# !!!performance-id:	pid9108-02
# !!!title:		Mazurka in C-sharp minor, Op. 63, No. 3
# !!!trials:		1
# !!!date: 		2007/03/30/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Ignaz Friedman
# !!!performance-date:	1923
# !!!label:		Naxos 8.110684 (2002)
# !!!label-title:		Ignaz Friedman: Complete Recordings, Vol. 1
# !!!offset:		0
2.448	49.6
3.658	95.2
4.288	117.6
4.798	142.9
5.218	166.7
5.578	122.4
6.068	153.8
6.458	142.9
6.878	136.4
7.318	146.3
7.728	153.8
8.118	117.6
8.628	157.9
9.008	122.4
9.498	122.4
9.988	142.9
10.408	137.6
10.844	132.2
11.298	139.5
11.728	122.4
12.218	127.7
12.688	183.5
13.015	170.0
13.368	122.4
13.858	111.1
14.398	96.8
15.018	109.1
15.568	139.5
15.998	157.9
16.378	117.6
16.888	157.9
17.268	133.3
17.718	146.3
18.128	139.5
18.558	146.3
18.968	89.6
19.638	111.1
20.178	90.9
20.838	100.0
21.438	176.5
21.778	155.8
22.163	121.2
22.658	142.9
23.078	114.3
23.603	131.9
24.058	122.4
24.548	136.4
24.988	157.9
25.368	94.8
26.001	145.6
26.413	164.4
26.778	166.7
27.138	153.8
27.528	187.5
27.848	200.0
28.148	171.4
28.498	127.9
28.967	133.0
29.418	150.0
29.818	193.5
30.128	171.4
30.478	142.9
30.898	124.0
31.382	147.8
31.788	122.4
32.278	146.3
32.688	176.5
33.028	130.4
33.488	176.5
33.828	146.3
34.238	89.2
34.911	99.3
35.515	78.9
36.275	67.1
37.169	88.4
37.848	136.4
38.288	141.2
38.713	149.6
39.114	169.5
39.468	166.7
39.828	120.0
40.328	130.4
40.788	142.2
41.210	177.5
41.548	138.2
41.982	141.8
42.405	156.7
42.788	142.9
43.208	120.5
43.706	129.9
44.168	117.6
44.678	96.2
45.302	90.1
45.968	70.2
46.823	52.9
47.958	87.0
48.648	56.6
49.708	133.3
50.158	157.9
50.538	158.7
50.916	205.5
51.208	153.8
51.598	162.2
51.968	171.4
52.318	162.2
52.688	222.2
52.958	214.3
53.238	139.5
53.668	146.3
54.078	160.9
54.451	168.1
54.808	181.8
55.138	181.8
55.468	136.4
55.908	117.4
56.419	108.9
56.970	154.2
57.359	397.4
57.510	154.6
57.898	136.4
58.338	117.6
58.848	162.2
59.218	139.5
59.648	150.0
60.048	166.7
60.408	139.5
60.838	176.5
61.178	198.0
61.481	163.5
61.848	230.8
62.108	200.0
62.408	130.4
62.868	133.3
63.318	135.1
63.762	155.4
64.148	136.4
64.588	123.5
65.074	132.2
65.528	115.2
66.049	124.5
66.531	111.7
67.068	95.2
67.698	69.8
68.557	49.5
69.768	54.5
70.868	75.0
71.668	65.2
72.588	85.7
73.288	130.4
73.748	111.1
74.288	139.5
74.718	139.5
75.148	136.4
75.588	162.2
75.958	171.4
76.308	130.4
76.768	150.0
77.168	114.1
77.694	141.5
78.118	153.8
78.508	143.9
78.925	119.3
79.428	127.7
79.898	125.0
80.378	133.3
80.828	162.2
81.198	180.2
81.531	109.7
82.078	117.6
82.588	113.6
83.116	122.0
83.608	133.9
84.056	165.7
84.418	139.5
84.848	153.8
85.238	131.9
85.693	144.6
86.108	120.0
86.608	79.3
87.365	114.7
87.888	127.7
88.358	95.2
88.988	107.1
89.548	65.0
90.471	62.7
91.428	32.6
93.268	20.2
96.235	73.8
97.048	60.6
98.038	54.8
99.132	81.5
99.868	113.4
100.397	123.0
100.885	96.3
101.508	103.4
102.088	125.0
102.568	101.7
103.158	102.9
103.741	104.0
104.318	103.4
104.898	111.1
105.438	136.4
105.878	153.8
106.268	139.5
106.698	117.6
107.208	62.0
108.176	108.9
108.727	115.2
109.248	122.4
109.738	142.9
110.158	120.0
110.658	120.0
111.158	130.4
111.618	122.4
112.108	133.0
112.559	84.0
113.273	102.6
113.858	98.4
114.468	98.4
115.078	93.9
115.717	53.5
116.838	32.2
118.700	19.6
121.760	67.6
122.648	69.0
123.518	67.4
124.408	93.3