# !!!performance-id:	pid9048-06
# !!!title:		Mazurka in A minor, Op. 7, No. 2
# !!!trials:		20
# !!!date: 		2005/11/03/
# !!!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
1.912	92.9
2.558	97.2
3.175	99.5
3.778	92.0
4.430	124.0
4.914	95.7
5.541	80.2
6.289	116.3
6.805	144.9
7.219	101.2
7.812	121.2
8.307	95.4
8.936	96.9
9.555	119.5
10.057	122.7
10.546	116.5
11.061	109.1
11.611	106.0
12.177	119.5
12.679	114.3
13.204	129.3
13.668	109.1
14.218	82.6
14.944	59.1
15.960	77.2
16.737	111.1
17.277	101.9
17.866	112.6
18.399	125.5
18.877	87.0
19.567	82.5
20.294	126.1
20.770	130.4
21.230	131.3
21.687	114.5
22.211	90.8
22.872	81.6
23.607	124.7
24.088	112.4
24.622	108.7
25.174	79.3
25.931	62.4
26.892	75.8
27.684	137.9
28.119	120.2
28.618	102.0
29.206	77.5
29.980	57.6
31.022	106.2
31.587	96.3
32.210	107.7
32.767	100.7
33.363	121.7
33.856	91.6
34.511	85.3
35.214	127.4
35.685	131.3
36.142	114.3
36.667	97.7
37.281	92.0
37.933	90.4
38.597	140.8
39.023	125.8
39.500	117.2
40.012	118.1
40.520	90.8
41.181	99.5
41.784	106.2
42.349	120.7
42.846	97.7
43.460	70.0
44.317	54.6
45.416	82.3
46.145	118.1
46.653	124.2
47.136	104.2
47.712	117.4
48.223	100.0
48.823	105.6
49.391	115.2
49.912	125.3
50.391	129.3
50.855	112.1
51.390	92.3
52.040	91.9
52.693	126.1
53.169	125.0
53.649	109.7
54.196	74.5
55.001	61.7
55.973	68.5
56.849	71.4
57.689	115.4
58.209	108.9
58.760	84.6
59.469	74.3
60.276	124.0
60.760	151.5
61.156	109.5
61.704	90.4
62.368	121.0
62.864	95.5
63.492	105.6
64.060	135.7
64.502	102.7
65.086	81.4
65.823	120.7
66.320	99.3
66.924	106.0
67.490	110.9
68.031	108.1
68.586	111.3
69.125	124.0
69.609	112.8
70.141	118.6
70.647	98.4
71.257	107.0
71.818	85.3
72.521	83.1
73.243	85.5
73.945	79.8
74.697	109.7
75.244	102.0
75.832	110.7
76.374	124.5
76.856	99.7
77.458	90.4
78.122	131.3
78.579	118.6
79.085	130.4
79.545	128.2
80.013	104.7
80.586	90.8
81.247	121.0
81.743	109.3
82.292	101.4
82.884	90.8
83.545	60.7
84.533	68.0
85.415	107.1
85.975	119.3
86.478	110.1
87.023	72.8
87.847	60.9
88.833	116.5
89.348	95.8
89.974	96.9
90.593	79.1
91.352	121.7
91.845	97.1
92.463	83.4
93.182	125.0
93.662	100.8
94.257	99.3
94.861	127.4
95.332	104.7
95.905	80.2
96.653	96.2
97.277	94.9
97.909	84.9
98.616	94.9
99.248	96.5
99.870	97.9
100.483	90.5
101.146	90.1
101.812	66.6
102.713	97.4
103.329	76.5
104.113	68.8
104.985	104.3
105.560	105.8
106.127	102.0
106.715	121.7
107.208	93.0
107.853	82.1
108.584	133.9
109.032	119.5
109.534	131.6
109.990	123.2
110.477	99.0
111.083	91.9
111.736	147.8
112.142	128.8
112.608	111.1
113.148	77.9
113.918	65.9
114.829	70.3
115.682	92.9
116.328	77.1
117.106	72.7
117.931	71.3
118.773	79.7
119.526	79.8
120.278	94.2
120.915	128.5
121.382	119.3
121.885	127.9
122.354	117.4
122.865	137.3
123.302	152.3
123.696	129.0
124.161	133.3
124.611	119.5
125.113	139.9
125.542	141.5
125.966	151.9
126.361	125.3
126.840	137.6
127.276	138.6
127.709	133.0
128.160	149.3
128.562	148.9
128.965	135.1
129.409	147.1
129.817	129.0
130.282	117.4
130.793	83.6
131.511	98.2
132.122	130.4
132.582	118.1
133.090	165.3
133.453	126.3
133.928	116.3
134.444	146.0
134.855	146.0
135.266	119.8
135.767	166.2
136.128	116.1
136.645	86.8
137.336	113.0
137.867	145.6
138.279	124.7
138.760	172.4
139.108	128.8
139.574	109.1
140.124	97.7
140.738	91.3
141.395	88.8
142.071	61.0
143.054	71.9
143.889	84.9
144.596	107.5
145.154	103.4
145.734	125.8
146.211	121.7
146.704	124.0
147.188	152.7
147.581	151.5
147.977	140.2
148.405	129.3
148.869	133.3
149.319	145.3
149.732	157.5
150.113	157.5
150.494	139.2
150.925	126.1
151.401	171.9
151.750	143.5
152.168	155.4
152.554	150.0
152.954	130.7
153.413	120.0
153.913	117.0
154.426	111.5
154.964	96.5
155.586	124.5
156.068	124.5
156.550	137.0
156.988	178.0
157.325	133.3
157.775	136.7
158.214	146.3
158.624	135.4
159.067	150.4
159.466	128.2
159.934	118.1
160.442	101.7
161.032	110.5
161.575	121.2
162.070	130.7
162.529	134.2
162.976	126.8
163.449	112.6
163.982	86.0
164.680	88.5
165.358	90.2
166.023	84.5
166.733	79.4
167.489	74.5
168.294	83.1
169.016	116.1
169.533	123.2
170.020	129.9
170.482	130.2
170.943	150.4
171.342	140.8
171.768	125.8
172.245	146.0
172.656	124.0
173.140	126.6
173.614	159.6
173.990	137.9
174.425	124.0
174.909	110.7
175.451	138.6
175.884	133.6
176.333	154.6
176.721	147.1
177.129	123.2
177.616	122.7
178.105	78.2
178.872	36.3
180.523	72.3
181.353	146.7
181.762	117.4
182.273	102.9
182.856	92.0
183.508	103.6
184.087	77.6
184.860	112.8
185.392	130.4
185.852	107.1
186.412	131.0
186.870	87.8
187.553	86.8
188.244	116.1
188.761	122.7
189.250	116.5
189.765	118.1
190.273	91.7
190.927	78.4
191.692	122.4
192.182	124.2
192.665	75.3
193.462	61.4
194.439	60.3
195.434	100.8
196.029	87.0
196.719	102.2
197.306	76.4
198.091	114.9
198.613	79.8
199.365	80.3
200.112	113.4
200.641	109.9
201.187	122.2
201.678	84.5
202.388	65.4
203.306	64.3
204.239	91.2
204.897	113.4
205.426	97.7
206.040	71.3
206.882	66.6
207.783	66.3
208.688	70.9
209.534	104.2
210.110	83.6
210.828	57.5
211.872	44.8