Created
November 16, 2014 13:08
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Project Euler
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import os, sys | |
if __name__ == '__main__': | |
print("Python Version: " + sys.version) | |
print("Python Executable: " + sys.executable) | |
print("Env var TEST_NAME: " + os.getenv('TEST_NAME', None)) | |
def primes(maxprime): | |
primes = [2] | |
print("primes: " + str(primes)) | |
for i in range(2, maxprime): | |
isprime = True | |
for prime in primes: | |
# print("prime: " + str(prime)) | |
# if prime == 0: | |
# break | |
if (i % prime) == 0: | |
isprime = False | |
continue | |
if isprime: | |
primes.append(i) | |
return primes | |
def is_evenly_divisible(n, min_divisor, max_divisor, allprimes): | |
# for i in range(min_divisor, max_divisor): | |
# remainder = (n % i) | |
# print(str(remainder)) | |
# if remainder != 0: | |
# return False | |
# | |
# return True | |
i = allprimes[0] | |
for prime in allprimes: | |
if prime < min_divisor: | |
continue | |
elif prime > max_divisor: | |
break | |
if (n % prime) != 0: | |
return False | |
return True | |
def smallest_evenly_divisible(maxnum, min_divisor, max_divisor): | |
allprimes = primes(max_divisor) | |
print(str(primes(100))) | |
print(str(is_evenly_divisible(2520, 1, 10))) |
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