仔细寻找，会发现：在下面的8x8的方阵中，隐藏着字母序列：“LANQIAO”。 SLANQIAO ZOEXCCGB MOAYWKHI BCCIPLJQ SLANQIAO RSFWFNYA XIFZVWAL COAIQNAL
我们约定: 序列可以水平，垂直，或者是斜向； 并且走向不限（实际上就是有一共8种方向）。 上图中一共有4个满足要求的串。
下面有一个更大的（100x100）的字母方阵。 你能算出其中隐藏了多少个“LANQIAO”吗？
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请提交一个整数，不要填写任何多余的内容。
思路：这题呢用循环就可以了，有八个方向，列出这八个方向的数组坐标，写成一个方法，然后循环遍历这个二维数组，判断首字母为L的字符串；如果和给的字符串对比成功那么记录数加一； 要注意的是坐标查找越界问题。 代码如下：
//八个方向坐标 static int[] xl ={-1,-1,-1,0,1,1,1,0}; static int[] yl ={-1,0,1,1,1,0,-1,-1}; static int n=100;//二维数组长度 static char[][] cc=new char[n][n]; //字符矩阵 static char[] bj ={'L','A','N','Q','I','A','O'};//需要查找的字符串 static int count=0; //记录符合条件的数 public static void main(String[] args) { /*-----------输入部分----------------*/ Scanner sr=new Scanner(System.in); for(int i=0;i<100;i++) { cc[i]=sr.next().toCharArray(); //变成字符串数组； } /*-----------输出寻找部分----------------*/ for (int i = 0; i < cc.length; i++) { for (int j = 0; j <cc.length; j++) { if(cc[i][j]=='L'){ check(i,j);//调用写的查找方法 } } } System.out.println(count); } public static void check(int x,int y){ for (int i = 0; i < 8; i++) { int x1=x+xl[i]; int y1=y+yl[i]; int s=1; while((x1<n && x1>=0) && (y1<n && y1>=0) && cc[x1][y1]==bj[s] ){ //判断是否越界并字符是否全部相等 if(s==6){ count++; //如何条件成立那么记录数+1； break; } s++; x1+=xl[i]; y1+=yl[i]; } } }