###performance-id:      pid9061-19
###title:               Mazurka in B minor, Op. 30, No. 2
###trial:               01/01
###date:                2006/03/03/
###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 09:30:12 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.977981859	0:3	0
1.703687859	1:1	0.026
2.289112859	1:2	-0.058
2.858092859	1:3	0.01
3.414950859	2:1	0.027
3.965773859	2:2	-0.001
4.539620859	2:3	0.002
5.097699859	3:1	-0.109
5.614356859	3:2	-0.093
6.127623859	3:3	0.02
6.583069859	4:1	-0.014
7.084125859	4:2	0.006
7.616285859	4:3	0.018
8.144058859	5:1	-0.043
8.669843859	5:2	-0.107
9.144986859	5:3	-0.042
9.589180859	6:1	-0.018
10.016036859	6:2	-0.051
10.451912859	6:3	-0.065
10.880886859	7:1	0.008
11.328483859	7:2	-0.068
11.827331859	7:3	0.039
12.435791859	8:1	0.098
13.064428859	8:2	0.166
13.692952859	8:3	-0.041
14.281852859	9:1	0.042
14.751759859	9:2	-0.044
15.218883859	9:3	-0.008
15.681000859	10:1	0.033
16.144202859	10:2	-0.033
16.638895859	10:3	-0.088
17.117072859	11:1	-0.06
17.567535859	11:2	-0.067
18.025510859	11:3	0.018
18.457122859	12:1	0.069
18.928445859	12:2	0
19.451991859	12:3	-0.005
19.970283859	13:1	-0.05
20.483550859	13:2	-0.059
20.965072859	13:3	-0.022
21.419059859	14:1	-0.028
21.848638859	14:2	-0.088
22.298059859	14:3	-0.119
22.744752859	15:1	-0.058
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23.703796859	15:3	0.076
24.351167859	16:1	0.283
25.045581859	16:2	0.282
25.771743859	16:3	-0.093
26.480035859	17:1	0.007
27.060485859	17:2	-0.026
27.586929859	17:3	-0.17
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29.335193859	19:1	-0.072
29.732204859	19:2	-0.025
30.106264859	19:3	-0.061
30.469692859	20:1	-0.057
30.831304859	20:2	-0.046
31.180704859	20:3	-0.066
31.540679859	21:1	-0.086
31.910522859	21:2	-0.036
32.272043859	21:3	-0.055
32.646518859	22:1	-0.04
33.000495859	22:2	-0.016
33.349445859	22:3	-0.068
33.705631859	23:1	-0.051
34.095085859	23:2	-0.022
34.522151859	23:3	-0.035
35.047618859	24:1	0
35.657958859	24:2	0.02
36.250915859	24:3	-0.196
36.839588859	25:1	-0.115
37.362667859	25:2	0.005
37.809230859	25:3	-0.118
38.243541859	26:1	-0.113
38.665347859	26:2	-0.062
39.047153859	26:3	-0.04
39.411323859	27:1	-0.056
39.778270859	27:2	-0.029
40.131725859	27:3	-0.075
40.484374859	28:1	-0.053
40.849201859	28:2	-0.028
41.212242859	28:3	-0.055
41.581752859	29:1	-0.035
41.945472859	29:2	-0.002
42.304229859	29:3	-0.043
42.663547859	30:1	-0.033
43.014594859	30:2	-0.002
43.385238859	30:3	-0.032
43.769489859	31:1	-0.017
44.161395859	31:2	-0.046
44.581085859	31:3	-0.056
45.192218859	32:1	0.144
45.833438859	32:2	0.235
46.430408859	32:3	-0.013
46.998214859	33:1	0.07
47.367359859	33:2	0.009
47.695491859	33:3	-0.051
48.058536859	34:1	-0.058
48.396793859	34:2	-0.08
48.754093859	34:3	-0.103
49.088966859	35:1	-0.012
49.405952859	35:2	-0.031
49.746669859	35:3	-0.05
50.056995859	36:1	-0.06
50.355575859	36:2	-0.091
50.674236859	36:3	-0.113
50.995433859	37:1	-0.052
51.318790859	37:2	-0.078
51.672885859	37:3	-0.044
52.016170859	38:1	-0.041
52.309757859	38:2	-0.097
52.683177859	38:3	-0.074
53.080261859	39:1	-0.082
53.495563859	39:2	-0.103
53.987987859	39:3	-0.059
54.500270859	40:1	0.032
55.013778859	40:2	0.076
55.549945859	40:3	-0.11
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56.495994859	41:2	-0.091
56.883808859	41:3	-0.083
57.248912859	42:1	-0.098
57.579868859	42:2	-0.087
57.926906859	42:3	-0.09
58.254238859	43:1	0.009
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59.198856859	44:1	-0.038
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71.499381859	53:3	-0.038
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72.210128859	54:2	-0.007
72.566642859	54:3	-0.05
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73.347007859	55:2	0.009
73.773719859	55:3	-0.023
74.351516859	56:1	0.064
74.987846859	56:2	0.1
75.626304859	56:3	-0.099
76.265380859	57:1	-0.102
76.821067859	57:2	0.003
77.305808859	57:3	-0.13
77.777854859	58:1	-0.164
78.239868859	58:2	-0.027
78.616775859	58:3	-0.04
78.979820859	59:1	-0.067
79.346580859	59:2	-0.04
79.705383859	59:3	-0.062
80.058769859	60:1	-0.058
80.427535859	60:2	-0.039
80.774612859	60:3	-0.052
81.125198859	61:1	-0.062
81.491332859	61:2	-0.026
81.852950859	61:3	-0.044
82.210037859	62:1	-0.057
82.563880859	62:2	-0.033
82.915832859	62:3	-0.061
83.271949859	63:1	-0.035
83.657104859	63:2	-0.06
84.161964859	63:3	0.004
84.950859859	64:1	0.423
85.863258859	64:2	0.785
86.783943859	64:3	0.27