Ancient Greeks
50 top tracks
Ancient Greeks
50 top tracks
Albums

The Song Is You
Ancient Greeks

Departure Suite
Ancient Greeks

so on Vol.1 & records compilation
Ancient Greeks

The Song Is Easy
Ancient Greeks

Radio Cookie Scene 0025
Ancient Greeks

sound interior ver.2 少し遅い夜に
Ancient Greeks

Radio Cookie Scene 2003/10-11
Ancient Greeks
![Departure Suite [JP-and] #0506 — cover art by Ancient Greeks](/frogtoon_logo.png)
Departure Suite [JP-and] #0506
Ancient Greeks

Live In Tokyo
Ancient Greeks

Phonestrike
Ancient Greeks

This Song Is You
Ancient Greeks

(2003) The Song Is You
Ancient Greeks
Biography
The math-pop quartet Ancient Greeks came together in 1998. Comprised of Chris Warland (vocals/saxophone), Nathaniel Braddock (guitar), Andy Rench (bass) and Timothy P. Stevens (drums), Ancient Greeks deliver a sharp, guitar-driven hook. They're rooted in post-bop Jazz, bossa nova and 20th century minimalism while also influenced by the ecletic worldbeat sounds of 70s African pop. Over the course of two years, the band gigged in and around their native Chicago. <a href="https://www.last.fm/music/...Read more on Last.fm
Read more
The math-pop quartet Ancient Greeks came together in 1998. Comprised of Chris Warland (vocals/saxophone), Nathaniel Braddock (guitar), Andy Rench (bass) and Timothy P. Stevens (drums), Ancient Greeks deliver a sharp, guitar-driven hook. They're rooted in post-bop Jazz, bossa nova and 20th century minimalism while also influenced by the ecletic worldbeat sounds of 70s African pop. Over the course of two years, the band gigged in and around their native Chicago. In summer 2001, Ancient Greeks began work on their debut album. They joined TV Pow's Michael Hartman and Jeremy Boyle of Joan of Arc for the recording of The Song Is You. Flameshovel Records also inked the Ancient Greeks a deal in early 2002. The Song Is You appeared in January 2003. <a href="https://www.last.fm/music/Ancient+Greeks">Read more on Last.fm</a>. User-contributed text is available under the Creative Commons By-SA License; additional terms may apply.
