Question

can someone indent this code correctly in python programming

def count_neighbors(cells,row,col):
rows=len(cells) #storing no. of rows
cols=len(cells[0]) #storing no. of columns
if(row<0 or col<0 or row>rows-1 or col>cols-1): # when row or column is out of range
return -1
count=0
if(row==0 and cells[rows-1][col]==1): #cyclic order
count+=1
if(col==0 and cells[row][cols-1]==1):
count+=1
if(row==rows-1 and cells[0][col]==1):
count+=1
if(col==cols-1 and cells[row][0]==1):
count+=1
if(col>=1 and cells[row][col-1]==1): #left neighbor
count+=1
if (row>=1 and cells[row-1][col]==1): #upper neighbor
count+=1
if(row+1<rows and cells[row+1][col]==1): #down neighbor
count+=1
if(col+1<cols and cells[row][col+1]==1): #right neighbor
count+=1
if(row+1<rows and col+1<cols and cells[row+1][col+1]==1): #diagonal right down
count+=1
if(row+1<rows and col>=1 and cells[row+1][col-1]==1): #diagonal left down
count+=1
if(row>=1 and col+1<cols and cells[row-1][col+1]==1): #diagonal up right
count+=1
if(row>=1 and col>=1 and cells[row-1][col-1]==1): #diagonal left up
count+=1
return count

Answer 1

1 def count_neighbprs (cells, row, col): rows-len(cells) #storing no. of cols-len (cells [0]) #storing no. if (row<0 or col<0 or row>rows-1 rows of columns or col>cols-1): # when row or column is out of range return-1 count=0 if (row-0 and cells [rows-1] [c01]-1): #cyclic order count+ if (col-0 and cells [row] [cols-1]1) if (row rows-1 and cells [0] [col]) if (col-cols-1 and cells [row] [0]-1): if (col)s1 and cells [row] [c01-1]-1): #left neighbor if (row>-1 and cells [row-1] [c01]-1): #upper neighbor if (row+1<rows and cells [row+1] [col]-1) : #down neighbor if (col+1<cols and cells [row] [col+1]-1) : #right neighbor if (row+1<rows and col+1<cols and cells [row+1] [co1+1]-1): #diagonal right if (row+1くrows and col>-1 and cells [row+1] [col-1]-1): #diagonal left down if (row>-1 and co1+1<cols and cells [row-1] [col+1]-1): #diagonal up right if (row>링 and col>-1 and cells [row-1] [col-1]-1): #diagonal left up 10 count + 12 13 14 15 16 17 18 count+ count+ count+ count+-1 20 21 count+ count + 23 24 25 26 27 28 down count + count + count + 30 31 count + return count