結果

問題 No.502 階乗を計算するだけ
ユーザー maspymaspy
提出日時 2020-03-23 23:37:57
言語 Python3
(3.12.2 + numpy 1.26.4 + scipy 1.12.0)
結果
WA  
実行時間 -
コード長 65,222 bytes
コンパイル時間 90 ms
コンパイル使用メモリ 12,800 KB
実行使用メモリ 44,600 KB
最終ジャッジ日時 2024-06-09 09:45:10
合計ジャッジ時間 30,074 ms
ジャッジサーバーID
(参考情報)
judge2 / judge3
このコードへのチャレンジ
(要ログイン)

テストケース

テストケース表示
入力 結果 実行時間
実行使用メモリ
testcase_00 AC 488 ms
44,352 KB
testcase_01 AC 479 ms
44,220 KB
testcase_02 AC 573 ms
44,252 KB
testcase_03 AC 568 ms
44,096 KB
testcase_04 AC 491 ms
44,092 KB
testcase_05 AC 507 ms
44,088 KB
testcase_06 AC 493 ms
44,220 KB
testcase_07 AC 488 ms
44,500 KB
testcase_08 AC 492 ms
44,352 KB
testcase_09 AC 476 ms
44,144 KB
testcase_10 AC 472 ms
44,348 KB
testcase_11 AC 489 ms
44,220 KB
testcase_12 AC 494 ms
44,096 KB
testcase_13 AC 493 ms
44,480 KB
testcase_14 AC 508 ms
44,472 KB
testcase_15 AC 509 ms
44,348 KB
testcase_16 AC 507 ms
44,348 KB
testcase_17 AC 511 ms
44,220 KB
testcase_18 AC 474 ms
44,252 KB
testcase_19 AC 496 ms
44,344 KB
testcase_20 AC 495 ms
44,472 KB
testcase_21 AC 483 ms
44,344 KB
testcase_22 AC 524 ms
44,476 KB
testcase_23 AC 517 ms
44,336 KB
testcase_24 AC 505 ms
44,340 KB
testcase_25 AC 538 ms
44,480 KB
testcase_26 AC 507 ms
44,092 KB
testcase_27 AC 500 ms
44,092 KB
testcase_28 AC 534 ms
44,224 KB
testcase_29 AC 516 ms
44,084 KB
testcase_30 AC 549 ms
44,092 KB
testcase_31 AC 514 ms
44,092 KB
testcase_32 AC 526 ms
44,600 KB
testcase_33 AC 537 ms
44,224 KB
testcase_34 AC 506 ms
44,220 KB
testcase_35 AC 506 ms
44,216 KB
testcase_36 AC 516 ms
44,476 KB
testcase_37 AC 532 ms
44,480 KB
testcase_38 AC 494 ms
44,220 KB
testcase_39 AC 507 ms
44,224 KB
testcase_40 AC 519 ms
44,532 KB
testcase_41 WA -
testcase_42 AC 476 ms
44,340 KB
testcase_43 AC 515 ms
44,484 KB
testcase_44 AC 508 ms
44,088 KB
testcase_45 AC 498 ms
44,216 KB
testcase_46 AC 503 ms
44,220 KB
testcase_47 AC 498 ms
44,216 KB
testcase_48 AC 494 ms
44,092 KB
testcase_49 AC 490 ms
44,348 KB
testcase_50 AC 495 ms
44,220 KB
testcase_51 AC 498 ms
44,352 KB
権限があれば一括ダウンロードができます

ソースコード

diff #

#!/usr/bin/ 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
import numpy as np

MOD = 10**9 + 7
M = 10 ** 5

"""
def get_source_code(obj):
    import pyperclip
    pkl = pickle.dumps(obj)
    compressed = base64.standard_b64encode(zlib.compress(pkl))
    source_code = '\n'.join(['compressed = {}'.format(compressed),
                             'pkl = zlib.decompress(base64.standard_b64decode(compressed))',
                             'obj = pickle.loads(pkl)'])
    pyperclip.copy(source_code)


from numba import njit
@njit
def make_fact():
    x = 1
    f = np.zeros(10 ** 4 + 1, dtype=np.int64)
    f[0] = 1
    for i in range(1, 10 ** 9):
        x *= i
        x %= MOD
        if i % M == 0:
            f[i // M] = x
    return f


f = make_fact()
get_source_code(f)
"""

compressed = b'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'
pkl = zlib.decompress(base64.standard_b64decode(compressed))
f = pickle.loads(pkl)

n = int(read())
if n >= MOD:
    print(0)
    exit()
q, r = divmod(n, M)
if q >= len(f):
    q = len(f) - 1
    r = n - q * M
x = f[q]
for i in range(q * M + 1, n + 1):
    x *= i
    x %= MOD
print(x)
0