Date: Mon, 13 May 2024 01:17:25 GMT
Server: Apache/2.4.58 (FreeBSD) OpenSSL/3.0.12
Last-Modified: Mon, 04 Jan 2016 02:15:19 GMT
ETag: "764-52878b1479bc0"
Accept-Ranges: bytes
Content-Length: 1892
Content-Type: text/vnd.abc
X:1
T: Sidney's ershte bulgar
C: Sid Beckerman (1989)
M: 4/4
L: 1/8
F:http://trillian.mit.edu/~jc/music/abc/Klezmer/SidneysErshteBulgar.abc 2024-05-13 011725 UT
K: Dm
"A7"A,=B,^C \
|:"Dm"D2A,F- FED2 | F2DA- AGF2 \
| "Dm"^GA=BA "(E7)"GFED | "A7"E4 zA,=B,C \
||"A7"^C2A,E- ED^C2 | "Gm"G2EB- BAG2 |
| "A7"(3ABA "Gm"(3GAG "E7/G#"(3FGF "A7"(3EFE \
|1"Dm"(3DED "C"CDC "Bb"(3B,CB, "A7"A,2 :|2 "Dm"D4 z \
|:"C7"CDE \
| "F"FEFC- CA,F,2 | A^GAF- FCA,2 |
| "F"(3c=Bc (3_edc (3edc "C7"_BA | "F"=Bc-c2 "C7"zCDE \
||"F"FEFC- CA,F,2 | "Gm"GDGA BAG>F \
| "A7"EF^GA GFEF | "Dm"D4 z :|
X:2
T: Sidney's ershte bulgar
C: Sid Beckerman (1989)
M: 4/4
L: 1/8
K: Gm
"D7"D=E^F \
|:"Gm"G2DB- BAG2 | B2Gd- dcB2 \
| "Gm"^cd=ed "(A7)"cBAG | "D7"A4 zD=EF \
||"D7"^F2DA- AGF2 | "Cm"c2Ae- edc2 |
| "D7"(3ded "Cm"(3cdc "A7/c#"(3BcB "D7"(3ABA \
|1"Gm"(3GAG "F"FGF "Eb"(3EFE "D7"D2 :|2 "Gm"G4 z \
|:"F7"FGA \
| "B"BABF- FDB,2 | d^cdB- BFD2 |
| "B"(3f=ef (3_agf (3agf "F7"_ed | "B"=ef-f2 "F7"zFGA \
||"B"BABF- FDB,2 | "Cm"cGcd edc>B \
| "D7"AB^cd cBAB | "Gm"G4 z :|
%%sep 1 1 500
X:3
T: Sidney's ershte bulgar
C: Sid Beckerman (1989)
M: 4/4
L: 1/8
K: Em
"B7"B,^C^D \
|:"Em"E2B,G- GFE2 | G2EB- BAG2 \
| "Em"^AB^cB "(F7)"AGFE | "B7"F4 zB,^CD \
||"B7"^D2B,F- FED2 | "Am"A2Fc- cBA2 |
| "B7"(3BcB "Am"(3ABA "F7/A,#"(3GAG "B7"(3FGF \
|1"Em"(3EFE "D"DED "C"(3CDC "B7"B,2 :|2 "Em"E4 z \
|:"D7"DEF \
| "G"GFGD- DB,G,2 | B^ABG- GDB,2 |
| "G"(3d^cd (3=fed (3fed "D7"=cB | "G"^cd-d2 "D7"zDEF \
||"G"GFGD- DB,G,2 | "Am"AEAB cBA>G \
| "B7"FG^AB AGFG | "Em"E4 z :|
X:4
T: Sidney's ershte bulgar
C: Sid Beckerman (1989)
M: 4/4
L: 1/8
K: Am
"E7"E^F^G \
|:"Am"A2Ec- cBA2 | c2Ae- edc2 \
| "Am"^de^fe "(B7)"dcBA | "E7"B4 zE^FG \
||"E7"^G2EB- BAG2 | "Dm"d2Bf- fed2 |
| "E7"(3efe "Dm"(3ded "B7/D#"(3cdc "E7"(3BcB \
|1"Am"(3ABA "G"GAG "F"(3FGF "E7"E2 :|2 "Am"A4 z \
|:"G7"GAB \
| "C"cBcG- GEC2 | e^dec- cGE2 |
| "C"(3g^fg (3_bag (3bag "G7"=fe | "C"^fg-g2 "G7"zGAB \
||"C"cBcG- GEC2 | "Dm"dAde fed>c \
| "E7"Bc^de dcBc | "Am"A4 z :|