Beatmap Listing » Ether - Yami to Kagaribi
Artist: | Ether | Circle Size: | Approach Rate: | ||||
Title: | Yami to Kagaribi | HP Drain: | Star Difficulty: | (4.94) |
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Creator: | Adinda | Accuracy: | Length: | 4:12 (4:12 drain) | |||
Source: | Genre: | Rock (Japanese) | BPM: | 180 | |||
Tags: | jrock j-rock rock symphonic japanese 闇堕精霊譚 エルム凪 erum nagi elm erumu | User Rating: |
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Success Rate: Points of Failure: (graph is accumulative, based on % at fail/retry) |
16.0% (935 of 5833 plays) |
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Submitted: Ranked: |
Dec 26, 2022 Jan 26, 2023 |
Rating Spread: |
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Favourited 28 times in total
Users that love this map:
Amnesia Haze, seven39, Thailandlnwzaza, GamaInt, Estradivariius, emsfgs, a09890866723, Naruto1111, Trash02_old, AXEL_SAUVEZ_old, - Lxle -, Rockiiz, nasimchuk, tuanpham1919, wojtazmm, Varudish, Erinad, Farmo, DarlingZeroTwo, ohheyitsjay and many more! |
Options: | Modding / Discussion |

![]() | ||
Score | 30,602,598 (99.53%) | ![]() |
Max Combo | 1328 | |
300 / 100 / 50 | 848 / 6 / 0 | |
Misses | 0 | |
Geki (Elite Beat!) | 207 | |
Katu (Beat!) | 6 | |
Mods | HD,HR |
Top 50 Scoreboard
Rank | Score | Accuracy | Player | Max Combo | 300 / 100 / 50 | Geki | Katu | Misses | Mods | ||
---|---|---|---|---|---|---|---|---|---|---|---|
#1 | ![]() |
30,602,598 | 99.53% | ![]() |
1328 | 848  / 6 / 0 | 207 | 6 | 0 | HD,HR | |
#2 | ![]() |
30,405,384 | 99.12% | ![]() |
1326 | 843  / 10 / 1 | 204 | 8 | 0 | HD,HR | |
#3 | ![]() |
30,385,975 | 99.06% | ![]() |
1325 | 842  / 12 / 0 | 203 | 10 | 0 | HD,HR | |
#4 | ![]() |
30,288,160 | 98.44% | ![]() |
1328 | 834  / 20 / 0 | 200 | 13 | 0 | HD,HR,SD | |
#5 | ![]() |
30,127,767 | 98.44% | ![]() |
1327 | 834  / 20 / 0 | 200 | 13 | 0 | HD,HR | |
#6 | ![]() |
29,605,561 | 96.84% | ![]() |
1326 | 815  / 33 / 6 | 190 | 20 | 0 | HD,HR | |
#7 | ![]() |
29,042,033 | 100.00% | ![]() |
1328 | 854  / 0 / 0 | 213 | 0 | 0 | HD,PF | |
#8 | ![]() |
29,010,895 | 99.77% | ![]() |
1328 | 851  / 3 / 0 | 211 | 2 | 0 | HD | |
#9 | ![]() |
29,006,117 | 99.92% | ![]() |
1328 | 853  / 1 / 0 | 212 | 1 | 0 | HD | |
#10 | ![]() |
28,944,477 | 99.53% | ![]() |
1328 | 848  / 6 / 0 | 207 | 6 | 0 | HD | |
#11 | ![]() |
28,879,117 | 99.53% | ![]() |
1327 | 848  / 6 / 0 | 207 | 6 | 0 | HD | |
#12 | ![]() |
28,812,680 | 99.43% | ![]() |
1327 | 847  / 6 / 1 | 207 | 5 | 0 | HD | |
#13 | ![]() |
28,731,551 | 99.30% | ![]() |
1328 | 845  / 9 / 0 | 209 | 4 | 0 | HD | |
#14 | ![]() |
28,708,106 | 99.22% | ![]() |
1328 | 844  / 10 / 0 | 207 | 6 | 0 | HD | |
#15 | ![]() |
28,518,286 | 98.50% | ![]() |
1327 | 835  / 18 / 1 | 196 | 16 | 0 | HD | |
#16 | ![]() |
28,445,224 | 98.05% | ![]() |
1327 | 829  / 25 / 0 | 194 | 19 | 0 | HD | |
#17 | ![]() |
27,418,694 | 99.92% | ![]() |
1328 | 853  / 1 / 0 | 212 | 1 | 0 | None | |
#18 | ![]() |
27,416,878 | 100.00% | ![]() |
1328 | 854  / 0 / 0 | 213 | 0 | 0 | None | |
#19 | ![]() |
27,401,058 | 99.92% | ![]() |
1328 | 853  / 1 / 0 | 212 | 1 | 0 | None | |
#20 | ![]() |
27,391,250 | 99.92% | ![]() |
1328 | 853  / 1 / 0 | 212 | 1 | 0 | None | |
#21 | ![]() |
27,327,186 | 99.77% | ![]() |
1328 | 851  / 3 / 0 | 211 | 2 | 0 | SD | |
#22 | ![]() |
27,291,924 | 99.77% | ![]() |
1327 | 851  / 3 / 0 | 211 | 2 | 0 | None | |
#23 | ![]() |
27,266,162 | 99.61% | ![]() |
1328 | 849  / 5 / 0 | 209 | 4 | 0 | None | |
#24 | ![]() |
27,241,132 | 99.53% | ![]() |
1327 | 848  / 6 / 0 | 208 | 5 | 0 | SD | |
#25 | ![]() |
27,218,872 | 99.45% | ![]() |
1327 | 847  / 7 / 0 | 207 | 6 | 0 | None | |
#26 | ![]() |
27,206,062 | 99.53% | ![]() |
1328 | 848  / 6 / 0 | 210 | 3 | 0 | None | |
#27 | ![]() |
27,195,082 | 99.38% | ![]() |
1328 | 846  / 8 / 0 | 208 | 5 | 0 | None | |
#28 | ![]() |
27,184,318 | 99.53% | ![]() |
1326 | 848  / 6 / 0 | 208 | 5 | 0 | None | |
#29 | ![]() |
27,170,432 | 99.38% | ![]() |
1327 | 846  / 8 / 0 | 208 | 5 | 0 | None | |
#30 | ![]() |
27,156,884 | 99.36% | ![]() |
1328 | 846  / 7 / 1 | 208 | 4 | 0 | None | |
#31 | ![]() |
27,121,244 | 99.06% | ![]() |
1327 | 842  / 12 / 0 | 204 | 9 | 0 | None | |
#32 | ![]() |
27,117,722 | 98.99% | ![]() |
1326 | 841  / 13 / 0 | 200 | 13 | 0 | None | |
#33 | ![]() |
27,097,178 | 98.91% | ![]() |
1328 | 840  / 14 / 0 | 200 | 13 | 0 | None | |
#34 | ![]() |
27,042,496 | 98.59% | ![]() |
1327 | 836  / 18 / 0 | 200 | 13 | 0 | None | |
#35 | ![]() |
26,903,490 | 98.67% | ![]() |
1328 | 837  / 17 / 0 | 204 | 9 | 0 | None | |
#36 | ![]() |
26,787,960 | 97.89% | ![]() |
1327 | 827  / 27 / 0 | 196 | 17 | 0 | None | |
#37 | ![]() |
26,630,658 | 97.35% | ![]() |
1324 | 820  / 34 / 0 | 189 | 24 | 0 | None | |
#38 | ![]() |
25,838,120 | 98.87% | ![]() |
1296 | 840  / 13 / 0 | 201 | 11 | 1 | None | |
#39 | ![]() |
25,673,139 | 99.36% | ![]() |
1204 | 846  / 7 / 1 | 207 | 5 | 0 | HD,HR | |
#40 | ![]() |
25,457,126 | 94.03% | ![]() |
1306 | 778  / 74 / 2 | 160 | 51 | 0 | None | |
#41 | ![]() |
25,220,584 | 97.07% | ![]() |
1292 | 817  / 36 / 0 | 184 | 28 | 1 | None | |
#42 | ![]() |
23,517,266 | 97.72% | ![]() |
1235 | 825  / 28 / 1 | 191 | 21 | 0 | None | |
#43 | ![]() |
22,910,622 | 96.19% | ![]() |
1234 | 806  / 45 / 3 | 186 | 25 | 0 | None | |
#44 | ![]() |
22,898,642 | 95.67% | ![]() |
1232 | 799  / 54 / 0 | 176 | 36 | 1 | None | |
#45 | ![]() |
20,630,736 | 96.29% | ![]() |
1160 | 807  / 45 / 2 | 182 | 29 | 0 | None | |
#46 | ![]() |
20,067,942 | 90.89% | ![]() |
1163 | 739  / 108 / 7 | 135 | 72 | 0 | None | |
#47 | ![]() |
19,118,962 | 97.40% | ![]() |
1104 | 822  / 28 / 3 | 194 | 17 | 1 | None | |
#48 | ![]() |
19,080,275 | 98.79% | ![]() |
1044 | 839  / 14 / 0 | 202 | 10 | 1 | HR | |
#49 | ![]() |
18,899,382 | 99.38% | ![]() |
1072 | 846  / 8 / 0 | 205 | 8 | 0 | None | |
#50 | ![]() |
18,685,968 | 98.59% | ![]() |
1074 | 836  / 18 / 0 | 195 | 18 | 0 | None |
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