###performance-id:	pid9088-25
###title:	        Mazurka in F major, Op. 68, No. 3
###trial:	        01/01
###date:	        2007/01/19/
###reverse-conductor:	Craig Stuart Sapp
###performer:	        Faina Lushtak
###performance-date:	2004
###label:	        Centaur CRC 2707
###label-title:	        Chopin Mazurkas, Faina Lushtak, piano
###scorealign-date:	Tue Dec 16 09:58:44 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.297981859	1:1	0
0.875352859	1:2	-0.132
1.447057859	1:3	-0.08
2.082047859	2:1	-0.005
2.734381859	2:2	0.016
3.389574859	2:3	-0.027
4.043481859	3:1	-0.074
4.605213859	3:2	-0.162
5.144783859	3:3	-0.092
5.712631859	4:1	-0.034
6.406364859	4:2	0.078
7.101977859	4:3	0
7.791261859	5:1	-0.086
8.460233859	5:2	-0.217
9.026445859	5:3	-0.151
9.549572859	6:1	-0.068
10.041222859	6:2	-0.036
10.562597859	6:3	-0.034
11.131876859	7:1	-0.125
11.752670859	7:2	-0.024
12.468764859	7:3	0.111
13.304243859	8:1	0.106
14.413993859	8:2	0.296
15.487416859	8:3	0.259
16.335563859	9:1	-0.001
17.087108859	9:2	-0.31
17.825702859	9:3	-0.101
18.508474859	10:1	0.05
19.172178859	10:2	-0.055
19.827371859	10:3	-0.04
20.479721859	11:1	-0.027
21.063566859	11:2	-0.113
21.650139859	11:3	0.012
22.307039859	12:1	0.119
23.051861859	12:2	0.003
23.817909859	12:3	-0.049
24.556743859	13:1	-0.09
25.251852859	13:2	-0.257
25.854051859	13:3	-0.163
26.398473859	14:1	-0.059
26.840210859	14:2	-0.077
27.300260859	14:3	-0.037
27.852386859	15:1	-0.085
28.484903859	15:2	0.017
29.182581859	15:3	0.135
30.037588859	16:1	0.17
31.033979859	16:2	0.086
31.982656859	16:3	0.034
32.680221859	17:1	-0.117
33.312790859	17:2	-0.194
33.862560859	17:3	-0.134
34.391498859	18:1	-0.005
34.932174859	18:2	-0.006
35.554847859	18:3	0.007
36.187832859	19:1	-0.069
36.706367859	19:2	-0.121
37.131908859	19:3	-0.095
37.589958859	20:1	-0.047
38.146148859	20:2	0.028
38.790695859	20:3	-0.041
39.465156859	21:1	-0.082
40.094047859	21:2	-0.193
40.691425859	21:3	-0.046
41.299263859	22:1	0.021
41.962917859	22:2	-0.064
42.637378859	22:3	0.069
43.309143859	23:1	-0.028
43.964336859	23:2	-0.173
44.619526859	23:3	-0.037
45.393886859	24:1	0.066
46.299595859	24:2	-0.097
47.294555859	24:3	-0.192
48.349689859	25:1	-0.227
49.394249859	25:2	-0.293
50.242195859	25:3	-0.035
51.063274859	26:1	0.115
51.918697859	26:2	-0.058
52.710125859	26:3	-0.017
53.406303859	27:1	-0.071
53.962837859	27:2	-0.104
54.463863859	27:3	-0.043
54.985668859	28:1	-0.011
55.613590859	28:2	-0.023
56.249515859	28:3	-0.062
56.902828859	29:1	-0.084
57.538414859	29:2	-0.159
58.079677859	29:3	-0.057
58.565674859	30:1	-0.011
59.045959859	30:2	-0.001
59.534092859	30:3	-0.033
60.121422859	31:1	-0.176
60.782871859	31:2	-0.074
61.491298859	31:3	0.033
62.562431859	32:1	0.214
64.161873859	32:2	0.574
65.655594859	32:3	0.593
66.409393859	33:1	-0.119
66.686523859	33:2	-0.254
66.728096859	33:3	-0.63
66.854385859	34:1	-1.033
67.240570859	34:2	-1.036
67.866783859	34:3	-0.77
68.541244859	35:1	-0.396
69.215706859	35:2	-0.031
69.884971859	35:3	0.347
70.414184859	36:1	0.576
70.849624859	36:2	0.722
71.294769859	36:3	0.877
71.771080859	37:1	0.579
72.161537859	37:2	0.574
72.441169859	37:3	0.5
72.680099859	38:1	0.452
72.952476859	38:2	0.464
73.238785859	38:3	0.511
73.499191859	39:1	0.471
73.756790859	39:2	0.487
74.098930859	39:3	0.55
74.499305859	40:1	0.721
74.816978859	40:2	0.759
75.081856859	40:3	0.764
75.394767859	41:1	0.601
75.722122859	41:2	0.514
75.989052859	41:3	0.501
76.203102859	42:1	0.425
76.472526859	42:2	0.446
76.789139859	42:3	0.511
77.262710859	43:1	0.675
77.704178859	43:2	0.816
78.285675859	43:3	1.088
79.127090859	44:1	1.609
80.113052859	44:2	2.095
80.932434859	44:3	2.054
81.625084859	45:1	1.367
82.330894859	45:2	1.283
83.063163859	45:3	1.435
83.784454859	46:1	1.486
84.446441859	46:2	1.378
85.082145859	46:3	1.284
85.681640859	47:1	1.154
86.305435859	47:2	1.017
86.936683859	47:3	1.119
87.592003859	48:1	1.274
88.266464859	48:2	1.34
88.939338859	48:3	1.294
89.489181859	49:1	1.131
90.009483859	49:2	0.814
90.504074859	49:3	0.836
91.051498859	50:1	0.944
91.571052859	50:2	1.003
92.161682859	50:3	1.104
92.846885859	51:1	1.189
93.773796859	51:2	1.626
94.983078859	51:3	2.225
96.093918859	52:1	2.504
96.910270859	52:2	2.302
97.585952859	52:3	1.775
98.345482859	53:1	1.418
99.440963859	53:2	1.302
100.857940859	53:3	2.07
102.105430859	54:1	2.557
102.907928859	54:2	2.14
103.601341859	54:3	1.715
104.399513859	55:1	1.461
105.380554859	55:2	1.503
106.555969859	55:3	2.098
107.620399859	56:1	2.422
108.476349859	56:2	2.118
109.227897859	56:3	1.82
109.996696859	57:1	1.539
110.887611859	57:2	1.304
111.746658859	57:3	1.549
112.528602859	58:1	1.551
113.343864859	58:2	1.446
114.310272859	58:3	1.822
115.451210859	59:1	2.163
117.258041859	59:2	3.12
120.048462859	59:3	4.82
122.571365859	60:1	6.033
124.915542859	60:2	5.978