You are trying to find a two-digit number that is divisible by 3 and 4 and divided by 5 has a remainder of 4. What is the smallest two-digit number you can make?
10 99 1 [OP_LIST_ARANGE] 3 4 [OP_LCM] [OP_LIST_DIVISIBLE] 5 4 [OP_LIST_DIVIDE_AND_REMAIN] 1 [OP_LIST_MIN]
var_a = 10
var_b = 99
var_c = 1
list_a = [i for i in range(var_a, var_b + 1, var_c)]
var_d = 3
var_e = 4
var_f = var_e * var_d / math.gcd(int(var_e), int(var_d))
list_b = []
var_f = int(var_f)
for i in list_a:
    i = int(i)
    if i % var_f == 0:
        list_b.append(i)
var_g = 5
var_h = 4
list_c = [] 
var_g = int(var_g)
var_h = int(var_h)
if var_h < 0:
    var_h = var_h + var_g
for i in list_b:
    i = int(i)
    if i%var_g == var_h:
        list_c.append(i)
var_i = 1
list_d=list_c.copy()
list_d.sort()
var_j = list_d[var_i-1]
print(int(var_j))