Created
March 28, 2021 04:23
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| from functools import lru_cache | |
| class Solution: | |
| def maxNiceDivisors(self, primeFactors): | |
| res = 1 | |
| for num_pieces in range(1, primeFactors // 2 + 1): | |
| if primeFactors % num_pieces == 0: | |
| each_piece_cnt = primeFactors // num_pieces | |
| # 均值定理 | |
| res = max(res, each_piece_cnt ** num_pieces) | |
| else: | |
| each_piece_cnt = self._helper(num_pieces, primeFactors) | |
| rest = primeFactors - each_piece_cnt * (num_pieces - 1) | |
| temp = each_piece_cnt ** (num_pieces - 1) | |
| temp *= rest | |
| res = max(res, temp) | |
| return res % (10 ** 9 + 7) | |
| @lru_cache(None) | |
| def _helper(self, num_pieces, total): | |
| each_piece_cnt = total // num_pieces | |
| while each_piece_cnt * num_pieces < total: | |
| each_piece_cnt += 1 | |
| return each_piece_cnt |
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