Miniatures op. 1 vol vi

Johannes Rövenstrunck Miniaturen op. 1 (1982-1985, gründlich revidiert in 2002/2003) Musik für den Klavierunterricht 133 Klavierstücke in vier Bänden und einem Sonderheft zu Band I Band IV copy-us 1375 Copyrighted by the Publishers / All Rights Reserved. Please copy! copy-us Verlags GmbH D-47533 Kleve · Germany www.copy-us.com info@copy-us.com Inhalt Nr. Titel Seite 111. 112. 113. 114. 115. 116. 117. 118. 119. 120. 121. 122. 123. 124. 125. 126. 127. 128. 129. 130. 131. 132. 133. Melodie und Ostinato . Perpetuum mobile . Nachtstück . . McDonald´s Flucht . Zwei gegen drei . . Märchen . . . Variationen ohne Thema Pedalstudie . . Epilog (einer merkwürdigen Fünf Tänze Tanz I . Tanz II . Tanz III . Tanz IV . Tanz V . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . Begebenheit) . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 150 151 154 155 158 159 162 163 165 168 170 172 174 175 177 179 181 183 186 187 192 194 196 Melodie im Nebel Invention . . Harlekin . . Taktwechsel . Der schlafende Riese Taktwechsel . Hommage à A.S. Scherzino . . Etüde . . MINIATUREN op.1 Vierter Band 111. Melodie und Ostinato Johannes Rövenstrunck       con 6           p 11   q=58                                             cresc.                                            cresc.     3 3                    mf                 dim. f     rit. 16                 21    p      molto                            q=48       26              mf     p     copy-us 1375/4                    www.copy-us.com ] PLEASE COPY! 2006 by copy-us GmbH, Kleve 30                      q=152                   pp      151        4    f  legato   sempre                              senza                            sfz 112. Perpetuum mobile  7    sfz     10                 sfz     13                 dim.         copy-us 1375/4 sfz 152 16                                  sfz 19                                                                     cresc. f dim.                                                       p cresc.                                                                   mf                                             cresc. molto ff       22 25 28 31                                                 copy-us 1375/4 34        37                      153    dim. molto                                p 40                                      43                              cresc.                                                    46           f dim.                                                             49                                  copy-us 1375/4                              154 52                            rit. molto                             54           pp       sempre un poco rubato                                         q=44 113. Nachtstück  4                                       con     p           cresc.       mf dim. p 7                                                              f      cresc.   10                                                   p   dim.   cresc.          copy-us 1375/4 155 13                                                     f                                                         p dim.             16 19                                                 22 rit.               dim. 5 pp         3 3 3  3            q=124 114. McDonald´s Flucht (endet in Spanien)   f                 3 3    senza              copy-us 1375/4          156 4                    3 3  3 3            p          3 3 3 3 3 3 3 3 3 3 3 3 7                           3 3 3 3 3  3       3 3     f            3       10  13                3    3    3                   3 3          3           3 3 mf             3 3 3 3 3     cresc.    3 3 3 3 3 16                 3 3  3 3 f          3 3    3    3           3 3     3 3           19                                   copy-us 1375/4  3 3 p     22                 3 3 3  157 3         cresc.           3 3 3 3 3 3 3 3 25   f  3       3    3 3 3 3 3 3   3 3      3 3   3    3 3 3 3  3    3  3 28         3 3            3 3         rit.              dim. 3 3 3 3 3       3 3 3               3 3 3 32     ritenuto  p  3 3 3 3 A tempo pp          3 cresc.       3    3       3    3       35                                        3  mf     cresc.             38  3              3 3 3                  f cresc.                                 3 3 copy-us 1375/4 158 42                    q.=48         3             ff 3                   115. Zwei gegen Drei                                p                   2 2 con  rit. 2 4                     cresc. dim.  2  2                                   7               p        2 A tempo                                   cresc.       2 2 2 2 10 2                             2 dim. f        p                2 2 13                           dim.   pp poco cresc.                   copy-us 1375/4 rit. 2 2 A tempo 16                         2 dim.          mf            2 2 159 18                          2 rit. pp                 q=152 116. Märchen f                5                         legato                                                                                                          9                                          rit.                               legato 13          dim.                                copy-us 1375/4 160 18   q=120    con 22 p           m.s.                                                mp     p                                            26    30             mp                       mf           p                       34                                            p 38                                       copy-us 1375/4 42       46                           accel. molto 161        cresc. molto                                   senza q=152                                              f                                                        50                         54                          q=120      dim.                                                 rit. 59         63  p        con                               pp          copy-us 1375/4       162 117. Variationen ohne Thema q=48 (e=96)                  legato                 p                        senza  4                                       mf                    poco ritenuto A tempo 7  legato                                A tempo  dim.                           10                  p poco ritenuto                       cresc.                                        13                                                f legato copy-us 1375/4 16                                                                             rit. 163 19            dim.                              p A tempo     22 legato                               25                                                         rit.             dim. pp           118. Pedalstudie     q.=40 un poco rubato p                                           copy-us 1375/4 164 4   p            cresc.                                              7                         dim. mf                                                 10                                        13     p cresc.   mf                             16     f          18 rit.                               dim.  cresc.                                                          pp copy-us 1375/4           165           q=116 119. Epilog (einer merwürdigen Begebenheit)   4 p con                                                  7                                    A tempo    10             dim. rit. p             13                                           rit.       16                copy-us 1375/4      dim. 166 19             A tempo       marc.  p               cresc.       22                                          rit.             25     mf        dim.      28     accel.                p                   A tempo         cresc.                31 f                               34              cresc.                  copy-us 1375/4                           ff       q=144 37                 dim.               rit. poco a poco          167    40                                                                 q=92 43                          46    p                         copy-us 1375/4  49           52            dim.        pp     168 Fünf Tänze q=124       5 f              120. Tanz I                                                                                                                                                                                                             9                                                  13 dim. 17                   mf                                                                     21                              copy-us 1375/4 25                                                                 169                            29                dim.    33                    p                                                                                                                                               37                   cresc.                                                            41          45                                                    ff p    cresc.                copy-us 1375/4 170 49                                           f                                      53                                                                          57                                                    cresc.     60     ff           121. Tanz II                          senza                f pesante q=104                                                  copy-us 1375/4 4                                          7                       cresc.                                 ff       171            10      p                                13                                                    cresc.                                                                             16                                       f                                  pp      19 22         ff               sffz      dim.                            copy-us 1375/4      sffz          172                 p             q=108 legato 122. Tanz III                                      5                                                                                                                                         9            pp cresc.              13          mf                                     17     21                                                    copy-us 1375/4 25                                            dim.              173 29                              p                                                          cresc. mf                                                        dim.                                                                       33 37 41        44                                pp          copy-us 1375/4 174          p               con    e=92 123. Tanz IV                                 5                              cresc. p        mf  dim.                              9                          cresc.                                    f dim.                    13        17  p pp                                            p             cresc.                               pp                   19                                f dim.                    copy-us 1375/4          p                4     q=140 124. Tanz V 175                                                            cresc.                                                          rit.    7 f  10                       dim.                         13 ritenuto             p          A tempo      mf                                       16                           cresc.                copy-us 1375/4 176 19                                                     22                    f                      24                 dim. molto                           26                              p                                 cresc.                                29 32                                       sffz mf                   copy-us 1375/4 35     rit.                  177            37 dim.                          pp             125. Melodie im Nebel   q=42 indefinito p      con  3 5                          5          la melodia ben marcato                          cresc.                   copy-us 1375/4 178 7                      mf                   A tempo 9 rit.                  p cresc. dim.                                 11     13      cresc.             15 mf                                                              molto       17 rit.      f  dim. molto        pp     copy-us 1375/4     5 q=120 126. Invention 179 p  senza                                                                  cresc.                                                                                                dim.  f 9 13   17                         21                  p        f                                                                     copy-us 1375/4 180 25 30           cresc. ff  p                                                                                                                 35         cresc.                   39                                                                f                          rit. 43   cresc.                             47                      ff     copy-us 1375/4                                   q=108 127. Harlekin 181      3 f                               senza                        5    p                    7                                         9                                              cresc.              copy-us 1375/4 182 11                       f                              ritenuto 13         dim. rit.                       15                p cresc.              accel.                      17                         A tempo  f          19                ff                                    copy-us 1375/4 21       183                      23                                        25                mf                           p                        4         f           senza        sfz     e=120                              mf     cresc.                                copy-us 1375/4                           128. Taktwechsel               cresc.                          184 8                                 sfz                    f                                                                        12                 cresc. ff                                                  dim. molto   16                       20                                 cresc.                                                                                            copy-us 1375/4                           p                                        24                                   28                                   rit. A tempo            f   185                                             32                   35                           come sopra 37 ff                                    cresc.                                                                                                  41                   dim. p                                                                  rit.                                                                                      copy-us 1375/4 186 45                     q=40     pp       molto ritenuto            A tempo               ff                 129. Der schlafende Riese         con  pp 6                                                 mf legato                      p            pp                                                   mf 11   16      p                     pp                 mf      f       copy-us 1375/4      p         187 21                                     f                           rit. 25                    p 30      p         pp                 pp                                                                                                   mf                                      senza  e=144 6 130. Taktwechsel                                 cresc.                                                      copy-us 1375/4 188 10            rit.              13                        A tempo                  f                                                                                          17      cresc.                                                    20                       ff dim.                                                                            24                   p                                           rit.                           28 e=128                                            copy-us 1375/4                 cresc.                 189 32                                                                                                                                            37                f                                                                                                                     41            cresc.                                   ff dim.                      45                                                             50                                                             55                               p                                                                                                                                 cresc. copy-us 1375/4 190 60                                                                                                                  f                                                65                                              70                                                                                                                                                                                           74                                79                                                           cresc.                               accel.                 84 copy-us 1375/4                                          89                                   sffz mf                                              e=144 191 95        cresc.                                                                                                          100                                                                        ff 104 109                                           dim.                                                                       p                                                                                                                 113     ritenuto            ff                   copy-us 1375/4 192    p q=63 131. Hommage à A.S.                                   con  3   cresc.                   5                            p                 7                   poco accel. mf cresc.                                       9         3  dim.                         p                  copy-us 1375/4 11 rit. A tempo 193   dim.     pp p                         14                                                 16 cresc.   f         18                                              20 rit. dim.                                         pp        copy-us 1375/4 194 1    p e=126 132. Scherzino        5                                                                                  mf cresc.               10                  sfz                                  mf                                                      sfz sfz sfz f                           cresc.                              14                          cresc. 20        p sffz                       copy-us 1375/4 24                             ff         195 mf                                 28                  cresc. 33                                                                                                       ff 38                                                                                                                               sffz p                    44     rit.                                                       dim.         copy-us 1375/4 196 49                                                              53 e=100                            mf dim.                                          58                rit.         pp   133. Etüde          q=118 1       3                             3 3 3 3 3 3 3 3 4                                   3 3 3 3 3 3 3 3  con                 3 3 3 3 3    3              3 3 3 3 cresc. 3   3 copy-us 1375/4      3    3 7                                      mf 3 3 197 dim. 3 3 3 3 3     3   3 p 3 3 3       3   3 10                                 3 3 3 3 3 3 3 3 3            3 3 3    3              3 3 3 3 13                                  3   16 cresc. 3 3 3 3 3    3        3 3       3 3 mf 3 dim. 3   3 3                                     3  19   3 3 p 3 3   3    3         3 3 3 3 3    3 3                                  3 3 3 3      3        3 cresc. 3 3 3 3 3 3     3    3 copy-us 1375/4     3 198 22                                   3 3 3 3 3 3 3 3 3   25 3       3 3            3 3                                    ff 3 3 3 3 3 3 3 3 3 3    28                                   3 3 3 3 3 3 3 3 3                  3 3 3 3 3       3 3 3       3                    3 3 3 3   31                                  3 3 3 3 3 3 3 3 3   34    3    3     3                              3 3 3 3 3 3 3 3 3      3   3              3 3 3  3             3 3 3 3 copy-us 1375/4 37                                 3 3 3 3 3 3 3 3 3 199   40                                  3    3     3    3       3 3   3    3 3   3 dim. 3    3 3                3 3 3 3 3 3 3 3 3 3 43                                3 3                    3 3 3 3 3 3 3 3 3 3 3 3    3    3  46 rit.                        3 3 3 3 3 3 poco ritenuto      dim.   p  50       pp         copy-us 1375/4  