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movegenerator.cpp
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movegenerator.cpp
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// movegenerator.cpp: implementation of the movegenerator class.
//
//////////////////////////////////////////////////////////////////////
#include "stdafx.h"
#include "YaMaXun.h"
#include "movegenerator.h"
#ifdef _DEBUG
#undef THIS_FILE
static char THIS_FILE[] = __FILE__;
#define new DEBUG_NEW
#endif
//////////////////////////////////////////////////////////////////////
// Construction/Destruction
//////////////////////////////////////////////////////////////////////
movegenerator::movegenerator()
{
}
movegenerator::~movegenerator()
{
}
int movegenerator::Greatepossiblemove(BYTE position[][12], int side, int nply) //第二个参数是深度
{
movecount = 0;
BYTE i, j;
BYTE k, l;
for (int ii = 0; ii < 2500; ii++) //清零
{
moveline[nply][ii].x = 0;
moveline[nply][ii].y = 0;
moveline[nply][ii].lx = 0;
moveline[nply][ii].ly = 0;
moveline[nply][ii].barx = 0;
moveline[nply][ii].bary = 0;
moveline[nply][ii].score = 0;
}
//如果有棋子 则走8个方向
for (i = 0; i < 12; i++) //2018new 原来改的
{
for (j = 0; j < 12; j++)
{
if (position[i][j] == 2 && side == 0)
{
k = i; l = j;
while ( position[k - 1][l - 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k - 1, l - 1, i, j, nply); k--; l--;
}
k = i; l = j;
while ( position[k - 1][l] == 0)
{
movecount = movecount + Greatepossiblebar(position, k - 1, l, i, j, nply); k--;
}
k = i; l = j;
while ( position[k - 1][l + 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k - 1, l + 1, i, j, nply); k--; l++;
}
k = i; l = j;
while (position[k][l - 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k, l - 1, i, j, nply); l--;
}
k = i; l = j;
while (position[k][l + 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k, l + 1, i, j, nply); l++;
}
k = i; l = j;
while (position[k + 1][l - 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k + 1, l - 1, i, j, nply); k++; l--;
}
k = i; l = j;
while (position[k + 1][l] == 0)
{
movecount = movecount + Greatepossiblebar(position, k + 1, l, i, j, nply); k++;
}
k = i; l = j;
while (position[k + 1][l + 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k + 1, l + 1, i, j, nply); k++; l++;
}
}
if (position[i][j] == 3 && side == 1)
{
k = i; l = j;
while (position[k - 1][l - 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k - 1, l - 1, i, j, nply); k--; l--;
}
k = i; l = j;
while ( position[k - 1][l] == 0)
{
movecount = movecount + Greatepossiblebar(position, k - 1, l, i, j, nply); k--;
}
k = i; l = j;
while ( position[k - 1][l + 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k - 1, l + 1, i, j, nply); k--; l++;
}
k = i; l = j;
while ( position[k][l - 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k, l - 1, i, j, nply); l--;
}
k = i; l = j;
while ( position[k][l + 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k, l + 1, i, j, nply); l++;
}
k = i; l = j;
while ( position[k + 1][l - 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k + 1, l - 1, i, j, nply); k++; l--;
}
k = i; l = j;
while (position[k + 1][l] == 0)
{
movecount = movecount + Greatepossiblebar(position, k + 1, l, i, j, nply); k++;
}
k = i; l = j;
while ( position[k + 1][l + 1] == 0)
{
movecount = movecount + Greatepossiblebar(position, k + 1, l + 1, i, j, nply); k++; l++;
}
}
}
}
return movecount;
}
int movegenerator::Greatepossiblebar(BYTE position[][12], int x, int y, int lx, int ly, int nply)
{
BYTE curposition[12][12];
int n = 0;
int i, j;
int k, l;
for (i = 0; i < 12; i++)
{
for (j = 0; j < 12; j++)
{
curposition[i][j] = position[i][j];
}
}
curposition[x][y] = curposition[lx][ly];
curposition[lx][ly] = 0;
//走完棋
i = x; j = y;
k = i; l = j;
while (curposition[k - 1][l - 1] == 0)
{
moveline[nply][n + movecount].x = x;
moveline[nply][n + movecount].y = y;
moveline[nply][n + movecount].lx = lx;
moveline[nply][n + movecount].ly = ly;
moveline[nply][n + movecount].barx = k - 1;
moveline[nply][n + movecount].bary = l - 1;
moveline[nply][n + movecount].score = 0;
k--; l--; n++;
}
k = i; l = j;
while (curposition[k - 1][l] == 0)
{
moveline[nply][n + movecount].x = x;
moveline[nply][n + movecount].y = y;
moveline[nply][n + movecount].lx = lx;
moveline[nply][n + movecount].ly = ly;
moveline[nply][n + movecount].barx = k - 1;
moveline[nply][n + movecount].bary = l;
moveline[nply][n + movecount].score = 0;
k--; n++;
}
k = i; l = j;
while (curposition[k - 1][l + 1] == 0)
{
moveline[nply][n + movecount].x = x;
moveline[nply][n + movecount].y = y;
moveline[nply][n + movecount].lx = lx;
moveline[nply][n + movecount].ly = ly;
moveline[nply][n + movecount].barx = k - 1;
moveline[nply][n + movecount].bary = l + 1;
moveline[nply][n + movecount].score = 0;
k--; l++; n++;
}
k = i; l = j;
while (curposition[k][l - 1] == 0)
{
moveline[nply][n + movecount].x = x;
moveline[nply][n + movecount].y = y;
moveline[nply][n + movecount].lx = lx;
moveline[nply][n + movecount].ly = ly;
moveline[nply][n + movecount].barx = k;
moveline[nply][n + movecount].bary = l - 1;
moveline[nply][n + movecount].score = 0;
l--; n++;
}
k = i; l = j;
while (curposition[k][l + 1] == 0)
{
moveline[nply][n + movecount].x = x;
moveline[nply][n + movecount].y = y;
moveline[nply][n + movecount].lx = lx;
moveline[nply][n + movecount].ly = ly;
moveline[nply][n + movecount].barx = k;
moveline[nply][n + movecount].bary = l + 1;
moveline[nply][n + movecount].score = 0;
l++; n++;
}
k = i; l = j;
while (curposition[k + 1][l - 1] == 0)
{
moveline[nply][n + movecount].x = x;
moveline[nply][n + movecount].y = y;
moveline[nply][n + movecount].lx = lx;
moveline[nply][n + movecount].ly = ly;
moveline[nply][n + movecount].barx = k + 1;
moveline[nply][n + movecount].bary = l - 1;
moveline[nply][n + movecount].score = 0;
k++; l--; n++;
}
k = i; l = j;
while (curposition[k + 1][l] == 0)
{
moveline[nply][n + movecount].x = x;
moveline[nply][n + movecount].y = y;
moveline[nply][n + movecount].lx = lx;
moveline[nply][n + movecount].ly = ly;
moveline[nply][n + movecount].barx = k + 1;
moveline[nply][n + movecount].bary = l;
moveline[nply][n + movecount].score = 0;
k++; n++;
}
k = i; l = j;
while (curposition[k + 1][l + 1] == 0)
{
moveline[nply][n + movecount].x = x;
moveline[nply][n + movecount].y = y;
moveline[nply][n + movecount].lx = lx;
moveline[nply][n + movecount].ly = ly;
moveline[nply][n + movecount].barx = k + 1;
moveline[nply][n + movecount].bary = l + 1;
moveline[nply][n + movecount].score = 0;
k++; l++; n++;
}
return n;
}