Beatmap Listing » Polyphia - ABC feat. Sophia Black
Artist: | Polyphia | Circle Size: | Approach Rate: | ||||
Title: | ABC feat. Sophia Black | HP Drain: | Star Difficulty: | (6.20) |
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Creator: | Mir | Accuracy: | Length: | 2:31 (2:31 drain) | |||
Source: | Genre: | Pop (English) | BPM: | 140 | |||
Tags: | english pop prog metal vocal rock tim henson and the boys andada ocean man boppin amateurre remember that you will | User Rating: |
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Success Rate: Points of Failure: (graph is accumulative, based on % at fail/retry) |
11.1% (5631 of 50941 plays) |
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Submitted: Ranked: |
Sep 10, 2022 Mar 22, 2023 |
Rating Spread: |
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Favourited 678 times in total
Users that love this map:
ettoh, NoDeedBondo, Shimo, Jin32, Qwelz, Krimek, -Atri-, Kentucky312, Chatree, boterham, Too Slow, MyTopRamen, nequil, K-Cin, Rethor, Kiramatic, billyee25, -Keitaro, RatinA0, bemp and many more! |
Options: | Modding / Discussion |

abcdefghijklmnopqrstuvwxyz
!! REDOWNLOAD MP3 14/03/2023 !!
The quick brown fox jumped over the lazy dog.
amateurre extra
boppin insane
andada hard
bg source
!! REDOWNLOAD MP3 14/03/2023 !!
The quick brown fox jumped over the lazy dog.
amateurre extra
boppin insane
andada hard
bg source
![]() | ||
Score | 25,479,843 (99.25%) | ![]() |
Max Combo | 1197 | |
300 / 100 / 50 | 790 / 9 / 0 | |
Misses | 0 | |
Geki (Elite Beat!) | 253 | |
Katu (Beat!) | 7 | |
Mods | HD,HR |
Top 50 Scoreboard
Rank | Score | Accuracy | Player | Max Combo | 300 / 100 / 50 | Geki | Katu | Misses | Mods | ||
---|---|---|---|---|---|---|---|---|---|---|---|
#1 | ![]() |
25,479,843 | 99.25% | ![]() |
1197 | 790  / 9 / 0 | 253 | 7 | 0 | HD,HR | |
#2 | ![]() |
25,382,321 | 99.00% | ![]() |
1197 | 787  / 12 / 0 | 248 | 12 | 0 | HD,HR | |
#3 | ![]() |
25,380,979 | 99.33% | ![]() |
1197 | 791  / 8 / 0 | 253 | 7 | 0 | HD,HR | |
#4 | ![]() |
25,370,847 | 99.33% | ![]() |
1197 | 791  / 8 / 0 | 252 | 8 | 0 | HD,HR | |
#5 | ![]() |
25,367,293 | 99.33% | ![]() |
1195 | 791  / 8 / 0 | 252 | 8 | 0 | HD,HR | |
#6 | ![]() |
25,215,836 | 98.83% | ![]() |
1196 | 785  / 14 / 0 | 246 | 14 | 0 | HD,HR | |
#7 | ![]() |
25,073,030 | 98.25% | ![]() |
1198 | 778  / 21 / 0 | 243 | 17 | 0 | HD,HR | |
#8 | ![]() |
25,043,571 | 98.25% | ![]() |
1196 | 778  / 21 / 0 | 245 | 15 | 0 | HD,HR | |
#9 | ![]() |
24,111,816 | 95.24% | ![]() |
1194 | 742  / 57 / 0 | 220 | 40 | 0 | HD,HR | |
#10 | ![]() |
24,110,689 | 99.75% | ![]() |
1197 | 796  / 3 / 0 | 257 | 3 | 0 | HD | |
#11 | ![]() |
24,016,740 | 99.25% | ![]() |
1198 | 790  / 9 / 0 | 252 | 8 | 0 | HR | |
#12 | ![]() |
23,995,121 | 99.25% | ![]() |
1197 | 790  / 9 / 0 | 251 | 9 | 0 | HD | |
#13 | ![]() |
23,980,746 | 99.33% | ![]() |
1198 | 791  / 8 / 0 | 253 | 7 | 0 | HD | |
#14 | ![]() |
23,958,885 | 98.92% | ![]() |
1196 | 786  / 13 / 0 | 251 | 9 | 0 | HD | |
#15 | ![]() |
23,937,894 | 98.00% | ![]() |
1161 | 775  / 24 / 0 | 241 | 19 | 0 | HD,HR | |
#16 | ![]() |
23,917,888 | 99.33% | ![]() |
1196 | 791  / 8 / 0 | 253 | 7 | 0 | HD | |
#17 | ![]() |
23,900,842 | 99.08% | ![]() |
1198 | 788  / 11 / 0 | 249 | 11 | 0 | HD | |
#18 | ![]() |
23,853,196 | 98.66% | ![]() |
1197 | 783  / 16 / 0 | 245 | 15 | 0 | HD | |
#19 | ![]() |
23,712,014 | 98.73% | ![]() |
1197 | 784  / 14 / 1 | 252 | 7 | 0 | HD | |
#20 | ![]() |
23,650,033 | 98.50% | ![]() |
1197 | 781  / 18 / 0 | 249 | 11 | 0 | HD | |
#21 | ![]() |
23,550,773 | 98.08% | ![]() |
1196 | 776  / 23 / 0 | 240 | 20 | 0 | HR | |
#22 | ![]() |
23,529,514 | 97.81% | ![]() |
1197 | 773  / 25 / 1 | 241 | 18 | 0 | HR | |
#23 | ![]() |
23,502,487 | 97.58% | ![]() |
1197 | 770  / 29 / 0 | 236 | 24 | 0 | HD | |
#24 | ![]() |
23,330,521 | 97.20% | ![]() |
1193 | 766  / 31 / 2 | 234 | 25 | 0 | HD | |
#25 | ![]() |
23,250,425 | 96.66% | ![]() |
1196 | 759  / 40 / 0 | 230 | 30 | 0 | HD | |
#26 | ![]() |
23,239,103 | 96.79% | ![]() |
1195 | 761  / 36 / 2 | 230 | 28 | 0 | HD | |
#27 | ![]() |
22,959,265 | 96.22% | ![]() |
1195 | 754  / 44 / 1 | 230 | 29 | 0 | HR | |
#28 | ![]() |
22,835,730 | 100.00% | ![]() |
1198 | 799  / 0 / 0 | 260 | 0 | 0 | None | |
#29 | ![]() |
22,706,242 | 99.50% | ![]() |
1198 | 793  / 6 / 0 | 254 | 6 | 0 | None | |
#30 | ![]() |
22,658,678 | 99.46% | ![]() |
1198 | 793  / 4 / 2 | 257 | 2 | 0 | None | |
#31 | ![]() |
22,640,388 | 99.50% | ![]() |
1197 | 793  / 6 / 0 | 255 | 5 | 0 | None | |
#32 | ![]() |
22,631,658 | 99.25% | ![]() |
1198 | 790  / 9 / 0 | 251 | 9 | 0 | None | |
#33 | ![]() |
22,579,276 | 98.75% | ![]() |
1197 | 784  / 15 / 0 | 248 | 12 | 0 | None | |
#34 | ![]() |
22,560,610 | 98.83% | ![]() |
1198 | 785  / 14 / 0 | 250 | 10 | 0 | None | |
#35 | ![]() |
22,505,078 | 98.50% | ![]() |
1196 | 781  / 18 / 0 | 244 | 16 | 0 | None | |
#36 | ![]() |
22,489,140 | 98.83% | ![]() |
1197 | 785  / 14 / 0 | 248 | 12 | 0 | None | |
#37 | ![]() |
22,413,938 | 98.41% | ![]() |
1194 | 780  / 19 / 0 | 243 | 17 | 0 | None | |
#38 | ![]() |
22,344,148 | 98.50% | ![]() |
1197 | 781  / 18 / 0 | 245 | 15 | 0 | None | |
#39 | ![]() |
22,280,866 | 98.25% | ![]() |
1194 | 778  / 21 / 0 | 241 | 19 | 0 | None | |
#40 | ![]() |
22,223,780 | 97.75% | ![]() |
1193 | 772  / 27 / 0 | 239 | 21 | 0 | None | |
#41 | ![]() |
22,204,744 | 97.66% | ![]() |
1195 | 771  / 28 / 0 | 238 | 22 | 0 | None | |
#42 | ![]() |
22,194,876 | 98.50% | ![]() |
1189 | 781  / 18 / 0 | 244 | 16 | 0 | None | |
#43 | ![]() |
22,183,532 | 97.08% | ![]() |
1197 | 764  / 35 / 0 | 227 | 33 | 0 | None | |
#44 | ![]() |
22,158,392 | 96.66% | ![]() |
1195 | 759  / 40 / 0 | 236 | 24 | 0 | None | |
#45 | ![]() |
21,971,260 | 96.91% | ![]() |
1197 | 762  / 37 / 0 | 234 | 26 | 0 | None | |
#46 | ![]() |
21,968,112 | 96.95% | ![]() |
1197 | 763  / 34 / 2 | 232 | 26 | 0 | None | |
#47 | ![]() |
21,955,170 | 97.04% | ![]() |
1196 | 765  / 28 / 6 | 236 | 22 | 0 | None | |
#48 | ![]() |
21,792,482 | 96.22% | ![]() |
1197 | 754  / 44 / 1 | 225 | 34 | 0 | None | |
#49 | ![]() |
21,694,394 | 95.97% | ![]() |
1197 | 751  / 47 / 1 | 229 | 30 | 0 | None | |
#50 | ![]() |
21,627,517 | 97.58% | ![]() |
1129 | 770  / 29 / 0 | 236 | 24 | 0 | HD |
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