openStack images

<img src="data:image/png;base64,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" alt="" />

php学习之正则表达式

1.正则表达式基本语法 首先,我们应该了解,两个特殊的符号’^’和’$’。 他们的作用是分别指出一个字符串的开始和结束。例子如下: “^The”:表示所有以”The”开始的字符串(”There”,”The cat”等);“of despair$”:表示所以以”of despair”结尾的字符串;“^abc$”:表示开始和结尾都是”abc”的字符串;“notice”:表示任何包含”notice”的字符串。 像最后那个例子,如果你不使用两个特殊字符,你就在表示要查找的串在被查找串的任意部分——你并不把它定位在某一个顶端。 其它还有’*’,’+’和’?’这三个符号,表示一个或一序列字符重复出现的次数。它们分别表示“没有或更多”,“一次或更多”还有“没有或一次”。下面是几个例子: “ab*”:表示一个字符串有一个a后面跟着零个或若干个b。(”a”, “ab”, “abbb”,……);“ab+”:表示一个字符串有一个a后面跟着至少一个b或者更多;“ab?”:表示一个字符串有一个a后面跟着零个或者一个b;“a?b+$”:表示在字符串的末尾有零个或一个a跟着一个或几个b。 你也可以使用范围,用大括号括起,用以表示重复次数的范围。 “ab{2}”:表示一个字符串有一个a跟着2个b(”abb”);“ab{2,}”:表示一个字符串有一个a跟着至少2个b;“ab{3,5}”:表示一个字符串有一个a跟着3到5个b。 请注意,你必须指定范围的下限(如:”{0,2}”而不是”{,2}”)。还有,你可能注意到了,’*’,’+’和‘?’相当于”{0,}”,”{1,}”和”{0,1}”。还有一个’&brvbar;’,表示“或”操作: “hi¦hello”:表示一个字符串里有”hi”或者”hello”;“(b¦cd)ef”:表示”bef”或”cdef”;“(a¦b)*c”:表示一串”a””b”混合的字符串后面跟一个”c”; ‘.’可以替代任何字符: “a.[0-9]”:表示一个字符串有一个”a”后面跟着一个任意字符和一个数字;“^.{3}$”:表示有任意三个字符的字符串(长度为3个字符);…

用一条sql查出总长和状态为2是长度

查询同一张表里同一个字段值的和以及状态是2(或1)时,该字段值的和 <img src="data:image/png;base64,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" alt=""> <img src="data:image/png;base64,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" alt=""> SQL语句: select a.sum allLength, b.sum length          from       …

GoLand Active Code

56ZS5PQ1RF-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-SYSsDcgL1WJmHnsiGaHUWbaZLPIe2oI3QiIneDtaIbh/SZOqu63G7RGudSjf3ssPb1zxroMti/bK9II1ugHz/nTjw31Uah7D0HqeaCO7Zc0q9BeHysiWmBZ+8bABs5vr25GgIa5pO7CJhL7RitXQbWpAajrMBAeZ2En3wCgNwT6D6hNmiMlhXsWgwkw2OKnyHZ2dl8yEL+oV5SW14t7bdjYGKQrYjSd4+2zc4FnaX88yLnGNO9B3U6G+BuM37pxS5MjHrkHqMTK8W3I66mIj6IB6dYXD5nvKKO1OZREBAr6LV0BqRYSbuJKFhZ8nd6YDG20GvW6leimv0rHVBFmA0w==-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

【bzoj4572 scoi2016】围棋

题目描述 近日,谷歌研发的围棋AI—AlphaGo以4:1的比分战胜了曾经的世界冠军李世石,这是人工智能领域的又一里程碑。 与传统的搜索式AI不同,AlphaGo使用了最近十分流行的卷积神经网络模型。在卷积神经网络模型中,棋盘上每一块特定大小的区域都被当做一个窗口。例如棋盘的大小为5*6,窗口大小为2*4,那么棋盘中共有12个窗口。此外,模型中预先设定了一些模板,模板的大小与窗口的大小是一样的。 下图展现了一个5*6的棋盘和两个2*4的模板。 对于一个模板,只要棋盘中有某个窗口与其完全匹配,我们称这个模板是被激活的,否则称这个模板没有被激活。 例如图中第一个模板就是被激活的,而第二个模板就是没有被激活的。我们要研究的问题是:对于给定的模板,有多少个棋盘可以激活它。为 了简化问题,我们抛开所有围棋的基本规则,只考虑一个n*m的棋盘,每个位置只能是黑子、白子或无子三种情况,换句话说,这样的棋盘共有3n*m种。此外,我们会给出q个2*c的模板。 我们希望知道,对于每个模板,有多少种棋盘可以激活它。强调:模板一定是两行的。 输入输出格式 输入格式: 输入数据的第一行包含四个正整数n,m,c和q,分别表示棋盘的行数、列数、模板的列数和模板的数量。随后2×q行,每连续两行描述一个模板。其中,每行包含c个字符,字符一定是’W’,’B’或’X’中的一个,表示白子、黑子或无子三种情况的一种。N<=100,M<=12,C<=6,Q<=5 输出格式: 输出应包含q行,每行一个整数,表示符合要求的棋盘数量。由于答案可能很大,你只需要输出答案对1,000,000,007取模后的结果即可。 题意: nm的棋盘,有一个2*c的模板,nmc都比较小,求一共有多少种nm可以包含模板; 题解: ①反过来求不包含的方案数; ②<img…