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An - Akasagarbha-An remix-

posted
Total Posts
8
Shiirn
2,896 posts
Joined August 2010
Topic Starter
Shiirn
This beatmap was submitted using in-game submission on Wednesday, June 13, 2012 at 1:28:07 PM

Artist: An
Title: Akasagarbha-An remix-
BPM: 195
Filesize: 3602kb
Play Time: 02:20
Difficulties Available:
  1. Another (4.9 stars, 558 notes)
  2. Hyper (5 stars, 125 notes)
Download: An - Akasagarbha-An remix-
Information: Scores/Beatmap Listing
---------------
Last edited by Shiirn , edited 4 times in total.
DaxMasterix
Former osu!catch Champion: 2013
1,562 posts
Joined February 2010
DaxMasterix
First. Daddy <3
rrtyui
Former osu! Champion: 2014
744 posts
Joined May 2010
rrtyui
:idea:
Reisen Udongein
Former osu! Champion: #3
1,073 posts
Joined January 2010
Reisen Udongein
An <3
Raimon
295 posts
Joined December 2010
Raimon
I was bored and I did a taiko diff, if you want it and its not that bad you can add it to the map http://puu.sh/Av0Y
Yuukari-Banteki
1,534 posts
Joined June 2008
Yuukari-Banteki
[Another]
00:03:753 (1) - the overlap here is just kinda sloppy and not necessary. You can always move the 1 a bit farther away and have no overlap, especially since it has no relation to either the following or the preceding note
00:10:522 (5) - line this up with 4 for better flow
00:17:292 (1) - ^ with 3
00:22:215 (1) - placing a note so soon after the end of a spinner forces the player to stop spinning early in order to hit the note, which defeats the purpose of ending the spinner where it ends.
00:25:599 (4) - this is still pretty hidden, although I suppose its personal preference
00:27:599 (4) - this is kinda half under 1's hitburst still and it looks bad
01:16:215 (7,1) - if you must do overlaps like this can you at least put 7 in the center of 1?
01:22:522 (1,2,3,4) - first off, the 1-2 overlap is...well i just dont like overlaps in general because i think they are messy and usually unnecessary. 3 is just a little bit off on the x-axis from 1 and 2 and that looks bad as well. 4 is half-hidden by 3 and the pattern leads me to expect a slider there. You might wanna just rework this entire section.
01:40:676 (1,1) - its very difficult for me at least to tell which of these two sliders is first and which is later...
01:44:907 (2) - this is another overlap I feel you could avoid just by moving 2 over a bit
01:55:368 (10) - slightly confusing
02:15:445 (1) - fit this into the pattern from the previous combo, itll look and feel better

[Hyper]
00:12:830 (7) - OCD but could you make this perpendicular to 6 where it intersects? ^_^
00:16:061 (1) - kinda messy
00:17:753 (6) - ...you know how I feel about overlap by now, I'm sure
00:31:292 (2) - if you could move this up just a little so it flows out of 1 ^_^
00:42:368 (2) - >.>
thats one awfully long break... J/K :P
Mirage
627 posts
Joined May 2011
Mirage
Oh, this
Yuukari-Banteki
1,534 posts
Joined June 2008
Yuukari-Banteki
<3 a Taiko for you~

SPOILER
osu file format v9

[General]
AudioFilename: akaskaskaksakskaska.mp3
AudioLeadIn: 1023
PreviewTime: 77599
Countdown: 0
SampleSet: Normal
StackLeniency: 0.7
Mode: 1
LetterboxInBreaks: 0

[Editor]
Bookmarks: 22197,41889,61581,81274,100966,120658
DistanceSpacing: 1
BeatDivisor: 4
GridSize: 4

[Metadata]
Title:Akasagarbha-An remix-
Artist:An
Creator:Shiirn
Version:SFG's Taiko
Source:
Tags:

[Difficulty]
HPDrainRate:6
CircleSize:4
OverallDifficulty:7
ApproachRate:8
SliderMultiplier:1.4
SliderTickRate:1

[Events]
//Background and Video events
0,0,"fire-flower-abstract-hd-wallpaper.jpg"
//Break Periods
//Storyboard Layer 0 (Background)
//Storyboard Layer 1 (Fail)
//Storyboard Layer 2 (Pass)
//Storyboard Layer 3 (Foreground)
//Storyboard Sound Samples
//Background Colour Transformations
3,100,163,162,255

[TimingPoints]
1292,307.692307692308,4,1,1,60,1,0
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11138,-100,4,1,1,80,0,0
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139445,-100,4,1,1,80,0,0


[Colours]
Combo1 : 64,128,128
Combo2 : 255,128,128

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388,192,90368,5,0
256,192,90445,5,8
256,192,90522,1,8
388,192,90676,5,0
256,192,90753,5,8
388,192,90907,5,0
256,192,90984,5,8
316,112,91138,1,4
316,112,91292,6,0,B|204:112,2,105
388,192,91907,1,0
256,192,92061,5,8
388,192,92215,5,0
388,192,92368,1,0
388,192,92522,1,0
388,192,92599,1,0
256,192,92676,5,8
388,192,92753,5,0
388,192,92830,1,0
388,192,92907,1,0
256,192,92984,5,8
388,192,93138,5,0
388,192,93215,1,0
256,192,93292,5,8
388,192,93368,5,0
256,192,93445,5,8
388,192,93522,5,0
256,192,93599,5,8
388,192,93753,5,0
256,192,93830,5,8
256,192,94061,1,8
388,192,94138,5,0
256,192,94292,5,8
388,192,94445,5,0
256,192,94522,5,8
388,192,94676,5,0
388,192,94753,1,0
256,192,94830,5,8
388,192,94907,5,0
256,192,94984,5,8
388,192,95061,5,0
256,192,95138,5,8
256,192,95292,1,8
256,192,95368,1,8
256,192,95445,1,8
388,192,95522,5,0
256,192,95599,5,8
388,192,95676,5,0
256,192,95753,5,8
256,192,95907,1,8
256,192,96061,1,8
256,192,96138,1,8
256,192,96215,1,8
388,192,96292,5,0
256,192,96368,5,8
388,192,96445,5,0
256,192,96522,5,8
256,192,96599,1,8
256,192,96676,1,8
388,192,96753,5,0
388,192,96830,1,0
256,192,96907,5,8
388,192,96984,5,0
388,192,97061,1,0
256,192,97138,5,8
256,192,97292,1,8
256,192,97368,1,8
256,192,97445,1,8
388,192,97522,5,0
388,192,97599,1,0
388,192,97676,1,0
256,192,97753,5,8
388,192,97830,5,0
256,192,97907,5,8
388,192,97984,5,0
256,192,98138,5,8
256,192,98215,1,8
388,192,98292,5,0
256,192,98368,5,8
388,192,98445,5,0
256,192,98522,5,8
388,192,98599,5,0
256,192,98676,5,8
256,192,98753,1,8
388,192,98830,5,0
256,192,98984,5,8
388,192,99061,5,0
256,192,99138,5,8
256,192,99215,1,8
256,192,99445,1,8
388,192,99522,5,0
256,192,99599,5,8
256,192,99676,1,8
388,192,99753,5,0
388,192,100368,1,0
388,192,100522,1,0
256,192,100599,5,8
388,192,100676,5,0
388,192,100753,1,0
256,192,100830,5,8
316,112,100984,1,12
388,192,101138,5,0
388,192,101292,1,0
256,192,101445,5,8
388,192,101753,5,0
388,192,101830,1,0
256,192,101907,5,8
388,192,102061,5,0
256,192,102215,5,8
388,192,102368,5,0
256,192,102445,5,8
388,192,102599,5,0
256,192,102676,5,8
388,192,102830,5,0
256,192,102907,5,8
388,192,103138,5,0
388,192,103215,1,0
388,192,103292,1,0
256,192,103445,5,8
388,192,103599,5,0
256,192,103676,5,8
256,192,103907,1,8
388,192,104061,5,0
256,192,104138,5,8
256,192,104368,1,8
256,192,104445,1,8
388,192,104522,5,0
388,192,104599,1,0
256,192,104676,5,8
388,192,104830,5,0
256,192,104907,5,8
256,192,105138,1,8
388,192,105292,5,0
388,192,105445,1,0
388,192,105522,1,0
388,192,105753,1,0
256,192,105907,5,8
388,192,106061,5,0
256,192,106138,5,8
388,192,106292,5,0
256,192,106368,5,8
388,192,106522,5,0
256,192,106599,5,8
388,192,106753,5,0
256,192,106830,1,8
256,192,106907,5,8
388,192,106984,5,0
388,192,107061,1,0
256,192,107138,1,8
256,192,107292,5,0
256,192,107368,5,8
256,192,107599,1,8
388,192,107753,1,0
256,192,107907,1,0
388,192,107984,1,0
388,192,108138,1,0
388,192,108215,1,0
256,192,108368,5,8
388,192,108445,5,0
256,192,108522,5,8
256,192,108599,1,8
388,192,108676,5,0
256,192,108830,5,8
388,192,108907,5,0
256,192,108984,5,8
388,192,109061,5,0
388,192,109138,1,0
256,192,109292,5,8
388,192,109368,5,0
256,192,109445,5,8
256,192,109522,1,8
388,192,109599,5,0
388,192,109676,1,0
256,192,109753,5,8
256,192,109830,1,8
388,192,109907,5,0
388,192,109984,1,0
256,192,110061,5,8
256,192,110138,1,8
256,192,110215,1,8
256,192,110445,1,8
256,192,110676,1,8
320,112,110830,1,12
320,112,110984,2,0,B|252:112,2,70
388,192,111599,5,0
320,112,111753,1,4
320,112,112061,5,12
320,112,112215,1,12
320,112,112368,5,4
320,112,112676,1,4
256,192,112830,5,8
256,192,112907,1,8
388,192,112984,5,0
256,192,113138,5,8
388,192,113292,5,0
388,192,113445,1,0
256,192,113522,5,8
256,192,113753,1,8
388,192,113907,5,0
256,192,113984,5,8
256,192,114215,1,8
388,192,114368,5,0
388,192,114522,1,0
256,192,114599,5,8
388,192,114676,5,0
388,192,114753,1,0
256,192,114830,5,8
256,192,114984,1,8
388,192,115061,5,0
256,192,115138,5,8
388,192,115292,5,0
256,192,115368,5,8
256,192,115599,1,8
388,192,115753,5,0
256,192,115830,5,8
388,192,115907,5,0
388,192,116061,1,0
256,192,116138,5,8
388,192,116215,5,0
256,192,116368,5,8
388,192,116522,5,0
256,192,116599,5,8
388,192,116753,5,0
256,192,116830,5,8
388,192,116984,5,0
256,192,117061,5,8
388,192,117138,5,0
388,192,117215,1,0
256,192,117292,5,8
388,192,117445,5,0
256,192,117599,5,8
388,192,117753,5,0
256,192,117830,5,8
388,192,117984,5,0
256,192,118061,5,8
388,192,118215,5,0
256,192,118368,5,8
388,192,118445,5,0
256,192,118676,5,8
388,192,118830,5,0
388,192,118907,1,0
256,192,118984,5,8
256,192,119138,1,8
388,192,119215,5,0
256,192,119292,5,8
316,112,119445,1,12
388,192,119676,5,0
388,192,119753,1,0
388,192,119830,1,0
256,192,119907,5,8
256,192,119984,1,8
256,192,120061,1,8
388,192,120215,5,0
256,192,120292,5,8
388,192,120445,5,0
256,192,120522,5,8
316,112,120676,5,4
388,192,120984,1,0
256,192,121138,5,8
388,192,121445,5,0
256,192,121599,5,8
388,192,121753,5,0
388,192,121907,1,0
388,192,122215,1,0
256,192,122368,5,8
388,192,122676,5,0
256,192,122830,5,8
256,192,123138,1,8
388,192,123599,5,0
388,192,123907,1,0
256,192,124061,5,8
388,192,124215,5,0
388,192,124368,1,0
256,192,124830,5,8
388,192,125138,5,0
256,192,125445,5,8
388,192,125599,5,0
256,192,126061,5,8
388,192,126368,5,0
256,192,126522,5,8
388,192,126830,5,0
256,192,126933,5,8
388,192,127035,5,0
388,192,127138,1,0
256,192,127240,5,8
388,192,127343,5,0
388,192,127445,1,0
256,192,127548,5,8
388,192,127650,5,0
388,192,127753,1,0
256,192,127856,5,8
388,192,127958,5,0
388,192,128061,1,0
388,192,128368,1,0
256,192,128522,5,8
256,192,128984,1,8
388,192,129292,5,0
388,192,129599,1,0
256,192,129753,5,8
388,192,130061,5,0
256,192,130215,5,8
388,192,130522,5,0
256,192,130984,5,8
388,192,131292,5,0
388,192,131445,1,0
388,192,131599,1,0
256,192,131753,5,8
388,192,132061,5,0
256,192,132215,5,8
256,192,132522,1,8
388,192,132676,5,0
388,192,132830,1,0
256,192,132984,5,8
256,192,133292,1,8
388,192,133445,5,0
388,192,133753,1,0
256,192,133907,5,8
388,192,134061,5,0
388,192,134138,1,0
256,192,134215,5,8
388,192,134522,5,0
256,192,134676,5,8
256,192,134830,1,8
388,192,134984,5,0
256,192,135138,5,8
256,192,135292,1,8
388,192,135445,5,0
388,192,135599,1,0
256,192,135753,5,8
388,192,135907,5,0
256,192,136061,5,8
388,192,136368,5,0
256,192,136676,5,8
388,192,136984,5,0
256,192,137138,5,8
256,192,137445,1,8
388,192,137753,5,0
256,192,137907,5,8
388,192,138061,5,0
256,192,138215,5,8
256,192,138368,1,8
256,192,138676,1,8
388,192,138830,5,0
256,192,139138,5,8
320,120,139599,5,4
320,120,140061,1,4
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