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J D 1 75 -37 1 6913 0 0
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J N 7 526 28 5 5185 144 0
T -32 1 mens * 74
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T -18 1 bless * 69
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T -11 1 our * 49
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J T 0 13061 42 1 6913 0 0
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K 90 3 62
K 35 7 74
J B 51 13237 1 82 6913 1 0
J R 7 13258 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 13295 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 13350 -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 13413 0 3 5185 576 1 17
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 13453 7 3 6049 288 1 17
K -14 0 64
K 0 0 43
A D 1 8
H 17 B 1 0 108 2 2 3
J B 52 13486 1 82 6913 288 0
J N 7 13507 0 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 13575 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 13630 7 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 13703 0 4 6049 864 0
T -10 1 the * 45
K 0 0 43
K 0 0 54
A D 1 8
J B 53 13754 1 82 6913 288 0
J N 7 13775 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 13847 35 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 13916 28 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 13975 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 54 14019 1 82 6913 576 0
J N 7 14047 49 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 14140 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 14195 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 14258 14 3 5185 576 1 18
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 14287 21 2 6049 288 1 18
K 0 0 43
A D 1 8
H 18 B 1 0 108 2 2 3
J B 55 14320 1 82 6913 288 0
J N 7 14341 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 14413 14 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 14482 7 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 14541 0 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 56 14585 1 82 6913 576 0
J N 7 14613 28 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 14706 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 14761 21 6 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 25 0 44
K 0 0 60
K 0 21 60
A D 3 8
J N 6 14834 21 4 6049 864 0
T -10 1 the * 45
K 0 0 43
K 0 0 54
A D 1 8
J B 57 14885 1 82 6913 288 0
J N 7 14906 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 14978 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 15047 28 6 3457 576 0
T -10 1 she * 47
K 0 0 43
K 24 -6 44
K 0 0 60
K 0 21 60
A D 3 8
J N 6 15106 28 4 6049 864 0
T -6 1 ap - 34
K 0 0 43
K 0 0 54
A D 1 8
J B 58 15150 1 82 6913 288 0
J N 7 15178 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 15280 35 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 15349 28 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 15408 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 59 15452 1 82 6913 576 0
J N 7 15480 49 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 R 7 15517 28 2 1729 576 0
K 0 0 48
A D 2 8
J R 8 15554 28 2 3457 576 0
K 0 0 47
A D 4 8
J B 60 15609 1 82 6913 1152 0
J R 7 15630 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 15667 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 6 15714 0 3 3457 576 1 19
T -8 1 tend , 63
K 0 0 43
A D 1 8
J N 6 15743 -7 2 4321 288 1 19
K 0 0 43
A D 1 8
J N 6 15772 7 2 5185 288 1 19
K 0 0 43
A D 1 8
J N 6 15801 0 2 6049 288 1 19
K 0 0 43
A D 1 8
H 19 B 1 0 108 4 2 1 1 3
J B 61 15834 1 82 6913 288 0
J N 7 15855 14 4 1 0 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 15892 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 15947 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 7 16020 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 62 16071 1 82 6913 576 0
J N 7 16092 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 16160 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 16215 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 7 16288 14 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 63 16339 1 82 6913 576 0
J N 7 16360 7 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 16428 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 16483 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 7 16556 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 64 16607 1 82 6913 576 0
J N 7 16628 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 16700 28 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 16769 21 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 16828 14 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 65 16872 1 82 6913 576 0
J N 7 16900 7 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 17002 7 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 17071 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 17130 14 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 66 17174 1 82 6913 576 0
J N 7 17202 7 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 17295 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 17350 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 7 17423 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 67 17474 1 82 6913 576 0
J N 7 17495 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 17542 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 17589 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 17648 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 17707 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 17751 1 82 6913 288 0
J N 8 17779 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 17830 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 69 17885 1 82 6913 1152 0
J R 7 17906 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 17943 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 17998 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 18061 35 3 5185 576 1 21
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 18090 42 2 6049 288 1 21
K 0 0 43
A D 1 8
H 21 B 0 0 108 2 2 3
J B 70 18123 1 82 6913 288 0
J N 8 18144 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 18195 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 71 18250 1 82 6913 1152 0
J R 7 18271 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 18308 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 18363 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 18426 35 3 5185 576 1 22
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 18455 42 2 6049 288 1 22
K 0 0 43
A D 1 8
H 22 B 0 0 108 2 2 3
J B 72 18488 1 82 6913 288 0
J N 7 18509 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 18546 28 2 1729 576 0
K 0 0 48
A D 2 8
J R 7 18583 28 2 3457 576 0
K 0 0 48
A D 2 8
J N 7 18620 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 18671 1 82 6913 576 0
J N 7 18692 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 18764 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 18833 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 18892 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 18936 1 82 6913 576 0
J N 7 18964 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 19057 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 19112 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 19175 14 3 5185 576 1 23
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 19204 21 2 6049 288 1 23
K 0 0 43
A D 1 8
H 23 B 1 0 108 2 2 3
J B 75 19237 1 82 6913 288 0
J N 8 19258 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 19309 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 76 19364 1 82 6913 1152 0
J R 7 19385 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 19422 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 19477 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 19540 14 3 5185 576 1 24
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 19569 21 2 6049 288 1 24
K 0 0 43
A D 1 8
H 24 B 1 0 108 2 2 3
J B 77 19602 1 82 6913 288 0
J N 8 19623 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 19674 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 78 19729 1 82 6913 1152 0
J R 7 19750 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 19787 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 19842 0 6 3457 576 0
T -16 1 tend * 63
K 0 0 43
K 24 -6 44
K 0 0 60
K 0 21 60
A D 3 8
J N 6 19915 0 4 6049 864 0
T -10 1 the * 45
K 0 0 43
K 0 0 54
A D 1 8
J B 79 19966 1 82 6913 288 0
J N 7 19987 7 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 20059 0 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 20128 -7 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 20187 0 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 80 20231 1 82 6913 576 0
J N 7 20252 0 5 1 0 0
T -16 1 proves , 93
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 8 20289 7 4 1729 576 0
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J N 7 20340 14 4 5185 1152 1 25
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J B 81 20381 1 82 6913 576 0
J N 7 20402 14 4 1 0 1 25
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
H 25 T 14 0 0 0 0 0 5 0
J N 6 20439 21 2 1729 576 1 26
K 0 0 43
A D 1 8
J N 6 20479 28 3 2593 288 1 26
K -14 0 64
K 0 0 43
A D 1 8
H 26 B 1 0 108 2 2 3
J N 7 20508 21 4 3457 288 0
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 20545 7 5 5185 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J B 82 20586 1 82 6913 576 0
J N 8 20607 14 5 1 0 0
T -18 1 tend, * 71
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 7 20658 28 2 3457 1152 0
K 0 0 48
A D 2 8
J N 7 20695 42 5 5185 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 59
K 0 -21 59
A D 2 8
J B 83 20736 1 82 6913 576 0
J N 8 20757 28 5 1 0 0
T -18 1 tend, * 71
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 7 20808 28 2 3457 1152 0
K 0 0 48
A D 2 8
J N 7 20845 28 5 5185 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J B 84 20886 1 82 6913 576 0
J N 8 20907 14 5 1 0 0
T -18 1 tend, * 71
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 7 20958 28 2 3457 1152 0
K 0 0 48
A D 2 8
J N 7 20995 14 5 5185 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J B 85 21036 1 82 6913 576 0
J N 8 21057 7 5 1 0 0
T -18 1 tend, * 71
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J R 8 21108 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 86 21163 1 82 6913 1152 0
J R 7 21184 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 21221 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 21276 -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 21339 0 3 5185 576 1 27
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 21368 7 2 6049 288 1 27
K 0 0 43
A D 1 8
H 27 B 1 0 108 2 2 3
J B 87 21401 1 82 6913 288 0
J N 7 21422 0 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 21490 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 21545 -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 21608 14 3 5185 576 1 28
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 21637 7 2 6049 288 1 28
K 0 0 43
A D 1 8
H 28 B 1 0 108 2 2 3
J B 88 21670 1 82 6913 288 0
J N 7 21691 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 21763 14 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 21832 28 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 21891 0 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 89 21935 1 82 6913 576 0
J N 7 21963 28 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 22065 28 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 22134 7 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 6 22187 14 3 5185 576 1 29
T 0 1 ap - 34
K 0 0 43
A D 1 8
J N 6 22216 21 2 6049 288 1 29
K 0 0 43
A D 1 8
H 29 B 1 0 108 2 2 3
J B 90 22249 1 82 6913 288 0
J N 7 22277 28 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 R 7 22314 28 2 1729 576 0
K 0 0 48
A D 2 8
J R 8 22351 28 2 3457 576 0
K 0 0 47
A D 4 8
J B 91 22406 1 82 6913 1152 0
J R 7 22427 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 22464 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 22519 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 22582 14 3 5185 576 1 30
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 22611 21 2 6049 288 1 30
K 0 0 43
A D 1 8
H 30 B 1 0 108 2 2 3
J B 92 22644 1 82 6913 288 0
J N 7 22665 28 5 1 0 0
T -13 1 pair * 56
K 0 0 43
K 0 0 59
K 0 -14 59
A D 2 8
J N 7 22737 28 5 1729 576 0
T -13 1 that * 56
K 0 0 43
K 0 0 59
K 0 -14 59
A D 2 8
J N 7 22806 28 5 3457 576 0
T -10 1 she * 47
K 0 0 43
K 0 0 59
K 0 -14 59
A D 2 8
J N 7 22865 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 93 22909 1 82 6913 576 0
J N 8 22937 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 22988 28 2 3457 1152 0
K 0 0 47
A D 4 8
J B 94 23043 1 82 6913 1152 0
J S 6 23090 28 46 0 0 0
J B 95 23164 1 82 6913 1 0
J R 7 23185 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 23222 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 23279 14 5 3457 576 0
T -18 1 tend, * 71
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 23352 14 5 5185 576 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J B 96 23393 1 82 6913 576 0
J N 9 23414 14 3 1 0 1 31
T 0 1 tend , 63
K 0 0 41
A D 8 8
J B 97 23501 1 82 6913 2304 0
J N 8 23522 14 5 1 0 1 31
K 0 0 42
K 24 -6 44
K 0 0 60
K 0 21 60
A D 6 8
H 31 T 14 0 0 0 0 0 5 0
J N 7 23587 14 5 5185 1728 0
T -4 1 at - 27
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J B 98 23628 1 82 6913 576 0
J N 7 23649 7 5 1 0 0
T -18 1 tend, * 71
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 23722 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 23777 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 23840 14 3 5185 576 1 32
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 23869 21 2 6049 288 1 32
K 0 0 43
A D 1 8
H 32 B 1 0 108 2 2 3
J B 99 23902 1 82 6913 288 0
J N 7 23923 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 23995 7 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 24064 21 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 24123 28 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 100 24167 1 82 6913 576 0
J N 9 24195 35 3 1 0 0
T -28 1 proves, * 101
K 0 0 41
A D 8 8
J B 101 24284 1 82 6913 2304 0
J S 6 24331 28 46 0 0 0
J B 102 24405 1 82 6913 1 0
J R 7 24426 28 2 1 0 0
K 0 0 48
A D 2 8
J N 7 24463 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 24518 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 24581 35 3 5185 576 1 33
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 24610 42 2 6049 288 1 33
K 0 0 43
A D 1 8
H 33 B 0 0 108 2 2 3
J B 103 24643 1 82 6913 288 0
J N 7 24664 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 N 7 24732 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 24787 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 24850 28 3 5185 576 1 34
T 0 1 the _ 45
K 0 0 43
A D 1 8
J N 6 24879 35 2 6049 288 1 34
K 0 0 43
A D 1 8
H 34 B 0 0 108 2 2 3
J B 104 24912 1 82 6913 288 0
J N 7 24933 28 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 25001 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 25056 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 7 25129 7 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 105 25180 1 82 6913 576 0
J N 9 25201 28 4 1 0 0
T -16 1 pair, * 64
K 0 0 41
K 0 -38 101
A D 8 8
J B 106 25281 1 82 6913 2304 0
J R 8 25302 28 2 1 0 0
K 0 0 47
A D 4 8
J D 5 25353 -42 1 3457 1152 0
W 0 0 37 Adagio
J N 8 25353 28 5 3457 0 0
T -10 1 the * 45
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J B 107 25408 1 82 6913 1152 0
J N 8 25429 21 5 1 0 0
T -13 1 pair * 56
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J N 7 25489 14 5 3457 1152 1 35
T -1 1 that _ 56
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
J N 7 25526 28 4 5185 576 1 35
K 0 0 43
K 0 0 60
K 0 21 60
A D 2 8
H 35 S 0 0 0 0 0 0 0 0 0
J B 108 25567 1 82 6913 576 0
J N 8 25588 28 5 1 0 1 36
T 0 1 she _ 47
K 0 0 42
K 0 0 60
K 0 21 60
A D 4 8
J N 7 25639 35 5 3457 1152 1 36
K 0 0 43
K 25 0 44
K 0 0 59
K 0 -21 59
A D 3 8
H 36 S 0 0 0 0 0 0 0 0 0
J N 6 25684 7 4 6049 864 0
T -6 1 ap - 34
K 0 0 43
K 0 0 54
A D 1 8
J B 109 25728 1 82 6913 288 0
J N 9 25756 14 3 1 0 0
T -28 1 proves. * 101
K 0 0 41
A D 8 8
J B 0 25858 6 2 6913 2304 0
K -13 0 82
K -6 0 84
J M 0 25858 0 0 10000 0 0