不连续Non-Consecutive

标准数独基础上，任意相邻两格数字不连续（差不是1）。一般地，我们可以将它当作没有挡板的连续数独。

Classic rules applied. Additionally, numbers in adjacent cells cannot be consecutive. Actually, we can regard it as a Consecutive with no bar.

绝大多数相关结构在连续数独的页面。接下来我们可以讨论一些其他内容。

Most of the patterns are written in the page of Consecutive. The next part we will talk about something else.

◆六阶的潜规则 Hidden Rules in 6x6

在任意宫中，同一列的两格数字之差为3。也就是14，25，36组合。

Each 2 cells in same Box and same Column has the difference with 3. It means the type of 14, 25 and 36.

◆九阶可能的终盘轮换 Numbers may rotate in 9x9 solution

① 这个案例中，所有的148/257/369在横向轮换。如果已知数有对称性，答案有很大概率有全盘的轮换。

All the 148/257/369 are rotating in horizon in this example. If the given has symmetry, the answer will has more possible about all-grid rotating.

② 局部轮换，在这个案例中发生在第一，第二和第三宫中。

Local rotating, happens in Box 1, 2 and 3 in this example.

◆三连不连 No consecutive in three

三个相邻的不同的单元格不能包含一组连续的三连数字。

Three connected different cells cannot contain three consecutive numbers.

◆ALS

① 相邻两格候选数是AB和AC（B和C连续），则它们一定有A，构成A的区块。

Adjacent cell with candidates AB and AC (B consecutive with C), they must contain A, and form a Block of A.

② 单元格X与不同的两格Y和Z相邻，Y和Z的候选数都是{K-1, K, K+1}，那么X不能是这些候选数中的任意一个。

Cell X is adjacent with different cell Y Z with candidates {K-1, K, K+1}, delete these candidates from cell X.

③ 单元格X与不同的两格Y和Z相邻，Y和Z的候选数都是ABC（B与C连续），那么X不能是B或C。

Cell X is adjacent with different cell Y Z with candidates ABC (B consecutive with C), X cannot be B or C.

◆多数字结构 Multi digit non-consecutive

试错可能更为有效。Try and Error may be more useful in this case.

This example comes from @SunnieShine