# !!!performance-id:	pid9048b-18
# !!!title:		Mazurka in A minor, Op. 68, No. 2
# !!!trials:		05
# !!!date: 		2006/02/11/
# !!!reverse-conductor:	Craig Stuart Sapp
# !!!performer: 		Frederic Chiu
# !!!performance-date:	1999
# !!!label:		Harmonia Mundi 	HMX 2907352.53
# !!!label-title:		Chopin Complete Mazurkas
# !!!trial-hardware:	Sony Vaio PCG-R505GC laptop
# !!!trial-cpuspeed:	1193.084 MHz
# !!!trial-os: 		Windows XP
1.483	99.3
2.087	106.8
2.649	87.7
3.333	86.1
4.030	85.0
4.736	96.5
5.358	98.4
5.968	95.8
6.594	100.3
7.192	101.9
7.781	85.8
8.480	90.8
9.141	98.4
9.751	95.8
10.377	109.5
10.925	96.8
11.545	92.9
12.191	102.2
12.778	99.0
13.384	88.6
14.061	102.9
14.644	96.9
15.263	77.3
16.039	68.0
16.921	59.1
17.937	100.2
18.536	100.2
19.135	99.0
19.741	80.9
20.483	99.8
21.084	94.8
21.717	108.7
22.269	107.7
22.826	98.0
23.438	99.2
24.043	88.8
24.719	107.5
25.277	88.5
25.955	112.4
26.489	94.6
27.123	88.8
27.799	100.5
28.396	93.6
29.037	96.0
29.662	111.5
30.200	93.9
30.839	82.1
31.570	66.7
32.469	67.6
33.357	100.5
33.954	113.0
34.485	97.4
35.101	92.6
35.749	111.5
36.287	93.8
36.927	103.6
37.506	112.8
38.038	89.7
38.707	79.2
39.465	88.1
40.146	67.6
41.034	64.7
41.961	75.2
42.759	88.6
43.436	94.5
44.071	101.2
44.664	92.6
45.312	105.1
45.883	117.2
46.395	86.3
47.090	96.2
47.714	87.6
48.399	105.8
48.966	92.9
49.612	106.6
50.175	97.7
50.789	92.7
51.436	93.5
52.078	90.5
52.741	105.8
53.308	100.5
53.905	90.9
54.565	89.6
55.235	65.1
56.157	66.1
57.065	100.0
57.665	103.1
58.247	103.3
58.828	100.3
59.426	98.4
60.036	97.7
60.650	100.5
61.247	96.2
61.871	92.4
62.520	90.0
63.187	82.0
63.919	64.5
64.849	55.2
65.935	80.5
66.680	78.6
67.443	78.1
68.211	94.2
68.848	83.3
69.568	91.3
70.225	96.9
70.844	93.2
71.488	87.8
72.171	85.3
72.874	96.2
73.498	90.8
74.159	98.4
74.769	94.0
75.407	91.9
76.060	94.0
76.698	93.3
77.341	92.9
77.987	102.6
78.572	99.8
79.173	89.6
79.843	62.1
80.809	57.1
81.859	100.3
82.457	96.0
83.082	109.1
83.632	111.1
84.172	107.5
84.730	99.5
85.333	93.9
85.972	81.0
86.713	93.6
87.354	101.7
87.944	67.6
88.831	85.0
89.537	105.4
90.106	92.0
90.758	112.6
91.291	117.9
91.800	110.9
92.341	112.6
92.874	123.0
93.362	84.5
94.072	86.3
94.767	114.5
95.291	68.0
96.174	92.9
96.820	87.0
97.510	91.5
98.166	105.6
98.734	126.6
99.208	117.4
99.719	112.1
100.254	109.7
100.801	84.5
101.511	103.6
102.090	112.8
102.622	80.9
103.364	93.0
104.009	110.5
104.552	107.7
105.109	115.6
105.628	128.2
106.096	124.5
106.578	120.5
107.076	110.5
107.619	99.7
108.221	94.6
108.855	95.5
109.483	71.8
110.319	77.4
111.094	71.6
111.932	83.1
112.654	101.4
113.246	118.8
113.751	127.9
114.220	117.4
114.731	122.7
115.220	125.0
115.700	119.5
116.202	120.0
116.702	124.7
117.183	115.4
117.703	126.8
118.176	121.5
118.670	112.1
119.205	121.7
119.698	121.0
120.194	116.5
120.709	130.2
121.170	111.5
121.708	70.8
122.555	112.4
123.089	93.9
123.728	80.4
124.474	48.7
125.705	76.2
126.492	72.0
127.325	68.7
128.198	88.6
128.875	89.2
129.548	128.2
130.016	110.9
130.557	93.8
131.197	91.2
131.855	87.6
132.540	115.2
133.061	101.4
133.653	103.1
134.235	90.4
134.899	98.0
135.511	92.3
136.161	102.4
136.747	129.9
137.209	104.7
137.782	94.0
138.420	86.5
139.114	59.4
140.124	68.6
140.999	95.5
141.627	94.9
142.259	101.9
142.848	89.4
143.519	96.6
144.140	92.9
144.786	92.0
145.438	104.7
146.011	89.4
146.682	76.4
147.467	88.0
148.149	68.3
149.027	63.2
149.977	67.9
150.861	75.2
151.659	87.1
152.348	87.8
153.031	92.6
153.679	91.0
154.338	97.7
154.952	86.7
155.644	83.8
156.360	91.5
157.016	104.2
157.592	88.6
158.269	95.2
158.899	93.9
159.538	81.1
160.278	102.2
160.865	95.4
161.494	90.9
162.154	102.0
162.742	84.4
163.453	57.4
164.498	35.8
166.172	32.2