#445653 (Python3) No.861 ケーキカット

• 問題: No.861 ケーキカット
• ユーザー: maspy
• 提出日時: 2020-03-19 03:03:02
• 言語: Python3 (3.12.2 + numpy 1.26.4 + scipy 1.12.0)
• 結果: AC
• 実行時間: 86 ms / 1,000 ms
• コード長: 34,435 bytes
• コンパイル時間: 510 ms
• コンパイル使用メモリ: 10,896 KB
• 実行使用メモリ: 10,700 KB
• 最終ジャッジ日時: 2023-09-22 02:23:12
• 合計ジャッジ時間: 3,819 ms
• ジャッジサーバーID （参考情報）: judge12 / judge14

入力	結果	実行時間; 実行使用メモリ
testcase_00	AC	77 ms; 10,548 KB
testcase_01	AC	79 ms; 10,544 KB
testcase_02	AC	81 ms; 10,644 KB
testcase_03	AC	81 ms; 10,608 KB
testcase_04	AC	78 ms; 10,544 KB
testcase_05	AC	79 ms; 10,700 KB
testcase_06	AC	80 ms; 10,488 KB
testcase_07	AC	79 ms; 10,656 KB
testcase_08	AC	80 ms; 10,480 KB
testcase_09	AC	79 ms; 10,652 KB
testcase_10	AC	80 ms; 10,656 KB
testcase_11	AC	79 ms; 10,644 KB
testcase_12	AC	80 ms; 10,520 KB
testcase_13	AC	85 ms; 10,600 KB
testcase_14	AC	85 ms; 10,556 KB
testcase_15	AC	83 ms; 10,692 KB
testcase_16	AC	84 ms; 10,480 KB
testcase_17	AC	84 ms; 10,548 KB
testcase_18	AC	86 ms; 10,484 KB
testcase_19	AC	84 ms; 10,660 KB
testcase_20	AC	84 ms; 10,552 KB
testcase_21	AC	85 ms; 10,700 KB
testcase_22	AC	84 ms; 10,628 KB
testcase_23	AC	85 ms; 10,648 KB

ソースコード

#!/usr/bin/env python3.8
import sys
read = sys.stdin.buffer.read
readline = sys.stdin.buffer.readline
readlines = sys.stdin.buffer.readlines
import zlib
import pickle
import base64

C = tuple(map(int, read().split()))
code = b'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'
subsets = pickle.loads(zlib.decompress(base64.standard_b64decode(code)))


def f(n):
    A = 0
    for i, x in enumerate(C):
        if (n >> i) & 1:
            A += x
        else:
            A -= x
    return abs(A)


answer = min(map(f, subsets))
print(answer)