###performance-id:      pid9179-07
###title:               Mazurka in C major, Op. 24, No. 2
###trial:               01/01
###date:                2008/04/08/
###reverse-conductor:   Craig Stuart Sapp
###performer:           Emanuel Ax
###performance-date:    1985
###label:               RCA Red Seal 82876 72554 2
###label-title:         Chopin Ballades, Scherzos, Mazurkas
###scorealign-date:	Tue Dec 16 09:22:05 PST 2008
###scorealign-parameters:	-h 0.050 -w 0.100
0.267029472	1:1	0
0.622325472	1:2	-0.075
0.964996472	1:3	-0.062
1.306501472	2:1	-0.04
1.642746472	2:2	-0.034
1.972082472	2:3	-0.055
2.293083472	3:1	-0.024
2.614085472	3:2	-0.033
2.946054472	3:3	-0.021
3.299351472	4:1	0.001
3.666210472	4:2	0.018
4.033069472	4:3	-0.007
4.395632472	5:1	-0.121
4.742932472	5:2	-0.121
5.067476472	5:3	-0.08
5.352135472	6:1	-0.051
5.632629472	6:2	0.015
5.907904472	6:3	-0.029
6.187205472	7:1	-0.029
6.453881472	7:2	-0.073
6.730347472	7:3	-0.047
6.999033472	8:1	-0.008
7.264662472	8:2	0.017
7.531483472	8:3	-0.025
7.809486472	9:1	-0.057
8.066462472	9:2	-0.062
8.313274472	9:3	-0.083
8.577375472	10:1	-0.054
8.843347472	10:2	0.005
9.111025472	10:3	-0.036
9.386031472	11:1	-0.041
9.668223472	11:2	-0.019
9.952041472	11:3	-0.045
10.218946472	12:1	0.011
10.477513472	12:2	0.07
10.735744472	12:3	-0.031
11.012623472	13:1	-0.014
11.296938472	13:2	-0.07
11.584112472	13:3	-0.023
11.871669472	14:1	-0.035
12.150336472	14:2	-0.077
12.425335472	14:3	-0.022
12.685536472	15:1	-0.047
12.929060472	15:2	-0.038
13.175078472	15:3	-0.062
13.429199472	16:1	-0.037
13.695170472	16:2	-0.072
13.969153472	16:3	-0.108
14.255762472	17:1	-0.071
14.545795472	17:2	-0.111
14.826029472	17:3	-0.051
15.095714472	18:1	-0.072
15.348618472	18:2	-0.048
15.602560472	18:3	-0.014
15.851466472	19:1	-0.056
16.107588472	19:2	-0.029
16.373476472	19:3	-0.034
16.678259472	20:1	0.05
16.999262472	20:2	0.051
17.327009472	20:3	0
17.680010472	21:1	-0.097
18.037062472	21:2	0
18.375651472	21:3	-0.071
18.671993472	22:1	-0.075
18.952177472	22:2	-0.085
19.217274472	22:3	-0.107
19.474076472	23:1	-0.043
19.736519472	23:2	0
20.015486472	23:3	-0.131
20.317236472	24:1	-0.07
20.636185472	24:2	-0.061
20.953446472	24:3	-0.074
21.266037472	25:1	-0.148
21.592684472	25:2	-0.054
21.922856472	25:3	-0.045
22.243237472	26:1	-0.004
22.544893472	26:2	-0.092
22.847124472	26:3	-0.04
23.171374472	27:1	0.009
23.501547472	27:2	0.074
23.832247472	27:3	-0.089
24.200794472	28:1	-0.006
24.597302472	28:2	0
24.987660472	28:3	0.01
25.346289472	29:1	-0.183
25.718800472	29:2	-0.068
26.090283472	29:3	-0.027
26.420799472	30:1	-0.016
26.733641472	30:2	-0.093
27.068396472	30:3	-0.04
27.397083472	31:1	0.044
27.724453472	31:2	0.046
28.062844472	31:3	-0.104
28.419638472	32:1	-0.047
28.811991472	32:2	-0.055
29.220957472	32:3	-0.036
29.628914472	33:1	-0.108
30.063496472	33:2	-0.153
30.512896472	33:3	-0.044
30.957545472	34:1	0
31.367918472	34:2	-0.065
31.840586472	34:3	0.021
32.344486472	35:1	-0.035
32.842541472	35:2	0.065
33.337795472	35:3	-0.129
33.921467472	36:1	-0.036
34.560467472	36:2	-0.007
35.136467472	36:3	-0.281
35.675709472	37:1	-0.431
36.207653472	37:2	-0.289
36.720165472	37:3	-0.117
37.041859472	38:1	-0.055
37.349804472	38:2	0.032
37.645840472	38:3	-0.031
37.943611472	39:1	-0.037
38.225712472	39:2	-0.061
38.508049472	39:3	-0.059
38.779465472	40:1	-0.038
39.045159472	40:2	0.007
39.311131472	40:3	-0.056
39.587261472	41:1	-0.095
39.866619472	41:2	-0.065
40.146046472	41:3	-0.105
40.430206472	42:1	-0.052
40.710633472	42:2	0.013
40.985771472	42:3	-0.031
41.268860472	43:1	-0.021
41.537525472	43:2	-0.025
41.809776472	43:3	-0.077
42.084923472	44:1	-0.022
42.364350472	44:2	0.046
42.639496472	44:3	-0.027
42.924820472	45:1	-0.022
43.214764472	45:2	-0.102
43.506077472	45:3	-0.051
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44.355900472	46:3	-0.041
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44.887871472	47:2	-0.029
45.135533472	47:3	-0.051
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45.941727472	48:3	-0.095
46.223610472	49:1	-0.053
46.505810472	49:2	-0.091
46.778237472	49:3	-0.039
47.038563472	50:1	-0.069
47.277020472	50:2	-0.06
47.524056472	50:3	-0.024
47.760273472	51:1	-0.057
48.005238472	51:2	-0.022
48.260590472	51:3	-0.026
48.538056472	52:1	0.01
48.844067472	52:2	0.016
49.182324472	52:3	0.054
49.537590472	53:1	0.11
49.895279472	53:2	0.157
50.252964472	53:3	0.215
50.605953472	54:1	0.288
50.940838472	54:2	0.293
51.289360472	54:3	0.321
51.637871472	55:1	0.34
51.986386472	55:2	0.358
52.334908472	55:3	0.337
52.681648472	56:1	0.324
53.013729472	56:2	0.276
53.357578472	56:3	0.235
53.711216472	57:1	0.083
54.068901472	57:2	-0.008
54.436337472	57:3	-0.061
54.810002472	58:1	-0.087
55.163231472	58:2	0.005
55.501816472	58:3	-0.095
55.831986472	59:1	-0.085
56.150742472	59:2	-0.016
56.436501472	59:3	-0.08
56.720814472	60:1	-0.076
57.014057472	60:2	-0.011
57.307545472	60:3	-0.019
57.619374472	61:1	-0.048
57.960968472	61:2	-0.066
58.309483472	61:3	-0.087
58.657997472	62:1	-0.109
59.000084472	62:2	0.002
59.327400472	62:3	-0.05
59.626358472	63:1	-0.05
59.912701472	63:2	-0.004
60.178669472	63:3	-0.028
60.444645472	64:1	-0.038
60.727062472	64:2	0.029
61.024967472	64:3	0.007
61.345623472	65:1	-0.011
61.685093472	65:2	-0.022
62.024433472	65:3	-0.063
62.363777472	66:1	-0.093
62.698998472	66:2	-0.008
62.997643472	66:3	-0.089
63.291130472	67:1	-0.086
63.581745472	67:2	-0.035
63.858315472	67:3	-0.063
64.133461472	68:1	-0.072
64.424370472	68:2	0.004
64.736199472	68:3	0.028
65.052445472	69:1	0.024
65.379166472	69:2	-0.018
65.700173472	69:3	-0.077
66.020676472	70:1	-0.086
66.330361472	70:2	-0.017
66.642197472	70:3	-0.135
66.954025472	71:1	-0.113
67.265862472	71:2	-0.051
67.577683472	71:3	-0.039
67.887596472	72:1	0.01
68.190247472	72:2	0.052
68.492905472	72:3	0.005
68.802994472	73:1	-0.064
69.124001472	73:2	-0.103
69.444992472	73:3	-0.052
69.757851472	74:1	-0.069
70.060509472	74:2	-0.046
70.358628472	74:3	-0.048
70.643250472	75:1	-0.055
70.921349472	75:2	-0.016
71.236038472	75:3	0.028
71.528488472	76:1	0.034
71.813194472	76:2	0.065
72.102394472	76:3	0.054
72.404602472	77:1	0.007
72.684273472	77:2	-0.073
72.955696472	77:3	-0.061
73.256333472	78:1	-0.061
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73.840439472	78:3	-0.037
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76.520348472	81:3	-0.017
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77.403740472	82:3	-0.013
77.693489472	83:1	-0.003
77.977837472	83:2	0.02
78.281906472	83:3	0.014
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79.228676472	84:3	0.011
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81.390366472	86:3	0.082
81.800522472	87:1	0.043
82.213516472	87:2	0.006
82.624870472	87:3	0.027
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100.388085472	107:1	0
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113.882630472	120:1	1.015
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116.409256472	120:3	0.902
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