###performance-id:	pid9066b-19
###title:	        Mazurka in F major, Op. 68, No. 3
###trial:	        01/01
###date:	        2006/10/30/
###reverse-conductor:	Craig Stuart Sapp
###performer:	        Alfred Cortot
###performance-date:	1951
###label:	        Concert Artist 91812
###label-title:	        Chopin: The Mazurkas
###scorealign-date:	Tue Dec 16 09:58:43 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
1.879365079	1:1	0
2.762118079	1:2	-0.043
3.645502079	1:3	-0.051
4.719896079	2:1	-0.131
5.987110079	2:2	0.179
7.079033079	2:3	0.113
7.979651079	3:1	-0.048
8.887627079	3:2	-0.083
9.839445079	3:3	0.02
10.889290079	4:1	0.063
11.968561079	4:2	0.028
12.934335079	4:3	-0.062
13.823015079	5:1	-0.085
14.695175079	5:2	-0.014
15.532615079	5:3	-0.056
16.373499079	6:1	-0.045
17.221026079	6:2	-0.016
17.995242079	6:3	-0.011
18.779967079	7:1	-0.053
19.596559079	7:2	0.019
20.513822079	7:3	0.115
21.549459079	8:1	-0.018
22.938830079	8:2	0.067
24.272502079	8:3	0.121
25.190732079	9:1	-0.13
26.098580079	9:2	-0.191
27.005252079	9:3	-0.216
28.062875079	10:1	-0.186
29.388898079	10:2	0.013
30.572207079	10:3	0.131
31.463367079	11:1	-0.039
32.346160079	11:2	-0.149
33.415597079	11:3	-0.035
34.571919079	12:1	0.015
35.567494079	12:2	-0.08
36.592793079	12:3	-0.094
37.601651079	13:1	-0.072
38.493024079	13:2	-0.039
39.375779079	13:3	-0.071
40.258527079	14:1	-0.036
41.141282079	14:2	0.004
42.024034079	14:3	0.028
42.905107079	15:1	-0.03
43.757173079	15:2	-0.006
44.569478079	15:3	-0.015
45.497632079	16:1	0.05
46.579465079	16:2	-0.161
47.570672079	16:3	-0.334
48.642751079	17:1	-0.342
49.727277079	17:2	-0.128
50.557569079	17:3	-0.087
51.344647079	18:1	-0.049
52.161740079	18:2	0.013
52.989682079	18:3	-0.035
53.807443079	19:1	-0.097
54.589311079	19:2	-0.093
55.342599079	19:3	-0.106
56.124459079	20:1	-0.061
57.072457079	20:2	0.123
58.056096079	20:3	0.029
58.993077079	21:1	-0.017
59.926267079	21:2	-0.091
60.807340079	21:3	-0.071
61.638562079	22:1	0.016
62.496598079	22:2	0.035
63.428906079	22:3	-0.036
64.647611079	23:1	0.291
65.578580079	23:2	0.229
66.179940079	23:3	-0.048
67.239923079	24:1	0.065
68.980004079	24:2	0.263
70.507539079	24:3	0.476
71.413285079	25:1	-0.045
72.416932079	25:2	-0.101
73.402383079	25:3	-0.07
74.499146079	26:1	-0.013
75.775353079	26:2	0.09
76.847756079	26:3	0.083
77.805764079	27:1	0.042
78.764176079	27:2	0.089
79.699349079	27:3	-0.025
80.731843079	28:1	0.054
81.814935079	28:2	-0.017
82.797647079	28:3	0.053
83.684098079	29:1	-0.023
84.566857079	29:2	-0.046
85.449601079	29:3	-0.048
86.354936079	30:1	-0.016
87.262910079	30:2	-0.052
88.193879079	30:3	0.007
89.194543079	31:1	-0.004
90.156571079	31:2	-0.058
91.092088079	31:3	-0.048
92.213647079	32:1	0.126
94.034646079	32:2	0.426
95.707192079	32:3	0.459
96.628198079	33:1	-0.102
97.510957079	33:2	0.187
98.348985079	33:3	0.725
98.809777079	34:1	0.922
98.873338079	34:2	0.752
98.891831079	34:3	0.56
99.188188079	35:1	0.633
99.613168079	35:2	0.849
100.143495079	35:3	1.157
100.753518079	36:1	1.54
101.109902079	36:2	1.67
101.379098079	36:3	1.734
101.682168079	37:1	1.651
101.963899079	37:2	1.5
102.189546079	37:3	1.353
102.414269079	38:1	1.241
102.648408079	38:2	1.232
102.866319079	38:3	1.212
103.163857079	39:1	1.172
103.467523079	39:2	1.242
103.648019079	39:3	1.218
103.831887079	40:1	1.185
104.077546079	40:2	1.209
104.328500079	40:3	1.235
104.608377079	41:1	1.251
104.866479079	41:2	1.175
105.054124079	41:3	1.149
105.275147079	42:1	1.174
105.587136079	42:2	1.254
106.215699079	42:3	1.652
107.344621079	43:1	2.479
108.559960079	43:2	3.466
109.555711079	43:3	4.24
110.463891079	44:1	4.902
111.466867079	44:2	5.337
112.689599079	44:3	5.367
113.802720079	45:1	5.247
114.678659079	45:2	5.165
115.510964079	45:3	4.965
116.544633079	46:1	5.031
117.723016079	46:2	5.144
118.840005079	46:3	5.074
119.853776079	47:1	5.108
120.765908079	47:2	5.112
121.673883079	47:3	5.069
122.557611079	48:1	4.853
123.440354079	48:2	4.628
124.323113079	48:3	4.392
125.205865079	49:1	4.416
126.133103079	49:2	4.456
127.089456079	49:3	4.495
128.161172079	50:1	4.677
129.402902079	50:2	5.079
130.527635079	50:3	5.313
131.455964079	51:1	5.292
132.850465079	51:2	5.805
134.256578079	51:3	6.212
135.152055079	52:1	5.869
136.249330079	52:2	5.644
137.632859079	52:3	5.674
138.827592079	53:1	5.731
139.752961079	53:2	5.579
140.787049079	53:3	5.595
141.843324079	54:1	5.593
142.922471079	54:2	5.497
144.171144079	54:3	5.594
145.282914079	55:1	5.5
146.193833079	55:2	5.381
147.152253079	55:3	5.313
148.139970079	56:1	5.284
149.166917079	56:2	5.093
150.178193079	56:3	4.868
151.209321079	57:1	4.944
152.289399079	57:2	5.068
153.299317079	57:3	5.139
154.237947079	58:1	5.061
155.568208079	58:2	5.37
158.803926079	58:3	7.667
161.678269079	59:1	9.421
162.625779079	59:2	9.354
163.508515079	59:3	9.192