妄想税の楽譜 singletone

gpsj

<< 2014年6月 >>

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gpsjさんの記譜

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2014年 06月15日 08:30

妄想税

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X:1
T: 妄想税
C:DECO*27
M: 4/4
L: 1/8
Q:1/4=134
K:Ab % 4 flats
V:1
x8| \
E,\
_G, \
F,\
E, \
D,3/2\
E,/2 x\
E,-| \
E,\
_G, \
F,\
E, \
D,3/2\
E,/2 x2| \
E,/2x/2\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
A,-|
A,\
_G, \
A,\
_G, \
A,\
B,/2\
B,3/2x| \
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
E,-| \
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x2| \
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
A,-|
A,\
_G, \
A,\
_G, \
A,\
B, \
B,2| \
E,x6x| \
x8| \
x8|
x8| \
E,\
_G, \
F,\
E, \
D,3/2\
E,/2 x\
E,-| \
E,\
_G, \
F,\
E, \
D,3/2\
E,/2 x2| \
E,/2x/2\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
A,-|
A,\
_G, \
A,\
_G, \
A,\
B, \
B,3/2\
C,/2| \
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
E,-| \
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x2| \
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
A,-|
A,\
_G, \
A,\
_G, \
A,\
B, \
B,2| \
E,x6x| \
A,,3/2\
B,,3/2\
=B,, \
D,2 \
=B,,2| \
_B,,3/2\
D,3/2\
D, \
E,/2x3/2 \
E,\
F,|
_G,\
A,<\
_G,\
D, \
_G,\
A,<\
_G,\
D,| \
_G,\
_G,<\
_G,\
 (3_G,2\
=B,2\
_B,2\
_G,| \
B,8| \
B,x/2\
B,x/2\
B,3/2x/2\
=G, \
G,\
=A,|
=A,\
=B,/2-\
[=B,/2=A,/2-] =A,/2\
=B,/2-\
[=B,/2-=B,/2]=B,\
=A,/2\
=A,/2x/2 \
G,\
G,| \
G,3/2\
=D,3/2\
=A,3/2x/2\
G, \
G,\
=A,| \
=B,\
=B,/2-\
[=D/2-=B,/2] =D/2\
=D/2-\
[=D/2=B,/2-]=B,\
=A,/2\
=A,/2x/2 \
G,\
G,| \
G,3/2\
=D3/2\
=A,2\
G, \
G,\
=A,|
=A,/2\
=B,/2\
=B,/2\
=B,/2 \
=B,\
=B,2-\
[=B,/2=A,/2-]=A,/2 \
G,\
G,| \
G,3/2\
=D,3/2\
=A,3/2x/2\
G,2\
=A,/2x/2| \
=A,\
=B,/2-\
[C/2-=B,/2] C/2\
=D/2-\
[=D/2=B,/2-]=B,\
=A,/2\
=A,/2x/2 \
G,\
G,| \
G,3/2\
=D3/2\
=A,2x \
G,2|
=E,/2x/2\
=B,/2x/2 \
=A,/2x/2\
 (3G,2\
G,2\
G,2\
G,/2x/2| \
=E,/2x/2\
=B,/2x/2 \
=A,/2x/2\
G, \
G,\
G,<\
G,\
G,/2x/2| \
=E,\
=B,/2x/2 \
=A,\
 (3G,2\
_G,2\
=G,2\
_G,| \
=E,3/2x4x/2 \
_B,/2\
=B,3/2-|
=B,/2x6x3/2| \
x8| \
x8| \
x8|
_E,\
_G, \
F,\
E, \
_D,x/2\
E,/2 x\
E,-| \
E,\
_G, \
F,\
E, \
D,x/2\
E,/2 x2| \
E,/2x/2\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
_A,-| \
A,\
_G, \
A,\
_G, \
A,\
_B,/2\
B,3/2x|
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
E,-| \
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x2| \
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
A,-| \
A,\
_G, \
A,\
_G, \
A,\
B, \
B,2|
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
E,-| \
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x2| \
E,/2x/2\
_G,/2x/2 \
F,/2x/2\
E, \
D,\
D,/2\
E,/2 x\
A,-| \
A,\
_G, \
A,\
_G, \
A,\
B, \
B,2|
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
E,-| \
E,\
_G, \
F,\
E, \
D,3/2\
E,/2 x2| \
E,\
_G, \
F,\
E, \
D,\
D,/2\
E,/2 x\
A,-| \
A,\
_G, \
A,\
_G, \
A,\
B, \
B,3/2\
B,/2|
A,,3/2\
B,,3/2\
=B,, \
D,2 \
=B,,2| \
_B,,3/2\
D,3/2\
D, \
E,/2x3/2 \
E,\
F,| \
_G,\
A,<\
_G,\
D, \
_G,\
A,<\
_G,\
D,| \
_G,\
_G,<\
_G,\
 (3_G,2\
=B,2\
_B,2\
_G,|
B,8| \
B,x/2\
B,x/2\
B,3/2x/2\
=G, \
G,\
=A,| \
=A,\
=B,/2-\
[=B,/2=A,/2-] =A,/2\
=B,/2-\
[=B,/2-=B,/2]=B,\
=A,/2\
=A,/2x/2 \
G,\
G,| \
G,3/2\
=D,3/2\
=A,3/2x/2\
G, \
G,\
=A,|
=B,\
=B,/2-\
[=D/2-=B,/2] =D/2\
=D/2-\
[=D/2=B,/2-]=B,\
=A,/2\
=A,/2x/2 \
G,\
G,| \
G,3/2\
=D3/2\
=A,2\
G, \
G,\
=A,| \
=A,\
=B,/2-\
[=B,/2=A,/2-] =A,/2\
=B,/2-\
[=B,/2-=B,/2]=B,\
=B,/2-\
[=B,/2=A,/2-]=A,/2 \
G,\
G,| \
G,3/2\
=D,3/2\
=A,3/2x/2\
G,2\
=A,/2x/2|
=A,\
=B,/2-\
[C/2-=B,/2] C/2\
=D/2-\
[=D/2=B,/2-]=B,\
=A,/2\
=A,/2x/2 \
G,\
G,| \
G,3/2\
=D3/2\
=A,2x \
G,2| \
=E,/2x/2\
=B,/2x/2 \
=A,/2x/2\
 (3G,2\
G,2\
G,2\
G,/2x/2| \
=E,/2x/2\
=B,/2x/2 \
=A,/2x/2\
G, \
G,\
G,<\
G,\
G,/2x/2|
=E,\
=B,/2x/2 \
=A,\
 (3G,2\
_G,2\
=G,2\
_G,| \
=E,3/2x6x/2| \
=G,2 \
_G,2 \
=G,2 \
=D,2| \
G,2 \
_G,2 \
=E,\
=D, \
=D,3/2x/2|
=G,2 \
_G,2 \
=G,2 \
=D,2| \
G,2 \
=A,2 \
=B,\
G, \
G,3/2x/2| \
G,2 \
_G,2 \
=G,2 \
=D,2| \
G,2 \
_G,2 \
=E,\
=D, \
=D,3/2x/2|
x\
=D, \
=G,x \
=D,\
G, x\
=D,| \
G,x \
=A,\
G, x4| \
G,2 \
_G,2 \
=G,2 \
=D,2| \
G,2 \
_G,2 \
=E,\
=D, \
=D,3/2x/2|
=G,2 \
_G,2 \
=G,2 \
=D,2| \
G,2 \
=A,2 \
=B,\
G, \
G,2| \
G,2 \
_G,2 \
=G,2 \
=D,2| \
G,2 \
_G,2 \
=E,\
=D, \
=D,3/2x/2|
x\
=D, \
=G,x \
=D,\
G, x\
=A,| \
G,x6x| \
=A,,3/2\
=B,,3/2\
C, \
=D,2 \
C,2| \
=B,,3/2\
=D,3/2\
=D, \
=E,/2x3/2 \
=E,\
_G,|
=G,\
=A,<\
G,\
=D, \
G,\
=A,<\
G,\
=D,| \
G,\
G,<\
G,\
 (3G,2\
C2\
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G,| \
=B,8| \
x4 x\
_A, \
A,\
_B,|
B,\
C/2-\
[C/2B,/2-] B,/2\
C/2-\
[C/2-C/2]C\
B,/2\
B,/2x/2 \
A,\
A,| \
A,3/2\
_E,3/2\
B,3/2x/2\
A, \
A,\
B,| \
C\
C/2-\
[E/2-C/2] E/2\
E/2-\
[E/2C/2-]C\
B,/2\
B,/2x/2 \
A,\
A,| \
A,3/2\
E3/2\
B,2\
A, \
A,\
B,|
B,/2\
C/2\
C/2\
C/2 \
C\
C2-\
[C/2B,/2-]B,/2 \
A,\
A,| \
A,3/2\
E,3/2\
B,3/2x/2\
A,2\
B,/2x/2| \
B,\
C/2-\
[_D/2-C/2] D/2\
E/2-\
[E/2C/2-]C\
B,/2\
B,/2x/2 \
A,\
A,| \
A,3/2\
E3/2\
B,3/2x/2\
A, \
A,\
B,|
B,\
C/2-\
[C/2B,/2-] B,/2\
C/2-\
[C/2-C/2]C\
B,/2\
B,/2x/2 \
A,\
A,| \
A,3/2\
E,x/2\
B,3/2x/2\
A, \
A,\
B,| \
C\
C/2-\
[E/2-C/2] E/2\
E/2-\
[E/2C/2-]C\
B,/2\
B, \
A,\
A,| \
A,3/2\
E3/2\
B,2\
A,2\
B,|
B,\
C/2-\
[C/2-C/2] C\
C3/2\
C/2\
B, \
A,2| \
A,3/2\
E,3/2\
B,3/2x/2\
A, \
A,\
B,| \
C3/2\
E3/2\
C2\
B, \
A,\
A,| \
A,3/2\
E3/2\
[E/2B,/2-]B,3/2x \
A,2|
F,/2x/2\
C/2x/2 \
B,/2x/2\
 (3A,2\
A,2\
A,2\
A,/2x/2| \
F,/2x/2\
C/2x/2 \
B,/2x/2\
A, \
A,\
A,<\
A,\
A,/2x/2| \
F,\
C/2x/2 \
B,\
 (3A,2\
G,2\
A,2\
G,| \
F,3/2
V:2
x8| \
E\
_G \
F\
E \
D3/2\
E/2 x\
E-| \
E\
_G \
F\
E \
D3/2\
E/2 x2| \
E/2x/2\
_G \
F\
E \
D\
D/2\
E/2 x\
A-|
A\
_G \
A\
_G \
A\
B/2\
B3/2x| \
E\
_G \
F\
E \
D\
D/2\
E/2 x\
E-| \
E\
_G \
F\
E \
D\
D/2\
E/2 x2| \
E\
_G \
F\
E \
D\
D/2\
E/2 x\
A-|
A\
_G \
A\
_G \
A\
B \
B2| \
Ex6x| \
x8| \
x8|
x8| \
E\
_G \
F\
E \
D3/2\
E/2 x\
E-| \
E\
_G \
F\
E \
D3/2\
E/2 x2| \
E/2x/2\
_G \
F\
E \
D\
D/2\
E/2 x\
A-|
A\
_G \
A\
_G \
A\
B \
B3/2\
C/2| \
E\
_G \
F\
E \
D\
D/2\
E/2 x\
E-| \
E\
_G \
F\
E \
D\
D/2\
E/2 x2| \
E\
_G \
F\
E \
D\
D/2\
E/2 x\
A-|
A\
_G \
A\
_G \
A\
B \
B2| \
Ex6x| \
A,3/2\
B,3/2\
=B, \
D2 \
=B,2| \
_B,3/2\
D3/2\
D \
E/2x3/2 \
E\
F|
_G\
A<\
_G\
D \
_G\
A<\
_G\
D| \
_G\
_G<\
_G\
 (3_G2\
=B2\
_B2\
_G| \
B8| \
Bx/2\
Bx/2\
B3/2x/2\
=G \
G\
=A|
=A\
=B/2-\
[=B/2=A/2-] =A/2\
=B/2-\
[=B/2-=B/2]=B\
=A/2\
=A/2x/2 \
G\
G| \
G3/2\
=D3/2\
=A3/2x/2\
G \
G\
=A| \
=B\
=B/2-\
[=d/2-=B/2] =d/2\
=d/2-\
[=d/2=B/2-]=B\
=A/2\
=A/2x/2 \
G\
G| \
G3/2\
=d3/2\
=A2\
G \
G\
=A|
=A/2\
=B/2\
=B/2\
=B/2 \
=B\
=B2-\
[=B/2=A/2-]=A/2 \
G\
G| \
G3/2\
=D3/2\
=A3/2x/2\
G2\
=A/2x/2| \
=A\
=B/2-\
[c/2-=B/2] c/2\
=d/2-\
[=d/2=B/2-]=B\
=A/2\
=A/2x/2 \
G\
G| \
G3/2\
=d3/2\
=A2-=A/2x/2 \
G2|
=E/2x/2\
=B/2x/2 \
=A/2x/2\
 (3G2\
G2\
G2\
G/2x/2| \
=E/2x/2\
=B/2x/2 \
=A/2x/2\
G \
G\
G<\
G\
G/2x/2| \
=E\
=B/2x/2 \
=A\
 (3G2\
_G2\
=G2\
_G| \
=E3/2x4x/2 \
_B/2\
=B3/2-|
=B/2x6x3/2| \
x8| \
x8| \
x8|
_E\
_G \
F\
E \
_Dx/2\
E/2 x\
E-| \
E\
_G \
F\
E \
Dx/2\
E/2 x2| \
E/2x/2\
_G \
F\
E \
D\
D/2\
E/2 x\
_A-| \
A\
_G \
A\
_G \
A\
_B/2\
B3/2x|
E\
_G \
F\
E \
D\
D/2\
E/2 x\
E-| \
E\
_G \
F\
E \
D\
D/2\
E/2 x2| \
E\
_G \
F\
E \
D\
D/2\
E/2 x\
A-| \
A\
_G \
A\
_G \
A\
B \
B2|
E\
_G \
F\
E \
D\
D/2\
E/2 x\
E-| \
E\
_G \
F\
E \
D\
D/2\
E/2 x2| \
E/2x/2\
_G/2x/2 \
F/2x/2\
E \
D\
D/2\
E/2 x\
A-| \
A\
_G \
A\
_G \
A\
B \
B2|
E\
_G \
F\
E \
D\
D/2\
E/2 x\
E-| \
E\
_G \
F\
E \
D3/2\
E/2 x2| \
E\
_G \
F\
E \
D\
D/2\
E/2 x\
A-| \
A\
_G \
A\
_G \
A\
B \
B3/2\
B/2|
A,3/2\
B,3/2\
=B, \
D2 \
=B,2| \
_B,3/2\
D3/2\
D \
E/2x3/2 \
E\
F| \
_G\
A<\
_G\
D \
_G\
A<\
_G\
D| \
_G\
_G<\
_G\
 (3_G2\
=B2\
_B2\
_G|
B8| \
Bx/2\
Bx/2\
B3/2x/2\
=G \
G\
=A| \
=A\
=B/2-\
[=B/2=A/2-] =A/2\
=B/2-\
[=B/2-=B/2]=B\
=A/2\
=A/2x/2 \
G\
G| \
G3/2\
=D3/2\
=A3/2x/2\
G \
G\
=A|
=B\
=B/2-\
[=d/2-=B/2] =d/2\
=d/2-\
[=d/2=B/2-]=B\
=A/2\
=A/2x/2 \
G\
G| \
G3/2\
=d3/2\
=A2\
G \
G\
=A| \
=A\
=B/2-\
[=B/2=A/2-] =A/2\
=B/2-\
[=B/2-=B/2]=B\
=B/2-\
[=B/2=A/2-]=A/2 \
G\
G| \
G3/2\
=D3/2\
=A3/2x/2\
G2\
=A/2x/2|
=A\
=B/2-\
[c/2-=B/2] c/2\
=d/2-\
[=d/2=B/2-]=B\
=A/2\
=A/2x/2 \
G\
G| \
G3/2\
=d3/2\
=A2x \
G2| \
=E/2x/2\
=B/2x/2 \
=A/2x/2\
 (3G2\
G2\
G2\
G/2x/2| \
=E/2x/2\
=B/2x/2 \
=A/2x/2\
G \
G\
G<\
G\
G/2x/2|
=E\
=B/2x/2 \
=A\
 (3G2\
_G2\
=G2\
_G| \
=E3/2x6x/2| \
=G2 \
_G2 \
=G2 \
=D2| \
G2 \
_G2 \
=E\
=D \
=D3/2x/2|
=G2 \
_G2 \
=G2 \
=D2| \
G2 \
=A2 \
=B\
G \
G3/2x/2| \
G2 \
_G2 \
=G2 \
=D2| \
G2 \
_G2 \
=E\
=D \
=D3/2x/2|
x\
=D \
=Gx \
=D\
G x\
=D| \
Gx \
=A\
G x4| \
G2 \
_G2 \
=G2 \
=D2| \
G2 \
_G2 \
=E\
=D \
=D3/2x/2|
=G2 \
_G2 \
=G2 \
=D2| \
G2 \
=A2 \
=B\
G \
G2| \
G2 \
_G2 \
=G2 \
=D2| \
G2 \
_G2 \
=E\
=D \
=D3/2x/2|
x\
=D \
=Gx \
=D\
G x\
=A| \
Gx6x| \
=A,3/2\
=B,3/2\
C \
=D2 \
C2| \
=B,3/2\
=D3/2\
=D \
=E/2x3/2 \
=E\
_G|
=G\
=A<\
G\
=D \
G\
=A<\
G\
=D| \
G\
G<\
G\
 (3G2\
c2\
=B2\
G| \
=B8| \
x4 x\
_A \
A\
_B|
B\
c/2-\
[c/2B/2-] B/2\
c/2-\
[c/2-c/2]c\
B/2\
B/2x/2 \
A\
A| \
A3/2\
_E3/2\
B3/2x/2\
A \
A\
B| \
c\
c/2-\
[e/2-c/2] e/2\
e/2-\
[e/2c/2-]c\
B/2\
B/2x/2 \
A\
A| \
A3/2\
e3/2\
B2\
A \
A\
B|
B/2\
c/2\
c/2\
c/2 \
c\
c2-\
[c/2B/2-]B/2 \
A\
A| \
A3/2\
E3/2\
B3/2x/2\
A2\
B/2x/2| \
B\
c/2-\
[_d/2-c/2] d/2\
e/2-\
[e/2c/2-]c\
B/2\
B/2x/2 \
A\
A| \
A3/2\
e3/2\
B3/2x/2\
A \
A\
B|
B\
c/2-\
[c/2B/2-] B/2\
c/2-\
[c/2-c/2]c\
B/2\
B/2x/2 \
A\
A| \
A3/2\
Ex/2\
B3/2x/2\
A \
A\
B| \
c\
c/2-\
[e/2-c/2] e/2\
e/2-\
[e/2c/2-]c\
B/2\
B \
A\
A| \
A3/2\
e3/2\
B2\
A2\
B|
B\
c/2-\
[c/2-c/2] c\
c3/2\
c/2\
B \
A2| \
A3/2\
E3/2\
B3/2x/2\
A \
A\
B| \
c3/2\
e3/2\
c2\
B \
A\
A| \
A3/2\
e3/2\
[e/2B/2-]B3/2x \
A2|
F/2x/2\
c/2x/2 \
B/2x/2\
 (3A2\
A2\
A2\
A/2x/2| \
F/2x/2\
c/2x/2 \
B/2x/2\
A \
A\
A<\
A\
A/2x/2| \
F\
c/2x/2 \
B\
 (3A2\
G2\
A2\
G| \
F3/2
V:3
x8| \
x8| \
x8| \
x8|
x8| \
x8| \
x8| \
x8|
x8| \
x8| \
x8| \
x8|
x8| \
x8| \
x8| \
x8|
x8| \
x8| \
x8| \
x8|
x8| \
x8| \
x8| \
x6 \
^A,,\
=C,|
^C,\
^D,<\
C,\
^G,, \
C,\
^D,<\
C,\
^G,,| \
C,\
C,<\
C,\
 (3C,2\
F,2\
=F,2\
C,| \
=F,8| \
=F,x/2\
=F,x/2\
=F,3/2x/2\
=D, \
D,\
E,|
E,\
^F,/2-\
[F,/2E,/2-] E,/2\
F,/2-\
[F,/2-F,/2]F,\
E,/2\
E,/2x/2 \
D,\
D,| \
D,3/2\
=A,,3/2\
E,3/2x/2\
D, \
D,\
E,| \
F,\
F,/2-\
[A,/2-F,/2] A,/2\
A,/2-\
[A,/2F,/2-]F,\
E,/2\
E,/2x/2 \
D,\
D,| \
D,3/2\
A,3/2\
E,2\
D, \
D,\
E,|
E,/2\
F,/2\
F,/2\
F,/2 \
F,\
F,2-\
[F,/2E,/2-]E,/2 \
D,\
D,| \
D,3/2\
A,,3/2\
E,3/2x/2\
D,2\
E,/2x/2| \
E,\
F,/2-\
[=G,/2-F,/2] G,/2\
A,/2-\
[A,/2F,/2-]F,\
E,/2\
E,/2x/2 \
D,\
D,| \
D,3/2\
A,3/2\
E,2x3|
x8| \
x8| \
x8| \
x6 \
=F,/2\
^F,3/2-|
F,/2x6x3/2| \
x8| \
x8| \
x8|
x8| \
x8| \
x8| \
x8|
x8| \
x8| \
x8| \
x8|
x8| \
x8| \
x8| \
x8|
x8| \
x8| \
x8| \
x8|
x8| \
x6 \
^A,,\
=C,| \
^C,\
^D,<\
C,\
^G,, \
C,\
^D,<\
C,\
^G,,| \
C,\
C,<\
C,\
 (3C,2\
F,2\
=F,2\
C,|
=F,8| \
=F,x/2\
=F,x/2\
=F,3/2x/2\
=D, \
D,\
E,| \
E,\
^F,/2-\
[F,/2E,/2-] E,/2\
F,/2-\
[F,/2-F,/2]F,\
E,/2\
E,/2x/2 \
D,\
D,| \
D,3/2\
=A,,3/2\
E,3/2x/2\
D, \
D,\
E,|
F,\
F,/2-\
[A,/2-F,/2] A,/2\
A,/2-\
[A,/2F,/2-]F,\
E,/2\
E,/2x/2 \
D,\
D,| \
D,3/2\
A,3/2\
E,2\
D, \
D,\
E,| \
E,\
F,/2-\
[F,/2E,/2-] E,/2\
F,/2-\
[F,/2-F,/2]F,\
F,/2-\
[F,/2E,/2-]E,/2 \
D,\
D,| \
D,3/2\
A,,3/2\
E,3/2x/2\
D,2\
E,/2x/2|
E,\
F,/2-\
[=G,/2-F,/2] G,/2\
A,/2-\
[A,/2F,/2-]F,\
E,/2\
E,/2x/2 \
D,\
D,| \
D,3/2\
A,3/2\
E,2x \
D,2| \
B,,/2x/2\
F,/2x/2 \
E,/2x/2\
 (3D,2\
D,2\
D,2\
D,/2x/2| \
B,,/2x/2\
F,/2x/2 \
E,/2x/2\
D, \
D,\
D,<\
D,\
D,/2x/2|
B,,\
F,/2x/2 \
E,\
 (3D,2\
C,2\
D,2\
C,| \
B,,3/2x6x/2| \
x8| \
x8|
x8| \
x8| \
x8| \
x8|
x8| \
x8| \
D,2 \
C,2 \
D,2 \
A,,2| \
D,2 \
C,2 \
B,,\
A,, \
A,,3/2x/2|
D,2 \
C,2 \
D,2 \
A,,2| \
D,2 \
E,2 \
F,\
D, \
D,2| \
D,2 \
C,2 \
D,2 \
A,,2| \
D,2 \
C,2 \
B,,\
A,, \
A,,3/2x/2|
x\
A,, \
D,x \
A,,\
D, x\
E,| \
D,x6x| \
x8| \
x6 \
B,,\
C,|
D,\
E,<\
D,\
A,, \
D,\
E,<\
D,\
A,,| \
D,\
D,<\
D,\
 (3D,2\
G,2\
F,2\
D,| \
F,8| \
x8|
x8| \
x8| \
x8| \
x4 x\
^D, \
^D,\
=F,|
=F,/2\
G,/2\
G,/2\
G,/2 \
G,\
G,2-\
[G,/2=F,/2-]=F,/2 \
^D,\
^D,| \
^D,3/2\
^A,,3/2\
=F,3/2x/2\
^D,2\
=F,/2x/2| \
=F,\
G,/2-\
[^G,/2-=G,/2] ^G,/2\
^A,/2-\
[^A,/2=G,/2-]G,\
=F,/2\
=F,/2x/2 \
^D,\
^D,| \
^D,3/2\
^A,3/2\
=F,3/2x/2\
^D, \
^D,\
=F,|
=F,\
G,/2-\
[G,/2=F,/2-] =F,/2\
G,/2-\
[G,/2-G,/2]G,\
=F,/2\
=F,/2x/2 \
^D,\
^D,| \
^D,3/2\
^A,,x/2\
=F,3/2x/2\
^D, \
^D,\
=F,| \
G,\
G,/2-\
[^A,/2-G,/2] ^A,/2\
^A,/2-\
[^A,/2G,/2-]G,\
=F,/2\
=F, \
^D,\
^D,| \
^D,3/2\
^A,3/2\
=F,2\
^D,2\
=F,|
=F,\
G,/2-\
[G,/2-G,/2] G,\
G,3/2\
G,/2\
=F, \
^D,2| \
^D,3/2\
^A,,3/2\
=F,3/2x/2\
^D, \
^D,\
=F,| \
G,3/2\
^A,3/2\
G,2\
=F, \
^D,\
^D,| \
^D,3/2\
^A,3/2\
[^A,/2=F,/2-]=F,3/2

gpsjさんの記譜