Discographies

Jazz Age - Music for Two Pianos (Goldstone & Clemmow)

Jazz Age - Music for Two Pianos (Goldstone & Clemmow)
Year:2010
Performers:
- Anthony Goldstone
- Caroline Clemmow
 
1 01 George Gershwin - An American in Paris 18:38 42.65 Mb 320 Kbps 0.85 $
 
2 02 Edward Burlingame Hill - Jazz Studies for Two Pianos - I Allegretto sempre giocoso 1:30 3.44 Mb 320 Kbps 0.07 $
 
3 03 Edward Burlingame Hill - Jazz Studies for Two Pianos - II Allegretto vivace 1:37 3.68 Mb 320 Kbps 0.07 $
 
4 04 Edward Burlingame Hill - Jazz Studies for Two Pianos - III Tempo giusto 2:45 6.29 Mb 320 Kbps 0.13 $
 
5 05 Edward Burlingame Hill - Jazz Studies for Two Pianos - IV Vivace 2:47 6.39 Mb 320 Kbps 0.13 $
 
6 06 Darius Milhaud - La creation du monde 15:43 35.96 Mb 320 Kbps 0.72 $
 
7 07 Alexander Moyzes - Jazz Sonata for Two Pianos op 14 - I Allegro tempo di slow fox 5:21 12.23 Mb 320 Kbps 0.24 $
 
8 08 Alexander Moyzes - Jazz Sonata for Two Pianos op 14 - II Tempo di valse lento 3:50 8.77 Mb 320 Kbps 0.18 $
 
9 09 Alexander Moyzes - Jazz Sonata for Two Pianos op 14 - III Andante tempo di fox trott 5:18 12.15 Mb 320 Kbps 0.24 $
 
10 10 Matyas Seiber - Easy Dances - Foxtrot 0:38 1.45 Mb 320 Kbps 0.03 $
 
11 11 Matyas Seiber - Easy Dances - Paso Doble 0:42 1.61 Mb 320 Kbps 0.03 $
 
12 12 Matyas Seiber - Easy Dances - Tango (Habanera) 1:05 2.47 Mb 320 Kbps 0.05 $
 
13 13 Matyas Seiber - Easy Dances - Foxtrot II 0:40 1.51 Mb 320 Kbps 0.03 $
 
14 14 Matyas Seiber - Easy Dances - Blues 1:17 2.93 Mb 320 Kbps 0.06 $
 
15 15 Matyas Seiber - Easy Dances - Rumba 0:45 1.73 Mb 320 Kbps 0.03 $
 
16 16 Matyas Seiber - Easy Dances - Tango Argentino 0:53 2.03 Mb 320 Kbps 0.04 $
 
17 17 Matyas Seiber - Easy Dances - Slow Fox 0:35 1.32 Mb 320 Kbps 0.03 $
 
18 18 Matyas Seiber - Easy Dances - Ragtime 0:26 0.98 Mb 320 Kbps 0.02 $
 
19 19 Matyas Seiber - Easy Dances - Charleston 0:39 1.47 Mb 320 Kbps 0.03 $
 
20 20 Hoagy Carmichael - Star Dust 4:13 9.65 Mb 320 Kbps 0.19 $
 
21 21 George Gershwin - Embraceable You 1:24 3.20 Mb 320 Kbps 0.06 $
 
Total: 0 $
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