Created
June 23, 2018 18:06
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Sieve of Eratosthenes Algorithm for Finding Prime Numbers
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import math | |
def primeSieve(sieveSize): | |
# Returns a list of prime numbers calculated using | |
# the Sieve of Eratosthenes algorithm. | |
sieve = [True] * sieveSize | |
sieve[0] = False # zero and one are not prime numbers | |
sieve[1] = False | |
for i in range(2, int(math.sqrt(sieveSize)) + 1): | |
pointer = i * 2 | |
while pointer < sieveSize: | |
sieve[pointer] = False | |
pointer += i | |
# compile the list of primes | |
primes = [] | |
for i in range(sieveSize): | |
if sieve[i] == True: | |
primes.append(i) | |
return primes | |
digits = primeSieve(2000000) | |
print(sum(digits)) |
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