###performance-id:      pid9061b-16
###title:               Mazurka in F major, Op. 68, No. 3
###trial:               01/01
###date:                2006/10/04/
###reverse-conductor:   Craig Stuart Sapp
###performer:           Alexander Uninsky
###performance-date:    1971
###label:               Philips 442 574-2
###label-title:         Chopin: Complete Mazurkas, Complete Impromptus, Berceuse
###scorealign-date:	Tue Dec 16 09:58:43 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
1.344988662	1:1	0
1.886518662	1:2	-0.072
2.441404662	1:3	-0.053
3.068220662	2:1	0.029
3.737912662	2:2	-0.011
4.407604662	2:3	-0.146
5.025230662	3:1	-0.089
5.591201662	3:2	-0.1
6.153600662	3:3	-0.1
6.731516662	4:1	-0.048
7.324234662	4:2	-0.009
7.922567662	4:3	-0.101
8.505382662	5:1	-0.039
9.074007662	5:2	-0.039
9.604451662	5:3	-0.05
10.078136662	6:1	-0.051
10.539570662	6:2	-0.056
10.985894662	6:3	-0.108
11.480201662	7:1	-0.084
11.979612662	7:2	-0.059
12.558245662	7:3	0.022
13.303994662	8:1	0.156
14.218696662	8:2	0.287
15.129517662	8:3	0.08
15.913849662	9:1	0.098
16.524226662	9:2	-0.086
17.144918662	9:3	-0.014
17.801849662	10:1	0.062
18.499205662	10:2	0.019
19.174004662	10:3	-0.028
19.796223662	11:1	-0.036
20.367909662	11:2	-0.117
20.957670662	11:3	-0.07
21.578360662	12:1	0.007
22.210686662	12:2	-0.074
22.849037662	12:3	-0.064
23.453394662	13:1	-0.084
24.035698662	13:2	-0.122
24.574717662	13:3	-0.086
25.112715662	14:1	-0.045
25.615395662	14:2	0.024
26.124399662	14:3	-0.022
26.630753662	15:1	-0.009
27.195910662	15:2	0.075
27.840185662	15:3	0.081
28.704365662	16:1	0.237
29.656016662	16:2	0.12
30.550604662	16:3	0.109
31.237131662	17:1	-0.052
31.793097662	17:2	-0.087
32.299446662	17:3	-0.065
32.776196662	18:1	-0.019
33.222721662	18:2	-0.001
33.697836662	18:3	-0.016
34.189894662	19:1	-0.034
34.684000662	19:2	-0.058
35.168913662	19:3	-0.055
35.705084662	20:1	0.08
36.358439662	20:2	0.138
37.043036662	20:3	0.002
37.697207662	21:1	-0.045
38.253988662	21:2	-0.141
38.758497662	21:3	-0.081
39.232187662	22:1	0.004
39.685248662	22:2	0.008
40.173430662	22:3	-0.066
40.691214662	23:1	-0.03
41.222479662	23:2	-0.062
41.781408662	23:3	-0.037
42.649279662	24:1	0.324
43.764277662	24:2	0.669
44.874476662	24:3	1.129
45.792112662	25:1	0.002
46.508154662	25:2	-0.246
47.258093662	25:3	-0.056
47.973101662	26:1	0.058
48.631155662	26:2	-0.131
49.255312662	26:3	-0.058
49.838431662	27:1	-0.01
50.407465662	27:2	-0.122
50.976504662	27:3	-0.059
51.588621662	28:1	0.017
52.243612662	28:2	0.023
52.901663662	28:3	0.028
53.518675662	29:1	-0.065
54.056467662	29:2	-0.073
54.562819662	29:3	-0.057
55.061205662	30:1	-0.024
55.564703662	30:2	0.046
56.060232662	30:3	0.028
56.556177662	31:1	0.016
57.110308662	31:2	0.069
57.769285662	31:3	0.096
58.718012662	32:1	0.261
59.850359662	32:2	0.393
60.919211662	32:3	0.385
61.729548662	33:1	0.095
62.301233662	33:2	0.266
62.872923662	33:3	0.488
63.444613662	34:1	0.71
64.016295662	34:2	0.904
64.571642662	34:3	1.135
64.971815662	35:1	1.197
65.185362662	35:2	1.11
65.223948662	35:3	0.765
65.262545662	36:1	0.543
65.468157662	36:2	0.397
65.814043662	36:3	0.47
66.225046662	37:1	0.568
66.554987662	37:2	0.622
66.846132662	37:3	0.573
67.170771662	38:1	0.576
67.462748662	38:2	0.592
67.764918662	38:3	0.639
67.997461662	39:1	0.52
68.266161662	39:2	0.513
68.583460662	39:3	0.552
68.974253662	40:1	0.667
69.297449662	40:2	0.714
69.607798662	40:3	0.732
69.895884662	41:1	0.671
70.190310662	41:2	0.632
70.479410662	41:3	0.634
70.700739662	42:1	0.566
70.985155662	42:2	0.579
71.314493662	42:3	0.633
71.682421662	43:1	0.653
72.026041662	43:2	0.72
72.372934662	43:3	0.771
72.759043662	44:1	0.844
73.278872662	44:2	0.981
73.829325662	44:3	1.064
74.413683662	45:1	1.143
75.018038662	45:2	1.097
75.622385662	45:3	1.147
76.214701662	46:1	1.185
76.781489662	46:2	1.096
77.299067662	46:3	0.994
77.805414662	47:1	0.962
78.308092662	47:2	0.953
78.850390662	47:3	0.995
79.405741662	48:1	1.061
79.966402662	48:2	1.013
80.501337662	48:3	0.932
80.990526662	49:1	0.928
81.427050662	49:2	0.848
81.855822662	49:3	0.811
82.313166662	50:1	0.818
82.800333662	50:2	0.889
83.315882662	50:3	0.921
83.881457662	51:1	1.036
84.568415662	51:2	1.247
85.352450662	51:3	1.537
86.139437662	52:1	1.724
86.851061662	52:2	1.625
87.478602662	52:3	1.533
88.099283662	53:1	1.222
88.721201662	53:2	1.165
89.352411662	53:3	1.233
89.968088662	54:1	1.253
90.556925662	54:2	1.128
91.134844662	54:3	1.123
91.750231662	55:1	1.158
92.445757662	55:2	1.177
93.208254662	55:3	1.426
93.936335662	56:1	1.556
94.587328662	56:2	1.4
95.159022662	56:3	1.179
95.718035662	57:1	1.073
96.253588662	57:2	1.049
96.759943662	57:3	0.94
97.311121662	58:1	1.044
97.932222662	58:2	1.201
98.585581662	58:3	1.323
99.363825662	59:1	1.535
100.795946662	59:2	2.381
102.690668662	59:3	3.449
104.557863662	60:1	4.306
106.399698662	60:2	4.534
108.241472662	60:3	4.797