📄 shaolei.cpp
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#include "stdafx.h"
#include "shaolei.h"
#include "MFC挖雷.h"
extern int XDIVISIONS;
extern int YDIVISIONS;
extern int LEISHU;
int ShaoLei::count=0;
void ShaoLei::SetMap(int i,int j,int e)
{
int k=CountCost[i][j];
MapCost[i][j]=e;
if (e==2)
{
if (LeiCost[i][j]==2) return;
else if (k==0)
{
if (i>0)
if (LeiCost[i-1][j]==0 && MapCost[i-1][j]!=2 && MapCost[i-1][j]!=3)
{
MapCost[i-1][j]=2;
}
if (i<XDIVISIONS-1)
if (LeiCost[i+1][j]==0 && MapCost[i+1][j]!=2 && MapCost[i+1][j]!=3)
{
MapCost[i+1][j]=2;
}
if (j>0)
if (LeiCost[i][j-1]==0 && MapCost[i][j-1]!=2 && MapCost[i][j-1]!=3)
{
MapCost[i][j-1]=2;
}
if (j<YDIVISIONS)
if (LeiCost[i][j+1]==0 && MapCost[i][j+1]!=2 && MapCost[i][j+1]!=3)
{
MapCost[i][j+1]=2;
}
}
}
}
ShaoLei::~ShaoLei()
{
if (MapCost!=0)
delete[] MapCost;
if (!LeiCost!=0)
delete[] LeiCost;
if (!CountCost!=0)
delete[] CountCost;
}
void ShaoLei::InitMap()
{
int i,j,k;
count=0;
srand((unsigned)time(NULL));
End=0;
if (!MapCost)
delete[] MapCost;
if (!LeiCost)
delete[] LeiCost;
if (!CountCost)
delete[] CountCost;
MapCost=new int*[XDIVISIONS];
LeiCost=new int*[XDIVISIONS];
CountCost=new int*[XDIVISIONS];
for (i=0;i<XDIVISIONS;i++)
{
MapCost[i]=new int[YDIVISIONS];
LeiCost[i]=new int[YDIVISIONS];
CountCost[i]=new int[YDIVISIONS];
}
for (i=0;i<XDIVISIONS;i++)
for (j=0;j<YDIVISIONS;j++)
MapCost[i][j]=LeiCost[i][j]=0;
for (k=0;k<LEISHU;k++)
{
i=rand()%XDIVISIONS;
j=rand()%YDIVISIONS;
j=j%XDIVISIONS;
i=i%YDIVISIONS;
while (LeiCost[i][j]!=0)
{
j=rand()%XDIVISIONS;
i=rand()%YDIVISIONS;
}
LeiCost[i][j]=1;
}
for (i=0;i<XDIVISIONS;i++)
for (j=0;j<YDIVISIONS;j++)
{
CountCost[i][j]=0;
if (i>0 && j>0)
if (LeiCost[i-1][j-1]==1)
CountCost[i][j]++;
if (i>0)
if (LeiCost[i-1][j]==1)
CountCost[i][j]++;
if (i>0 && j<XDIVISIONS-1)
if (LeiCost[i-1][j+1]==1)
CountCost[i][j]++;
if (i<XDIVISIONS-1)
if (LeiCost[i+1][j]==1)
CountCost[i][j]++;
if (j>0)
if (LeiCost[i][j-1]==1)
CountCost[i][j]++;
if (j<YDIVISIONS-1)
if (LeiCost[i][j+1]==1)
CountCost[i][j]++;
if (j>0 && i<XDIVISIONS-1)
if (LeiCost[i+1][j-1]==1)
CountCost[i][j]++;
if (i<XDIVISIONS-1 && j<YDIVISIONS-1)
if (LeiCost[i+1][j+1]==1)
CountCost[i][j]++;
}
}
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