X: 0
T: Zwiefacher: A oanzigs Hendl
T: PWx
R: zwiefacher
K:

X: 1
P: A oanzigs Hendl
R: zwiefacher
M: 23/44
L: 1/8
K: F
|: [A2F2] \
| "C7"([G2E2][B2G2]) | "F"([A2F2] [cA])z [A2F2] \
| "C7"([G2E2][B2G2]) | "F"[A2F2] z2 [A2F2] \
| "C7"([G2E2][B2G2]) | "F"([A2F2] [cA])z [c2A2] \
| "C7"([B2G2][E2C2]) | "F"[F2F2] z2 :|
|: [c2A2] \
| "C7"([B2G2][G2E2]) | "F"([A2F2] [FF])z [c2A2] \
| "C7"([B2G2][G2E2]) | "F"[A2F2] z2 [c2A2] \
| "C7"([B2G2][G2E2]) | "F"([A2F2] [FF])z [A2F2] \
| "C7"([G2E2][E2C2]) | "F"[F2F2] z2 :|

X: 2
P: A oanzigs Hendl
R: zwiefacher
M: 23/44
L: 1/8
K: Bb
|: [D2B2] \
| "F7"([C2A2][E2c2]) | "Bb"([D2B2] [Fd])z [D2B2] \
| "F7"([C2A2][E2c2]) | "Bb"[d2F2] z2 [B2D2] \
| "F7"([C2A2][E2c2]) | "Bb"([D2B2] [Fd])z [f2B2] \
| "F7"([A2e2][E2A2]) | "Bb"[B2D2] z2 :|
|: [f2B2] \
| "F7"([A2e2][E2c2]) | "Bb"([F2d2] [D2B2])z [f2B2] \
| "F7"([A2e2][E2c2]) | "Bb"[F2d2] z2 [f2B2] \
| "F7"([A2e2][E2c2]) | "Bb"([F2d2] [D2B2])z [F2d2] \
| "F7"([E2c2][C2A2]) | "Bb"[B2D2] z2 :|
%%sep 3 1 500

X: 3
P: A oanzigs Hendl
R: zwiefacher
M: 23/44
L: 1/8
K: G
|: [B2G2] \
| "D7"([A2F2][c2A2]) | "G"([B2G2] [dB])z [B2G2] \
| "D7"([A2F2][c2A2]) | "G"[B2G2] z2 [B2G2] \
| "D7"([A2F2][c2A2]) | "G"([B2G2] [dB])z [d2B2] \
| "D7"([c2A2][F2D2]) | "G"[G2G2] z2 :|
|: [d2B2] \
| "D7"([c2A2][A2F2]) | "G"([B2G2] [GG])z [d2B2] \
| "D7"([c2A2][A2F2]) | "G"[B2G2] z2 [d2B2] \
| "D7"([c2A2][A2F2]) | "G"([B2G2] [GG])z [B2G2] \
| "D7"([A2F2][F2D2]) | "G"[G2G2] z2 :|

X: 4
P: A oanzigs Hendl
R: zwiefacher
M: 23/44
L: 1/8
K: C
|: [E2c2] \
| "G7"([D2B2][F2d2]) | "C"([E2c2] [Ge])z [E2c2] \
| "G7"([D2B2][F2d2]) | "C"[e2G2] z2 [c2E2] \
| "G7"([D2B2][F2d2]) | "C"([E2c2] [Ge])z [g2c2] \
| "G7"([B2f2][F2B2]) | "C"[c2E2] z2 :|
|: [g2c2] \
| "G7"([B2f2][F2d2]) | "C"([G2e2] [E2c2])z [g2c2] \
| "G7"([B2f2][F2d2]) | "C"[G2e2] z2 [g2c2] \
| "G7"([B2f2][F2d2]) | "C"([G2e2] [E2c2])z [G2e2] \
| "G7"([F2d2][D2B2]) | "C"[c2E2] z2 :|