ionosphere-smooth-ls-optim.dat

# k	obj	gap	active indices	nonzeros	step nonzeros
1	0.602958	1.47389	326	200	200
2	0.602958	1.42536	329	200	200
3	0.602958	1.00592	333	230	200
4	0.540625	0.858444	332	281	200
5	0.540625	0.518193	327	283	200
6	0.540625	0.724904	346	311	200
7	0.540625	0.621312	342	320	200
8	0.540625	0.652947	331	334	200
9	0.516387	0.58721	347	331	200
10	0.516387	0.51866	348	336	200
11	0.516388	0.694756	345	336	200
12	0.516086	0.655105	347	341	200
13	0.516086	0.615394	341	345	200
14	0.510487	0.508451	346	337	200
15	0.510487	0.697897	348	343	200
16	0.510487	0.640207	348	346	200
17	0.510487	0.724604	350	347	200
18	0.473184	0.47603	345	348	200
19	0.46997	0.460272	349	351	200
20	0.469935	0.402493	345	351	200
21	0.424967	0.450901	347	350	200
22	0.424968	0.334075	346	350	200
23	0.419657	0.392394	350	351	200
24	0.418043	0.365028	348	351	200
25	0.418043	0.444645	345	351	200
26	0.418043	0.337589	348	351	200
27	0.40624	0.413193	351	351	200
28	0.40624	0.437856	344	351	200
29	0.40624	0.36747	348	351	200
30	0.40624	0.384101	348	351	200
31	0.40624	0.399877	350	351	200
32	0.40624	0.434579	349	351	200
33	0.40624	0.410079	347	351	200
34	0.40624	0.395462	347	351	200
35	0.40624	0.412199	347	351	200
36	0.40624	0.375988	349	351	200
37	0.40624	0.323178	350	351	200
38	0.40624	0.380533	349	351	200
39	0.40624	0.333377	351	351	200
40	0.406241	0.475986	350	351	200
41	0.406241	0.518762	349	351	200
42	0.406241	0.394749	351	351	200
43	0.406241	0.468513	349	351	200
44	0.406241	0.270613	351	351	200
45	0.406241	0.542279	348	351	200
46	0.406241	0.377529	345	351	200
47	0.406241	0.399165	348	351	200
48	0.40624	0.304708	351	351	200
49	0.40624	0.443425	351	351	200
50	0.40624	0.327461	349	351	200
51	0.40624	0.367652	350	351	200
52	0.40624	0.375182	350	351	200
53	0.406241	0.404028	350	351	200
54	0.406241	0.311621	350	351	200
55	0.40624	0.357388	347	351	200
56	0.406241	0.357363	351	351	200
57	0.406241	0.352848	351	351	200
58	0.406241	0.335218	346	351	200
59	0.406241	0.369052	351	351	200
60	0.384153	0.264026	350	351	200
61	0.384153	0.33179	351	351	200
62	0.384153	0.465728	351	351	200
63	0.384153	0.372196	350	351	200
64	0.384153	0.434571	351	351	200
65	0.384153	0.350466	350	351	200
66	0.384153	0.389498	351	351	200
67	0.384154	0.34386	351	351	200
68	0.384154	0.306267	351	351	200
69	0.384154	0.367333	351	351	200
70	0.384154	0.300225	349	351	200
71	0.384154	0.427487	351	351	200
72	0.384154	0.316171	350	351	200
73	0.384154	0.338018	351	351	200
74	0.384154	0.382867	350	351	200
75	0.384154	0.331429	351	351	200
76	0.384154	0.413189	351	351	200
77	0.384154	0.405491	351	351	200
78	0.384155	0.345399	349	351	200
79	0.384155	0.40687	351	351	200
80	0.384155	0.362757	350	351	200
81	0.384155	0.325116	351	351	200
82	0.384155	0.310034	351	351	200
83	0.384155	0.414807	351	351	200
84	0.384155	0.472163	351	351	200
85	0.384155	0.313434	351	351	200
86	0.384155	0.401763	350	351	200
87	0.384155	0.423601	351	351	200
88	0.384156	0.461245	351	351	200
89	0.384156	0.426384	351	351	200
90	0.384156	0.340776	351	351	200
91	0.384156	0.342818	350	351	200
92	0.384156	0.28724	351	351	200
93	0.384156	0.392681	350	351	200
94	0.384156	0.306848	348	351	200
95	0.384156	0.361973	351	351	200
96	0.384156	0.320211	350	351	200
97	0.384156	0.358822	351	351	200
98	0.384157	0.339126	351	351	200
99	0.384157	0.357394	351	351	200