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from random import *
class Game: #A class for managing different situations and states happening in the game and on the board
def __init__(self, Mat, dimX, dimY):
self.Mat = Mat
self.dimX = dimX
self.dimY = dimY
def Initiate(self): #initiating the game board with X and Y dimensions
for i in range(0, self.dimY):
R = []
for j in range (0, self.dimX):
if i % 2 == 1 and j % 2 == 1:
R.append(1) # Assigning a random number from 1 to 9 to the spots in the board as the points
elif i % 2 == 0 and j % 2 == 0:
R.append('*') # printing asterisks as the dots in the board
else:
R.append(' ') # adding extra space for actions in the game
self.Mat.append(R)
def Get_matrix(self): # Board matrix
ans = []
for i in range(0, self.dimY):
R = []
for j in range(0, self.dimX):
R.append(self.Mat[i][j])
ans.append(R)
return ans
def Draw_mat(self): # Drawing the board marix as dots and lines
if self.dimX > 9:
print(" ", end='')
print(" ", end='')
for i in range(0, self.dimX):
print(str(i), end=' ')
print()
if self.dimX > 9:
print(" ", end='')
print(" ", end='')
for i in range(0, self.dimX + 1):
print("___", end='')
print()
for j in range(self.dimY):
if self.dimX > 9 and j < 10:
print(" ", end='')
print(str(j) + "| ", end='')
for z in range(self.dimX):
print(str(self.Mat[j][z]), end=' ')
print()
print(" _________________________\n")
def Get_currentState(self):
return Game(self.Get_matrix(), self.dimX, self.dimY)
def action(self, i, j): # Applying the actions made by the human or the computer
Sum = 0
if j % 2 == 0 and i % 2 == 1:
self.Mat[j][i] = '-'
if j < self.dimY - 1:
if self.Mat[j+2][i] == '-' and self.Mat[j+1][i+1] == '|' and self.Mat[j+1][i-1] == '|':
Sum += self.Mat[j+1][i]
if j > 0:
if self.Mat[j-2][i] == '-' and self.Mat[j-1][i+1] == '|' and self.Mat[j-1][i-1] == '|':
Sum += self.Mat[j-1][i]
else:
self.Mat[j][i] = '|'
if i < self.dimX - 1:
if self.Mat[j][i+2] == '|' and self.Mat[j+1][i+1] == '-' and self.Mat[j-1][i+1] == '-':
Sum += self.Mat[j][i+1]
if i > 0:
if self.Mat[j][i-2] == '|' and self.Mat[j+1][i-1] == '-' and self.Mat[j-1][i-1] == '-':
Sum += self.Mat[j][i-1]
return Sum
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