###performance-id:	pid9066-15
###title:	        Mazurka in C major, Op. 24, No. 2
###trial:	        01/01
###date:	        2006/02/10/
###reverse-conductor:	Craig Stuart Sapp
###performer:	        Alfred Cortot
###performance-date:	1951
###label:	        Concert Artist 91812
###label-title:	        Chopin: The Mazurkas
###data-type:		Global Beat Dynamics (0.2x2 smoothing; 100 ms delay)
###extraction-date:	Tue Feb 13 04:11:29 PST 2007
1.148	73.2	(1:1)
1.678	76.4	(1:2)
2.018	83.4	(1:3)
2.268	82.1	(2:1)
2.518	84.7	(2:2)
2.748	82.3	(2:3)
2.988	84.3	(3:1)
3.258	83.3	(3:2)
3.528	84.2	(3:3)
3.818	80.9	(4:1)
4.148	79.8	(4:2)
4.618	76.8	(4:3)
5.248	79.6	(5:1)
5.728	77.1	(5:2)
6.018	74.4	(5:3)
6.288	79.7	(6:1)
6.678	81.6	(6:2)
7.158	79.6	(6:3)
7.568	79.7	(7:1)
8.058	78.3	(7:2)
8.308	82.2	(7:3)
8.588	83.7	(8:1)
9.059	83.1	(8:2)
9.538	74.1	(8:3)
9.931	81.6	(9:1)
10.348	77.4	(9:2)
10.765	79.9	(9:3)
10.998	85.6	(10:1)
11.298	78.7	(10:2)
11.708	76.2	(10:3)
12.024	76.4	(11:1)
12.408	72.9	(11:2)
12.778	83.4	(11:3)
13.018	85.9	(12:1)
13.343	82.6	(12:2)
13.798	74.9	(12:3)
14.18	78.5	(13:1)
14.608	81.6	(13:2)
14.918	86.7	(13:3)
15.348	82.9	(14:1)
15.688	85.2	(14:2)
15.931	86.7	(14:3)
16.238	83.6	(15:1)
16.508	80.8	(15:2)
16.868	78.7	(15:3)
17.314	80.1	(16:1)
17.918	74.1	(16:2)
18.358	86.1	(16:3)
18.657	85.4	(17:1)
18.953	87.8	(17:2)
19.218	85.0	(17:3)
19.518	83.3	(18:1)
19.798	82.4	(18:2)
20.058	86.1	(18:3)
20.358	86.0	(19:1)
20.638	83.0	(19:2)
20.948	82.6	(19:3)
21.298	78.2	(20:1)
21.718	75.4	(20:2)
22.098	82.4	(20:3)
22.468	81.2	(21:1)
22.838	82.6	(21:2)
23.138	81.4	(21:3)
23.438	78.5	(22:1)
23.918	72.6	(22:2)
24.316	72.6	(22:3)
24.541	72.6	(23:1)
24.808	79.3	(23:2)
25.338	78.6	(23:3)
25.608	72.1	(24:1)
25.958	78.7	(24:2)
26.268	78.9	(24:3)
26.608	84.8	(25:1)
26.868	80.5	(25:2)
27.178	80.1	(25:3)
27.418	77.6	(26:1)
27.798	77.8	(26:2)
28.108	76.4	(26:3)
28.428	73.3	(27:1)
28.673	78.2	(27:2)
29.188	76.7	(27:3)
29.818	68.8	(28:1)
30.238	72.5	(28:2)
30.688	74.6	(28:3)
31.078	83.3	(29:1)
31.348	83.1	(29:2)
31.588	80.9	(29:3)
31.888	76.5	(30:1)
32.298	73.7	(30:2)
32.727	69.0	(30:3)
32.91	71.8	(31:1)
33.208	75.7	(31:2)
33.668	77.0	(31:3)
33.988	71.4	(32:1)
34.368	72.9	(32:2)
34.648	79.6	(32:3)
34.968	84.5	(33:1)
35.237	82.3	(33:2)
35.49	81.1	(33:3)
35.748	76.6	(34:1)
36.018	78.7	(34:2)
36.298	78.4	(34:3)
36.588	74.4	(35:1)
36.858	80.9	(35:2)
37.278	78.1	(35:3)
37.943	69.9	(36:1)
38.448	72.1	(36:2)
39.318	67.9	(36:3)
39.737	75.0	(37:1)
40.163	72.6	(37:2)
40.443	76.6	(37:3)
40.788	80.6	(38:1)
41.42	71.8	(38:2)
41.898	75.1	(38:3)
42.268	75.5	(39:1)
42.688	73.7	(39:2)
43.058	80.2	(39:3)
43.328	83.7	(40:1)
43.841	86.0	(40:2)
44.168	82.7	(40:3)
44.451	89.1	(41:1)
44.838	82.4	(41:2)
45.188	82.2	(41:3)
45.518	79.5	(42:1)
45.798	77.2	(42:2)
46.158	77.7	(42:3)
46.433	77.6	(43:1)
46.798	74.3	(43:2)
47.19	82.2	(43:3)
47.438	86.0	(44:1)
47.69	80.7	(44:2)
48.128	72.6	(44:3)
48.528	76.1	(45:1)
48.968	80.2	(45:2)
49.358	86.4	(45:3)
49.728	84.7	(46:1)
50.028	87.2	(46:2)
50.288	84.6	(46:3)
50.588	82.6	(47:1)
50.888	81.5	(47:2)
51.208	81.5	(47:3)
51.673	79.0	(48:1)
52.316	76.3	(48:2)
52.748	86.3	(48:3)
53.078	82.6	(49:1)
53.388	83.9	(49:2)
53.658	84.3	(49:3)
53.978	81.4	(50:1)
54.258	80.1	(50:2)
54.498	86.3	(50:3)
54.828	84.7	(51:1)
55.128	82.1	(51:2)
55.428	81.0	(51:3)
55.768	79.4	(52:1)
56.238	80.1	(52:2)
56.678	86.0	(52:3)
57.108	82.0	(53:1)
57.518	76.6	(53:2)
57.778	87.3	(53:3)
58.068	88.1	(54:1)
58.328	85.9	(54:2)
58.578	83.1	(54:3)
58.868	83.0	(55:1)
59.258	80.3	(55:2)
59.578	82.2	(55:3)
59.978	78.3	(56:1)
60.702	72.5	(56:2)
61.118	75.5	(56:3)
61.508	82.8	(57:1)
62.038	83.1	(57:2)
62.358	84.6	(57:3)
62.657	82.0	(58:1)
62.938	82.0	(58:2)
63.318	84.1	(58:3)
63.638	80.9	(59:1)
63.878	83.9	(59:2)
64.378	86.2	(59:3)
64.698	81.3	(60:1)
64.968	80.0	(60:2)
65.248	83.4	(60:3)
65.648	86.3	(61:1)
66.098	83.8	(61:2)
66.424	80.2	(61:3)
66.661	80.1	(62:1)
66.888	81.5	(62:2)
67.178	81.2	(62:3)
67.478	81.3	(63:1)
67.738	86.4	(63:2)
68.178	84.1	(63:3)
68.518	80.9	(64:1)
68.778	83.7	(64:2)
69.148	79.9	(64:3)
69.488	85.3	(65:1)
69.888	80.7	(65:2)
70.224	82.8	(65:3)
70.457	78.3	(66:1)
70.712	76.8	(66:2)
70.988	78.9	(66:3)
71.268	84.6	(67:1)
71.518	83.8	(67:2)
71.828	76.9	(67:3)
72.118	76.6	(68:1)
72.348	78.6	(68:2)
72.638	80.8	(68:3)
72.938	81.2	(69:1)
73.218	82.9	(69:2)
73.508	76.3	(69:3)
73.751	78.2	(70:1)
74.033	82.0	(70:2)
74.338	83.0	(70:3)
74.648	80.2	(71:1)
74.928	78.8	(71:2)
75.248	76.6	(71:3)
75.558	78.8	(72:1)
75.82	76.1	(72:2)
76.088	83.1	(72:3)
76.478	81.1	(73:1)
77.104	72.7	(73:2)
77.438	79.5	(73:3)
77.839	79.8	(74:1)
78.338	73.9	(74:2)
78.588	79.7	(74:3)
78.898	80.6	(75:1)
79.412	81.7	(75:2)
79.828	83.8	(75:3)
80.158	81.7	(76:1)
80.498	76.3	(76:2)
80.828	81.0	(76:3)
81.218	81.6	(77:1)
81.688	76.5	(77:2)
82.008	81.6	(77:3)
82.378	82.8	(78:1)
82.908	78.6	(78:2)
83.224	77.9	(78:3)
83.528	81.0	(79:1)
84.069	78.0	(79:2)
84.468	83.9	(79:3)
84.758	82.8	(80:1)
85.082	77.1	(80:2)
85.458	79.7	(80:3)
85.828	80.4	(81:1)
86.318	75.9	(81:2)
86.851	75.2	(81:3)
87.198	80.8	(82:1)
87.538	79.3	(82:2)
87.828	78.8	(82:3)
88.148	81.0	(83:1)
88.498	81.9	(83:2)
88.878	84.7	(83:3)
89.208	83.1	(84:1)
89.568	77.7	(84:2)
90.028	78.9	(84:3)
90.358	79.3	(85:1)
90.738	76.2	(85:2)
91.118	75.1	(85:3)
91.418	80.4	(86:1)
91.758	77.0	(86:2)
92.048	77.9	(86:3)
92.408	82.1	(87:1)
92.888	76.0	(87:2)
93.418	72.5	(87:3)
93.858	82.0	(88:1)
94.669	70.5	(88:2)
95.684	70.4	(88:3)
96.116	79.7	(89:1)
96.678	78.0	(89:2)
97.088	73.7	(89:3)
97.388	78.1	(90:1)
97.973	73.2	(90:2)
98.458	77.1	(90:3)
98.818	77.3	(91:1)
99.218	74.8	(91:2)
99.508	79.0	(91:3)
99.828	82.1	(92:1)
100.414	75.9	(92:2)
100.828	75.1	(92:3)
101.178	80.1	(93:1)
101.578	75.9	(93:2)
101.902	79.5	(93:3)
102.268	84.0	(94:1)
102.537	83.6	(94:2)
102.928	82.2	(94:3)
103.208	76.3	(95:1)
103.668	77.1	(95:2)
103.968	80.2	(95:3)
104.328	83.5	(96:1)
104.704	82.1	(96:2)
105.098	73.5	(96:3)
105.478	76.8	(97:1)
105.878	76.4	(97:2)
106.168	80.3	(97:3)
106.539	79.7	(98:1)
106.808	80.5	(98:2)
107.078	83.1	(98:3)
107.388	82.9	(99:1)
107.678	81.4	(99:2)
108.008	78.0	(99:3)
108.338	81.2	(100:1)
108.858	80.0	(100:2)
109.278	81.9	(100:3)
109.578	81.7	(101:1)
109.868	84.5	(101:2)
110.158	83.8	(101:3)
110.458	86.5	(102:1)
110.767	81.2	(102:2)
111.038	82.0	(102:3)
111.318	81.5	(103:1)
111.638	81.2	(103:2)
111.918	80.2	(103:3)
112.238	79.4	(104:1)
112.728	80.2	(104:2)
113.318	75.2	(104:3)
113.768	73.0	(105:1)
114.178	78.5	(105:2)
114.478	79.9	(105:3)
114.738	86.1	(106:1)
114.998	80.5	(106:2)
115.248	83.5	(106:3)
115.518	76.9	(107:1)
115.778	81.1	(107:2)
116.038	74.8	(107:3)
116.348	77.0	(108:1)
116.642	72.3	(108:2)
117.03	45.4	(108:3)
117.418	71.4	(109:1)
117.738	77.4	(109:2)
117.998	81.4	(109:3)
118.258	80.9	(110:1)
118.518	81.5	(110:2)
118.768	75.8	(110:3)
119.018	80.4	(111:1)
119.298	72.3	(111:2)
119.538	76.7	(111:3)
119.838	73.7	(112:1)
120.086	66.3	(112:2)
120.337	45.8	(112:3)
120.588	71.4	(113:1)
120.896	77.3	(113:2)
121.157	55.4	(113:3)
121.408	72.1	(114:1)
121.714	77.9	(114:2)
121.996	55.4	(114:3)
122.238	69.6	(115:1)
122.488	77.0	(115:2)
122.738	78.3	(115:3)
123.028	78.9	(116:1)
123.318	72.7	(116:2)
123.571	53.1	(116:3)
123.868	76.5	(117:1)
124.178	71.9	(117:2)
124.457	56.4	(117:3)
124.758	74.2	(118:1)
125.078	74.3	(118:2)
125.358	57.1	(118:3)
125.629	72.2	(119:1)
125.922	76.7	(119:2)
126.228	80.0	(119:3)
126.568	78.0	(120:1)
127.258	77.8	(120:2)
130.538	56.6	(120:3)
133.817	49.0	(121:1)