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rdd6584
309,397,288 / 367,136,280−57,738,992
마지막처럼 마-마-마지막처럼 마지막 밤인 것처럼
Diamond I 84.27%309,397,288 / 367,136,280−57,738,992
레벨
문제EXP
▪ B5
462.0%22,0800.0%
▪ B4
341.5%22,8480.0%
▪ B3
984.2%93,4920.0%
▪ B2
1155.0%158,0100.0%
▪ B1
662.9%131,4720.0%
▪ S5
863.7%250,1740.0%
▪ S4
693.0%295,0440.0%
▪ S3
964.1%607,5840.1%
▪ S2
974.2%914,7100.1%
▪ S1
1295.6%1,824,7050.2%
▪ G5
1225.3%2,597,1360.3%
▪ G4
1365.9%4,371,7200.5%
▪ G3
1064.6%5,162,0940.6%
▪ G2
1185.1%8,734,7141.1%
▪ G1
1265.4%14,223,5101.8%
▪ P5
1476.3%25,388,9583.2%
▪ P4
1546.7%40,828,0185.1%
▪ P3
1536.6%62,466,8407.8%
▪ P2
1195.1%75,064,2489.4%
▪ P1
984.2%95,817,24612.0%
▪ D5
1004.3%152,036,60019.1%
▪ D4
703.0%166,023,97020.8%
▪ D3
150.6%55,677,3307.0%
▪ D2
70.3%40,792,9205.1%
▪ D1
10.0%9,178,4071.2%
▪ R5
20.1%29,003,7663.6%
▪ R4
00.0%00.0%
▪ R3
00.0%00.0%
▪ R2
00.0%00.0%
▪ R1
00.0%00.0%
태그
문제EXP
▪ 자료 구조
34614.9%292,563,31836.7%
▪ 다이나믹 프로그래밍
44419.2%198,776,77024.9%
▪ 세그먼트 트리
1576.8%167,663,57521.0%
▪ 그래프 이론
33814.6%149,452,87118.8%
▪ 트리
1094.7%118,024,35314.8%
▪ 수학
42618.4%84,439,44610.6%
▪ 이분 탐색
1506.5%76,244,7489.6%
▪ 그리디 알고리즘
1717.4%72,260,4879.1%
▪ 기하학
652.8%53,176,2366.7%
▪ 분할 정복
381.6%52,177,2806.5%
▪ 그래프 탐색
1767.6%50,896,6486.4%
▪ 느리게 갱신되는 세그먼트 트리
271.2%48,568,5916.1%
▪ 문자열
1325.7%45,289,6545.7%
▪ 최대 유량
482.1%44,676,7475.6%
▪ 분리 집합
552.4%41,545,4455.2%
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