' fill='%23FFFFFF'%3E %3Cg id='Group-2' transform='translate(287.000000, 225.000000)'%3E %3Cpath d='M16.5417529,11.9937079 L26.8667752,18.6485075 C27.3309914,18.9477093 27.464762,19.5665819 27.1655601,20.0307982 C27.0990278,20.1340241 27.0140502,20.2241118 26.9148807,20.296552 L16.5898584,27.8386581 C16.1438848,28.1644279 15.5182631,28.0669835 15.1924933,27.6210098 C15.0674104,27.4497734 15,27.2432072 15,27.0311514 L15,12.8342457 C15,12.281961 15.4477153,11.8342457 16,11.8342457 C16.1921544,11.8342457 16.3802399,11.8896077 16.5417529,11.9937079 Z' id='icon-play'%3E%3C/path%3E %3C/g%3E %3C/g%3E %3C/g%3E %3C/svg%3E)
Play now
Tracklist
'%3E %3Cg id='Group' transform='translate(1139.000000, 450.000000)'%3E %3Ccircle id='Oval' stroke='%234B9CBC' cx='11' cy='11' r='10.5'%3E%3C/circle%3E %3Crect id='Rectangle' fill='%234B9CBC' x='5' y='10' width='10' height='2'%3E%3C/rect%3E %3Cpolyline id='Path-2' stroke='%234B9CBC' stroke-width='2' stroke-linecap='round' points='12 6.5 16 11 12 15.5'%3E%3C/polyline%3E %3C/g%3E %3C/g%3E %3C/g%3E %3C/svg%3E)
 - http://www.bohemiancoding.com/sketch --%3E %3Ctitle%3EPage 1 Copy%3C/title%3E %3Cdesc%3ECreated with Sketch.%3C/desc%3E %3Cdefs%3E%3C/defs%3E %3Cg id='Designs' stroke='none' stroke-width='1' fill='none' fill-rule='evenodd'%3E %3Cg id='200-Performance' transform='translate(-644.000000, -444.000000)' fill='%238A8A8A'%3E %3Cpath d='M645.555464,447.111111 C646.414501,447.111111 647.111111,446.414643 647.111111,445.555556 C647.111111,444.696468 646.414501,444 645.555464,444 C644.696428,444 644,444.696468 644,445.555556 C644,446.414643 644.696428,447.111111 645.555464,447.111111 Z M651,447.111111 C651.859087,447.111111 652.555556,446.414643 652.555556,445.555556 C652.555556,444.696468 651.859087,444 651,444 C650.140913,444 649.444444,444.696468 649.444444,445.555556 C649.444444,446.414643 650.140913,447.111111 651,447.111111 Z M656.444536,447.111111 C657.303572,447.111111 658,446.414643 658,445.555556 C658,444.696468 657.303572,444 656.444536,444 C655.585499,444 654.888889,444.696468 654.888889,445.555556 C654.888889,446.414643 655.585499,447.111111 656.444536,447.111111 Z' id='Page-1-Copy'%3E%3C/path%3E %3C/g%3E %3C/g%3E %3C/svg%3E)
Total playing time
1:05:21
String Quartets: Schulhoff - Sibelius - Janáček
Henschel Quartet
On this album
Credits
Record Label
NEOS Music
Released
1 August 2013
℗© 2013 NEOS Music
' stroke='%2336334F' stroke-width='4'%3E %3Cpolyline id='Path-2-Copy' points='14 191.17919 19.8070673 197 29 185'%3E%3C/polyline%3E %3C/g%3E %3C/g%3E %3C/svg%3E)
Total playing time
1:05:21
Record Label
NEOS Music
Released
1 August 2013
℗© 2013 NEOS Music