###performance-id:	pid9064-02
###title:	        Mazurka in F major, Op. 68, No. 3
###trial:	        01/01
###date:	        2006/10/30/
###reverse-conductor:	Craig Stuart Sapp
###performer:	        Michel Block
###performance-date:	1995
###label:	        ProPiano PPR224507
###label-title:	        Chopin Mazurkas
###scorealign-date:	Tue Dec 16 09:58:43 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.375510204	1:1	0
0.985475204	1:2	-0.128
1.592083204	1:3	-0.099
2.228699204	2:1	0.133
2.865722204	2:2	-0.073
3.507749204	2:3	-0.067
4.105775204	3:1	-0.087
4.677463204	3:2	-0.149
5.181773204	3:3	-0.06
5.670566204	4:1	0.037
6.077894204	4:2	-0.056
6.532182204	4:3	-0.016
7.005867204	5:1	-0.026
7.505277204	5:2	-0.09
7.978961204	5:3	-0.008
8.435290204	6:1	0.04
8.811992204	6:2	0.04
9.171339204	6:3	0.035
9.535994204	7:1	0.023
9.951490204	7:2	0.026
10.446104204	7:3	0.13
10.978182204	8:1	0.087
11.594585204	8:2	-0.086
12.210477204	8:3	-0.043
12.780735204	9:1	-0.07
13.332617204	9:2	-0.101
13.839377204	9:3	0.014
14.359411204	10:1	0.068
14.859228204	10:2	-0.102
15.396822204	10:3	-0.107
15.935841204	11:1	-0.031
16.494870204	11:2	-0.058
16.981213204	11:3	0.027
17.454898204	12:1	0.08
17.857728204	12:2	0.022
18.265059204	12:3	0.029
18.689742204	13:1	0.062
19.101563204	13:2	-0.016
19.526244204	13:3	0.027
19.938266204	14:1	0.065
20.293532204	14:2	0.053
20.669211204	14:3	0.066
21.030598204	15:1	0.046
21.513682204	15:2	0.072
22.107116204	15:3	0.098
22.799172204	16:1	0
23.542769204	16:2	0.012
24.254624204	16:3	0.051
24.912574204	17:1	-0.073
25.516930204	17:2	-0.221
26.015311204	17:3	-0.102
26.406918204	18:1	-0.013
26.782187204	18:2	0.027
27.224641204	18:3	0.007
27.732421204	19:1	0.005
28.206105204	19:2	-0.15
28.656916204	19:3	-0.048
29.119786204	20:1	0.053
29.594289204	20:2	-0.039
30.103497204	20:3	-0.058
30.616181204	21:1	-0.087
31.169087204	21:2	-0.206
31.635003204	21:3	-0.114
32.027020204	22:1	-0.033
32.416381204	22:2	0.025
32.855361204	22:3	0.022
33.386420204	23:1	0.043
33.894812204	23:2	-0.095
34.426989204	23:3	0.008
35.169799204	24:1	0.205
36.098185204	24:2	0.421
37.035651204	24:3	0.299
37.785353204	25:1	-0.061
38.346629204	25:2	-0.145
38.924350204	25:3	0.019
39.559535204	26:1	0.171
40.238620204	26:2	-0.028
40.905349204	26:3	-0.007
41.515620204	27:1	-0.06
42.065051204	27:2	-0.186
42.543635204	27:3	-0.086
43.017318204	28:1	0.007
43.468741204	28:2	-0.011
43.918135204	28:3	-0.006
44.375479204	29:1	0.038
44.799350204	29:2	-0.061
45.240367204	29:3	0.008
45.671168204	30:1	0.045
46.061351204	30:2	0.045
46.508597204	30:3	0.085
46.997298204	31:1	0.113
47.661280204	31:2	0.046
48.493811204	31:3	0.217
49.893702204	32:1	0.57
51.745139204	32:2	1.153
53.448970204	32:3	1.622
54.591956204	33:1	1.646
54.994372204	33:2	1.231
55.210376204	33:3	1.101
55.250388204	34:1	0.856
55.267337204	34:2	0.619
55.328799204	34:3	0.435
55.535228204	35:1	0.378
55.828223204	35:2	0.402
56.206561204	35:3	0.293
56.515883204	36:1	0.306
56.865435204	36:2	0.241
57.274813204	36:3	0.295
57.794448204	37:1	0.491
58.335498204	37:2	0.613
58.825518204	37:3	0.847
59.330748204	38:1	1.131
59.862628204	38:2	1.443
60.442076204	38:3	1.799
60.865203204	39:1	1.95
61.140425204	39:2	1.979
61.325400204	39:3	1.936
61.530604204	40:1	1.874
61.802153204	40:2	1.845
62.046553204	40:3	1.754
62.337912204	41:1	1.655
62.662963204	41:2	1.594
63.059886204	41:3	1.756
63.550826204	42:1	2.016
64.195636204	42:2	2.417
65.052680204	42:3	3.012
66.023528204	43:1	3.691
66.919326204	43:2	4.268
67.724990204	43:3	4.71
68.553855204	44:1	5.062
69.445372204	44:2	5.26
70.283812204	44:3	5.342
70.964713204	45:1	5.077
71.536399204	45:2	4.41
72.127387204	45:3	4.496
72.805968204	46:1	4.493
73.541007204	46:2	4.132
74.259795204	46:3	4.005
74.895064204	47:1	3.904
75.457358204	47:2	3.674
75.963706204	47:3	3.767
76.470053204	48:1	3.777
76.920264204	48:2	3.417
77.393134204	48:3	3.182
77.895919204	49:1	2.946
78.519484204	49:2	2.831
79.284644204	49:3	3.191
80.216201204	50:1	3.706
81.222983204	50:2	4.263
82.147986204	50:3	4.805
82.905440204	51:1	5.087
83.537169204	51:2	5.01
84.191947204	51:3	5.096
84.956702204	52:1	4.923
85.782798204	52:2	4.723
86.566817204	52:3	4.548
87.243430204	53:1	4.364
87.831450204	53:2	4.157
88.440001204	53:3	4.279
89.150939204	54:1	4.305
89.918647204	54:2	4.032
90.668883204	54:3	4.029
91.342536204	55:1	4.08
91.971190204	55:2	3.972
92.575545204	55:3	4.123
93.165091204	56:1	4.183
93.734237204	56:2	3.906
94.365142204	56:3	3.903
95.111625204	57:1	3.714
96.073325204	57:2	3.854
97.323317204	57:3	4.626
99.355620204	58:1	6.186
101.708358204	58:2	7.996
103.849021204	58:3	9.535
106.014243204	59:1	11.042
108.179549204	59:2	12.27