Beatmap Listing » Okabe Keiichi feat. Emi Evans - Kuroiuta (International Version)
Artist: | Okabe Keiichi feat. Emi Evans | Circle Size: | Approach Rate: | ||||
Title: | Kuroiuta (International Version) | HP Drain: | Star Difficulty: | (5.12) |
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Creator: | Ymiir | Accuracy: | Length: | 5:53 (5:52 drain) | |||
Source: | Drakengard 3 | Genre: | Video Game (Japanese) | BPM: | 160 | ||
Tags: | black song クロイウタ drag on dragoon ドラッグオンドラグーン3 ドラグーン エミ エヴァンス white drag-on dragoon 3 video game japanese kuroi uta 岡部 | User Rating: |
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Success Rate: Points of Failure: (graph is accumulative, based on % at fail/retry) |
12.5% (341 of 2737 plays) |
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Submitted: Ranked: |
Jun 6, 2021 Jun 22, 2021 |
Rating Spread: |
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Favourited 73 times in total
Users that love this map:
Deif, FuZ, Spectator, Komeiji_Lzh, Sorceress, Vincs, 1111, Katsuragi, maura951, Deathbokken, Ritmo Brigido, Bot_Burger, Winter3244, radar, lala-shana, Jemzuu, Kyouo, Urie_kun, -Hex-, eZmmR and many more! |
Options: | Modding / Discussion |

アノコエガ
イノリノチガ アル ママ
キエ
![]() | ||
Score | 77,740,863 (99.96%) | ![]() |
Max Combo | 1517 | |
300 / 100 / 50 | 1432 / 85 / 729 | |
Misses | 0 | |
Geki (Elite Beat!) | 178 | |
Droplet misses | 1 | |
Mods | HD,HR |
Top 50 Scoreboard
Rank | Score | Accuracy | Player | Max Combo | 300 / 100 / 50 | Geki | Droplet Miss | Misses | Mods | ||
---|---|---|---|---|---|---|---|---|---|---|---|
#1 | ![]() |
77,740,863 | 99.96% | ![]() |
1517 | 1432  / 85 / 729 | 178 | 1 | 0 | HD,HR | |
#2 | ![]() |
69,463,832 | 100.00% | ![]() |
1517 | 1432  / 85 / 730 | 178 | 0 | 0 | HD,PF | |
#3 | ![]() |
69,461,632 | 100.00% | ![]() |
1517 | 1432  / 85 / 730 | 178 | 0 | 0 | HD | |
#4 | ![]() |
69,461,622 | 99.96% | ![]() |
1517 | 1432  / 85 / 729 | 178 | 1 | 0 | HD | |
#5 | ![]() |
69,461,622 | 99.96% | ![]() |
1517 | 1432  / 85 / 729 | 178 | 1 | 0 | HD | |
#6 | ![]() |
69,461,602 | 99.87% | ![]() |
1517 | 1432  / 85 / 727 | 178 | 3 | 0 | HD | |
#7 | ![]() |
69,459,412 | 99.91% | ![]() |
1517 | 1432  / 85 / 728 | 178 | 2 | 0 | HD | |
#8 | ![]() |
69,459,402 | 99.87% | ![]() |
1517 | 1432  / 85 / 727 | 178 | 3 | 0 | HD | |
#9 | ![]() |
69,458,312 | 99.91% | ![]() |
1517 | 1432  / 85 / 728 | 178 | 2 | 0 | HD | |
#10 | ![]() |
65,557,930 | 99.96% | ![]() |
1517 | 1432  / 85 / 729 | 178 | 1 | 0 | None | |
#11 | ![]() |
65,556,830 | 99.96% | ![]() |
1517 | 1432  / 85 / 729 | 178 | 1 | 0 | None | |
#12 | ![]() |
65,555,740 | 100.00% | ![]() |
1517 | 1432  / 85 / 730 | 178 | 0 | 0 | None | |
#13 | ![]() |
65,555,740 | 100.00% | ![]() |
1517 | 1432  / 85 / 730 | 178 | 0 | 0 | None | |
#14 | ![]() |
65,555,740 | 100.00% | ![]() |
1517 | 1432  / 85 / 730 | 178 | 0 | 0 | None | |
#15 | ![]() |
65,555,730 | 99.96% | ![]() |
1517 | 1432  / 85 / 729 | 178 | 1 | 0 | None | |
#16 | ![]() |
65,554,640 | 100.00% | ![]() |
1517 | 1432  / 85 / 730 | 178 | 0 | 0 | None | |
#17 | ![]() |
65,554,610 | 99.87% | ![]() |
1517 | 1432  / 85 / 727 | 178 | 3 | 0 | None | |
#18 | ![]() |
65,553,530 | 99.96% | ![]() |
1517 | 1432  / 85 / 729 | 178 | 1 | 0 | None | |
#19 | ![]() |
65,553,530 | 99.96% | ![]() |
1517 | 1432  / 85 / 729 | 178 | 1 | 0 | None | |
#20 | ![]() |
65,553,520 | 99.91% | ![]() |
1517 | 1432  / 85 / 728 | 178 | 2 | 0 | None | |
#21 | ![]() |
65,552,430 | 99.96% | ![]() |
1517 | 1432  / 85 / 729 | 178 | 1 | 0 | None | |
#22 | ![]() |
65,551,340 | 100.00% | ![]() |
1517 | 1432  / 85 / 730 | 178 | 0 | 0 | None | |
#23 | ![]() |
65,551,330 | 99.96% | ![]() |
1517 | 1432  / 85 / 729 | 178 | 1 | 0 | None | |
#24 | ![]() |
53,523,710 | 99.91% | ![]() |
1336 | 1431  / 85 / 729 | 177 | 1 | 1 | None | |
#25 | ![]() |
53,521,500 | 99.87% | ![]() |
1336 | 1431  / 85 / 728 | 177 | 2 | 1 | None | |
#26 | ![]() |
49,438,120 | 99.69% | ![]() |
1282 | 1429  / 85 / 726 | 176 | 4 | 3 | None | |
#27 | ![]() |
48,400,483 | 99.87% | ![]() |
1217 | 1430  / 85 / 729 | 176 | 1 | 2 | HD | |
#28 | ![]() |
45,491,960 | 99.87% | ![]() |
1206 | 1431  / 85 / 728 | 177 | 2 | 1 | None | |
#29 | ![]() |
43,986,630 | 99.78% | ![]() |
1201 | 1428  / 85 / 729 | 175 | 1 | 4 | None | |
#30 | ![]() |
42,896,263 | 99.91% | ![]() |
1101 | 1431  / 85 / 729 | 177 | 1 | 1 | HD | |
#31 | ![]() |
40,645,930 | 99.82% | ![]() |
1107 | 1429  / 85 / 729 | 177 | 1 | 3 | None | |
#32 | ![]() |
37,413,270 | 99.78% | ![]() |
1103 | 1428  / 85 / 729 | 174 | 1 | 4 | None | |
#33 | ![]() |
37,156,750 | 98.89% | ![]() |
1103 | 1412  / 85 / 725 | 169 | 5 | 20 | None | |
#34 | ![]() |
35,295,660 | 99.33% | ![]() |
1060 | 1423  / 85 / 724 | 173 | 6 | 9 | None | |
#35 | ![]() |
34,696,840 | 99.87% | ![]() |
922 | 1431  / 85 / 728 | 177 | 2 | 1 | None | |
#36 | ![]() |
33,168,701 | 99.29% | ![]() |
962 | 1421  / 83 / 727 | 170 | 3 | 13 | HR | |
#37 | ![]() |
31,748,050 | 99.38% | ![]() |
990 | 1421  / 85 / 727 | 174 | 3 | 11 | None | |
#38 | ![]() |
31,729,990 | 99.69% | ![]() |
953 | 1429  / 84 / 727 | 175 | 3 | 4 | None | |
#39 | ![]() |
30,078,833 | 99.73% | ![]() |
682 | 1429  / 85 / 727 | 175 | 3 | 3 | HR | |
#40 | ![]() |
29,820,820 | 99.33% | ![]() |
935 | 1423  / 85 / 724 | 173 | 6 | 9 | None | |
#41 | ![]() |
29,068,440 | 99.33% | ![]() |
953 | 1421  / 85 / 726 | 171 | 4 | 11 | None | |
#42 | ![]() |
28,997,040 | 99.07% | ![]() |
901 | 1417  / 85 / 724 | 171 | 6 | 15 | None | |
#43 | ![]() |
27,771,750 | 99.15% | ![]() |
935 | 1424  / 85 / 719 | 171 | 11 | 8 | None | |
#44 | ![]() |
27,490,550 | 99.33% | ![]() |
920 | 1424  / 85 / 723 | 173 | 7 | 8 | None | |
#45 | ![]() |
26,407,720 | 99.07% | ![]() |
884 | 1418  / 84 / 724 | 169 | 6 | 15 | None | |
#46 | ![]() |
26,330,300 | 99.11% | ![]() |
798 | 1423  / 84 / 720 | 173 | 10 | 10 | None | |
#47 | ![]() |
26,215,170 | 99.24% | ![]() |
905 | 1421  / 84 / 725 | 171 | 5 | 12 | None | |
#48 | ![]() |
26,031,150 | 99.11% | ![]() |
908 | 1419  / 85 / 723 | 167 | 7 | 13 | None | |
#49 | ![]() |
25,773,140 | 99.78% | ![]() |
753 | 1428  / 84 / 730 | 175 | 0 | 5 | None | |
#50 | ![]() |
25,086,640 | 99.60% | ![]() |
769 | 1425  / 85 / 728 | 175 | 2 | 7 | None |
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