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etude de concert B.A.J Segers  q = 100                         mf                                   2                                                              3                                                                                     4                                                    2 5                                         sf 6                                             sf   7                   sf                                                                  8                       mp                           10                                          3 11                                                  12                p                             13                                            14                  f ff      mp                                     p          17                                                                         21                                                         4 24                                                   26                                  pp                                      28                                                              30           rit.                                                  q = 100       32                              mf                                  5 33                                                              34                                                                                     35                                                    36                                         sf 37                                               sf   sf 6 38                                                                                     39                       mp                            41                                          42                                                  43                 p                             44                                              7   45                                f ff fff                                        47                                                                                    48                                                                                                                                                49   FIN                                         

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