X 37 1250 2470 Vocal Score - 13
S 0 520 100 1750 966 6 "[(.)(.)(.)(.)][..]"
L 0 112 0 646 646 * 0 14
J C 4 5 42 2 6913 0 0
K 0 0 33
K 0 0 34
J K -2 57 0 2 6913 0 0
K 0 28 65
K 13 7 65
J D 0 66 -14 1 6913 0 0
W 0 0 37 \06\07
J N 6 129 14 3 1 0 1 25
T -3 1 pair _ 56
K 0 0 43
A D 1 8
J N 6 175 7 3 865 288 1 25
K -14 0 64
K 0 0 43
A D 1 8
H 25 B -47 -3 108 2 2 3
J N 8 221 0 5 1729 288 0
T -23 1 that * 56
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J N 6 375 7 4 5185 1152 0
T -10 1 she * 47
K 0 0 43
K 0 0 54
A D 1 8
J N 6 434 7 4 6049 288 0
T -6 1 ap - 34
K 0 0 43
K 0 0 54
A D 1 8
J B 68 478 1 82 6913 288 0
J N 7 506 0 5 1 0 0
T -28 1 proves, * 101
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 613 21 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 687 14 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 768 21 3 5185 576 1 26
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 797 28 2 6049 288 1 26
K 0 0 43
A D 1 8
H 26 B -50 4 108 2 2 3
J B 69 830 1 82 6913 288 0
J N 8 851 21 5 1 0 0
T -16 1 pair, * 64
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 984 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 70 1138 1 82 6913 1152 0
J R 7 1159 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1218 0 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1292 -7 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1372 0 3 5185 576 1 27
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1412 7 3 6049 288 1 27
K -14 0 64
K 0 0 43
A D 1 8
H 27 B -45 3 108 2 2 3
J B 71 1445 1 82 6913 288 0
J N 8 1466 0 5 1 0 0
T -16 1 pair, * 64
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 1597 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 72 1750 1 82 6913 1152 0
E *
L 185 112 0 646 646 * 0 14
J C 4 5 42 2 6913 0 0
K 0 0 33
K 0 0 34
J K -2 57 0 2 6913 0 0
K 0 28 65
K 13 7 65
J N 8 129 49 5 1 0 0
T -13 1 pair * 56
K 0 0 42
K 0 0 59
K 0 -21 59
A D 4 8
J N 7 289 42 5 3457 1152 0
T -13 1 that * 56
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 6 375 42 4 5185 576 0
T -10 1 she * 47
K 0 0 43
K 0 0 53
A D 1 8
J N 6 434 42 4 6049 288 0
T -6 1 ap - 34
K 0 0 43
K 0 0 53
A D 1 8
J B 68 478 1 82 6913 288 0
J N 7 506 35 5 1 0 0
T -28 1 proves, * 101
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 613 35 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 687 28 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 768 35 3 5185 576 1 9
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 797 42 2 6049 288 1 9
K 0 0 43
A D 1 8
H 9 B 42 4 108 2 2 3
J B 69 830 1 82 6913 288 0
J N 8 851 35 5 1 0 0
T -16 1 pair, * 64
K 0 0 42
K 0 0 59
K 0 -21 59
A D 4 8
J R 8 984 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 70 1138 1 82 6913 1152 0
J R 7 1159 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1218 35 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 1292 28 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1372 35 3 5185 576 1 10
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1412 42 2 6049 288 1 10
K 0 0 43
A D 1 8
H 10 B 42 3 108 2 2 3
J B 71 1445 1 82 6913 288 0
J N 8 1466 35 5 1 0 0
T -16 1 pair, * 64
K 0 0 42
K 0 0 59
K 0 -21 59
A D 4 8
J R 8 1597 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 72 1750 1 82 6913 1152 0
E *
L 370 112 0 646 646 * 0 14
J C 34 5 42 3 6913 0 0
K 0 0 33
K 0 0 34
K 14 56 234
J K -2 57 0 2 6913 0 0
K 0 28 65
K 13 7 65
J N 7 129 14 5 1 0 1 20
T -1 1 pair _ 56
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 221 21 4 1729 576 1 20
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
H 20 S 0 0 0 0 0 0 0 0 0
J N 7 289 28 5 3457 576 0
T -23 1 that * 56
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 375 28 4 5185 576 0
T -10 1 she * 47
K 0 0 43
K 0 0 54
A D 1 8
J N 6 434 28 4 6049 288 0
T -6 1 ap - 34
K 0 0 43
K 0 0 54
A D 1 8
J B 68 478 1 82 6913 288 0
J N 8 506 21 5 1 0 0
T -28 1 proves, * 101
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 687 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 69 830 1 82 6913 1152 0
J R 7 851 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 910 35 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 984 28 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1065 35 3 5185 576 1 21
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1105 42 2 6049 288 1 21
K 0 0 43
A D 1 8
H 21 B 42 3 108 2 2 3
J B 70 1138 1 82 6913 288 0
J N 8 1159 35 5 1 0 0
T -16 1 pair, * 64
K 0 0 42
K 0 0 59
K 0 -21 59
A D 4 8
J R 8 1292 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 71 1445 1 82 6913 1152 0
J R 7 1466 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1524 35 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 1597 28 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1677 35 3 5185 576 1 22
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1717 42 2 6049 288 1 22
K 0 0 43
A D 1 8
H 22 B 42 3 108 2 2 3
J B 72 1750 1 82 6913 288 0
E *
L 555 112 0 646 646 * 0 14
J C 22 5 14 36 6913 0 0
J K -2 57 0 2 6913 0 0
K 0 42 65
K 13 21 65
J N 7 129 -7 6 1 0 1 11
T -1 1 pair _ 56
K -15 0 65
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 221 0 4 1729 576 1 11
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
H 11 S 0 0 0 0 0 0 0 0 0
J N 7 289 7 5 3457 576 0
T -23 1 that * 56
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 375 7 4 5185 576 0
T -10 1 she * 47
K 0 0 43
K 0 0 54
A D 1 8
J N 6 434 7 4 6049 288 0
T -6 1 ap - 34
K 0 0 43
K 0 0 54
A D 1 8
J B 68 478 1 82 6913 288 0
J N 8 506 14 5 1 0 0
T -28 1 proves, * 101
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 687 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 69 830 1 82 6913 1152 0
J R 7 851 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 910 14 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 984 7 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1065 14 3 5185 576 1 12
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1105 21 3 6049 288 1 12
K -14 0 64
K 0 0 43
A D 1 8
H 12 B -45 3 108 2 2 3
J B 70 1138 1 82 6913 288 0
J N 8 1159 14 5 1 0 0
T -16 1 pair, * 64
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 1292 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 71 1445 1 82 6913 1152 0
J R 7 1466 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1524 14 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1597 7 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1677 14 3 5185 576 1 13
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1717 21 3 6049 288 1 13
K -14 0 64
K 0 0 43
A D 1 8
H 13 B -45 3 108 2 2 3
J B 72 1750 1 82 6913 288 0
E *
L 755 0 0 646 646 * 0 14
J C 4 5 42 2 6913 0 0
K 0 0 33
K 0 0 34
J K -2 57 0 2 6913 0 0
K 0 28 65
K 13 7 65
J N 6 129 14 2 1 0 1 129
K 0 0 43
A D 1 8
J N 6 175 7 3 865 288 1 129
K -14 0 64
K 0 0 43
A D 1 8
H 129 B -47 -3 108 2 2 3
J N 8 221 0 4 1729 288 0
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J N 7 375 7 4 5185 1152 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J B 68 478 1 82 6913 576 0
J N 7 506 0 4 1 0 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J R 7 613 28 2 1729 576 0
K 0 0 48
A D 2 8
J R 8 687 28 2 3457 576 0
K 0 0 47
A D 4 8
J B 69 830 1 82 6913 1152 0
J R 9 970 28 46 1 0 0
J R 9 1277 28 46 1 0 0
J R 9 1583 28 46 1 0 0
J B 72 1750 1 82 6913 1 0
E *
L 910 0 0 646 646 * 0 14
J C 22 5 14 36 6913 0 0
J K -2 57 0 2 6913 0 0
K 0 42 65
K 13 21 65
J N 7 129 -7 4 1 0 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 221 0 4 1729 576 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 8 289 7 4 3457 576 0
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J B 68 478 1 82 6913 1152 0
J N 8 506 14 4 1 0 0
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 687 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 69 830 1 82 6913 1152 0
J R 7 851 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 910 14 4 1729 576 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 984 7 4 3457 576 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1065 14 2 5185 576 1 22
K 0 0 43
A D 1 8
J N 6 1105 21 3 6049 288 1 22
K -14 0 64
K 0 0 43
A D 1 8
H 22 B -45 3 108 2 2 3
J B 70 1138 1 82 6913 288 0
J N 8 1159 14 4 1 0 0
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 1292 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 71 1445 1 82 6913 1152 0
J R 7 1466 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1524 14 4 1729 576 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1597 7 4 3457 576 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1677 14 2 5185 576 1 23
K 0 0 43
A D 1 8
J N 6 1717 21 3 6049 288 1 23
K -14 0 64
K 0 0 43
A D 1 8
H 23 B -45 3 108 2 2 3
J B 72 1750 1 82 6913 288 0
E *
B 1 478 0
B 1 830 0
B 1 1138 0
B 1 1445 0
B 1 1750 0
S 0 520 1260 1750 966 6 "[(.)(.)(.)(.)][..]"
L 0 112 0 646 646 * 0 14
J C 4 5 42 2 6913 0 0
K 0 0 33
K 0 0 34
J K -2 57 0 2 6913 0 0
K 0 28 65
K 13 7 65
J D 0 66 -14 1 6913 0 0
W 0 0 37 \07\02
J R 8 126 28 2 1 0 0
K 0 0 47
A D 4 8
J R 7 287 28 2 3457 1152 0
K 0 0 48
A D 2 8
J N 7 347 35 5 5185 576 0
T -10 1 the * 45
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J B 73 434 1 82 6913 576 0
J N 7 455 28 5 1 0 1 28
T -1 1 pair _ 56
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 545 49 4 1729 576 1 28
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
H 28 S 0 0 0 0 0 0 0 0 0
J N 7 632 42 5 3457 576 0
T -23 1 that * 56
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 6 711 42 4 5185 576 0
T -10 1 she * 47
K 0 0 43
K 0 0 53
A D 1 8
J N 6 770 42 4 6049 288 0
T -6 1 ap - 34
K 0 0 43
K 0 0 53
A D 1 8
J B 74 814 1 82 6913 288 0
J N 6 842 35 3 1 0 2 29 30
T -18 1 proves , 93
K 0 0 43
A D 1 8
J N 6 871 42 2 865 288 1 30
K 0 0 43
A D 1 8
H 30 B 42 4 108 2 2 3
J N 7 935 49 4 1729 288 1 29
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
H 29 S 12 0 0 0 0 0 0 0 0
J R 8 1010 28 2 3457 576 0
K 0 0 47
A D 4 8
J B 75 1154 1 82 6913 1152 0
J R 7 1175 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1235 28 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1310 21 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1391 28 3 5185 576 1 31
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1420 35 2 6049 288 1 31
K 0 0 43
A D 1 8
H 31 B 47 4 108 2 2 3
J B 76 1453 1 82 6913 288 0
J N 8 1474 28 5 1 0 0
T -16 1 pair, * 64
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 1607 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 77 1750 1 82 6913 1152 0
E *
L 185 112 0 646 646 * 0 14
J C 4 5 42 2 6913 0 0
K 0 0 33
K 0 0 34
J K -2 57 0 2 6913 0 0
K 0 28 65
K 13 7 65
J R 8 126 28 2 1 0 0
K 0 0 47
A D 4 8
J R 7 287 28 2 3457 1152 0
K 0 0 48
A D 2 8
J N 7 347 49 5 5185 576 0
T -10 1 the * 45
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J B 73 434 1 82 6913 576 0
J N 7 455 49 5 1 0 0
T -13 1 pair * 56
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 8 545 49 5 1729 576 0
T -13 1 that * 56
K 0 0 42
K 0 0 59
K 0 -21 59
A D 4 8
J N 6 711 56 5 5185 1152 0
T -10 1 she * 47
K -14 0 64
K 0 0 43
K 0 0 53
A D 1 8
J N 6 770 56 4 6049 288 0
T -6 1 ap - 34
K 0 0 43
K 0 0 53
A D 1 8
J B 74 814 1 82 6913 288 0
J N 8 842 49 5 1 0 0
T -28 1 proves, * 101
K 0 0 42
K 0 0 59
K 0 -21 59
A D 4 8
J R 8 1010 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 75 1154 1 82 6913 1152 0
J R 7 1175 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1235 63 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 1310 56 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 6 1391 63 3 5185 576 1 11
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1420 70 5 6049 288 1 11
K 1 0 45
K 0 0 43
K -1 0 45
K 2 0 45
A D 1 8
H 11 B 41 4 108 2 2 3
J B 76 1453 1 82 6913 288 0
J N 8 1474 63 5 1 0 0
T -16 1 pair, * 64
K 0 0 42
K 0 0 59
K 0 -21 59
A D 4 8
J R 8 1607 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 77 1750 1 82 6913 1152 0
E *
L 370 112 0 646 646 * 0 14
J C 34 5 42 3 6913 0 0
K 0 0 33
K 0 0 34
K 14 56 234
J K -2 57 0 2 6913 0 0
K 0 28 65
K 13 7 65
J N 7 126 35 5 1 0 0
T -16 1 pair, * 64
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J R 7 212 28 2 1729 576 0
K 0 0 48
A D 2 8
J R 7 287 28 2 3457 576 0
K 0 0 48
A D 2 8
J N 7 347 21 5 5185 576 0
T -10 1 the * 45
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J B 73 434 1 82 6913 576 0
J N 7 455 14 5 1 0 0
T -13 1 pair * 56
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 545 21 5 1729 576 0
T -13 1 that * 56
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 632 14 5 3457 576 0
T -10 1 she * 47
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 711 21 5 5185 576 0
T -6 1 ap - 34
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J B 74 814 1 82 6913 576 0
J N 7 842 21 5 1 0 0
T -28 1 proves, * 101
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 935 14 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1010 7 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1092 14 3 5185 576 1 23
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1121 21 2 6049 288 1 23
K 0 0 43
A D 1 8
H 23 B -45 4 108 2 2 3
J B 75 1154 1 82 6913 288 0
J N 8 1175 14 5 1 0 0
T -16 1 pair, * 64
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 1310 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 76 1453 1 82 6913 1152 0
J R 7 1474 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1533 14 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1607 7 5 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1688 14 3 5185 576 1 24
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1717 21 2 6049 288 1 24
K 0 0 43
A D 1 8
H 24 B -45 4 108 2 2 3
J B 77 1750 1 82 6913 288 0
E *
L 555 112 0 646 646 * 0 14
J C 22 5 14 36 6913 0 0
J K -2 57 0 2 6913 0 0
K 0 42 65
K 13 21 65
J N 7 126 14 5 1 0 0
T -16 1 pair, * 64
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 212 35 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 287 21 7 3457 576 0
T -16 1 tend * 63
K -15 0 65
K 0 0 43
K 25 0 44
K 0 0 60
K 0 21 60
A D 3 8
J N 6 383 21 4 6049 864 0
T -10 1 the * 45
K 0 0 43
K 0 0 54
A D 1 8
J B 73 434 1 82 6913 288 0
J N 7 455 28 5 1 0 0
T -13 1 pair * 56
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 545 49 5 1729 576 0
T -13 1 that * 56
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 632 42 5 3457 576 0
T -10 1 she * 47
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 711 35 5 5185 576 0
T -6 1 ap - 34
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J B 74 814 1 82 6913 576 0
J N 7 842 14 5 1 0 0
T -28 1 proves, * 101
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 935 -7 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1010 -14 8 3457 576 0
T -16 1 tend * 63
K 0 0 45
K 0 0 43
K -1 0 45
K 2 0 45
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1092 -7 3 5185 576 1 14
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1121 0 2 6049 288 1 14
K 0 0 43
A D 1 8
H 14 B -50 4 108 2 2 3
J B 75 1154 1 82 6913 288 0
J N 8 1175 -7 5 1 0 0
T -16 1 pair, * 64
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 1310 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 76 1453 1 82 6913 1152 0
J R 7 1474 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1533 -7 5 1729 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1607 -14 8 3457 576 0
T -16 1 tend * 63
K 0 0 45
K 0 0 43
K -1 0 45
K 2 0 45
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1688 -7 3 5185 576 1 15
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 1717 0 2 6049 288 1 15
K 0 0 43
A D 1 8
H 15 B -50 4 108 2 2 3
J B 77 1750 1 82 6913 288 0
E *
L 755 0 0 646 646 * 0 14
J C 4 5 42 2 6913 0 0
K 0 0 33
K 0 0 34
J K -2 57 0 2 6913 0 0
K 0 28 65
K 13 7 65
J R 8 126 28 2 1 0 0
K 0 0 47
A D 4 8
J R 7 287 28 2 3457 1152 0
K 0 0 48
A D 2 8
J N 7 347 35 4 5185 576 0
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J B 73 434 1 82 6913 576 0
J N 7 455 28 4 1 0 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 545 49 4 1729 576 0
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 632 42 5 3457 576 0
K 0 0 43
K 24 -6 44
K 0 0 59
K 0 -21 59
A D 3 8
J N 6 770 42 3 6049 864 0
K 0 0 43
K 0 0 53
A D 1 8
J B 74 814 1 82 6913 288 0
J N 6 842 35 2 1 0 1 130
K 0 0 43
A D 1 8
J N 6 871 42 2 865 288 1 130
K 0 0 43
A D 1 8
H 130 B 42 4 108 2 2 3
J N 7 935 49 4 1729 288 0
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J R 8 1010 28 2 3457 576 0
K 0 0 47
A D 4 8
J B 75 1154 1 82 6913 1152 0
J R 7 1175 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1235 -21 7 1729 576 0
K 0 7 45
K 0 0 43
K 0 7 45
K 0 7 45
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1310 -28 8 3457 576 0
K 0 14 45
K 0 0 45
K 0 0 43
K -1 0 45
K 2 0 45
K 0 0 60
K 0 28 60
A D 2 8
J N 6 1391 -21 5 5185 576 1 131
K 0 7 45
K 0 0 43
K 0 7 45
K 0 7 45
A D 1 8
J N 6 1420 -14 5 6049 288 1 131
K 0 0 45
K 0 0 43
K -1 0 45
K 2 0 45
A D 1 8
H 131 B -50 4 108 2 2 3
J B 76 1453 1 82 6913 288 0
J N 8 1474 -21 7 1 0 0
K 0 7 45
K 0 0 42
K 0 7 45
K 0 7 45
K 0 0 60
K 0 21 60
A D 4 8
J R 8 1607 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 77 1750 1 82 6913 1152 0
E *
L 910 0 0 646 646 * 0 14
J C 22 5 14 36 6913 0 0
J K -2 57 0 2 6913 0 0
K 0 42 65
K 13 21 65
J N 7 126 14 4 1 0 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 212 35 4 1729 576 0
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 8 287 21 5 3457 576 0
K -15 0 65
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J B 73 434 1 82 6913 1152 0
J N 7 455 28 4 1 0 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 545 49 4 1729 576 0
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 632 42 4 3457 576 0
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J N 7 711 35 4 5185 576 0
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J B 74 814 1 82 6913 576 0
J N 7 842 14 4 1 0 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 935 -7 4 1729 576 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1010 -14 7 3457 576 0
K 0 0 45
K 0 0 43
K -1 0 45
K 2 0 45
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1092 -7 2 5185 576 1 24
K 0 0 43
A D 1 8
J N 6 1121 0 2 6049 288 1 24
K 0 0 43
A D 1 8
H 24 B -50 4 108 2 2 3
J B 75 1154 1 82 6913 288 0
J N 8 1175 -7 4 1 0 0
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 1310 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 76 1453 1 82 6913 1152 0
J R 7 1474 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 1533 -7 4 1729 576 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 1607 -14 7 3457 576 0
K 0 0 45
K 0 0 43
K -1 0 45
K 2 0 45
K 0 0 60
K 0 21 60
A D 2 8
J N 6 1688 -7 2 5185 576 1 25
K 0 0 43
A D 1 8
J N 6 1717 0 2 6049 288 1 25
K 0 0 43
A D 1 8
H 25 B -50 4 108 2 2 3
J B 77 1750 1 82 6913 288 0
E *
B 1 434 0
B 1 814 0
B 1 1154 0
B 1 1453 0
B 1 1750 0