# !!!performance-id:      pid9055-06
# !!!title:               Mazurka in A minor, Op. 7, No. 2
# !!!trials:		20
# !!!date:                2005/12/17/
# !!!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
1.169	95.5
1.797	114.5
2.321	138.6
2.754	112.4
3.288	172.4
3.636	105.1
4.207	109.7
4.754	164.4
5.119	175.4
5.461	186.9
5.782	148.5
6.186	88.4
6.865	89.7
7.534	152.3
7.928	152.3
8.322	149.6
8.723	122.4
9.213	93.5
9.855	83.6
10.573	99.2
11.178	169.0
11.533	132.5
11.986	102.2
12.573	47.8
13.829	89.4
14.500	115.4
15.020	157.9
15.400	123.7
15.885	155.8
16.270	99.5
16.873	99.0
17.479	154.2
17.868	160.0
18.243	117.4
18.754	127.4
19.225	80.6
19.969	64.0
20.906	142.5
21.327	140.5
21.754	124.5
22.236	81.2
22.975	76.1
23.763	70.9
24.609	157.9
24.989	144.6
25.404	103.6
25.983	68.3
26.861	34.3
28.609	65.6
29.524	94.9
30.156	136.4
30.596	107.1
31.156	114.9
31.678	85.0
32.384	84.3
33.096	141.2
33.521	177.0
33.860	163.0
34.228	138.2
34.662	78.6
35.425	85.8
36.124	151.5
36.520	142.2
36.942	137.9
37.377	113.0
37.908	93.5
38.550	77.0
39.329	90.5
39.992	143.2
40.411	123.7
40.896	101.2
41.489	44.0
42.853	90.9
43.513	153.1
43.905	140.2
44.333	127.4
44.804	146.7
45.213	99.3
45.817	96.6
46.438	136.4
46.878	180.7
47.210	114.5
47.734	123.5
48.220	84.3
48.932	64.5
49.862	107.0
50.423	134.2
50.870	113.4
51.399	80.9
52.141	71.5
52.980	73.9
53.792	153.1
54.184	143.5
54.602	103.6
55.181	65.6
56.095	42.6
57.505	119.8
58.006	124.5
58.488	133.0
58.939	113.4
59.468	149.3
59.870	77.1
60.648	70.9
61.494	138.9
61.926	137.0
62.364	119.0
62.868	147.8
63.274	75.5
64.069	66.7
64.968	114.7
65.491	81.2
66.230	89.8
66.898	145.6
67.310	97.1
67.928	133.6
68.377	173.4
68.723	132.2
69.177	155.4
69.563	128.2
70.031	88.6
70.708	73.1
71.529	97.1
72.147	125.5
72.625	130.7
73.084	160.4
73.458	100.2
74.057	128.8
74.523	143.5
74.941	169.0
75.296	171.4
75.646	148.5
76.050	86.5
76.744	71.3
77.586	106.0
78.152	136.7
78.591	132.2
79.045	90.2
79.710	83.6
80.428	71.4
81.268	189.9
81.584	154.6
81.972	116.3
82.488	71.2
83.331	40.5
84.811	101.2
85.404	153.1
85.796	148.1
86.201	123.7
86.686	152.7
87.079	92.4
87.728	75.7
88.521	159.2
88.898	145.6
89.310	124.0
89.794	135.4
90.237	89.8
90.905	63.9
91.844	145.3
92.257	80.1
93.006	97.2
93.623	157.5
94.004	123.2
94.491	129.0
94.956	149.6
95.357	121.7
95.850	104.9
96.422	78.5
97.186	53.9
98.299	68.2
99.179	79.4
99.935	107.3
100.494	124.0
100.978	138.9
101.410	101.5
102.001	113.2
102.531	142.2
102.953	133.6
103.402	167.6
103.760	168.5
104.116	85.8
104.815	60.9
105.801	92.3
106.451	120.7
106.948	117.2
107.460	94.6
108.094	76.1
108.882	68.8
109.754	188.1
110.073	147.1
110.481	96.8
111.101	74.9
111.902	89.7
112.571	70.5
113.422	128.8
113.888	92.6
114.536	87.0
115.226	105.4
115.795	160.4
116.169	140.5
116.596	144.2
117.012	137.0
117.450	146.0
117.861	160.0
118.236	157.9
118.616	154.2
119.005	156.7
119.388	148.5
119.792	141.2
120.217	163.9
120.583	144.6
120.998	141.8
121.421	163.9
121.787	147.1
122.195	144.2
122.611	191.1
122.925	129.9
123.387	122.7
123.876	102.4
124.462	136.4
124.902	122.0
125.394	153.8
125.784	136.7
126.223	120.0
126.723	132.7
127.175	130.7
127.634	128.8
128.100	142.5
128.521	83.9
129.236	108.1
129.791	125.0
130.271	124.0
130.755	146.3
131.165	150.0
131.565	122.0
132.057	107.5
132.615	86.1
133.312	81.6
134.047	80.3
134.794	69.4
135.659	53.6
136.779	54.3
137.883	76.6
138.666	87.8
139.349	84.3
140.061	102.4
140.647	133.0
141.098	125.8
141.575	122.7
142.064	159.2
142.441	160.4
142.815	177.5
143.153	171.9
143.502	181.3
143.833	173.4
144.179	150.4
144.578	143.9
144.995	157.9
145.375	153.1
145.767	155.0
146.154	170.9
146.505	136.7
146.944	124.5
147.426	122.4
147.916	133.3
148.366	108.9
148.917	98.7
149.525	125.8
150.002	115.6
150.521	139.5
150.951	137.6
151.387	129.6
151.850	134.2
152.297	130.7
152.756	128.2
153.224	146.7
153.633	94.9
154.265	107.5
154.823	107.3
155.382	114.9
155.904	136.1
156.345	133.9
156.793	115.4
157.313	109.5
157.861	82.1
158.592	79.5
159.347	73.7
160.161	37.6
161.757	46.5
163.047	64.7
163.974	83.4
164.693	113.4
165.222	93.6
165.863	131.0
166.321	158.3
166.700	165.3
167.063	178.0
167.400	175.4
167.742	165.3
168.105	175.4
168.447	166.7
168.807	174.9
169.150	176.0
169.491	148.1
169.896	146.0
170.307	160.0
170.682	148.9
171.085	162.6
171.454	179.1
171.789	136.7
172.228	136.4
172.668	54.3
173.772	20.8
176.662	63.8
177.602	127.9
178.071	154.6
178.459	111.1
178.999	163.0
179.367	103.6
179.946	102.2
180.533	147.8
180.939	170.9
181.290	184.0
181.616	147.1
182.024	82.3
182.753	83.9
183.468	113.0
183.999	144.2
184.415	141.2
184.840	114.1
185.366	83.4
186.085	75.0
186.885	98.8
187.492	175.4
187.834	132.5
188.287	95.7
188.914	45.5
190.232	83.3
190.952	161.7
191.323	154.6
191.711	131.9
192.166	130.7
192.625	98.0
193.237	101.7
193.827	139.5
194.257	87.7
194.941	57.6
195.982	99.3
196.586	72.5
197.414	52.5
198.556	128.5
199.023	125.5
199.501	113.4
200.030	62.8
200.986	61.0
201.969	61.0
202.953	89.6
203.623	122.2
204.114	96.5
204.736	49.0
205.960	37.2