# !!!performance-id:      pid9055b-16
# !!!title:               Mazurka in A minor, Op. 67, No. 4
# !!!trials:		05
# !!!date:                2006/02/21/
# !!!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
1.148	83.7
1.865	79.5
2.620	93.5
3.262	164.4
3.627	173.9
3.972	113.2
4.502	118.6
5.008	105.1
5.579	100.7
6.175	160.4
6.549	180.7
6.881	107.1
7.441	105.3
8.011	104.7
8.584	90.2
9.249	153.1
9.641	166.7
10.001	133.3
10.451	164.8
10.815	205.5
11.107	123.2
11.594	134.5
12.040	107.1
12.600	117.2
13.112	101.9
13.701	88.8
14.377	81.6
15.112	108.9
15.663	177.0
16.002	111.7
16.539	137.6
16.975	101.2
17.568	101.5
18.159	155.0
18.546	197.4
18.850	114.9
19.372	117.9
19.881	111.7
20.418	114.7
20.941	165.3
21.304	147.1
21.712	177.5
22.050	137.3
22.487	125.3
22.966	177.0
23.305	152.3
23.699	108.7
24.251	93.2
24.895	70.2
25.750	100.5
26.347	106.2
26.912	143.5
27.330	179.1
27.665	121.5
28.159	160.4
28.533	130.2
28.994	125.0
29.474	189.9
29.790	198.7
30.092	121.0
30.588	73.2
31.408	77.0
32.187	80.9
32.929	118.1
33.437	164.8
33.801	192.9
34.112	163.0
34.480	130.2
34.941	108.5
35.494	154.6
35.882	189.9
36.198	166.7
36.558	96.3
37.181	114.3
37.706	131.6
38.162	193.5
38.472	213.5
38.753	131.6
39.209	127.1
39.681	142.9
40.101	145.3
40.514	193.5
40.824	214.3
41.104	108.5
41.657	57.0
42.709	55.1
43.798	103.1
44.380	153.5
44.771	161.3
45.143	163.0
45.511	164.8
45.875	118.8
46.380	165.3
46.743	142.5
47.164	102.7
47.748	77.9
48.518	123.0
49.006	133.3
49.456	135.7
49.898	204.8
50.191	190.5
50.506	134.5
50.952	132.2
51.406	148.5
51.810	152.7
52.203	182.4
52.532	123.2
53.019	75.6
53.813	103.6
54.392	63.0
55.344	97.4
55.960	149.3
56.362	162.6
56.731	188.7
57.049	160.4
57.423	121.5
57.917	117.9
58.426	122.7
58.915	166.7
59.275	104.3
59.850	93.9
60.489	110.9
61.030	131.3
61.487	186.3
61.809	194.8
62.117	129.3
62.581	127.4
63.052	131.0
63.510	156.7
63.893	188.1
64.212	192.3
64.524	90.8
65.185	54.2
66.291	63.7
67.233	89.3
67.905	139.2
68.336	160.0
68.711	161.7
69.082	155.0
69.469	109.1
70.019	157.9
70.399	143.9
70.816	96.2
71.440	81.1
72.180	79.1
72.939	85.2
73.643	82.5
74.370	131.3
74.827	101.9
75.416	153.5
75.807	170.9
76.158	160.0
76.533	126.3
77.008	128.5
77.475	133.3
77.925	155.8
78.310	162.6
78.679	129.9
79.141	111.5
79.679	170.9
80.030	163.0
80.398	153.5
80.789	173.4
81.135	167.1
81.494	156.3
81.878	158.7
82.256	119.8
82.757	66.6
83.658	83.7
84.375	134.8
84.820	119.8
85.321	129.9
85.783	160.4
86.157	177.0
86.496	120.0
86.996	119.5
87.498	142.2
87.920	171.9
88.269	150.4
88.668	152.7
89.061	164.8
89.425	117.2
89.937	169.5
90.291	166.2
90.652	103.1
91.234	97.6
91.849	23.9
94.359	89.6
95.029	158.7
95.407	194.2
95.716	129.0
96.181	92.7
96.828	120.5
97.326	98.4
97.936	107.5
98.494	88.0
99.176	110.1
99.721	133.3
100.171	169.5
100.525	171.9
100.874	117.2
101.386	138.6
101.819	120.2
102.318	140.2
102.746	176.0
103.087	138.9
103.519	125.5
103.997	179.6
104.331	149.6
104.732	132.2
105.186	157.9
105.566	146.7
105.975	139.2
106.406	174.9
106.749	102.9
107.332	55.5
108.413	92.3
109.063	148.9
109.466	133.3
109.916	142.5
110.337	166.2
110.698	170.5
111.050	91.5
111.706	121.0
112.202	133.0
112.653	157.5
113.034	129.6
113.497	129.0
113.962	131.9
114.417	110.1
114.962	152.7
115.355	112.6
115.888	91.6
116.543	80.8
117.286	30.5
119.254	38.7
120.804	122.7
121.293	177.5
121.631	122.4
122.121	80.3
122.868	46.3
124.165	96.0
124.790	118.8
125.295	131.9
125.750	203.4
126.045	114.3
126.570	103.4
127.150	104.2
127.726	92.4
128.375	153.5
128.766	192.9
129.077	114.3
129.602	100.7
130.198	111.7
130.735	85.0
131.441	114.3
131.966	176.5
132.306	137.9
132.741	140.8
133.167	202.0
133.464	131.0
133.922	143.9
134.339	123.0
134.827	131.9
135.282	99.3
135.886	114.7
136.409	93.6
137.050	133.0
137.501	192.3
137.813	124.0
138.297	133.0
138.748	104.7
139.321	97.6
139.936	150.8
140.334	196.7
140.639	119.8
141.140	119.8
141.641	111.7
142.178	100.5
142.775	160.4
143.149	160.9
143.522	150.4
143.921	124.2
144.404	130.4
144.864	185.2
145.188	159.6
145.564	117.4
146.075	103.3
146.656	90.0
147.323	105.1
147.894	135.1
148.338	209.8
148.624	199.3
148.925	126.8
149.398	134.8
149.843	155.8
150.228	151.9
150.623	209.1
150.910	129.0
151.375	94.2
152.012	74.0
152.823	90.5
153.486	96.5
154.108	135.1
154.552	158.7
154.930	185.8
155.253	171.4
155.603	121.5
156.097	127.7
156.567	198.7
156.869	206.2
157.160	126.8
157.633	113.2
158.163	121.2
158.658	146.0
159.069	214.3
159.349	209.1
159.636	129.3
160.100	127.7
160.570	167.6
160.928	156.7
161.311	189.9
161.627	134.5
162.073	94.6
162.707	55.8
163.782	48.2
165.026	77.8
165.797	137.6
166.233	166.2
166.594	151.5
166.990	133.3
167.440	103.4
168.020	133.3
168.470	119.8
168.971	86.6
169.664	28.9