# !!!performance-id:	pid9066b-12
# !!!title:	        Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:	        1
# !!!date:	        2007/03/29/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer:	        Alfred Cortot
# !!!performance-date:	1951
# !!!label:	        Concert Artist 91812
# !!!label-title:	        Chopin: The Mazurkas
# !!!offset:		0
1.168	49.6
2.378	55.6
3.457	58.8
4.478	122.2
4.969	107.3
5.528	101.7
6.118	142.9
6.538	139.5
6.968	93.8
7.608	97.1
8.226	114.9
8.748	63.4
9.694	144.9
10.108	157.9
10.488	100.0
11.088	90.9
11.748	72.3
12.578	70.2
13.433	129.0
13.898	131.0
14.356	104.9
14.928	96.8
15.548	127.7
16.018	75.2
16.816	106.8
17.378	96.8
17.998	76.9
18.778	109.1
19.328	139.5
19.758	125.0
20.238	150.0
20.638	146.3
21.048	130.4
21.508	130.4
21.968	95.2
22.598	127.7
23.068	146.3
23.478	139.5
23.908	98.4
24.518	127.7
24.988	139.5
25.418	127.7
25.888	107.1
26.448	65.2
27.368	87.0
28.058	96.8
28.678	111.1
29.218	63.8
30.158	187.5
30.478	122.4
30.968	105.3
31.538	214.3
31.818	150.0
32.218	115.4
32.738	200.0
33.038	127.1
33.510	167.6
33.868	166.7
34.228	106.4
34.792	93.0
35.437	170.9
35.788	133.3
36.238	103.4
36.818	206.9
37.108	133.3
37.558	78.5
38.322	102.4
38.908	133.3
39.358	67.6
40.245	81.9
40.978	68.2
41.858	49.2
43.078	113.2
43.608	95.2
44.238	103.4
44.818	214.3
45.098	139.5
45.528	113.2
46.058	181.8
46.388	122.4
46.878	161.7
47.249	158.3
47.628	109.1
48.178	110.5
48.721	82.5
49.448	127.7
49.918	139.5
50.348	139.5
50.778	107.1
51.338	87.0
52.028	69.0
52.898	92.3
53.548	83.3
54.268	63.2
55.218	42.9
56.618	37.8
58.204	61.6
59.178	57.1
60.228	133.3
60.678	157.9
61.058	133.3
61.508	157.9
61.888	150.0
62.288	112.4
62.822	159.6
63.198	153.8
63.588	57.7
64.627	63.4
65.573	131.6
66.029	116.3
66.545	180.2
66.878	153.8
67.268	78.5
68.032	91.5
68.688	157.9
69.068	113.2
69.598	133.3
70.048	125.0
70.528	89.6
71.198	61.5
72.173	141.2
72.598	106.2
73.163	160.0
73.538	166.7
73.898	142.9
74.318	162.2
74.688	162.2
75.058	106.0
75.624	144.9
76.038	133.3
76.488	103.4
77.068	84.5
77.778	166.7
78.138	150.0
78.538	157.9
78.918	177.5
79.256	135.7
79.698	171.4
80.048	181.8
80.378	120.0
80.878	150.0
81.278	142.9
81.698	55.7
82.776	45.7
84.088	72.3
84.918	96.8
85.538	55.8
86.613	67.8
87.498	93.8
88.138	66.7
89.038	130.4
89.498	146.3
89.908	136.4
90.348	117.6
90.858	64.5
91.788	75.0
92.588	136.4
93.028	125.0
93.508	87.0
94.198	120.0
94.698	77.9
95.468	63.2
96.418	125.0
96.898	125.0
97.378	125.0
97.858	122.4
98.348	95.2
98.978	84.5
99.688	150.0
100.088	120.0
100.588	100.0
101.188	117.6
101.698	136.4
102.138	103.4
102.718	120.0
103.218	139.5
103.648	117.6
104.158	127.7
104.628	88.2
105.308	85.7
106.008	193.5
106.318	139.5
106.748	146.3
107.158	67.6
108.045	99.5
108.648	49.5
109.859	21.1
112.701	85.8
113.400	154.6
113.788	117.6
114.298	60.6
115.288	55.0
116.378	142.9
116.798	98.7
117.406	78.7
118.168	92.3
118.818	66.7
119.718	69.0
120.588	127.7
121.058	125.5
121.536	117.2
122.048	117.6
122.558	136.4
122.998	122.4
123.488	97.2
124.105	80.8
124.848	120.2
125.347	141.5
125.771	128.5
126.238	115.4
126.758	93.8
127.398	85.7
128.098	107.1
128.658	139.5
129.088	103.4
129.668	82.3
130.397	157.5
130.778	139.5
131.208	150.0
131.608	92.3
132.258	105.3
132.828	52.1
133.979	26.1
136.278	64.5
137.208	111.1
137.748	95.2
138.378	43.2