ユーモレスクの楽譜 singletone

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αさんの記譜

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2013年 08月28日 16:05

ユーモレスク

MIDIで再生 編集した内容を直ちに再生できます 　　　ドレミに

mp3で再生

Android2.3以上,iOSの方はこちらで再生できます。

MIDIで再生 MIDI Pluginが導入されたブラウザなら再生できます

X:1
T: Humoresques
C:Antonin Leopold Dvorak
M: 2/4
L: 1/16
Q:1/4=60
K:F % 1 flats
V:1
%%MIDI program 66
F,x/2G,<F,G,<A,C<DC/2| \
Fx/2E<GF<EG<FD/2| \
Cx/2C<DC<FD<CA,/2| \
G,6- G,3/2x/2|
F,x/2G,<F,G,<A,C<DC/2| \
Fx/2E<GF<EG<FD/2| \
Cx/2C<FF,/2 G,2 C2| \
F,4- F,3/2x2x/2|
F,x/2G,<F,G,<A,C<DC/2| \
Fx/2E<GF<EG<FD/2| \
Cx/2C<DC<FD<CA,/2| \
G,6- G,3/2x/2|
F,x/2G,<F,G,<A,C<DC/2| \
Fx/2E<GF<EG<FD/2| \
Cx/2C<FF,/2 G,2 C2| \
F,4- F,3/2x2x/2|
A,2 Ax/2x/2 G2 F3/2x/2| \
F2 Ex/2x/2 D2 C3/2x/2| \
C2 B,D C2 B,2| \
A,G, F,3-F,/2x/2 F,/2x/2G,/2x/2|
A,2 Ax/2x/2 G2 F3/2x/2| \
F2 Ex/2x/2 D2 C3/2x/2| \
CB, CD A,G, A,B,| \
A,2 _A,3-_A,/2x/2 G,2|
F,x/2G,<F,G,<=A,C<DC/2| \
Fx/2E<GF<EG<FD/2| \
Cx/2C<DC<FD<CA,/2| \
G,6- G,3/2x/2|
F,x/2G,<F,G,<A,C<DC/2| \
Fx/2E<GF<EG<FD/2| \
Cx/2C<_AC<=B,_A<GD/2| \
F6- F3/2x/2|
K:Ab % 4 flats
F/2x/2G/2x/2 A/2x/2G/2x/2 A2 GF| \
E2 B,2 C2<E2| \
F,/2x/2G,/2x/2 A,/2x/2G,/2x/2 A,2 G,F,| \
E,2 C2 A,3-A,/2x/2|
F/2x/2G/2x/2 A/2x/2G/2x/2 A2 GF| \
EF EB, C2<E2| \
F,/2x/2G,/2x/2 A,/2x/2G,/2x/2 A,2 G,F,| \
F,2 D2 C3-C/2x/2|
F/2x/2G/2x/2 A/2x/2G/2x/2 A2 GF| \
EG/2F/2 EB, C/2F/2E2-E/2x/2| \
F,G, A,G, B,A, G,F,| \
E,2 B,2 C/2B,/2A,2-A,/2x/2|
FG AG BA GF| \
EF EB, C2<E2| \
FG AG A2 GF| \
F2 ED C4|
K:F % 1 flats
F,x/2G,<F,G,<A,C<DC/2| \
Fx/2E<GF<EG<FD/2| \
Cx/2C<DC<FD<CA,/2| \
G,6- G,3/2x/2|
F,x/2G,<F,G,<A,C<DC/2| \
Fx/2E<GF<EG<FD/2| \
Cx/2C<_AC<=B,_A<GD/2| \
F6- F3/2x/2|
=A,2 Ax/2x/2 G2 F3/2x/2| \
F2 Ex/2x/2 D2 C3/2x/2| \
C2 _B,D C2 B,3/2x/2| \
A,G, F,3-F,/2x/2 F,/2x/2G,/2x/2|
A,2 Ax/2x/2 G2 F3/2x/2| \
F2 ED D2 C3/2x/2| \
CB, CD A,G, A,B,| \
A,2 C3/2x/2 F4|
V:2
%%MIDI program 0
F,,x [A,C,]x [CF,]x [FA,]x| \
[B,,B,,,]x [B,D,]x [DF,]x [FB,]x| \
F,,x [A,C,]x [CF,]x [FA,]x| \
C,2- [F,2C,2-] [E,3-C,3-][E,/2C,/2-]C,/2|
F,,x [A,C,]x [CF,]x [FA,]x| \
B,,x [B,D,]x [DF,]x [FB,]x| \
[F2A,,2] [A,-D,][A,_D,] [B,4C,4]| \
[A,F,,-]F,,/2C,<A,C,/2 [C,2A,,2F,,2] x2|
F,,x [A,C,]x [CF,]x [FA,]x| \
[B,,B,,,]x [B,=D,]x [DF,]x [FB,]x| \
F,,x [A,C,]x [CF,]x [FA,]x| \
C,2- [F,2C,2-] [E,3-C,3-][E,/2C,/2-]C,/2|
F,,x [A,C,]x [CF,]x [FA,]x| \
B,,x [B,D,]x [DF,]x [FB,]x| \
[F2A,,2] [A,-D,][A,_D,] [B,4C,4]| \
[A,F,,-]F,,/2C,<A,C,/2 [C,2A,,2F,,2] x2|
F,,[A,C,] [C3/2F,3/2]x/2 A,,[CF,] [F3/2A,3/2]x/2| \
[F,B,,-][=DB,,-] [B,B,,-][F,B,,] [_G,3-D,3-D,,3-][_G,/2D,/2D,,/2-]D,,/2| \
=G,,[G,D,] [B,3/2G,3/2]x/2 C,-[G,C,] [C-D,][C/2E,/2-]E,/2| \
F,,2- [C,F,,-][F,F,,-] [C,3/2F,,3/2-]F,,/2 x2|
F,,[A,C,] [C3/2F,3/2]x/2 A,,[CF,] [F3/2A,3/2]x/2| \
[F,B,,-][DB,,-] [B,B,,-][F,B,,] [_G,3-D,3-D,3-D,,3-][_G,/2D,/2-D,/2D,,/2-][D,/2D,,/2]| \
=G,,[G,-D,] [B,-G,][D/2-B,/2]D/2 [C4B,4G,4C,4]| \
[G,2_D,2] [C2-F,2-=D,2] [C2F,2G,,2] [D,C,-][E,/2-C,/2]E,/2|
[F,-F,,]F,/2x/2 [A,C,]x [CF,]x [FA,]x| \
[B,,B,,,]x [B,D,]x [DF,]x [FB,]x| \
F,,x [A,C,]x [CF,]x [FA,]x| \
C,2- [F,2C,2-] [E,3-C,3-][E,/2C,/2-]C,/2|
F,,x [A,C,]x [CF,]x [FA,]x| \
[B,,B,,,]x [B,D,]x [DF,]x [FB,]x| \
[A,2A,,2] [C3/2D,3/2]x/2 [=B,2G,,2] [_B,3/2-C,3/2]B,/2| \
[A,2-F,2F,,2] [A,2-C,2] [A,2-F,2] A,3/2x/2|
K:Ab % 4 flats
[C4A,4F,4] [A,4F,4D,4]| \
[E,4E,4] [C,2A,,2-] [E,A,,-][C,A,,]| \
[A,4F,4] [A,4F,4D,4]| \
[A,2B,,2] [G,2E,2] [A,A,,-][CA,,-] [A,A,,-][E,A,,]|
[A,4F,4] [A,4F,4D,4]| \
[E,4E,,4] [C,2A,,2-] [A,,-A,,][C,A,,]| \
[A,4F,4] [A,4F,4D,4]| \
[B,4G,4G,,4] [A,2C,2-] [G,3/2C,3/2-]C,/2|
[A,F,]x [F,F,,]x [F,D,]x [D,D,,]x| \
[G,,2E,,2-] [E,2-E,,2] [E,2A,,2-] [C,A,,-][E,A,,]| \
[A,F,]x [F,F,,]x [F,D,]x [D,D,,]x| \
[E,E,,-][F,E,,-] [A,E,,-][G,E,,] [E,3-A,,3-][E,/2A,,/2-]A,,/2|
[F,A,,-][G,A,,] [A,F,,-][G,F,,] [B,D,-][A,D,] [G,D,,-][F,D,,]| \
[E,B,,-][F,B,,] [G,D,-E,,-][B,D,E,,] [C2-E,2A,,2-] [C-C,A,,-][C/2-E,/2-A,,/2][C/2E,/2]| \
[F,F,,-][G,F,,] [A,F,-][G,F,] [F2F,2D,2] [GD,,-][FD,,]| \
[F2B,2G,,2] [F2G,2B,,2] [G4=E4C4C,4]|
K:F % 1 flats
[A,F,,]x [A,C,]x [CF,]x [FA,]x| \
[B,,B,,,]x [B,D,]x [DF,]x [FB,]x| \
F,,x [A,C,]x [CF,]x [FA,]x| \
C,2- [F,2C,2-] [E,4C,4]|
[A,-F,,]A,/2x/2 [A,C,]x [CF,]x [FA,]x| \
[B,,B,,,]x [B,D,]x [DF,]x [FB,]x| \
[A,2A,,2] [C3/2D,3/2]x/2 [=B,2G,,2] [_B,3/2-C,3/2]B,/2| \
[A,F,,-]F,,/2-[C/2F,,/2] Cx/2C,/2 F,3/2x2x/2|
F,,[A,C,] [C3/2F,3/2]x/2 A,,[CF,] [F3/2A,3/2]x/2| \
[F,B,,-][DB,,-] [B,B,,-][F,B,,] [_G,3-D,3-D,,3-][_G,/2D,/2D,,/2-]D,,/2| \
=G,,[G,D,] [B,3/2G,3/2]x/2 C,-[G,C,] [C-D,][C/2E,/2-]E,/2| \
F,,2- [C,F,,-][F,F,,-] [C,3/2F,,3/2-]F,,/2 x2|
F,,[A,C,] [C3/2F,3/2]x/2 A,,[CF,] [F3/2A,3/2]x/2| \
[F,B,,-][DB,,-] [B,B,,-][F,B,,] [_G,3-D,3-D,3-D,,3-][_G,/2D,/2-D,/2D,,/2-][D,/2D,,/2]| \
=G,,[G,-D,] [B,-G,][D/2-B,/2]D/2 [C4B,4G,4C,4]| \
[A,2F,2] [B,2C,2] [A,4C,4F,,4]|

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