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1 #include<stdio.h>
2
3 //功能:如果数组x的每个元素都不相等,返回1,否则,返回0
4 int fun(int **x,int n)
5 {
6 char flag[12]={0};
7 for(int i=0;i<n;i++)
8 for(int j=0;j<n;j++)
9 {
10 if(!x[i][j]) break;
11 if(flag[x[i][j]])
12 return 0;
13 else
14 flag[x[i][j]]=1;
15 }
16 return 1;
17 }
18
19 //功能:判断数组x每行每列,对角线和都相等,如果相等,返回1,否则返回0
20 int f(int **x,int n)
21 {
22 int sum=0,s=0,i,j;
23 //计算对角线的和
24 for(i=0;i<n;i++)
25 {
26 sum+=x[i][i];
27 s+=x[i][n-i-1];
28 }
29 if(sum!=s) return 0;
30 //计算行
31 for(i=0;i<n;i++)
32 {
33 s=0;
34 for(j=0;j<n;j++)
35 s+=x[i][j];
36 if(sum!=s)return 0;
37 }
38 //计算列
39 for(i=0;i<n;i++)
40 {
41 for(j=0,s=0;j<n;j++)
42 s+=x[j][i];
43 if(sum!=s)return 0;
44 }
45 return 1;
46 }
47
48 //动态申请空间
49 int **u(int x,int y)
50 {
51 int **p=new int *[x];
52 for (int i=0;i<x;i++)
53 p[i] = new int[y];
54 return p;
55 }
56 int main()
57 {
58 int n=3;
59 int **i=u(n,n);
60 int j,k,count=0;
61 for(j=0;j<n;j++)
62 {
63 for(k=0;k<n;k++)
64 i[j][k]=0;
65 }
66 for(i[0][0]=1;i[0][0]<=9;i[0][0]++)//1
67 for(i[0][1]=1;i[0][1]<=9;i[0][1]++)//2
68 for(i[0][2]=1;i[0][2]<=9;i[0][2]++)//3
69 for(i[1][0]=1;i[1][0]<=9;i[1][0]++)//4
70 for(i[1][1]=5;i[1][1]<=5;i[1][1]++)//5
71 for(i[1][2]=1;i[1][2]<=9;i[1][2]++)//6
72 for(i[2][0]=1;i[2][0]<=9;i[2][0]++)//7
73 for(i[2][1]=1;i[2][1]<=9;i[2][1]++)//8
74 for(i[2][2]=1;i[2][2]<=9;i[2][2]++)//9
75 if(fun(i,3)&&f(i,3))
76 {
77 printf("\n第%d种\n",++count);
78 for(j=0;j<3;j++)
79 {
80 for(k=0;k<3;k++)
81 printf("%3d",i[j][k]);
82 printf("\n");
83 }
84 }
85 getchar();
86 return 0;
87 }
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)
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