U386147 【MC系列7】走迷宫2

题目背景

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) ![](https://tse4-mm.cn.bing.net/th/id/OIP-C.Fk47KkuqyHY_MVKXWzG-mgHaEW?w=313&h=183&c=7&r=0&o=5&pid=1.7) ## 题目提供者:[liu3600](https://www.luogu.com.cn/user/750365) ### [上期回顾](https://www.luogu.com.cn/problem/U386682) ### liu3600 又来走 GG_and_go_to_died 为他设计的独家迷宫了,但他知道,这迷宫绝对像上次那样有猫腻,于是想让你帮他看看能不能走出去。 ~~走不出去还是挖出去~~

题目描述

liu3600 的起始位置在左上角,他需要到达右下角的格子才能离开迷宫。 每一步,他可以移动到上下左右相邻的格子中(前提是目标格子可以经过)。 迷宫中有些格子 liu3600 可以经过,我们用 `.` 表示; 有些格子是墙壁,liu3600 不能经过,我们用 `#` 表示。 此外,有些格子上有陷阱,我们用 `X` 表示。除非 liu3600 处于无敌状态,否则不能经过。 有些格子上有无敌道具,我们用 `%` 表示。 当 liu3600 第一次到达该格子时,自动获得无敌状态,无敌状态会持续 $K$ 步。 之后如果再次到达该格子不会获得无敌状态了。 处于无敌状态时,可以经过有陷阱的格子,但是不会拆除 / 毁坏陷阱,即陷阱仍会阻止没有无敌状态的角色经过。 给定迷宫,请你计算 liu3600 最少经过几步可以离开迷宫。

输入格式

输出格式

说明/提示

$1 \le N \le 1000,1 \le K \le 10$