Dreams Come True (Andrew Hill & Chico Hamilton album)

Dreams Come True (Andrew Hill & Chico Hamilton album)
Dreams Come True
Studio album by Andrew Hill
Released 2008
Recorded March 25 & 26, 1993
Genre Jazz
Length 55:26
Label Joyous Shout!
Producer Andrew Hill
Andrew Hill chronology
But Not Farewell
(1990)
Dreams Come True
(1993)
Les Trinitaires
(1998)

Dreams Come True is an album of duets by American jazz pianist Andrew Hill and drummer Chico Hamilton recorded in 1993 but not released on the Joyous Shout! label until 2008.[1] The album features four of Hill's original compositions, two by Hamilton and two covers.

Contents

Reception

Professional ratings
Review scores
Source Rating
Down Beat 4/5 stars

The Time Out New York review by Hank Shteamer stated "It’s a major work befitting its fairy-tale title... No pianist achieved a more seamless blend of weirdness and warmth, and few recordings illustrate that as potently as this one".[2]

Track listing

All compositions by Andrew Hill
  1. "Ohho" (Russel Baba) - 8:07
  2. "Three Notes & A Brush" (Chico Hamilton) - 7:25
  3. "Watch That Dream" - 11:16
  4. "And the Drums Sing" (Hamilton) - 4:00
  5. "Clifford's Gone" - 3:34
  6. "Shaw Nuff" (Dizzy Gillespie, Charlie Parker) - 8:42
  7. "Bless That Dream, Maybe Hope" - 3:38
  8. "Composition B" - 9:14
  • Recorded at Master Sound Astoria Studios in Astoria, New York on March 25 & 26, 1993

Personnel

References

  1. ^ Andrew Hill discography accessed November 1, 2010
  2. ^ Shteamer, H. Dreams Come True Review, Time Out New York, September 24, 2008

Wikimedia Foundation. 2010.

Игры ⚽ Поможем сделать НИР

Look at other dictionaries:

  • performing arts — arts or skills that require public performance, as acting, singing, or dancing. [1945 50] * * * ▪ 2009 Introduction Music Classical.       The last vestiges of the Cold War seemed to thaw for a moment on Feb. 26, 2008, when the unfamiliar strains …   Universalium

Share the article and excerpts

Direct link
Do a right-click on the link above
and select “Copy Link”