Seisakugenba deno dekikoto: Difference between revisions
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** neko_taisitu is a Japanese singer, voice actress and creator from Sapporo (札幌). | ** neko_taisitu is a Japanese singer, voice actress and creator from Sapporo (札幌). | ||
* 神歌PARADE is Nekohiroki's third album. | * 神歌PARADE is Nekohiroki's third album. | ||
* 制作現場での出来事 could be unlocked in jubeat Qubell from August 12th to October 2nd, 2016 as the ''猫大樹 夏のパーリーピーポー | * 制作現場での出来事 could be unlocked in jubeat Qubell from August 12th to October 2nd, 2016 as the ''猫大樹 夏のパーリーピーポー STAGE 3'' unlock of jubeat Qubell's ''dig dig Qubell'' unlocking system. | ||
== Difficulty & Notecounts == | == Difficulty & Notecounts == |
Revision as of 01:56, 3 October 2016
制作現場での出来事
Song Information
Artist: 猫大樹
Composition/Arrangement/Lyrics: Hiroki Arai
Vocals: neko_taisitu & Hiroki Arai
Album: 神歌PARADE (2016)
BPM: 160
Length: TBD
First Music Game Appearance: jubeat Qubell
Other Music Game Appearances:
- jubeat plus / jubeat plus (Android) 猫大樹 pack
Lyrics
None yet.
Song Connections / Remixes
None.
Trivia
- Nekohiroki (猫大樹) is a two-member music unit formed by Hiroki Arai (新井大樹) and neko_taisitu (猫体質).
- Hiroki Arai is a Japanese composer, creator and singer from Gunma (群馬). He is also an artist affiliated with BIG TREE RECORD. He is responsible for the ハイテンションジブリ (High Tension Ghibli) album series and has also remixed several of Sana's and Reiji Sakurai's tracks under his RED CARD GENIUS alias.
- neko_taisitu is a Japanese singer, voice actress and creator from Sapporo (札幌).
- 神歌PARADE is Nekohiroki's third album.
- 制作現場での出来事 could be unlocked in jubeat Qubell from August 12th to October 2nd, 2016 as the 猫大樹 夏のパーリーピーポー STAGE 3 unlock of jubeat Qubell's dig dig Qubell unlocking system.
Difficulty & Notecounts
jubeat difficulty rated from 1 to 10. (Ratings and notecounts obtained from BEMANIWiki 2nd.)
Game | Level | ||
---|---|---|---|
Basic | Advanced | Extreme | |
Notecounts | 240 | 429 | 728 |
jubeat Qubell→Present | 3 | 6 | 9 |
jubeat plus | 3 | 6 | 9 |
jubeat plus (Android) | 3 | 6 | 9 |
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