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kyo20111
58,215,494 / 367,136,280−308,920,786
뉴비
Diamond I 15.86%58,215,494 / 367,136,280−308,920,786
레벨
문제EXP
▪ B5
621.7%29,7600.0%
▪ B4
962.6%64,5120.0%
▪ B3
3629.9%345,3480.1%
▪ B2
59516.4%817,5300.1%
▪ B1
38310.5%762,9360.1%
▪ S5
2476.8%718,5230.1%
▪ S4
1474.0%628,5720.1%
▪ S3
1704.7%1,075,9300.2%
▪ S2
1433.9%1,348,4900.2%
▪ S1
1935.3%2,729,9850.5%
▪ G5
1825.0%3,874,4160.7%
▪ G4
1744.8%5,593,2301.0%
▪ G3
1303.6%6,330,8701.2%
▪ G2
1133.1%8,364,5991.5%
▪ G1
1223.4%13,771,9702.5%
▪ P5
1153.2%19,862,1103.6%
▪ P4
902.5%23,860,5304.4%
▪ P3
892.4%36,336,9206.7%
▪ P2
641.8%40,370,6887.4%
▪ P1
441.2%43,019,9887.9%
▪ D5
611.7%92,742,32617.0%
▪ D4
190.5%45,063,6498.3%
▪ D3
170.5%63,100,97411.6%
▪ D2
30.1%17,482,6803.2%
▪ D1
50.1%45,892,0358.4%
▪ R5
30.1%43,505,6498.0%
▪ R4
10.0%22,985,4854.2%
▪ R3
00.0%00.0%
▪ R2
00.0%00.0%
▪ R1
00.0%00.0%
태그
문제EXP
▪ 자료 구조
3449.5%237,041,55643.4%
▪ 세그먼트 트리
1263.5%187,406,95034.3%
▪ 느리게 갱신되는 세그먼트 트리
340.9%128,597,81923.6%
▪ 트리
1173.2%92,109,92016.9%
▪ 다이나믹 프로그래밍
39010.7%82,091,10615.0%
▪ 그래프 이론
3459.5%67,916,98812.4%
▪ 수학
73120.1%51,408,3029.4%
▪ 분할 정복
371.0%40,893,1487.5%
▪ 오프라인 쿼리
330.9%34,714,6616.4%
▪ 이분 탐색
1223.4%31,046,4635.7%
▪ 그리디 알고리즘
1875.1%30,747,0665.6%
▪ 정수론
1103.0%24,373,6684.5%
▪ 스플레이 트리
60.2%21,652,5754.0%
▪ 그래프 탐색
2216.1%20,616,8763.8%
▪ 분리 집합
541.5%20,380,5633.7%
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