棋盘覆盖问题：在一个2的k次幂乘以2的k次幂个方格组成的棋盘中，恰有一个方格与其他方格不同，称该方格为一特殊方格，且称该棋盘为一特殊棋盘。在棋盘覆盖问题中，用四种不同形态的L型骨牌覆盖给定的特殊棋盘上除特殊方格以外的所有方格。 -chessboard coverage : two in a k-th power of 2 multiplied by the k-th power grid consisting of a chessboard, and a box with the other

用4种不同形态的L型骨牌覆盖一个给定的特殊棋盘上除特殊方格以外的所有方格，且任何2个L型骨牌不得重又能叠覆盖。-In four different forms of L-type domino covering a given special special squares on the board in addition to all other boxes, and any two L-shaped dominoes can not be re-stacked coverage.

PKU1717-多米诺.DP实现,具体的转移方程可以看代码.-PKU1717-domino. DP realized, specific code can be seen the transfer equation.

用C++语言实现棋盘覆盖分治算法 在一个2k×2k 个方格组成的棋盘中，恰有一个方格与其它方格不同，称该方格为一特殊方格，且称该棋盘为一特殊棋盘。在棋盘覆盖问题中，要用4种不同形态的L型骨牌覆盖给定的特殊棋盘上除特殊方格以外的所有方格-C++ language with the board divided coverage of a 2k × 2k Algorithm in the composition of the board of squares, just a different box

SGU 101 Domino 题解 能否找一条欧拉路将所有边走一遍，输出路径-SGU 101 Domino problem solution will be able to find an Euler path all the edges go again, the output path