK8hswieAx1BrUyMEBgygSZZuAAvbY7AxS61chjAM9ldIsBtcHdh0oFfQ2YRPAc6glqZGCEwZAJNsnABXtocgYtdauUwgGeyu0SA2+DuwqQDv4bMIngOdEQUv/9tRhwnd7qXCJ2fgvhFYMgEmmThAry0OQIXu85a+bdEAvBMdpYIIbgw6cCvIbMIngMdQa1MjBAYMoEmWbgAL22OwMUutXIYwDPZXSLAbXB3YdKBX0NmETwHOoJamRghMGQCTbJwAV7aHIGLXWrlMIBnsrtEgNvg7sKkA7+GzCJ4DnQEtTIxQmDIBJpk4QK8tDkCF7vUymEAz2R3iQC3wd2FSQd+DZlF8BzoCL1WJoQQQgghhLCvTIwQGDKBJlm4AG8DTDnwEkwS4JnARIJfQ4YgjCjAPy3s4sNGamVihMCQCTTJwgV4aZty4EsjSYBnAhMJfg0ZgjCiABe7nWjlz9//NiWO4+RO1xJhDKcgfhEYMoEmWbgAL21TjloACRB4JjCR4NeQIQgjCnCx64g2LtTKxAiBIRNokoUL8NI25cCXRpIAzwQmEvwaMgRhRAEudqmVCQyBIRNokoUL8NI25cCXRpIAzwQmEvwaMgRhRAEudqmVCQyBIRNokoUL8NI25cCXRpIAzwQmEvwaMgRhRAEudqmVCQyBIRNokoUL8NI25cCXRpIAzwQmEvwaMgRhRAEudqmVCQyBIRNokoUL8NI25cCXRpIAzwQmEvwaMgRhRAEudqmVCQyBIRNokoUL8NI25cCXRpIAzwQmEvwaMgRhRAEudqmVCQyBIRNokoULJtXnzvWz115W/XXz2rkovZ3vmx/4yZ3rkXLLRq4vnR0+d/2erwJab8mQlzfOqC70L1T5pfM9e/0qv6oqO5GASW6YBFSbaQ3pp3vxbBY0nTGYRGqeyCZR0I5pnsvaIqCf4AGHoDkKHU6E2qtdKM61UYCLXWplAkNgyASaZOFCQ+kZrjE1Be7e+VTRvrxxJrpwx/TAT+5c19S+9aWz0bkb642rpjkGloyMP3vmXGrSvfOpL7n7Fb73L6Rma/2qqexEArVh2rx2bpQ/L2+cqcpPbaY1p5/uxdWzqNMq6ERqmiwmUdCOMZnLFUVAN8EDDkFTFDqdCNVXuxiXhijAxS61MoEhMGQCTbJwwUDPKfUxW290Ja+4nDQcqPZfdQrVI00uDOXI5rVzuZbS8H5uVajwXRmj8yvw9TUA6sKUSwA1l8rJUM60pvTTvnhuKmlfM8BEapjFJlHQjzGby5oiUHX2YEPQEIVOJ0LVierjoosCXOx2opX/4/1XKXEcJ3e6lghjOAXxi8CQCTTJwoXG0mNU4JKeQXEtaVMZE4mcfcDndw9Gk1gZCvR8Oc4+t1WP1brQ5Fc1agEkQGASoeLFW+3kCSORGmaxvVY2mMtVRaB+ggcXgoYojEkrm8dFHwW42HVEGxdqZWKEwJAJNMnChcbSY9jWyte1lgemI4u1uMVmBmsX8qJk1AyuXBVK9C9ElYK4+QrAl0aSYCURDCNee0jzixt92AK/gN2GwDAK2jEGB+qLQPMEDy0EDVHodCLornZdXKqjABe71MoEhsCQCTTJwoXGBaCxK3Z+aTOrpA1aWe0iaDc6q4d0qpW1/Yz8Z7W5PY76Dsqd6+Xmd8UG7qDX1wAwzZ+GDTkW7bT6PaCb184ZfcACv4Adh8AwChWbvw3msqYI6Cd4yCFoikKnE6H+arOvrDyw0cp79+dGt1t7AlXO/sVoYV3zcP+i8lZp5u7pcTw43lrInppd6efHDG9X9pOX6t+dV56dX3ymPfvp4mwyQLXBo2tV5/WPe8i2bs8pt6sPjvAmHcevHlyeKyfwk9WrVXZu3fZguepCQ+lRvj+uVLHCelPVjKk/sOJbz8o2jDOpCneh2RJ9OVZ+iECt0YXPB8s9j3bfnYcvjSShIYv0X//PZ5E200zST/fiaUfNcBbAL2DnITCMQsOPilTMZW0R0E/wkEPQHIXuJkLD1aZWVh6018qHt+bub2nuj0HlGFKjlfP69dnKzOxKf/Rw/Yr2qPSvmWgeHqs+rDNgUnEP2dbtFu+mxmPScXx46/bh8P7RzqUkgY92Ll3eeVJ4Mk7fFo5XK5OOgS+NJAGeCUwk+DVkCMKIAlzsCtTKrx5cHgkgVWGMQ+UY0kYrV4ra/OC8qjY3IN+KTprZaeM5iqLo4tZo2Eh5r1/R9LyTYWNW4e4hU/vKXkSz5yzauz+XJHB6Jx4cx68eXFbFceGhBxfgpW3KgS+NJAGeCUwk+DVkCMKIAlzsCtTK6h6MFhqi3SmcaLMH49nKTOEZ7YtsLUSVXeRGAwbHQ9FckrmZBC8J+pyOT7deTJhWzlCbtRJMSnJYeadXvV2EWjk04EsjSYBnAhMJfg0ZgjCiABe78rRyrpfcQka0OIUrxn3lHKeLs2n7tjTYtq+cUNi/sX5F0eyjl+3fnb+4NTjeWsiayvlDLm41uuAZryHzozg9Z5FewRd2FlErhwZ8aSQJ8ExgIsGvIUMQRhTgYlekVs7tVxaolU8XZ7Mmcf/ufFTs3Y5IhenoqEqtbL9fef9ipL5sXgSrEvzZyszswsXZ0Vf3Qugr63YGg00aHB/t3Fp9VW3VqweX5+ZSs4fPUCsHBXxpJAnwTGAiwa8hQxBGFOBitxut/MNXKXEcJ3fMF3vlFwPa/A5Gm1M4o263yMnW/B4M3a6MbHBRleb6wZWaNfc7GIX9ytGV/cJ+5Sj35cK8HIfvV3YNmfqLE37kpo8sOrylbLZIEzjdg3EpVdJx7idf8gLayQUv5enx0+XexsPHpuN3NzZ6S0934VVVgv1qASRA4EnIRIJfQ4YgjCh4Eaxv+2u9tf5b0/Enz9d6m/0TP1pZF5fo9IevUuI4Tu50LbzGcIoJ53Rxdny/B2eCwJCxToIEAAAcC0lEQVQJNMnCBQ/l6fXDpUqhubux0Rvdljdeq8+rD6HU2f/JXqKkk9vutnf71QJIgODzcOoTCX4NGYIwouBBsJ70N2uF8tv+2nBR2D5Q5PLa8xMPWlkbF2plX5R/jNm+6av+FIYQBIZMoEkWLrjXpsdPl1dfVP11ezXVly/Wcr3bF2tCWsu19le3nD3ZD18aSQI8D5lI8GvIEIQRBS9N5Y8P2recD7a9tJa1caFWJkYIDJlAkyxccK5Nxh3WQvu2qZs7Lurt317trT0yccehshMJoPOQicQQiAB+Gd2j4KxW6zvEBx/3tj+z6kZTK5POERgygSZZuOBcm3Y3NhQ1+WL0yVRRR26v9gqStFqGjpVa+18/XOopt2wPhjf74UsjSUDnIROJIRAB/DK6R8GHVlbU8MH2sP4nOvikv6kuCtkejFoZTa1MxoPAkAk0ycIF59qU15paXqz1NLJSpFYukGse725s9JTdGtTKQYHOQyYSQyAC+GV0j4JnrVzXPD55vtZTdmtQKxM0AkMm0CQLF5xrU8MejEe7hXbsiMnYg6H+Na+VuQcjLNB5yERiCEQAv4zuUfChlWv2YKh/zWtl7sEgcASGTKBJFi6416a678YV9jD0FK05Id/tU13IGczv9oUFPA+ZSPBryBCEEQVnrdzw3T51G0buy3z8bh+BIzBkAk2ycMFDebLpsE7Sb8Z1aj98aSQJ+Dyc+kSCX0OGIIwouKtVqw5x578Z9zYljuPkTvcSofNTEL8IDJlAkyxc8FKe+L9IHCr7WyIBeBIykeDXkCEIIwoetDL0f5Fo40KtTIwQGDKBJlm4AC9tUw58aSQJ8ExgIsGvIUMQRhS8CFYg2rhQKxMjBIZMoEkWLsBL25QDXxpJAjwTmEjwa8gQhBEFuNjtRCv/+w9vU+I4Tu50LRHGcAriF4EhE2iShQvw0jblqAWQAIFnAhMJfg0ZgjCiABe7jmjjQq1MjBAYMoEmWbgAL21TDnxpJAnwTGAiwa8hQxBGFOBil1qZwBAYMoEmWbgAL21TDnxpJAnwTGAiwa8hQxBGFOBil1qZwBAYMoEmWbgAL21TDnxpJAnwTGAiwa8hQxBGFOBil1qZwBAYMoEmWbgAL21TDnxpJAnwTGAiwa8hQxBGFOBil1qZwBAYMoEmWbgAL21TDnxpJAnwTGAiwa8hQxBGFOBil1qZwBAYMoEmWbgAL21TDnxpJAnwTGAiwa8hQxBGFOBil1qZwBAYMoEmWbgAL21cn4gE4JnsPhGi5WiigV9D1qIAsujfqZWpcqYZgSETaJKFC/AFhusTkQA8k90nAlymUCsHADwNqJX1cVEfUCuTKgSGTKBJFi7AFxiuT0QC8Ex2nwhwmUKtHADwNKBW1sflf/7wNiWO4+RO1xJhDKcgfhEYMoEmWbgAX2AcUQsIIdbAM9l9IsBlypRrZXgOewGeBo78z8nXyvq4qA+olUkVAkMm0CQLF+ALDNcnIgF4JrtPBLhMoVYOAHgaUCvr46I+oFYmVQgMmUCTLFyALzBcn4gE4JnsPhHgMoVaOQDgaUCtrI+L+oBamVQhMGQCTbJwAb7AcH0iEoBnsvtEgMsUauUAgKcBtbI+LuoDamVShcCQCTTJwgX4AsP1iUgAnsnuEwEuU6iVAwCeBtTK+rj8zx++TInjOLnTvUTo/BTELwJDJtAkCxfgC4zz+vQlIe7AM9l9IsBlytRrZXwauwNPA2et/CVc7DprZV1c1AfUyqQKgSETaJKFC/AFhusTkQA8k90nAlymUCsHADwNqJX1cVEfUCuTKgSGTKBJFi6YrAF3rp+99rLmr5FyG45cXzpbeKbE5rVz2WHn+6PnX94403BggOsTgdOQaSZpWTPm5Y0zapJXToT0wIrZUTsRmpXEp/uD0W3/U+MBdkctRzc/z56+6U8rW5Qj6/DpXy3oWgTLouUo2lk9HQwGn99Mn5n/xWl6lPo8tTK1MtEjMGQCTbJwoWFl6l9oXCTuXC+t5S9vnDl3Yz1bgS7c0Rx47/z1e3vFMZvXzinLW/oioa9PBE5tmpmkZfWYlzfORGfPnKuSvMpE6F+IhgdqZ4ebVlaEyM3PB4PB6eqOwQC7o5bnV78xlcgttLJdOXIIn+7VAq9FmCwaJkxeEyfy+vObqWiuFNnUylQ5JEFgyASaZOGCwRqgrCLp6l7RehmuK9mSXzg8d2BuCUzG51ay8nmDXZ8InLo0q0xLJZ+rxgyV7ua1nFaumAhaJZebTQ5a+dP9wWBw+ov5vPJQRK12gN1RiTZKb9+sznvrK7cvRw7h07xa6LUIk0UlcWyky6dKK//bD1+mxHGc3OlaIozhFMQvAkMm0CQLF9wXp9xKP2qAVXx2WTowaRSpTeiWWlktIIRY04lWzn1g0qiVm2ZH00So1xCJRkn0iqJdMr2iHWB3VFkbDQd0r5U15cjlrY6uuIVdiyBZpNfKy/k3XWZ7MP5t8rWyPi7qA2plUoXAkAk0ycIFq8Wp1ch75xs/QW5e1QJfnwgcK63cMCb/jrG2N9m/EFVNE7M9GP9m2RFsGuB8VO5+J1q5aaRt+NqeF57DXsBkkU4r50YaZ9G/UStT5ZjybGUmiqJoYb3zc50uzs4vPhuHUwJDJtAkCxesFie1kVO/sXLz2rkoSgfkGznnlzZLB7berwxfWkgYmE6BXFqqE6E+dev6yneuq3OkZna4aeXGjcUtdpo2HbV8c3+09cJ8p6mtVm4sR9bha7drHJ7DXsBkUbVWbvvpxL9RK2t5snp1bni7+uBIiMrZv5jTqenD/YtKg2Hm7ulxPDjeWsieml3p58cMb1f2k5fq351Xnq0UqetXootb6ak71bKTpJW3bs8ptxbZ0p1JGUc7l+bmbu0NjuPB8d591dC5yztPqkb6uKoNK9PwyzRRFFVIXv23+LOO2pl0yS+vatp+W8vfwYAvLSQMGjJNn5b5T//rUrdaK2dHqXOhYna4aOVl7W8R5PWK6S8YGBylfHpuInGMtLJtObINX8WrBV2LQFmkfLdvkIpp9adUuAdDedBaKx/tXEqVxNHOpbn7W+NXORpqtHK+1/tsZWZ2pT96uH5Fe1T610w0D49VH2aMT79OnFb2JTF9mTTkaOfS3NVLlzXmbd2eu7T6ymSktQtmvRy5wJcWEgbwTHafCCZKQjLwa8haFEAW/Ru1soa9+0rX7dWDy6bNwhansKGNVq7cKZEfnFfVNWS95yv72Ys8W5mZnc82Zgw3aUTRqL3dvzufCPH0zvHWQnRlX217D3vVuZdStHLymnr57kfVOb6C2lf2ojX9ZNHwPd6rB2UFXHj7VzPSwQX4AsP1iUgAnsnuEwEuU6iVAwCeBtTK+rioDyz2YNh9sN7qFO1pswejJFv1L5IoV6Ozq71eRSunr5YT6KPBQy1+ujg7PzO7sJ5s5Lirjhxt59AevrUQmUl5F1Xn7dXafATRrUmZJRoFnGuE1450cQG+wHB9IhKAZ7L7RIDLFGrlAICnAbWyPi7qA7fv9h3emrg9GDlOF2fTfcalwcZ95UqtnB6u7pDOGsani7ML68m+jq2Fi1uni7ML63mBPtwGnbPkdHE2eY3Ov0foNWQtPoLo1KT8O718w1vdX1Q/0s0F+ALD9YlIAJ7J7hMBLlOolQMAngbUyvq4qA8ctPKrB5fn5m4fIoRXmdPF2axJ3L87P+q5lrTy1oLSS67Vypb7lXVauUJ29+/Oz8wuLD4bHMf7F2fnZ2ZX+s8q+so5rTzqK3f7JUL3kB3eStNDTl85o9Atrmkes68c4PpE4MAz2X0iwGUKtXIAwNOAWlkfF/WByx6M3FegxqpytKjbLVS5WdiDoduVkQ0uNmvXr6jt4KpWbpNWjnMbPzKNq+yjWL+i+ZkOZb9ySSunr9nZTgznkL16cNnnj2D4zqKcAn6yerX48xcVI91d8LJIPH663Nt4+Nh0/O7GRm/p6S7XJyKHACYCXKZI0MqsRY7A00CIVn7bX+ut9d+ajj95vtbb7J90qJV/9cOXKXEcJ3e6EFsqYzgF8YvAkAk0ycIFD4vE64dLtYvT46fLveS2u60sUcsbrz2sT2oBIcSaMUyEvXefPNotpL3PiQCXKXitXBuCR7s95ZZedtaiHPA0cORXXrTySX+zVii/7a8N82j7QJHLa89PPGhlfVzUB9TKLSn/GPMY/v8IBoEhE2iShQvuK8Tjp8urL+r+qm/zvFjz0s6BLy0kDLqeCHsv1vISzf9EgMsUuFauD8Gj3Z7+r6xFCvA0kKCV3/bXPj5o33I+2PbSWtbHRX1ArUyqEBgygSZZuOC8QtR3ZbZXe2uPtH8yaMJNz/pE4HQ8EarH+JsIcJmC1soNIVD7yjnRzFqkAE8DAVq5vkN88HFv+zOrbrSjVv4iJY7j5E73EqHzUxC/CAyZQJMsXPCxPilq+MXok6lk7Xn9cEn92DPbg/FJnYxutz59QYg73U6EOjHnbSLAZYoArdwYgk/2hnVJveasRRnwNHDWyl/40MqKGj7YHiZSooNP+pvqopbtwaiV0e20si4u6gNqZVKFwJAJNMnCBc/rU3lNyhaq3Y0NtZ3D9YkIotuJkI2hVh6XVm4RCNaiDHgaiNPKdc3jk+drPWW3BrUyQSMwZAJNsnDBx/pU87mn+te8Vvb2uSd+dSEB0PFEqB7jbyLAZYoArVy7Hyz9XKvQV2YtUoCngQytXLMHQ/1rXit724Ohi4v6gFqZVCEwZAJNsnDBeX1q+kqTsg0j9wUab9+nwa8uJAA6nwjploDCZiR/EwEuU9BauT4Euxsb5R/BYC0qAk8DAVq54bt96jaM3Jf5vH23TxcX9QG1MqlCYMgEmmThgvsKYdWV8fg7TfjVhQRAABMBLlPgWhkeggCAp4EErWzVIfb4m3G6uKgPqJVJFQJDJtAkCxc8rE/Q3/+HLy0kDAKYCHCZgtfK6BAEADwNRGhl6P8i0cdFfUCtTKoQGDKBJlm44GWRAAJfWkgYwDPZfSLAZYoErcxa5Ag8DYRoZSD6uKgPqJVJFQJDJtAkCxfgCwzXJyIBeCa7TwS4TKFWDgB4GlAr6+Pyrz98kRLHcXKna4kwhlMQvwgMmUCTLFyALzCOqAWEEGvgmew+EeAyZcq1MjyHvQBPA0f+dfK1sj4u6gNqZVKFwJAJNMnCBfgCw/WJSACeye4TAS5TqJUDAJ4G1Mr6uKgPqJVJFQJDJtAkCxfgCwzXJyIBeCa7TwS4TKFWDgB4GlAr6+OiPqBWJlUIDJlAkyxcgC8wXJ+IBOCZ7D4R4DKFWjkA4GlArayPi/qAWplUITBkAk2ycAG+wHB9IhKAZ7L7RIDLFGrlAICnAbWyPi7qA2plUoXAkAk0ycIF+ALD9YlIAJ7J7hMBLlOolQMAngbUyvq4qA/iikGEEEIIIYRMIXqt/N/+7rhTxnAK4heBIRNokoUL8GaMI/AeQBctBDJ+4Jns3tSE2+DuwqQDryfu5QieBswiLdTKxAiBIRNokoUL8NLmCHx1oVYOA3gmu0sEuA3uLkw68HpCrQzPgY6gViZGCAyZQJMsXICXNkfgqwu1chjAM9ldIsBtcHdh0oHXE2pleA50RPTZD/8nJY7j5E7XEmEMpyB+ERgygSZZuAAvbY7AVxdH1AJIgMAz2ZEwXJh04PXEvRzB04BZpIVamRghMGQCTbJwAV7aHIGvLtTKYQDPZHeJALfB3YVJB15PqJXhOdAR1MrECIEhE2iShQvw0uYIfHWhVg4DeCa7SwS4De4uTDrwekKtDM+BjqBWJkYIDJlAkyxcgJc2R+CrC7VyGMAz2V0iwG1wd2HSgdcTamV4DnQEtTIxQmDIBJpk4QK8tDkCX12olcMAnsnuEgFug7sLkw68nlArw3OgI6iViRECQybQJAsX4KXNEfjqQq0cBvBMdpcIcBvcXZh04PWEWhmeAx1BrUyMEBgygSZZuAAvbY7AVxdq5TCAZ7K7RIDb4O7CpAOvJ9TK8BzoCGplYoTAkAk0ycKFhtLz8saZKLmdvfZSP+bO9Ui5DYetL52Nmg5UT3G+nzzcvHau+FL1wFcXauUwMFmG71w3yMlcPtc++a425w2mXkEiuM9lxylZvD7tXZh04PWkc61smUUtDsxnUesVAZ4DHUGtTIwQGDKBJlm4UFt3Nq+dG5WnlzfOnLuxri9tOmWQDn5540x04U5dPT175lz6CvfOX783/FP/QlRxRhX46kKtHAYNa3D/grE+UPO5+skMbc4bTb2CRHCfy/ZTUnN9bFyYdOD1pGOtbJ1FZgdqsqj1igDPgY6gViZGCAyZQJMsXGhY+LPapBS7d/fOK+VM7SsPK2OuqFUeOJLRm9e0MsJsfYWvLtTKYVCfZqVMNs5nfZLnDyznfOXUq5MI7nO5zZQsu5C308qFSQdeT7rVytZZZHhgfapMzTsuLdEvf/g/KXEcJ3e6lghjOAXxi8CQCTTJwgUPlVEdP2ohazdm5A7MBmsX5opTlICvLo6oBZAAacy0Bq2szefKJNemd/7VWgrNBhdM5nK7KelfK8NzwB14PXEvR51kkQetbLoiwHOgI6iViRECQybQJAsXrCpjFdox987r9mDkxbTSk36XfBJXvW0jD3x1oVYOA4Nkq5sC2nyuS/IChZwfn1b2OCWpladWKzdlUYtk0P21zYoAz4GOoFYmRggMmUCTLFwwXfwqP35V9pNptiZvXjsXRekAfW8g18S6c10d3wx8daFWDgODZGvag6HL54onS7uYijnferNvkwsmc7nVlGzsCNq4MOnA60m3Wtk+i8wPLM6ytisCPAc6wlYr/8OXXwwGg1+/zp45+nYwuv3LkRiVk9iZ3f78T/+gsf/Rr5U//d3rf1EO+OKXv6o9xWjwd1/+TPt89iK/+qfvBoPBt4/+7vi//d3xz375Z4MXF4SvkD369WBQyBygSfn0GIUjiZQmmYfGD7I4urvQUHr0X15WC5z+e8ppd+HM0mYLbZGdrqkPNwK+ulArh0HDRBh+6yiKonbv/SqeLHxmrcv5lj8i0exC81xuNSXzB2qvT3sXJh14PelYK9tmkeGB5SxqvyLAc6AjLLSyoiRSxaNIz7zu7FZ4NZEI1lTWKA8rtXL+kKNvG+Ss/h2C9kVyWnni8BKy5B2CLK08tCSJTpIDv/qnXyfvfNSQdRK+5sooHvjqQq0cBvBMdiQMFyYdeD3pXCuLB54DHWHbV040Yqp4jr5N23KJHqpvLRudwh3FKlWr/ctRpVZu2e4dvm34l19/q7aWtS+itCQHg+++/FlqW2LJd38eNTi/fZQ2O9NetaLIBzltp+l9doSHkB19m3knRCsXQ1mUwtmbqMIHFMWPEexdgJc2R+CrC7VyGMAz2V0iwG1wd2HSgdcTamV4DnSEH62cU4clhdqxyqmkrFmzZ2q1sqn0HMrcL382bCQPu+kVL5JXYwWtPPj2Udp2/e7Ln4209b8c6d+HjH8Lh2vI/uHLL3TvUpAmjRi9jSn1jI+Ut0ClKHi5+AFURvjqQq0cBvBMdpcIcBvcXZh04PWEWhmeAx3BvnKqllr3lXOtYqXpW/EitVq5QpClsli9ffHLXxX2Q8vvK5e9cJfLfrOomLfKe5hiLhm8GzR3AV7aHIGvLtTKYQDPZHeJALfB3YVJB15PqJXhOdAR0S9/+E1KHMfJneZlvqCVW+9XNjiFB6r3Kyf3vytvSzXfr5zrJeellcF+ZWOtXLzUBfy1aZtUnaeQ+ewrO5ukxDdr5BejqYT7uy9/ZvZu0NwFeGlzBL66OC9OvyESgGeys0QIwYVJB15P3MsRPA2YRVostHJup2wmFtv9DsZ4tHL172AU/6SKe6Pfwajb4FHxIllvVbNfuVor56/tQNNsHsf3Bb2FTJhWVi+sNnbZ80rC+Nr9EkBl9LJCvO2v9db6b03Hnzxf6232T/5ve2fMm0YQRGF++nZQWRSnULhAckOB5PQuzn8gWCZyuxKFXeQHUFE4xTnnu8varHZm782unvUVhBAxo3m8eVrfEWblmlBR493DyjWbu9jX75rGLR92WhEB/mGUt1A6FdgRXAZUUZDUc2V4yiHzYnBkBktKaAFubUIUNsTh/seXm+nwuHb9z74dPr9+PDAr14OCGk+b5dWgfNosnbt56p/ZNc2qOelEBPiHUd5C6WS2ow9ethPz0bQjuAyooiCL35e3Hu999yB3RJjhLfSYnjLOdpRrCoMjM1hSQgtwaxMiXw9/7teDEDyh3W/bzx3mti/9X7VblbOcoQESIHIp3j2sBiE4xGmzdKtl40Yve1qrHC2rtIAFrgE5me3Iv7db55xz/yVjPTuCy4AqCsKsTKIwODKDJSW0ALc2IeL1EH0k025HvxiNOP5hVi4IsRSvnRCfNku3vj3vmklWjjmNjosI8A+jvIXSmcWOQq/RsyO4DKiiIMzKJAqDIzNYUkILcGsTorGcRqfFH9dbDBdP9+R0FbX74TEzs3LhiKW4a5r1bf/Hp3/X7nQ5+CMody8bZ+Xz9sYN/qEgIsA/jPIWSmcOOwrnaTU7gsuAKgrCrEyiMDgygyUltAC3NiHKy+kbJtdgMCvXhViK46w85nbnJj+DuMys/NlC6cxiR8zKlasoCLMyicLgyAyWlNAC3NqEaCynr3/pebjf91cBTrIyr8GoC7EUI+/S4zUY37VQOnnt6JvX8BqMilQUhFmZRGFwZAZLSmgBbm1CxMvp2r19g7PA0ct4b19dyKV4/d6+889AVua9fYMWSiezHQ2uynDO9bcdq9oRXAZUURBmZRKFwZEZLCmhBbi1CZGvh6QjGbUvaYJbMOlQUGPKCbHad8bptAAFrgE5FdgRXAZUURBmZRKFwZEZLCmhBbi1CVFYTtAv/4dbMOlQUSPw/yLRagEIXANyKrAjuAyooiDMyiQKgyMzWFJCC3BrE6KyIYDALZh0wJUsjwjwGuQtlA7cT5iV4RrIBLMyicLgyAyWlNAC3NqEwLcLs3IdwJUsjwjwGuQtlA7cT5iV4RrIxOJ4eevx3ncPckeEGd6C6GJwZAZLSmgBbm1C4NtFyNAACRC4koXU0ULpwP1EbkdwGVBFQZiVSRQGR2awpIQW4NYmBL5dmJXrAK5keUSA1yBvoXTgfsKsDNdAJpiVSRQGR2awpIQW4NYmBL5dmJXrAK5keUSA1yBvoXTgfsKsDNdAJpiVSRQGR2awpIQW4NYmBL5dmJXrAK5keUSA1yBvoXTgfsKsDNdAJhbHy2uP9757kD8iZH8LoovBkRksKaEFuLUJgW8X8XJ6JRaAK1kcEWpooXTgfiK3I7gMqKIgzMokCoMjM1hSQgtwaxMC3y7MynUAV7I8IsBrkLdQOnA/YVaGayAT4axMCCGEEEIICWflX/49KzO8BdHF4MgMlpTQAiHkWMVxGrwGngjCD4Z5rgzXQCaYlUkUBkdmsKSEFgghxyoiArwGphx42GVWhmsgE8zKJAqDIzNYUkILhJBjFREBXgNTDjzsMivDNZCJxfPltcd73z3IHRFmeAuii8GRGSwpoQVCyHP5EaGOFkoHHnaFUEVmYVYmURgcmcGSEloghDxXERHgNTDlwMMuszJcA5n4C0t9DgCwiqi6AAAAAElFTkSuQmCC" alt="" /><br /><br /><br />uva又卡爆了，换到hdu来大概很多队都没有做了，所以rating升了。<br />A题jh写的一个数论，很好的一个问题！<br />B题给jh写了个加宽搜索，一直WA，没有TLE。该多学学搜索了，<br />E题 WA了不止10次，最后发现是数组开小了，10^6啊！<br />F题 字符串处理，HY搞定，1A应该比较简单。<br />H题 最后15min写单调队列模拟，时间显然不够了。<br />I题 数论找规律，找素数，300W无压力A掉!<br /></div>总结：<br />&nbsp;&nbsp; 1、注意细节，给队友检查代码要做注意数组是否开足，死循环，越界溢出，爆栈等。<br />&nbsp;&nbsp; 2、多思考分析，想明白再做。Coding前最好是在纸上写好伪代码。<br />&nbsp;&nbsp; 3、构造测试数据，找陷阱，这个太重要了，虽然这次没有怎么用到。<br />&nbsp;&nbsp; 4、比赛不是一个人的事，除非水题，至少得两个人讨论后再做！<br /><br />&nbsp;&nbsp; 5、用一台电脑写！<br />&nbsp;&nbsp; 6、分工好读题，把所有题目都读完！<br /><img src ="http://www.cppblog.com/ArcTan/aggbug/186486.html" width = "1" height = "1" /><br><br><div align=right><a style="text-decoration:none;" href="http://www.cppblog.com/ArcTan/" target="_blank">wangs</a> 2012-08-06 19:02 <a href="http://www.cppblog.com/ArcTan/articles/186486.html#Feedback" target="_blank" style="text-decoration:none;">发表评论</a></div>]]></description></item><item><title>2012 Summer Training #1 （题解与总结）</title><link>http://www.cppblog.com/ArcTan/articles/185564.html</link><dc:creator>wangs</dc:creator><author>wangs</author><pubDate>Sun, 29 Jul 2012 12:02:00 GMT</pubDate><guid>http://www.cppblog.com/ArcTan/articles/185564.html</guid><wfw:comment>http://www.cppblog.com/ArcTan/comments/185564.html</wfw:comment><comments>http://www.cppblog.com/ArcTan/articles/185564.html#Feedback</comments><slash:comments>0</slash:comments><wfw:commentRss>http://www.cppblog.com/ArcTan/comments/commentRss/185564.html</wfw:commentRss><trackback:ping>http://www.cppblog.com/ArcTan/services/trackbacks/185564.html</trackback:ping><description><![CDATA[&nbsp;&nbsp;&nbsp;&nbsp; 摘要: 中国海洋大学 2012 Summer Training #1 Problem A &nbsp;&nbsp; &nbsp;ZOJ 2965&nbsp;&nbsp; &nbsp;直接枚举。也可以找到规律，参考dallas的神代码！Problem B &nbsp;&nbsp; &nbsp;ZOJ 2966&nbsp;&nbsp; &nbsp;最小生成树算法。Problem C &nbsp;&nbsp; ...&nbsp;&nbsp;<a href='http://www.cppblog.com/ArcTan/articles/185564.html'>阅读全文</a><img src ="http://www.cppblog.com/ArcTan/aggbug/185564.html" width = "1" height = "1" /><br><br><div align=right><a style="text-decoration:none;" href="http://www.cppblog.com/ArcTan/" target="_blank">wangs</a> 2012-07-29 20:02 <a href="http://www.cppblog.com/ArcTan/articles/185564.html#Feedback" target="_blank" style="text-decoration:none;">发表评论</a></div>]]></description></item></channel></rss>