1300 - 采药的最短路径

通过次数

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提交次数

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Time Limit : 1 秒
Memory Limit : 128 MB

少年李逍遥的婶婶病了,王小虎介绍他去一趟仙灵岛,向仙女姐姐要仙丹救婶婶。孝顺的李逍遥闯进了仙灵岛,克服了千险万难来到岛的中心,发现仙药摆在了迷阵的深处。迷阵由M×N个方格组成,有的方格内有可以瞬秒李逍遥的怪物,而有的方格内则是安全。现在李逍遥想尽快找到仙药,显然他应避开有怪物的方格,并经过最少的方格,而且那里会有神秘人物等待着他。现在要求你来帮助他实现这个目标。

下图 显示了一个迷阵的样例及李逍遥找到仙药的路线。

<img 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" 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Input

第1行输入两个非零整数 M 和 N ,两者均不大于20。M 表示迷阵行数, N 表示迷阵列数。

接下来有 M 行, 每行包含N个字符,不同字符分别代表不同含义:

1) ‘@’:少年李逍遥所在的位置;
2) ‘.’:可以安全通行的方格;
3) ‘#’:有怪物的方格;
4) ‘*’:仙药所在位置。

Output

求李逍遥找到仙药需要穿过的最少的方格数目(计数包括初始位置的方块)。如果他不可能找到仙药, 则输出 -1。

Examples

Input

8 8
.@##...#
#....#.#
#.#.##..
..#.###.
#.#...#.
..###.#.
...#.*..
.#...###

Output

10