(C) 1994, 2002 Center for Computer Assisted Research in the Humanities.
ID: {bach/bg/keybd/wtc-i/0857/stage2/02/04} [KHM:3689870175]
TIMESTAMP: DEC/26/2001 [md5sum:d57e7f9ca2e8a938162e78605e0f2ebf]
01/13/94 W. Hewlett
WK#:857       MV#:2
Bach Gesellschaft xiv   
WTC I: Prelude and Fugue in F minor
Fugue XII. 
Track 4
0 2 
Group memberships: sound 
sound: part 4 of 4
&
Initial conversion from stage 1 to stage 2
&
$  K:-4   Q:4   T:1/1  C:22
rest  16
measure 2
rest  16
measure 3
rest  16
measure 4
rest  16
measure 5
rest  16
measure 6
rest  16
measure 7
rest   4        q
C3     4        q     d
Df3    4        q     d
C3     4        q     d
measure 8
B2     4        q n   d
E3     4        q n   d
F3     4        q     d
Bf2    4        q f   d
measure 9
A2     4        q n   d
Af2    4        q f   d
G2     8        h     d         &Xt 
S C35:uhn20s5t95e 
measure 10
F2     4        q     d
rest   2        e
F3     1        s     d  [[
G3     1        s     d  ]]
Af3    2        e     d  [
Af3    1        s     d  =[
Bf3    1        s     d  ]]
C4     2        e     d  [
C3     2        e     d  ]
measure 11
Df3    4        q     d
rest   2        e
Df3    1        s     d  [[
Ef3    1        s     d  ]]
F3     2        e     d  [
F3     1        s     d  =[
G3     1        s     d  ]]
Af3    2        e     d  [
Af2    2        e     d  ]
measure 12
Bf2    4        q     d
rest   2        e
Bf2    1        s     d  [[
C3     1        s     d  ]]
Df3    2        e     d  [
Df3    1        s     d  =[
Ef3    1        s     d  ]]
F3     2        e     d  [
F2     2        e     d  ]
measure 13
C3     2        e     d  [
C3     1        s     d  =[
D3     1        s n   d  ]]
E3     2        e n   d  [
D3     1        s     d  =[
E3     1        s     d  ]]
F3     1        s     d  [[
E2     1        s n   d  ==
F2     1        s     d  ==
G2     1        s     d  ]]
Af2    4        q     d
measure 14
rest   1        s
F2     1        s     d  [[
G2     1        s     d  ==
Af2    1        s     d  ]]
Bf2    4        q f   d         + 
rest   1        s
Af2    1        s     d  [[
Bf2    1        s     d  ==
C3     1        s     d  ]]
Df3    4        q     d
measure 15
rest   1        s
C3     1        s     d  [[
D3     1        s n   d  ==
E3     1        s n   d  ]]
F3     4-       q     d        -
F3     2        e     d  [
E3     1        s n   d  =[     + 
D3     1        s n   d  ]]     + 
E3     4        q     d
measure 16
F3     4        q     d
rest   2        e
F3     1        s     d  [[
Ef3    1        s f   d  ]]     + 
D3     2        e n   d  [
D3     1        s     d  =[
C3     1        s     d  ]]
Bf2    2        e     d  [
C3     1        s     d  =[
D3     1        s     d  ]]
measure 17
Ef3    4        q     d
rest   2        e
G3     1        s     d  [[
F3     1        s     d  ]]
E3     2        e n   d  [
E3     1        s     d  =[
D3     1        s n   d  ]]
C3     2        e     d  [
D3     1        s     d  =[
E3     1        s     d  ]]
measure 18
F3     4        q     d
rest   2        e
D3     1        s n   d  [[
C3     1        s     d  ]]
B2     2        e n   d  [
B2     1        s     d  =[
A2     1        s n   d  ]]
G2     2        e     d  [
A2     1        s     d  =[
B2     1        s     d  ]]
measure 19
C3     4        q     d
rest   4        q
rest   8        h
measure 20
rest  16
measure 21
rest  16
measure 22
rest  16
measure 23
rest  16
measure 24
rest  16
measure 25
rest  16
measure 26
rest  16
measure 27
rest   8        h
rest   4        q
C3     4        q     d
measure 28
Df3    4        q     d
C3     4        q     d
B2     4        q n   d
E3     4        q n   d
measure 29
F3     4        q     d
Bf2    4        q     d
A2     4        q n   d
Af2    4        q f   d
measure 30
G2     8        h     d         &Xt 
S C35:uhn10s5t45e 
F2     2        e     d  [
F3     1        s     d  =[
G3     1        s     d  ]]
Af3    2        e     d  [
Af3    1        s     d  =[
Bf3    1        s     d  ]]
measure 31
C4     4-       q     d        -
C4     1        s     d  [[
Bf3    1        s     d  ==
Af3    1        s     d  ==
Gf3    1        s f   d  ]]
F3     2        e     d  [
Df3    1        s     d  =[
Ef3    1        s     d  ]]
F3     2        e     d  [
F3     1        s     d  =[
G3     1        s n   d  ]]
measure 32
Af3    4-       q     d        -
Af3    1        s     d  [[
Gf3    1        s f   d  ==
F3     1        s     d  ==
Ef3    1        s     d  ]]
Df3    2        e     d  [
Bf2    1        s     d  =[
C3     1        s     d  ]]
Df3    2        e     d  [
Df3    1        s     d  =[
Ef3    1        s     d  ]]
measure 33
F3     4-       q     d        -
F3     1        s     d  [[
Ef3    1        s     d  ==
Df3    1        s     d  ==
C3     1        s     d  ]]
Bf2    1        s     d  [[
C3     1        s     d  ==
Df3    1        s     d  ==
C3     1        s     d  ]]
Bf2    1        s     d  [[
Af2    1        s     d  ==
G2     1        s     d  ==
F2     1        s     d  ]]
measure 34
Ef2    2        e     d  [
Bf2    2        e     d  =
C3     2        e     d  =
Af2    2        e     d  ]
Df3    2        e     d  [
Bf2    2        e     d  =
Ef3    2        e     d  =
C3     2        e     d  ]
measure 35
F3     2        e     d
Bf2    4        q     d
Ef3    1        s     d  [[
Df3    1        s     d  ]]
C3     2        e     d  [
F3     2-       e     d  ]     -
F3     1        s     d  [[
Ef3    1        s     d  ==
F3     1        s     d  ==
G3     1        s     d  ]]
measure 36
Af3    1        s     d  [[
G3     1        s     d  ==
F3     1        s     d  ==
Ef3    1        s     d  ]]
D3     4        q n   d
Ef3    2        e     d  [
D3     2        e n   d  =      + 
E3     2        e n   d  =
C3     2        e     d  ]
measure 37
F3     2        e     d  [
F3     1        s     d  =[
Ef3    1        s     d  ]]
D3     2        e n   d  [
D3     1        s     d  =[
C3     1        s     d  ]]
B2     1        s n   d  [[
G2     1        s     d  ==
A2     1        s n   d  ==
B2     1        s     d  ]]
C3     1        s     d  [[
Af2    1        s f   d  ==
Bf2    1        s f   d  ==
C3     1        s     d  ]]
measure 38
Df3    2        e     d  [
Df3    1        s     d  =[
C3     1        s     d  ]]
Bf2    2        e     d  [
Bf2    1        s     d  =[
Af2    1        s     d  ]]
G2     1        s     d  [[
Ef2    1        s     d  ==
F2     1        s     d  ==
G2     1        s     d  ]]
Af2    1        s     d  [[
F2     1        s     d  ==
G2     1        s     d  ==
A2     1        s n   d  ]]
measure 39
Bf2    1        s     d  [[
A2     1        s n   d  ==
Bf2    1        s     d  ==
C3     1        s     d  ]]
Df3    1        s     d  [[
Bf2    1        s     d  ==
C3     1        s     d  ==
Df3    1        s     d  ]]
Ef3    2        e     d  [
Ef3    1        s     d  =[
Df3    1        s     d  ]]
C3     2        e     d  [
C3     1        s     d  =[
Bf2    1        s     d  ]]
measure 40
Af2    2        e     d  [
Af3    1        s     d  =[
G3     1        s     d  ]]
F3     2        e     d  [
F3     1        s     d  =[
Ef3    1        s     d  ]]
D3     4        q n   d
Ef3    2        e     d  [
G3     2        e     d  ]
measure 41
Af3    2        e     d  [
F3     2        e     d  =
Bf3    2        e     d  =
Bf2    2        e     d  ]
C3     2        e     d  [
C4     1        s     d  =[
Bf3    1        s     d  ]]
Af3    2        e     d  [
Bf3    1        s     d  =[
Af3    1        s     d  ]]
measure 42
G3     2        e     d  [
Bf2    1        s     d  =[
C3     1        s     d  ]]
D3     2        e n   d  [
C3     1        s     d  =[
D3     1        s     d  ]]
Ef3    2        e     d  [
Ef3    1        s     d  =[
D3     1        s n   d  ]]     + 
C3     2        e     d  [
C3     1        s     d  =[
Bf2    1        s     d  ]]
measure 43
A2     4        q n   d
Bf2    4        q     d
Ef3    4        q     d
rest   2        e
Ef3    1        s     d  [[
F3     1        s     d  ]]
measure 44
G3     2        e     d  [
G3     1        s     d  =[
Af3    1        s     d  ]]
Bf3    2        e     d  [
Bf2    2        e     d  ]
C3     4        q     d
rest   2        e
C3     1        s     d  [[
D3     1        s n   d  ]]
measure 45
Ef3    2        e     d  [
Ef3    1        s     d  =[
F3     1        s     d  ]]
G3     2        e     d  [
G2     2        e     d  ]
Af2    4        q     d
rest   2        e
Af2    1        s     d  [[
Bf2    1        s     d  ]]
measure 46
C3     2        e     d  [
C3     1        s     d  =[
D3     1        s n   d  ]]
Ef3    2        e     d  [
Ef2    2        e     d  ]
F2     2        e     d  [
G2     2        e     d  ] 
Af2    2        e     d  [ 
A2     2        e n   d  ]
measure 47
G2     2        e     d
rest   2        e
rest   4        q
rest   8        h
measure 48
rest  16
measure 49
rest  16
measure 50
rest  16
measure 51
rest  16
measure 52
rest  16
measure 53
rest   4        q
C3     4        q     d
Df3    4        q     d
C3     4        q     d
measure 54
B2     4        q n   d
E3     4        q n   d
F3     4        q     d
Bf2    4        q f   d
measure 55
A2     4        q n   d
Af2    4        q f   d
G2     8        h     d         &Xt 
S C35:uhn10s5t45e 
measure 56
F2     4-       q     d        -
F2     1        s     d  [[
F2     1        s     d  ==
G2     1        s     d  ==
A2     1        s n   d  ]]
Bf2    4-       q     d        -
Bf2    1        s     d  [[
Df3    1        s     d  ==
C3     1        s     d  ==
Bf2    1        s     d  ]]
measure 57
C3    16        w     d
measure 58
F2    16        w     d         E 
mheavy2
/END
