# !!!performance-id:      pid9126-03
# !!!title:               Mazurka in C major, Op. 24, No. 2
# !!!trials:               1
# !!!date:                2008/04/18/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Peter Katin
# !!!performance-date:    1996
# !!!label:               Diversions 24116
# !!!label-title:         Chopin: First and Last
# !!!offset:		0
0.592	140.8
1.018	171.4
1.368	176.5
1.708	181.8
2.038	188.1
2.357	170.9
2.708	193.5
3.018	171.4
3.368	171.4
3.718	183.5
4.045	160.9
4.418	157.9
4.798	153.8
5.188	200.0
5.488	240.0
5.738	238.1
5.990	158.7
6.368	142.9
6.788	222.2
7.058	214.3
7.338	240.0
7.588	272.7
7.808	166.7
8.168	191.7
8.481	287.1
8.690	154.6
9.078	285.7
9.288	260.9
9.518	176.5
9.858	181.8
10.188	214.3
10.468	171.4
10.818	227.3
11.082	185.2
11.406	175.4
11.748	172.4
12.096	175.4
12.438	250.0
12.678	193.5
12.988	193.5
13.298	250.0
13.538	200.0
13.838	247.9
14.080	194.8
14.388	272.7
14.608	162.2
14.978	153.8
15.368	187.5
15.688	193.5
15.998	240.0
16.248	190.5
16.563	235.3
16.818	222.2
17.088	187.5
17.408	250.0
17.648	187.5
17.968	250.0
18.208	157.9
18.588	120.0
19.088	74.1
19.898	153.8
20.288	181.8
20.618	161.3
20.990	198.7
21.292	178.6
21.628	222.2
21.898	193.5
22.208	187.5
22.528	222.2
22.798	153.8
23.188	136.4
23.628	113.0
24.159	231.7
24.418	193.5
24.728	150.0
25.128	93.6
25.769	194.2
26.078	187.5
26.398	187.5
26.718	169.0
27.073	226.4
27.338	150.0
27.738	113.2
28.268	104.0
28.845	269.1
29.068	176.5
29.408	166.7
29.768	206.2
30.059	176.0
30.400	172.4
30.748	157.9
31.128	133.3
31.578	230.8
31.838	157.9
32.218	127.7
32.688	94.9
33.320	215.8
33.598	214.3
33.878	193.5
34.188	129.6
34.651	183.5
34.978	187.5
35.298	130.4
35.758	122.4
36.248	200.0
36.548	139.5
36.978	107.1
37.538	104.2
38.114	194.8
38.422	202.7
38.718	249.0
38.959	207.6
39.248	157.9
39.628	162.2
39.998	193.5
40.308	214.3
40.588	231.7
40.847	229.9
41.108	166.7
41.468	174.4
41.812	217.4
42.088	206.9
42.378	285.7
42.588	250.0
42.828	176.5
43.168	200.0
43.468	240.0
43.718	153.8
44.108	272.7
44.328	230.8
44.588	157.9
44.968	176.5
45.308	157.9
45.688	250.0
45.928	193.5
46.238	206.9
46.528	260.9
46.758	193.5
47.068	260.9
47.298	188.7
47.616	276.5
47.833	169.0
48.188	146.3
48.598	176.5
48.938	187.5
49.258	230.8
49.518	185.8
49.841	233.5
50.098	206.9
50.388	193.5
50.698	230.8
50.958	193.5
51.268	240.0
51.518	166.7
51.878	162.2
52.248	181.8
52.578	181.8
52.908	187.5
53.228	171.4
53.578	187.5
53.898	187.5
54.218	166.7
54.578	187.5
54.898	176.5
55.238	153.8
55.628	150.0
56.028	133.3
56.478	107.1
57.038	92.3
57.688	127.4
58.159	85.0
58.865	191.7
59.178	130.4
59.638	157.9
60.018	222.2
60.288	153.8
60.678	187.5
60.998	193.5
61.308	122.4
61.798	153.8
62.188	139.5
62.618	153.8
63.008	128.2
63.476	212.8
63.758	142.9
64.178	187.5
64.498	212.8
64.780	154.6
65.168	184.0
65.494	219.0
65.768	142.9
66.188	146.3
66.598	117.6
67.108	157.9
67.488	130.4
67.948	222.2
68.218	139.5
68.648	206.9
68.938	193.5
69.248	166.7
69.608	200.0
69.908	208.3
70.196	138.9
70.628	153.8
71.018	125.0
71.498	157.9
71.878	142.2
72.300	167.6
72.658	187.5
72.978	176.5
73.318	214.3
73.598	166.7
73.958	181.8
74.288	193.5
74.598	171.4
74.948	142.9
75.368	142.9
75.788	200.0
76.088	176.5
76.428	176.5
76.768	193.5
77.078	176.5
77.418	214.3
77.698	181.8
78.028	193.5
78.338	176.5
78.678	157.9
79.058	157.9
79.438	150.0
79.838	230.8
80.098	171.4
80.448	176.5
80.788	206.9
81.078	171.4
81.428	214.3
81.708	181.8
82.038	206.9
82.328	166.7
82.688	150.0
83.088	150.0
83.488	162.2
83.858	200.0
84.158	181.8
84.488	176.5
84.828	206.9
85.118	187.5
85.438	214.3
85.718	171.4
86.068	216.6
86.345	170.0
86.698	146.3
87.108	125.0
87.588	153.8
87.978	200.0
88.278	171.4
88.628	171.4
88.978	176.5
89.318	162.2
89.688	146.3
90.098	157.9
90.478	125.0
90.958	130.4
91.418	111.1
91.958	113.6
92.486	142.2
92.908	202.7
93.204	237.2
93.457	249.0
93.698	153.8
94.088	142.9
94.508	222.2
94.778	214.3
95.058	240.0
95.308	260.9
95.538	171.4
95.888	166.2
96.249	233.5
96.506	212.8
96.788	260.9
97.018	222.2
97.288	157.9
97.668	180.7
98.000	249.0
98.241	155.0
98.628	260.9
98.858	230.8
99.118	162.2
99.488	185.2
99.812	173.4
100.158	240.0
100.408	189.9
100.724	230.8
100.984	227.3
101.248	200.0
101.548	222.2
101.818	214.3
102.098	260.9
102.328	162.2
102.698	144.9
103.112	178.6
103.448	193.5
103.758	250.0
103.998	186.3
104.320	232.6
104.578	240.0
104.828	200.0
105.128	222.2
105.398	214.3
105.678	193.5
105.988	139.5
106.418	120.0
106.918	82.2
107.648	176.5
107.988	181.8
108.318	186.9
108.639	188.1
108.958	181.8
109.288	187.5
109.608	193.5
109.918	214.3
110.198	157.9
110.578	173.4
110.924	163.5
111.291	163.5
111.658	181.8
111.988	206.9
112.278	193.5
112.588	191.1
112.902	189.9
113.218	191.7
113.531	172.9
113.878	187.5
114.198	162.2
114.568	117.6
115.078	120.0
115.078	120.0
115.578	171.4
115.928	184.6
116.253	184.6
116.578	171.4
116.928	181.8
117.258	181.8
117.588	193.5
117.898	181.3
118.229	171.9
118.578	150.0
118.978	148.1
119.383	148.1
119.788	142.9
120.208	160.0
120.583	160.0
120.958	133.3
121.408	171.4
121.758	130.4
122.218	142.9
122.638	157.9
123.018	122.4
123.508	72.3
124.338	32.3