HEAVENLY MOON
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Not to be confused with the AKIRA YAMAOKA song Heavenly Sun (IIDX VERSION) from beatmania IIDX 13 DistorteD.
HEAVENLY MOON
Song Information
Artist: Tatsh
Composition/Arrangement: Tatsh
BPM: 185
Length: 2:00
pop'n music Genre: MOON CORE (ムーンコア)
pop'n music Character: AMETORI [10-2P]
First Music Game Appearance: jubeat copious
Other Music Game Appearances:
- jubeat plus copious pack 07
- jukebeat KONAMI music pack 18
- pop'n music Sunny Park
- REFLEC BEAT limelight
- REFLEC BEAT plus MUSIC PACK 27
Lyrics
None, except for:
Heavenly Moon
Song Connections / Remixes
None.
Trivia
- HEAVENLY MOON marks Tatsh's first appearance in the jubeat series.
- HEAVENLY MOON is the final song unlock in copious travel.
- HEAVENLY MOON is unlocked in REFLEC BEAT limelight by reaching the final part of jubeat Glass Stage 2.
- In REFLEC BEAT colette, HEAVENLY MOON is unlocked by reaching Stage 2 of Pastel Adventure in the jubeat mountain unlock system.
- HEAVENLY MOON is one of the songs part of the Mimi Nyami & Kotaro no Flying Catch! (ミミニャミ・コタローのフライングキャッチ!) event. It can be unlocked in pop'n music Sunny Park since June 3rd, 2013.
Music Comment
Untranslated.
Song Production Information
Untranslated.
Character Information
Untranslated.
Difficulty & Notecounts
jubeat difficulty rated from 1 to 10.
REFLEC BEAT difficulty rated from 1 to 10+.
pop'n music difficulty rated from 1 to 50 through Sunny Park. (Ratings and notecounts obtained from jubeat@Wiki, BEMANIWiki 2nd and Pop'n Music Fever.)
jubeat
Game | Level | ||
---|---|---|---|
Basic | Advanced | Extreme | |
Notecounts | 347 | 596 | 886 |
jubeat copious→Present | 5 | 8 | 10 |
pop'n music
Game | Standard | Battle | ||||
---|---|---|---|---|---|---|
Easy | Normal | Hyper | EX | Normal | Hyper | |
Notecounts | 150 | 312 | 725 | 1125 | 150 | 228 |
pop'n music Sunny Park→Present | 7 | 23 | 37 | 44 | 10 | 16 |
REFLEC BEAT
Game | Level | ||
---|---|---|---|
Basic | Medium | Hard | |
Notecounts | 177 | 380 | 577 |
REFLEC BEAT limelight→Present | 3 | 6 | 10 |
REFLEC BEAT plus | 3 | 6 | 10 |