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SSSSkkkkuuuullllppppttttuuuurrrreeeennnn Wendelin Bitzan Juli und August 2009 Zyklus für Klavier | EV 46 Eins Für Matitjahu Kellig Mit dunkler Ruhe q. = 32                                       pppp                                                    8                               ppp legato, sehr ebenmäßig                                                               13                             pp stetiges cresc. mp                                                           19                            weiter cresc. f                                                 25                                  sf sf sff mp                                    mit der unteren     Nebennote trillern    2  31                                fp f pp lieblich                      cresc., beschleunigen    34                       rf   p  3 starkes dimin.          3                         38                          ppp pp ebenmäßig mf                          cresc.            43                                          sf sff pp rubato  mp f                         mit der unteren      Nebennote trillern           49    3                           p cresc. mf         3         cresc.     f            54                   Langsamer            pp p cresc. f   ppp   pp       3              3  3 Zwei Für Hardy Rittner  Tempo rubato q = ca. 72      3  3                      3    pp zurückhaltend    sf  mp      mp                     5 Ohne Hast, nicht zögernd e = 120   3   3                                      mf p markiert               in äußerstem Gleichmaß                                                 10  3  3             p fp  cresc.             mf   11                               13                            ff 3 mp vorsichtig cresc.         f                                 3  18           3                                  p            ff auffahrend        12 p     cresc.  3                21 3                        dimin.     sff p etwas kapriziös        ppp                                  4      27             3         sf  3 f 3  mf fpp zart                   3                      31                                10 sf p     cresc.        sff                                 3    m.d.  35         3      m.s. 3     3            6  sf mp   mf  f                         3 Mit Ausdruck. Ein wenig langsamer 39                                   mp sff 3  rf p gesanglich dimin. m.d.                        46                        cresc. mf dimin. 3                           53                    cresc. f stark bewegt                          3 5 60                      3 mf f mit großem Ausdruck dimin. dimin.                 3                    67         rf    weiter dimin. 3  p schlicht                           3 etwas beschleunigend Im ersten Zeitmaß   73 3         3                        mp sff f bedeutungsvoll p sehr markiert                                                 77      3         9  f                  sfp                        81             cresc. sf        mp      mf                               3 85                         ff dimin.  p geheimnisvoll     sf dimin.                                      6 89                          fppp p cresc. sf pp f sehr deutlich   3                                          94                          mp f 3        beharrlich, cresc.         dimin.   3 3 3 3   98                                       p  10 sff f mp   3 3                               101                             9 sf      sf pp lyrisch cresc.  f        3       3            3 105                       cresc. 3 ff f p   dimin. al p        3              sf      3    m.s.  109                             ppp von fern  p zart   ppp f         sf     3             7 Drei   Für Eugen Dietrich  Geschwind und aufgeregt h. = 72                        ff sf mp                                 4                        sf f p zurückhaltend f mf                         7              ff sfp locker fließend                            11                              3 f mp                                   14                           sf mp          mf kantabel     f  p      cresc.                17                       pp starkes cresc.                              3   8 6   21                                 dimin. mp f                                            24                              sf  sff f    sfff    ppp geheimnisvoll              27                        p kantabel   mp mit anmutigem Ausdruck                              31                  cresc. sf sfp                   34                         fpp p  fp                                      38                                          sf starkes cresc. sff sfff    mp                                 immenses cresc.     9 42                      sffff überbordend ffff p mit großer Spannung, cresc. 3                                45              stetig weiter cresc.            48                                     sf sf sf rff  fff    m.s. - m.d.  p        Klatschen              52                      3        sf sff mp sf f p zurückhaltend pp         3                        55     6                          f 6 ff   mf                                      58         sfp    mf                        10 61                                 3 f sf mp                                    64                 f p cresc. mf kantabel                                                     68                                 pp starkes cresc. f                    3     71                             dimin. mp                                                75   3                           sff p ppp geheimnisvoll mf                                   79                               pp cresc. sf f                          