Asa-Chang & Junray

ASA-CHANG & Junray is the band of the Japanese percussionist ASA-CHANG, who was the founder and original bandmaster of Tokyo Ska Paradise Orchestra. After leaving that group in 1993, he formed ASA-CHANG & Junray in 1998 with programmer and guitarist Hidehiko Urayama. They were joined in 2000 by tabla player U-zhaan. Live, the group used a portable sound-system called 'Jun-Ray Tronics', hence the name although the word 'junray' also means 'pilgrimage'.

Asa Chang & Junray
Asa-Chang & Junray.
Background information
OriginTokyo, Japan
Genres
Years active1998–present
LabelsThe Leaf Label, Oon Music Inc
Websitewww.junray.com
Members
  • Asa Chang
  • Hidehiko Urayama
  • U-zhaan

In 2002, the British label The Leaf Label released Jun Ray Song Chang, which compiled the group's first two, Japan-only albums. It was followed a year later by the mini album, Tsu Gi Ne Pu. The group's song 'Hana' was featured on Fabric Live 07, while 'Tsuginepu To Ittemita' was included on a The Wire Tapper CD. The group's 2005 album, Minna no Junray, featured vocals by singer and actress Kyōko Koizumi. It has not been released overseas.

On March 31, 2010, Urayama and U-zhaan leave the band and the only permanent member is Asa Chang since that.

In 2012, Yoshihiro Goseki, a saxophone flute player, and violinist Anzu Suhara join as live members.

In 2013, their song "Hana" was re-done for the soundtrack to the anime Aku no Hana (lit. Flowers of Evil), an adaptation of the manga of the same name. Several versions are featured throughout the series, and as its ending theme.

Members

Former members

Albums

  • Tabla Magma Bongo, 1998 (Japan only)
  • Hana, 2001 (Japan only)
  • Jun Ray Song Chang, Leaf Label 2002
  • Tsu Gi Ne Pu, Leaf Label 2003 (BBC review)
  • Minna no Junray, 2005
  • Kage No Nai Hito, 2009
  • Mahou, 2016
  • 事件, 2020
gollark: I'm probably explaining this badly, hmmm.
gollark: Then set the x^4/x^3/x^2/x^1 coefficients and constant terms on each side to be equal and work out a/b/c/d.
gollark: Set it equal to `(x-1)(ax^3+bx^2+cx+d)` (the thing you know it's divisible by times the generalized cubic thingy), and expand that out/simplify.
gollark: It would be annoying and inconsistent if it was 0. It's 1.
gollark: It's 1, or the nice neat recursive factorial calculation algorithms would stop working.
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