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mhy908
217,305,012 / 919,419,400−702,114,388
gs19035
Ruby IV 23.64%217,305,012 / 919,419,400−702,114,388
레벨
문제EXP
▪ B5
40.8%1,9200.0%
▪ B4
10.2%6720.0%
▪ B3
51.0%4,7700.0%
▪ B2
30.6%4,1220.0%
▪ B1
00.0%00.0%
▪ S5
30.6%8,7270.0%
▪ S4
10.2%4,2760.0%
▪ S3
51.0%31,6450.0%
▪ S2
20.4%18,8600.0%
▪ S1
40.8%56,5800.0%
▪ G5
81.6%170,3040.0%
▪ G4
142.7%450,0300.0%
▪ G3
81.6%389,5920.0%
▪ G2
71.4%518,1610.0%
▪ G1
224.3%2,483,4700.2%
▪ P5
112.1%1,899,8540.1%
▪ P4
244.7%6,362,8080.4%
▪ P3
305.9%12,248,4000.7%
▪ P2
265.1%16,400,5921.0%
▪ P1
489.4%46,930,8962.8%
▪ D5
8015.6%121,629,2807.4%
▪ D4
6713.1%158,908,6579.6%
▪ D3
438.4%159,608,3469.7%
▪ D2
326.3%186,481,92011.3%
▪ D1
142.7%128,497,6987.8%
▪ R5
356.8%507,565,90530.7%
▪ R4
71.4%160,898,3959.7%
▪ R3
20.4%73,093,8424.4%
▪ R2
10.2%58,292,3393.5%
▪ R1
00.0%00.0%
태그
문제EXP
▪ 자료 구조
18836.7%701,820,99942.5%
▪ 다이나믹 프로그래밍
13726.8%586,552,67535.5%
▪ 트리
8316.2%526,233,88531.9%
▪ 세그먼트 트리
12825.0%501,837,42930.4%
▪ 그래프 이론
7915.4%326,598,14219.8%
▪ 분할 정복
418.0%277,909,95316.8%
▪ 트리에서의 다이나믹 프로그래밍
316.1%272,122,45216.5%
▪ 그리디 알고리즘
5711.1%206,256,33712.5%
▪ 이분 탐색
469.0%165,181,82310.0%
▪ 분리 집합
326.3%159,583,1459.7%
▪ 작은 집합에서 큰 집합으로 합치는 테크닉
163.1%155,314,7119.4%
▪ 오프라인 쿼리
387.4%151,743,4099.2%
▪ 애드 혹
132.5%144,001,1118.7%
▪ Heavy-light 분할
152.9%134,619,5808.1%
▪ 느리게 갱신되는 세그먼트 트리
244.7%130,683,9697.9%
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