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152_Maracine_ConstantinRazvan_0.s
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152_Maracine_ConstantinRazvan_0.s
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.data
# @@ Input
n: .space 4
m: .space 4
p: .space 4
k: .space 4
# The matrix can have at most 4 * 18 * 18 elements
# but we will also add a border to each side
# we will round up to 4 * 25 * 25 just to be safe
matrix: .space 2500
matrix_aux: .space 2500
# temp variables to read coordinates
x: .space 4
y: .space 4
# N NE E SE S SW W NW
di: .long -1, -1, 0, 1, 1, 1, 0, -1
dj: .long 0, 1, 1, 1, 0, -1, -1, -1;
alive_ngb: .space 4
# @@ Loops
i: .space 4
j: .space 4
d: .space 4
gen: .space 4
# @@ Formats / Strings
scanf_format: .asciz "%ld"
printf_elm: .asciz "%ld "
printf_nl: .asciz "\n"
.text
.global main
main:
# @@ Read the input
# n - scanf("%ld", &n);
scanf_n:
pushl $n
pushl $scanf_format
call scanf
popl %ebx
popl %ebx
# for the border
incl n
# m - scanf("%ld", &m);
scanf_m:
pushl $m
pushl $scanf_format
call scanf
popl %ebx
popl %ebx
# for the border
incl m
# p - scanf("%ld", &p);
scanf_p:
pushl $p
pushl $scanf_format
call scanf
popl %ebx
popl %ebx
# pos - scanf;
movl $0, i
scanf_pos:
# while i < p
movl i, %eax
cmpl %eax, p
jle scanf_k
# scanf("%ld", &x)
pushl $x
pushl $scanf_format
call scanf
popl %ebx
popl %ebx
# scanf("%ld", &y)
pushl $y
pushl $scanf_format
call scanf
popl %ebx
popl %ebx
# to compensate for borders
incl y
incl x
# matrix[x][y] = 1
movl x, %eax
movl $0, %edx
mull m
addl x, %eax
addl y, %eax
# now eax = x * (m + 1) + y
# we do (m + 1) because there are m + 1 elements on a line
lea matrix, %edi
movl $1, (%edi, %eax, 4)
# i++
incl i
jmp scanf_pos
# k - scanf("%ld", &k);
scanf_k:
pushl $k
pushl $scanf_format
call scanf
popl %ebx
popl %ebx
# @@ Main logic
movl $0, gen
while_gen:
# while (gen < k)
movl gen, %eax
cmpl %eax, k
jle print_matrix
# copy curr matrix to aux matrix
movl $0, i
# while (i <= n)
while_cp_i:
movl i, %eax
cmpl %eax, n
jl continue_cp_exit
movl $0, j
# while (j <= m)
while_cp_j:
movl j, %eax
cmpl %eax, m
jl continue_cp
# idx(eax) = i * (m + 1) + j
movl i, %eax
movl $0, %edx
mull m
addl i, %eax
addl j, %eax
# curr(ebx) = v[idx]
lea matrix, %edi
movl (%edi, %eax, 4), %ebx
# v_aux[idx] = curr
lea matrix_aux, %edi
movl %ebx, (%edi, %eax, 4)
# j++
incl j
jmp while_cp_j
continue_cp:
# i++
incl i
jmp while_cp_i
continue_cp_exit:
movl $1, i
# while (i < n)
while_gen_i:
movl i, %eax
cmpl %eax, n
jle continue_gen_exit
movl $1, j
# while (j < m)
while_gen_j:
movl j, %eax
cmpl %eax, m
jle continue_gen
movl $0, alive_ngb
# while(d < 8)
movl $0, d
while_gen_d:
movl $8, %eax
cmpl d, %eax
jle continue_gen_d
movl d, %eax
# x = di[d]
lea di, %edi
movl (%edi, %eax, 4), %ebx
movl %ebx, x
# y = dj[d]
lea dj, %edi
movl (%edi, %eax, 4), %ebx
movl %ebx, y
# idx(eax) = (i + di[d]) * m + (j + dj[d])
movl i, %eax
addl x, %eax
movl $0, %edx
mull m
addl i, %eax
addl x, %eax
addl j, %eax
addl y, %eax
# load the aux matrix
lea matrix_aux, %edi
# curr(ebx) = v_aux[idx]
movl (%edi, %eax, 4), %ebx
addl %ebx, alive_ngb
# d++
incl d
jmp while_gen_d
continue_gen_d:
# now we got the alive neighbouring cells
# we just also need to keep track of the current cell state for future checks
lea matrix_aux, %edi
# idx(eax) = i * m + j
movl i, %eax
movl $0, %edx
mull m
addl i, %eax
addl j, %eax
# curr(ebx) = v_aux[idx]
movl (%edi, %eax, 4), %ebx
# now let's make changes in our matrix
# load the matrix
lea matrix, %edi
# idx(eax) = i * m + j
movl i, %eax
movl $0, %edx
mull m
addl i, %eax
addl j, %eax
# matrix[i][j] = 0
movl $0, (%edi, %eax, 4)
movl alive_ngb, %ecx
# if (alive_ngb(ecx) == 3) then make 1
cmpl $3, %ecx
jne alive_ngb_3_false
movl $1, (%edi, %eax, 4)
alive_ngb_3_false:
# if (alive_ngb(ecx) == 2) then make as prev
cmpl $2, %ecx
jne alive_ngb_2_false
movl %ebx, (%edi, %eax, 4)
alive_ngb_2_false:
# j++
incl j
jmp while_gen_j
continue_gen:
# i++
incl i
jge while_gen_i
continue_gen_exit:
incl gen
jmp while_gen
# @@ Answer
print_matrix:
movl $1, i
# while (i < n)
while_i:
movl i, %eax
cmpl %eax, n
jle continue_print
movl $1, j
# while (j < m)
while_j:
movl j, %eax
cmpl %eax, m
jle continue_print_j
# eax = i * m + j
movl i, %eax
movl $0, %edx
mull m
addl i, %eax
addl j, %eax
# the cell at [i][j]
lea matrix, %edi
movl (%edi, %eax, 4), %ecx
# print cell
pushl %ecx
pushl $printf_elm
call printf
popl %ebx
popl %ebx
# flush the output
pushl $0
call fflush
popl %ebx
incl j
jmp while_j
continue_print_j:
#print a new line
pushl $printf_nl
call printf
popl %ebx
# flush the output
pushl $0
call fflush
popl %ebx
incl i
jmp while_i
continue_print:
# (exit)
movl $1, %eax
xorl %ebx, %ebx
int $0x80