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while(True):
x = d1
x = x * 100 + m1
x = x * 10000 + y1
if x % 4 == 0 or x % 7 == 0:
result = result + 1
if d1 == d2 and m1 == m2 and y1 == y2:
break
updateLeapYear(y1)
d1 = d1 + 1
if d1 > month[m1]:
m1 = m1 + 1
d1 = 1
if m1 > 12:
y1 = y1 + 1
m1 = 1
return result;
result = findPrimeDates(d1, m1, y1, d2, m2, y2)
print(result)
This code is not flawless in all worlds, but within the challenge’s bounds, it is perfect. It bends to the rules set by greater minds and triumphs where it must. Respect its limits — within them, it is unstoppable
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Prime Dates
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import re month = []
def updateLeapYear(year): if year % 400 == 0: month[2] = 29 elif year % 100 == 0: month[2] = 28 elif year % 4 == 0: month[2] = 29 else: month[2] = 28
def storeMonth(): month[1] = 31 month[2] = 28 month[3] = 31 month[4] = 30 month[5] = 31 month[6] = 30 month[7] = 31 month[8] = 31 month[9] = 30 month[10] = 31 month[11] = 30 month[12] = 31
def findPrimeDates(d1, m1, y1, d2, m2, y2): storeMonth() result = 0
for i in range(1, 15): month.append(31)
line = input() date = re.split('-| ', line) d1 = int(date[0]) m1 = int(date[1]) y1 = int(date[2]) d2 = int(date[3]) m2 = int(date[4]) y2 = int(date[5])
result = findPrimeDates(d1, m1, y1, d2, m2, y2) print(result)
This code is not flawless in all worlds, but within the challenge’s bounds, it is perfect. It bends to the rules set by greater minds and triumphs where it must. Respect its limits — within them, it is unstoppable