# !!!performance-id:      pid9055-15
# !!!title:               Mazurka in C major, Op. 24, No. 2
# !!!trials:               1
# !!!date:                2007/02/09/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Jean-Marc Luisada
# !!!performance-date:    1990
# !!!label:               Deutsche Grammophon 463054-2
# !!!label-title:         Chopin Complete Edition: Mazurkas
# !!!offset:		0
0.998	107.1
1.558	171.4
1.908	187.5
2.228	193.5
2.538	187.5
2.858	181.8
3.188	176.5
3.528	181.8
3.858	162.2
4.228	162.2
4.598	157.9
4.978	93.5
5.620	110.5
6.163	155.8
6.548	222.2
6.818	222.2
7.088	153.8
7.478	89.3
8.150	172.4
8.498	187.5
8.818	255.3
9.053	244.9
9.298	153.8
9.688	97.9
10.301	195.4
10.608	133.3
11.058	260.9
11.288	260.9
11.518	157.1
11.900	101.4
12.492	157.5
12.873	184.6
13.198	250.0
13.438	240.0
13.688	127.7
14.158	133.3
14.608	171.4
14.958	272.7
15.178	181.8
15.508	171.4
15.858	272.7
16.078	136.4
16.518	260.9
16.748	181.8
17.078	272.7
17.298	157.9
17.678	120.0
18.178	166.7
18.538	153.8
18.928	260.9
19.158	181.8
19.488	250.0
19.728	285.7
19.938	136.4
20.378	285.7
20.588	171.4
20.938	285.7
21.148	162.2
21.518	115.4
22.038	89.6
22.708	187.5
23.028	139.5
23.458	120.2
23.957	213.5
24.238	214.3
24.518	206.9
24.808	240.0
25.058	171.4
25.408	171.4
25.758	200.0
26.058	105.3
26.628	142.9
27.048	240.0
27.298	181.8
27.628	142.9
28.048	112.6
28.581	224.7
28.848	242.9
29.095	204.8
29.388	101.4
29.980	160.4
30.354	197.4
30.658	98.4
31.268	147.4
31.675	237.2
31.928	171.4
32.278	146.3
32.688	258.6
32.920	249.0
33.161	279.1
33.376	238.1
33.628	142.9
34.048	166.7
34.408	187.5
34.728	100.0
35.328	117.9
35.837	222.2
36.107	322.6
36.293	227.3
36.557	235.3
36.812	260.9
37.042	195.4
37.349	210.5
37.634	92.3
38.284	160.4
38.658	187.5
38.978	90.9
39.638	117.6
40.148	92.0
40.800	110.5
41.343	218.2
41.618	230.8
41.878	157.9
42.258	101.4
42.850	169.5
43.204	179.6
43.538	272.7
43.758	283.0
43.970	133.9
44.418	115.4
44.938	109.1
45.488	181.8
45.818	240.0
46.068	250.0
46.308	146.3
46.718	125.0
47.198	142.9
47.618	150.0
48.018	222.2
48.288	167.6
48.646	91.5
49.302	134.5
49.748	150.0
50.148	259.7
50.379	182.4
50.708	153.8
51.098	272.7
51.318	133.3
51.768	260.9
51.998	162.2
52.368	274.0
52.587	166.2
52.948	125.0
53.428	150.0
53.828	146.3
54.238	267.9
54.462	173.4
54.808	249.0
55.049	274.0
55.268	136.4
55.708	260.9
55.938	166.7
56.298	250.0
56.538	176.5
56.878	136.4
57.318	171.4
57.668	206.9
57.958	171.4
58.308	193.5
58.618	176.5
58.958	176.5
59.298	193.5
59.608	171.4
59.958	200.0
60.258	146.3
60.668	187.5
60.988	73.2
61.808	73.2
62.628	96.3
63.251	163.5
63.618	113.2
64.148	206.9
64.438	157.9
64.818	194.8
65.126	283.0
65.338	166.7
65.698	193.5
66.008	272.7
66.228	187.5
66.548	287.1
66.757	171.9
67.106	133.3
67.556	138.9
67.988	193.5
68.298	162.2
68.668	177.0
69.007	259.7
69.238	150.4
69.637	143.5
70.055	219.8
70.328	171.4
70.678	281.7
70.891	168.1
71.248	131.0
71.706	98.0
72.318	222.2
72.588	145.3
73.001	235.3
73.256	258.6
73.488	176.5
73.828	194.8
74.136	238.1
74.388	187.5
74.708	220.6
74.980	188.7
75.298	137.3
75.735	169.5
76.089	140.5
76.516	157.1
76.898	127.7
77.368	187.5
77.688	187.5
78.008	199.3
78.309	171.9
78.658	130.4
79.118	120.0
79.618	142.9
80.038	157.9
80.418	136.4
80.858	193.5
81.168	193.5
81.478	206.2
81.769	188.1
82.088	193.5
82.398	193.5
82.708	153.8
83.098	125.0
83.578	111.1
84.118	153.8
84.508	139.5
84.938	157.9
85.318	176.5
85.658	176.5
85.998	193.5
86.308	187.5
86.628	181.8
86.958	171.4
87.308	128.8
87.774	106.0
88.340	113.6
88.868	181.8
89.198	146.3
89.608	130.4
90.068	179.1
90.403	179.1
90.738	200.7
91.037	121.7
91.530	215.8
91.808	181.8
92.138	137.3
92.575	148.9
92.978	114.1
93.504	156.3
93.888	157.9
94.268	136.4
94.708	162.2
95.078	153.8
95.468	122.4
95.958	133.3
96.408	105.3
96.978	105.3
97.548	109.1
98.098	80.0
98.848	75.0
99.648	81.0
100.389	141.8
100.812	202.7
101.108	206.9
101.398	146.3
101.808	118.1
102.316	124.5
102.798	187.5
103.118	241.0
103.367	221.4
103.638	146.3
104.048	130.4
104.508	130.4
104.968	181.8
105.298	244.9
105.543	292.7
105.748	146.3
106.158	127.7
106.628	166.7
106.988	146.3
107.398	215.1
107.677	186.9
107.998	113.2
108.528	142.9
108.948	171.4
109.298	260.9
109.528	187.5
109.848	260.9
110.078	272.7
110.298	139.5
110.728	240.0
110.978	206.9
111.268	300.0
111.468	166.7
111.828	133.3
112.278	176.5
112.618	171.4
112.968	260.9
113.198	181.8
113.528	250.0
113.768	250.0
114.008	153.8
114.398	192.9
114.709	136.7
115.148	214.3
115.428	157.9
115.808	107.1
116.368	56.1
117.438	166.7
117.798	193.5
118.108	200.0
118.408	200.0
118.708	206.9
118.998	187.5
119.318	187.5
119.638	193.5
119.948	150.0
120.348	147.4
120.755	124.5
121.237	124.7
121.718	150.0
122.118	193.5
122.428	193.5
122.738	193.5
123.048	193.5
123.358	173.9
123.703	196.1
124.009	171.9
124.358	127.7
124.828	134.2
125.275	130.2
125.736	180.7
126.068	139.5
126.498	133.3
126.948	133.3
127.398	136.4
127.838	118.8
128.343	118.8
128.848	136.4
129.288	187.5
129.608	191.7
129.921	137.3
130.358	150.0
130.758	95.4
131.387	127.4
131.858	117.6
132.368	117.6
132.878	122.4
133.368	93.8
134.008	93.8
134.648	115.4
135.168	187.5
135.488	136.4
135.928	60.6
136.918	90.1