Created
January 28, 2015 02:51
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code_iq: 1237
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# -*- coding: utf-8 -*- | |
class code_iq: | |
prime_numbers = [] | |
def do(self, keta = 4): | |
_min, _max = 10**(keta-1), 10**keta | |
self.prime_numbers = self.prime_numbers(int(_max ** 0.5) + 1) | |
for n in range(_min, _max): | |
primes = self.prime_decomposition(n) | |
x_cnt = len(primes) - 1 | |
if self.sum_by_keta(n) == x_cnt: | |
print n | |
def sum_by_keta(self, n): | |
res = 0 | |
for v in list(str(n)): | |
res = res + int(v) | |
return res | |
def prime_decomposition(self, n): | |
res = [] | |
i, p = 0, 2 | |
while p <= n: | |
p = self.prime_numbers[i] | |
if n % p == 0: | |
res.append(p) | |
n = n / p | |
else: | |
i = i + 1 | |
if i >= len(self.prime_numbers): | |
res.append(n) | |
break | |
return res | |
def prime_numbers(self, n): | |
prime_numbers = [] | |
numbers = range(2, n + 1) | |
for i in range(2, n + 1): | |
if i not in numbers: | |
continue | |
prime_numbers.append(i) | |
for j in range(i, n + 1, i): | |
if j in numbers: | |
numbers.remove(j) | |
return prime_numbers | |
if __name__ == '__main__': | |
code = code_iq() | |
code.do() |
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