id,linearization
1,11.622281
2,16.967731
3,16.740569
4,17.047827
5,15.493639
6,20.978610
7,16.202496
8,18.420348
9,21.232204
10,15.932308
11,7.017940
12,17.519236
13,12.942854
14,26.401003
15,11.271603
16,17.687046
17,17.590791
18,27.165552
19,17.142286
20,16.571987
21,16.252659
22,11.026395
23,20.436022
24,23.307455
25,41.971959
26,14.873737
27,12.099071
28,10.400081
29,7.042212
30,11.486795
31,6.736880
32,24.330171
33,11.360496
34,11.312254
35,14.112762
36,18.542131
37,11.726425
38,23.322192
39,17.623213
40,10.671251
41,16.610437
42,18.070568
43,8.018655
44,15.654035
45,16.147187
46,6.479268
47,8.019620
48,37.336424
49,18.012474
50,26.629287
51,19.825868
52,27.503391
53,13.719778
54,20.905048
55,6.359124
56,8.908109
57,12.041953
58,17.079323
59,17.317616
