ebook img

Duet for Violin and Cello PDF

2006·0.96 MB·
Save to my drive
Quick download
Download
Most books are stored in the elastic cloud where traffic is expensive. For this reason, we have a limit on daily download.

Preview Duet for Violin and Cello

duet for violin and cello j.hallman for Josh and Ali Weilerstein ©2006 q= c.116 Violin                                     mp, cavalier mp                                       Violoncello                               mp 11                                                                                   mp, cavalier 21                                               mf                                                mp mf 31                                     mf   pizz.                                                            mf   2 40                                                                                            51                       mp arco                                                       mp   62                                                                                                        73                              mf                                  3 82                    mp sul pont.                                                                  p 91                   moving to m.o.                                                                  100                  mf                                                                  109                                                                                      4 a tempo 118 rit. pizz.                                mf pizz.                                                                            mf 128                                                                                                                                          141                                                                                            154                                                     p                                                                              p 5 164                                                                                                   173                                      p                                                       p 181                                                     mf                                                                 mf mp 189 arco                   gliss.  gliss.  gliss.   mp, marziale                                        6 199     gliss.                                                                 210       mf                        arco                                     mp mf 221                                                                                            mf 231                                                            7 240                                                                            248                                      3  3 3 3 mp                                  3 3  3  3  mp 258  3  3                         mf 3                                              3 mf 266                                                        8 274                                    sub. mp                                              mf      mp 283                                                                     sub, mp                                    sub, mp 292                                 mp  mp 3                                           sub. p pp         306  sul G                 mf        glis s.                                                                             9 318                               p                                                             p  327          mp                  pizz.                                                                                          mp 337 pizz.         mp                                         arco                                     348 arco                                                               10 360                             mp                                               mp 374                                                                       385                                           f                                                      sub.f 396                                                                                        

See more

The list of books you might like

Most books are stored in the elastic cloud where traffic is expensive. For this reason, we have a limit on daily download.