Encyclopedia > Aladdin Sane

  Article Content

Aladdin Sane

Aladdin Sane is a 1973 (see 1973 in music) album by British glam rocker David Bowie. Widely regarded as one of Bowie's best, perhaps second only to The Rise and Fall of Ziggy Stardust and the Spiders from Mars (1972, see 1972 in music), Aladdin Sane is an inaccessible album, filled with jazzy breaks and avant-garde dissonance.

"The Jean Genie" was intended as a sequel to Bowie's first hit, "Space Oddity[?]"; "The Jean Genie" peaked at #71 on Billboard's (North America) Pop Singles chart, while Aladdin Sane hit #17 on the Pop Albums chart.

Track listing

  1. Watch That Man (Bowie) - 4:25
  2. Aladdin Sane (Bowie) - 5:06
  3. Drive-In Saturday (Bowie) - 4:29
  4. Panic in Detroit (Bowie) - 4:25
  5. Cracked Actor (Bowie) - 2:56
  6. Time (Bowie) - 5:09
  7. The Prettiest Star (Bowie) - 3:26
  8. Let's Spend the Night Together (Mick Jagger/Keith Richards) - 3:03
  9. The Jean Genie (Bowie) - 4:02
  10. Lady Grinning Soul (Bowie) - 3:46

Personnel

  • David Bowie - Guitar, Harmonica, Arranger, Keyboards, Saxophone, Vocals, Producer
  • Mike Garson - Piano
  • Linda Lewis - Vocals (bckgr)
  • Mick Ronson - Guitar, Piano, Arranger, Vocals, Engineer, Mixing
  • Ken Scott - Producer, Engineer, Mixing
  • Trevor Bolder - Bass
  • Mac Cormack - Vocals
  • Ken Fordham - Flute, Saxophone
  • Juanita "Honey" Franklin - Vocals (bckgr)
  • G.A. MacCormack - Vocals (bckgr)
  • Peter Mew - Remastering
  • Mike Moran - Engineer
  • Dr. Toby Mountain - Remixing
  • Mick "Woody" Woodmansey - Drums
  • Jonathan Wyner - Digital Remastering Assistant
  • Sukita - Photography
  • Nigel Reeve - Remastering
  • Duffy Design Concepts - Design
  • Celia Philo - Design, Cover Design
  • Duffy Philo - Design, Cover Design
  • Kevin Cann - Design
  • Pierre LaRoche - Make-Up



All Wikipedia text is available under the terms of the GNU Free Documentation License

 
  Search Encyclopedia

Search over one million articles, find something about almost anything!
 
 
  
  Featured Article
Quadratic formula

... touches the x-axis in a single point.) If the discriminant is positive, then there are two different solutions x, both of which are real. (Geometrically, thi ...

 
 
 
This page was created in 29.6 ms