# !!!performance-id:      pid9055b-18
# !!!title:               Mazurka in A minor, Op. 68, No. 2
# !!!trials:		5 (1-5)
# !!!date:                2006/02/11/
# !!!reverse-conductor:   Craig Stuart Sapp
# !!!performer:           Jean-Marc Luisada
# !!!performance-date:    1990
# !!!label:               Deutsche Grammophon 463054-2
# !!!label-title:         Chopin Complete Edition: Mazurkas
# !!!trial-hardware:      Sony Vaio PCG-R505GC laptop
# !!!trial-cpuspeed:      1193.084 MHz
# !!!trial-os:            Windows XP
0.273	68.8
1.145	68.9
2.016	70.1
2.872	88.8
3.548	88.8
4.224	90.9
4.884	93.3
5.527	81.7
6.261	90.2
6.926	95.1
7.557	100.0
8.157	96.5
8.779	93.0
9.424	106.8
9.986	86.8
10.677	94.6
11.311	98.2
11.922	101.0
12.516	91.2
13.174	100.8
13.769	114.1
14.295	105.8
14.862	75.3
15.659	53.5
16.781	57.0
17.833	87.6
18.518	85.0
19.224	101.9
19.813	108.1
20.368	107.3
20.927	98.0
21.539	92.3
22.189	109.1
22.739	106.8
23.301	101.7
23.891	98.4
24.501	106.8
25.063	111.3
25.602	101.4
26.194	101.5
26.785	105.8
27.352	101.2
27.945	100.7
28.541	84.9
29.248	112.6
29.781	100.0
30.381	63.8
31.321	52.9
32.455	81.2
33.194	99.0
33.800	90.6
34.462	96.5
35.084	108.5
35.637	91.9
36.290	95.2
36.920	96.2
37.544	70.5
38.395	81.3
39.133	82.3
39.862	70.2
40.717	56.9
41.772	50.8
42.953	56.8
44.010	75.5
44.805	101.2
45.398	95.8
46.024	89.0
46.698	89.7
47.367	114.7
47.890	97.6
48.505	103.3
49.086	113.6
49.614	108.9
50.165	108.5
50.718	103.1
51.300	99.5
51.903	96.6
52.524	90.0
53.191	98.4
53.801	85.1
54.506	96.2
55.130	85.6
55.831	72.3
56.661	52.8
57.798	52.4
58.943	94.3
59.579	110.3
60.123	99.5
60.726	108.5
61.279	88.0
61.961	93.3
62.604	76.4
63.389	59.8
64.393	68.2
65.273	67.7
66.159	58.3
67.188	59.8
68.191	50.1
69.388	53.6
70.508	71.5
71.347	96.2
71.971	89.6
72.641	80.3
73.388	84.7
74.096	104.2
74.672	93.9
75.311	107.1
75.871	100.5
76.468	108.7
77.020	99.7
77.622	88.9
78.297	92.0
78.949	95.2
79.579	77.9
80.349	94.6
80.983	79.9
81.734	101.0
82.328	82.4
83.056	34.1
84.816	41.5
86.261	48.3
87.503	90.4
88.167	116.3
88.683	119.5
89.185	127.9
89.654	144.2
90.070	144.9
90.484	160.4
90.858	126.6
91.332	111.1
91.872	92.0
92.524	82.2
93.254	85.1
93.959	77.6
94.732	77.9
95.502	117.0
96.015	108.9
96.566	147.8
96.972	121.0
97.468	182.9
97.796	127.1
98.268	115.4
98.788	115.6
99.307	65.4
100.224	79.6
100.978	63.2
101.928	88.8
102.604	126.1
103.080	129.0
103.545	142.2
103.967	131.3
104.424	161.7
104.795	119.3
105.298	111.3
105.837	105.4
106.406	78.2
107.173	101.5
107.764	77.2
108.541	72.0
109.374	119.8
109.875	120.5
110.373	134.8
110.818	135.4
111.261	176.0
111.602	140.5
112.029	119.0
112.533	118.8
113.038	76.7
113.820	87.1
114.509	69.9
115.367	96.0
115.992	80.4
116.738	86.3
117.433	103.8
118.011	126.8
118.484	111.1
119.024	136.1
119.465	123.0
119.953	109.5
120.501	140.2
120.929	113.4
121.458	117.9
121.967	78.5
122.731	80.5
123.476	72.8
124.300	83.0
125.023	113.6
125.551	99.8
126.152	121.2
126.647	88.6
127.324	68.0
128.206	90.8
128.867	63.0
129.820	44.5
131.167	53.8
132.283	81.9
133.016	86.8
133.707	80.4
134.453	85.1
135.158	83.1
135.880	103.4
136.460	98.5
137.069	101.5
137.660	98.7
138.268	114.3
138.793	104.5
139.367	87.7
140.051	85.6
140.752	99.7
141.354	91.5
142.010	97.1
142.628	88.5
143.306	96.2
143.930	92.3
144.580	57.5
145.623	39.5
147.143	74.2
147.952	97.1
148.570	101.5
149.161	109.5
149.709	107.3
150.268	97.1
150.886	95.5
151.514	65.9
152.424	60.5
153.416	66.8
154.314	74.0
155.125	51.4
156.292	46.6
157.580	38.9
159.124	59.9
160.125	72.7
160.950	75.7
161.743	83.1
162.465	82.8
163.190	75.1
163.989	94.0
164.627	86.0
165.325	81.9
166.058	92.6
166.706	104.7
167.279	95.8
167.905	77.7
168.677	77.3
169.453	76.5
170.237	75.9
171.028	79.1
171.787	73.8
172.600	76.5
173.384	71.3
174.226	23.3
176.798	27.8
178.959	23.3