\r
// piece-square tables\r
for(i=0; i<BH; i++) for(j=0; j<BH; j++) {\r
- int s = BW*i + j, d = BH*(BH-2) - (2*i - BH + 1)*(2*i - BH + 1) - (2*j - BH + 1)*(2*j - BH + 1);\r
+ int s = BW*i + j, d = BH*(BH-2) - abs(2*i - BH + 1)*(BH-1) - (2*j - BH + 1)*(2*j - BH + 1);\r
+ PST[s] = 0;\r
PST[BH+s] = d/4 - (i == 0 || i == BH-1 ? 15 : 0) - (j == 0 || j == BH-1 ? 15 : 0);\r
PST[BH*BW+s] = d/6;\r
PST[BH*BW+BH+s] = d/12;\r
for(i=0; i<8; i++) { // scan all knight jumps to locate source\r
int x = sqr - nStep[i], attacker = board[x];\r
if(attacker == EMPTY || (attacker & TYPE) != stm) continue;\r
- if(p[attacker].range[i] <= N && p[attacker].range[i] >= S && p[attacker].range[i] != J) { // has Knight jump in our direction\r
+ if(p[attacker].range[i] <= L && p[attacker].range[i] >= S || p[attacker].range[i] == N) { // has Knight jump in our direction\r
NewCapture(x, sqr + victimValue, p[attacker].promoFlag); // plain jump (as in N)\r
if(p[attacker].range[i] < N) { // Lion power; generate double captures over two possible intermediates\r
int v = kStep[i]; // leftish path\r