Determining starting parameters...
==========
	LC3	LC4	RainLAI	OMLAI8	SIeff8
0:	0.004878	0.006151	0.000113	7.473149	0.666147	=	(	-0.554000	-0.834000	-0.238000	-0.627000	-0.668000	-0.785000	)	-1	1
1:	0.000969	0.009404	0.000383	6.246049	0.473701	=	(	-0.541000	-0.800000	-0.198000	-0.684000	-0.697000	-0.776000	)	-1	2
2:	0.008023	0.002063	0.000111	13.205273	0.664351	=	(	-0.485000	-0.822000	-0.114000	-0.541000	-0.613000	-0.772000	)	-1	3
3:	0.007043	0.007247	0.000209	8.430244	0.734738	=	(	-0.520000	-0.812000	-0.170000	-0.550000	-0.615000	-0.781000	)	-1	4
4:	0.000738	0.007756	0.000416	5.486454	0.713775	=	(	-0.562000	-0.815000	-0.205000	-0.703000	-0.713000	-0.782000	)	-1	5
5:	0.003354	0.007340	0.000258	13.513259	0.474824	=	(	-0.479000	-0.762000	-0.080000	-0.553000	-0.593000	-0.761000	)	-1	6
6:	0.003716	0.007848	0.000414	5.173761	0.582355	=	(	-0.548000	-0.817000	-0.217000	-0.617000	-0.659000	-0.781000	)	-1	7
7:	0.001161	0.007655	0.000130	6.826197	0.648572	=	(	-0.575000	-0.830000	-0.255000	-0.710000	-0.721000	-0.785000	)	-1	8
8:	0.007640	0.001107	0.000480	8.335037	0.500915	=	(	-0.470000	-0.808000	-0.093000	-0.528000	-0.613000	-0.740000	)	-1	9
9:	0.001122	0.006099	0.000386	9.215889	0.466430	=	(	-0.513000	-0.791000	-0.137000	-0.651000	-0.668000	-0.770000	)	-1	10

Results for multi-objective global optimization:
	Needed 0 iterations to solve with a population of 5
==========
	LC3	LC4	RainLAI	OMLAI8	SIeff8	test0	test1	test2	test3	test4	test5 	rank	soln_num

0:	0.004878	0.0061513	0.00011277	7.4731	0.66615	= (	-0.554	-0.834	-0.238	-0.627	-0.668	-0.785 )	1	1
1:	0.0011614	0.0076552	0.00012959	6.8262	0.64857	= (	-0.575	-0.83	-0.255	-0.71	-0.721	-0.785 )	1	8
2:	0.0080226	0.0020629	0.00011114	13.205	0.66435	= (	-0.485	-0.822	-0.114	-0.541	-0.613	-0.772 )	2	3
3:	0.0007376	0.0077557	0.0004157	5.4865	0.71378	= (	-0.562	-0.815	-0.205	-0.703	-0.713	-0.782 )	2	5
4:	0.0037159	0.0078483	0.00041363	5.1738	0.58236	= (	-0.548	-0.817	-0.217	-0.617	-0.659	-0.781 )	2	7