1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
52
53
|
'non-linear susceptibility'
3 50
0.100000000000E-01
1 105.388715591 -0.559383587715E-14
2 63.9329973487 -58.6187331888
3 23.2353375625 -48.3232212767
4 13.8384729539 -36.7795165512
5 11.0877784462 -37.0048383583
6 -8.21705438254 -36.3206893772
7 -14.2357557270 -17.9071902614
8 -6.84773659401 -5.22812065012
9 5.65328677895 -9.44851441804
10 -5.34375151340 -17.4638986760
11 -8.76252712397 -6.67775046780
12 -6.35667563011 0.222773877380
13 3.55537249747 0.183812012557
14 3.76548186339 -3.87900007995
15 2.47756423019 -6.87943663178
16 0.431704849631 -4.26821491761
17 2.75794540283 -4.23478840513
18 2.76819638132 -6.73844840407
19 -0.326211753631 -7.02338195126
20 -0.766390524115 -4.40967008207
21 0.291991488976E-01 -4.00139724551
22 0.345092270379 -3.92120859276
23 0.392160422465 -3.81583841346
24 0.560674206513 -3.80958111143
25 0.402593098507 -4.04130488738
26 -0.171668902957E-01 -3.69669909147
27 0.440026044279E-01 -3.31712365144
28 0.233401569431 -3.22978843601
29 0.195003628752 -3.22491112301
30 0.129688017349 -3.11938298229
31 0.864402913458E-01 -2.98918658907
32 0.818270503485E-01 -2.85034412926
33 0.112786534502 -2.75219602473
34 0.142530740109 -2.68965174179
35 0.102955291741 -2.63864722477
36 0.922840163622E-01 -2.54383765144
37 0.107854503958 -2.46417612682
38 0.113158379991 -2.42853365944
39 0.848209936336E-01 -2.36412389125
40 0.878735806988E-01 -2.30131372522
41 0.735741934527E-01 -2.25051438924
42 0.677725649246E-01 -2.18646928673
43 0.704342694817E-01 -2.13266654509
44 0.703333859353E-01 -2.08548487030
45 0.656017301214E-01 -2.04477195909
46 0.578993584698E-01 -1.99693698431
47 0.572273978491E-01 -1.95149330753
48 0.541976757813E-01 -1.91021512472
49 0.531885025463E-01 -1.86848918408
50 0.550021292716E-01 -1.83162719219
|
