Created
December 5, 2019 04:51
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| class Solution: | |
| prime_numbers = [2,3,5,7,11,13,17,19,23,29,31] | |
| def countPrimes(self, n: int) -> int: | |
| return Solution.countPrime(n) | |
| @staticmethod | |
| def countPrime(n: int): | |
| if n <= 2: return 0 | |
| m = Solution.prime_numbers[-1] | |
| while n > m: | |
| m += 2 | |
| prime_p = True | |
| for prime in Solution.prime_numbers: | |
| if m % prime == 0: | |
| prime_p = False | |
| break | |
| if prime_p: Solution.prime_numbers.append(m) | |
| p = len(Solution.prime_numbers) | |
| if Solution.prime_numbers[p-1] < n: | |
| return p | |
| l = 0 | |
| while not (Solution.prime_numbers[p-1] >= n and Solution.prime_numbers[p-2] < n): | |
| t = ((p - l) // 2) + l | |
| print(f"p:{p}, l:{l}, t:{t} => {Solution.prime_numbers[t]}") | |
| if Solution.prime_numbers[t] > n: | |
| p = t+1 | |
| elif Solution.prime_numbers[t] == n: | |
| p = t+1 | |
| break | |
| else: | |
| l = t | |
| return p-1 |
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