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- def is_prime(n):
- for i in range(2, n):
- if n % i == 0:
- return False
- else:
- return True
- def exact_multi_prime_divisor(num, power):
- divisor = 2
- buffer = 2
- counter = 0
- while num != 1:
- if num % divisor == 0:
- num /= divisor
- counter += 1
- if counter == power:
- buffer = divisor
- if buffer != divisor:
- print(buffer, end=" ")
- counter = 1
- buffer = divisor
- else:
- divisor += 1
- while not is_prime(divisor):
- divisor += 1
- counter = 0
- if counter == power:
- print(divisor, end="")
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