Discographies

Mischa Levitzki - Complete Recordings, Vol.2

Mischa Levitzki - Complete Recordings, Vol.2
Year:2003
Performers:
- Mischa Levitzki
- London Symphony Orchestra
 
1 01. Schumann - Sonata No. 2 in G minor, Op. 22: I. So rasch wie moglich (10-03-1933) 4:43 10.80 Mb 320 Kbps 0.22 $
 
2 02. Schumann - Sonata No. 2 in G minor, Op. 22: II. Andantino: Getragen 4:39 10.65 Mb 320 Kbps 0.21 $
 
3 03. Schumann - Sonata No. 2 in G minor, Op. 22: III. Scherzo: Sehr rasch und markiert 1:43 3.93 Mb 320 Kbps 0.08 $
 
4 04. Schumann - Sonata No. 2 in G minor, Op. 22: IV. Rondo: Presto 5:39 12.94 Mb 320 Kbps 0.26 $
 
5 05. Liszt - Piano Concerto No. 1 in E flat major, S124/R455: I. Allegro maestoso (11,14-11-1929) 4:54 11.22 Mb 320 Kbps 0.22 $
 
6 06. Liszt - Piano Concerto No. 1 in E flat major, S124/R455: II. Quasi Adagio 4:31 10.34 Mb 320 Kbps 0.21 $
 
7 07. Liszt - Piano Concerto No. 1 in E flat major, S124/R455: III. Allegretto vivace 4:10 9.54 Mb 320 Kbps 0.19 $
 
8 08. Liszt - Piano Concerto No. 1 in E flat major, S124/R455: IV. Allegro marziale animato 4:28 10.23 Mb 320 Kbps 0.20 $
 
9 09. Liszt - Hungarian Rhapsodies, S244/R106: No. 6 in D flat major (15-12-1927) 7:25 16.98 Mb 320 Kbps 0.34 $
 
10 10. Liszt - Hungarian Rhapsodies, S244/R106: No. 12 in C sharp minor (16-03-1933) 9:07 20.87 Mb 320 Kbps 0.42 $
 
11 11. Liszt - Hungarian Rhapsodies, S244/R106: No. 13 in A minor (16-03-1933) 9:03 20.72 Mb 320 Kbps 0.41 $
 
12 12. Liszt - 3 etudes de concert, S144/R5: No.3 in D flat major, 'Un sospiro' (21-11-1928) 4:54 11.22 Mb 320 Kbps 0.22 $
 
13 13. Liszt - Grandes Etudes de Paganini, S141/R3b: No. 3 in G sharp minor, 'La campanella' (16-12-1927) 4:58 11.37 Mb 320 Kbps 0.23 $
 
14 14. Liszt - Grandes Etudes de Paganini, S141/R3b: No. 3 in G sharp minor, 'La campanella' (22-11-1928) 4:53 11.18 Mb 320 Kbps 0.22 $
 
15 15. Moszkowski - La Jongleuse, Op. 52, No. 4 (16-12-1927) 1:37 3.70 Mb 320 Kbps 0.07 $
 
16 16. Levitzki - Waltz in A major, Op. 2, 'Valse amour' (21-11-1929) 1:41 3.85 Mb 320 Kbps 0.08 $
 
Total: 0 $
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