Diagramless Kakuro 无框数谜

文章目录
  1. 1. 规则
  2. 2. 参考资料

这是一种基于Kakuro(数谜)的变型。由 Thomas Snyder 在2006年设计。

规则

Diagramless Kakuro小型例题,作者:Thomas Snyder

在部分空格内填入1-N中的一个数字(小型例题中为1-7),余下的空格涂黑使题目成为一道Kakuro谜题。涂黑格所在位置成180°旋转对称,而填数字的格上下左右相连成不间断的区域。计算和的方式以黑格或换行、换列分隔,分隔形成的每一段不能有重复数字。所给的行提示(Across)表示每一行自左向右各组数字之和;所给的列提示(Down)表示从第一行起,自左向右每一列,各组数字之和。仅有两格或两格以上所形成的数字片段和才会出现在提示当中。

Place the digits 1-n (1-7 for the example) and some black squares into the grid to form a valid kakuro puzzle. The black squares in the grid have 180-degree rotational symmetry, all white squares are connected, and all digits belong to a sum of two or more numbers in both directions. Clues given next to the grid indicate the sums that are formed in the grid. For the row clues, this means all clues in the first row (from left to right) are listed before clues in the second row, and so on. For the column clues, all sums that have their uppermost cell in the first row (from left to right) are listed before clues that have their uppermost cell in the second row, and so on.

Diagramless Kakuro例题,作者:Serkan Yürekli。本题N为9。
Diagramless Kakuro例题解答

参考资料