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juney
Diamond III 8.85%
9,852,391 / 111,354,660−101,502,269
Diamond III 8.85%9,852,391 / 111,354,660−101,502,269
레벨
문제EXP
▪ B5
71.6%3,3600.0%
▪ B4
40.9%2,6880.0%
▪ B3
92.1%8,5860.0%
▪ B2
102.3%13,7400.0%
▪ B1
61.4%11,9520.0%
▪ S5
143.3%40,7260.0%
▪ S4
122.8%51,3120.0%
▪ S3
235.4%145,5670.1%
▪ S2
184.2%169,7400.1%
▪ S1
266.1%367,7700.2%
▪ G5
235.4%489,6240.2%
▪ G4
204.7%642,9000.3%
▪ G3
184.2%876,5820.4%
▪ G2
204.7%1,480,4600.7%
▪ G1
204.7%2,257,7001.1%
▪ P5
317.2%5,354,1342.5%
▪ P4
337.7%8,748,8614.1%
▪ P3
317.2%12,656,6806.0%
▪ P2
245.6%15,139,0087.2%
▪ P1
225.1%21,509,99410.2%
▪ D5
276.3%41,049,88219.4%
▪ D4
225.1%52,178,96224.7%
▪ D3
71.6%25,982,75412.3%
▪ D2
20.5%11,655,1205.5%
▪ D1
10.2%9,178,4074.3%
▪ R5
00.0%00.0%
▪ R4
00.0%00.0%
▪ R3
00.0%00.0%
▪ R2
00.0%00.0%
▪ R1
00.0%00.0%
태그
문제EXP
▪ 자료 구조
8920.7%86,457,13441.0%
▪ 세그먼트 트리
5412.6%65,197,19930.9%
▪ 다이나믹 프로그래밍
11526.8%62,301,65429.5%
▪ 트리
429.8%44,100,03820.9%
▪ 그래프 이론
7317.0%35,336,19316.7%
▪ 이분 탐색
399.1%30,637,42314.5%
▪ 그리디 알고리즘
358.2%29,271,33513.9%
▪ 분할 정복
174.0%26,498,83912.6%
▪ 느리게 갱신되는 세그먼트 트리
112.6%14,166,5356.7%
▪ 최소 공통 조상
163.7%13,989,2726.6%
▪ 수학
5312.4%13,906,6016.6%
▪ 퍼시스턴트 세그먼트 트리
51.2%13,687,5526.5%
▪ 누적 합
204.7%13,363,6816.3%
▪ 트리에서의 다이나믹 프로그래밍
102.3%12,805,6346.1%
▪ 볼록 껍질을 이용한 최적화
71.6%12,253,2105.8%
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