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- def is_prime(i):
- if i == 1:
- print("prime")
- if i == 2:
- print("not prime")
- for d in range(2, i):
- if i % d != 0:
- d = d+1
- if d == i:
- print('prime')
- break
- if i % d == 0:
- print('not prime')
- break
- def prime_counting(p):
- list_of_primes = []
- for n in range (p+1):
- if is_prime(n) == "prime":
- list_of_primes.append(n)
- if is_prime(n) == True:
- list_of_primes.append(n)
- if is_prime(n):
- list_of_primes.append(n)
- if is_prime(n) == "prime":
- def is_prime(i):
- if i == 1:
- return "prime"
- if i == 2:
- return "not prime"
- for d in range(2, i):
- if i % d != 0:
- d = d + 1
- if d == i:
- return "prime"
- if i % d == 0:
- return "not prime"
- def prime_counting(p):
- list_of_primes = []
- for n in range(p+1):
- if is_prime(n) == "prime":
- print("added %s" % n)
- list_of_primes.append(n)
- return list_of_primes
- if __name__ == '__main__':
- print(prime_counting(3))
- if is_prime(n):
- do_something()
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