34
0.395294660813882 - 867346174667989*x2_0;
-919994479098052*x1_0 + x2_1 + k3_0*x2_0 - k5_0*x4_0 + k6_0*x2_0 + k7_0*x2_0;
0.580527378647881 - s3_0*x3_0;
x3_1 - k2_0*x1_0 - k3_0*x2_0 + k4_0*x3_0;
-0.176773566775607 - 867346174667989*x2_1;
-919994479098052*x1_1 + x2_2 + k3_0*x2_1 - k5_0*x4_1 + k6_0*x2_1 + k7_0*x2_1;
-u1_0 + 919994479098052*x1_0 + x1_1 + k2_0*x1_0;
x4_1 + k5_0*x4_0 - k6_0*x2_0;
0.0559974970602923 - s3_0*x3_1;
x3_2 - k2_0*x1_1 - k3_0*x2_1 + k4_0*x3_1;
0.204474479925399 - 867346174667989*x2_2;
-919994479098052*x1_2 + x2_3 + k3_0*x2_2 - k5_0*x4_2 + k6_0*x2_2 + k7_0*x2_2;
x4_2 + k5_0*x4_1 - k6_0*x2_1;
919994479098052*x1_1 + x1_2 + k2_0*x1_1;
-0.04191936760499 - s3_0*x3_2;
x3_3 - k2_0*x1_2 - k3_0*x2_2 + k4_0*x3_2;
-0.253178472018413 - 867346174667989*x2_3;
-919994479098052*x1_3 + x2_4 + k3_0*x2_3 - k5_0*x4_3 + k6_0*x2_3 + k7_0*x2_3;
919994479098052*x1_2 + x1_3 + k2_0*x1_2;
x4_3 + k5_0*x4_2 - k6_0*x2_2;
0.0605838778948459 - s3_0*x3_3;
x3_4 - k2_0*x1_3 - k3_0*x2_3 + k4_0*x3_3;
0.317012536854254 - 867346174667989*x2_4;
-919994479098052*x1_4 + x2_5 + k3_0*x2_4 - k5_0*x4_4 + k6_0*x2_4 + k7_0*x2_4;
x4_4 + k5_0*x4_3 - k6_0*x2_3;
919994479098052*x1_3 + x1_4 + k2_0*x1_3;
-0.0849213986532476 - s3_0*x3_4;
x3_5 - k2_0*x1_4 - k3_0*x2_4 + k4_0*x3_4;
-0.397639393230992 - 867346174667989*x2_5;
-919994479098052*x1_5 + x2_6 + k3_0*x2_5 - k5_0*x4_5 + k6_0*x2_5 + k7_0*x2_5;
919994479098052*x1_4 + x1_5 + k2_0*x1_4;
x4_5 + k5_0*x4_4 - k6_0*x2_4;
0.111647631743942 - s3_0*x3_5;
x3_6 - k2_0*x1_5 - k3_0*x2_5 + k4_0*x3_5;

ROOT COUNTS :

total degree : 268435456

TYPE OF MIXTURE : #supports : 34  occurrences :  1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1

****  THE VERTEX POINTS  ****

 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 1 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 1 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 1 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 0 0 0 0 0 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 1 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 1 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 1 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 1 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 1 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 1 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 1 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 0 0 0 0 0 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 1 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 1 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 1 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 1 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 1 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 0 0 0 0 0 0 0 0 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 1 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0

 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 1 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0

 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0

 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0
 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0

 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0

 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0

 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0

 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0
 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0
 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0
 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0

 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0

 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0
 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0

 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0

 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0
 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1

****  REDUCTION OF POINTS  ****

The #points versus #vertices for support 1 : 2  ->  2
The #points versus #vertices for support 2 : 6  ->  6
The #points versus #vertices for support 3 : 2  ->  2
The #points versus #vertices for support 4 : 4  ->  4
The #points versus #vertices for support 5 : 2  ->  2
The #points versus #vertices for support 6 : 6  ->  6
The #points versus #vertices for support 7 : 4  ->  4
The #points versus #vertices for support 8 : 3  ->  3
The #points versus #vertices for support 9 : 2  ->  2
The #points versus #vertices for support 10 : 4  ->  4
The #points versus #vertices for support 11 : 2  ->  2
The #points versus #vertices for support 12 : 6  ->  6
The #points versus #vertices for support 13 : 3  ->  3
The #points versus #vertices for support 14 : 3  ->  3
The #points versus #vertices for support 15 : 2  ->  2
The #points versus #vertices for support 16 : 4  ->  4
The #points versus #vertices for support 17 : 2  ->  2
The #points versus #vertices for support 18 : 6  ->  6
The #points versus #vertices for support 19 : 3  ->  3
The #points versus #vertices for support 20 : 3  ->  3
The #points versus #vertices for support 21 : 2  ->  2
The #points versus #vertices for support 22 : 4  ->  4
The #points versus #vertices for support 23 : 2  ->  2
The #points versus #vertices for support 24 : 6  ->  6
The #points versus #vertices for support 25 : 3  ->  3
The #points versus #vertices for support 26 : 3  ->  3
The #points versus #vertices for support 27 : 2  ->  2
The #points versus #vertices for support 28 : 4  ->  4
The #points versus #vertices for support 29 : 2  ->  2
The #points versus #vertices for support 30 : 6  ->  6
The #points versus #vertices for support 31 : 3  ->  3
The #points versus #vertices for support 32 : 3  ->  3
The #points versus #vertices for support 33 : 2  ->  2
The #points versus #vertices for support 34 : 4  ->  4

TIMING INFORMATION for computing the vertex points
The elapsed time in seconds was                  0.001088000 =  0h 0m 0s  1ms
User time in seconds was                         0.001088000 =  0h 0m 0s  1ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                  29
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                                0


#Eliminated points per component : 
  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0  0

TIMING INFORMATION for one simple sweep
The elapsed time in seconds was                  0.133095000 =  0h 0m 0s133ms
User time in seconds was                         0.133095000 =  0h 0m 0s133ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                 162
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                                1


TYPE OF MIXTURE : #supports : 34  occurrences :  1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1

FLOATING-POINT LIFTING FUNCTION : random linear.
  Lower bounds :  0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00 0.000E+00
  Upper bounds :  6.000E+00 1.800E+01 6.000E+00 1.200E+01 6.000E+00 1.800E+01 1.200E+01 9.000E+00 6.000E+00 1.200E+01 6.000E+00 1.800E+01 9.000E+00 9.000E+00 6.000E+00 1.200E+01 6.000E+00 1.800E+01 9.000E+00 9.000E+00 6.000E+00 1.200E+01 6.000E+00 1.800E+01 9.000E+00 9.000E+00 6.000E+00 1.200E+01 6.000E+00 1.800E+01 9.000E+00 9.000E+00 6.000E+00 1.200E+01

THE LIFTED SUPPORTS :

 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  1.02908987786113E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  0.00000000000000E+00

 1.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  2.00131986048134E+01
 1.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  6.61579502123212E+00
 1.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  6.75420346891238E+00
 0.0 0.0 0.0 0.0 1.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  2.15618052815841E+01
 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  1.69523133416438E+00
 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  1.57530333007467E+01

 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  5.40107381036555E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  0.00000000000000E+00

 1.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  1.19580720271720E+01
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 1.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  4.71098677102057E+00
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 0.0 0.0 1.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  1.03522378254459E+01
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 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  3.00327977864224E+01
 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0  2.70380791831008E+01
 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  1.55181451828769E+01
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  1.95362958570646E+01
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  1.34934655751537E+01
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0  2.67592160807733E+00

 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  8.95662703316502E+00
 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  1.00543046780183E+01
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0  4.79065850832996E+00

 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  9.62881202326567E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  8.88065998809443E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  7.12796290411053E+00

 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  7.17761350571067E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  0.00000000000000E+00

 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  5.48617505537634E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  1.37217380915404E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  4.28540728254496E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0  5.42450387283438E-01

 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0  3.56113115305134E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  0.00000000000000E+00

 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0  3.66204384139834E+00
 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0  1.31087430674158E+01
 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0  1.41587299044052E+01
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0  5.65465921613139E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0  7.79652094831528E-01
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0  1.76127578334942E+01

 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  7.44411680448992E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  6.60146376891130E-01
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0  7.27059607825735E+00

 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0  8.84738574775280E+00
 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  9.25796734460535E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0  6.14112646139279E+00

 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0  5.98994901123920E+00
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0  0.00000000000000E+00

 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0  1.35553460482300E+01
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0  1.72755565258095E+01
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0 0.0 0.0 0.0 0.0  1.94491479636399E-01
 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 0.0 1.0  2.74836814904044E+00


RANDOM COEFFICIENT START SYSTEM :

34

+( 4.17937279870029E-01 + 9.08475883056254E-01*i)*x2_0
+(-7.95304145211521E-01 + 6.06210620666919E-01*i);

+(-6.40910371768573E-01 + 7.67615721151846E-01*i)*x2_0*k3_0
+(-6.07339162953039E-01 - 7.94442660702144E-01*i)*x2_0*k6_0
+(-3.85228203622177E-01 + 9.22821343020430E-01*i)*x2_0*k7_0
+(-9.30658534640065E-01 - 3.65888906502517E-01*i)*k5_0*x4_0
+(-9.98478102844761E-01 + 5.51495978183533E-02*i)*x1_0
+( 8.25358600996382E-01 - 5.64608873257669E-01*i)*x2_1;

+( 5.43129768335567E-01 + 8.39648768681139E-01*i)*s3_0*x3_0
+( 8.74153938193237E-01 - 4.85648939400936E-01*i);

+(-9.75725081456864E-01 - 2.18999007796831E-01*i)*x2_0*k3_0
+( 8.41542748320858E-01 + 5.40190524489812E-01*i)*x1_0*k2_0
+(-9.90067371156360E-01 + 1.40593743002790E-01*i)*x3_0*k4_0
+( 4.63607602234367E-01 + 8.86040626128679E-01*i)*x3_1;

+(-1.42845537971495E-01 + 9.89744993562299E-01*i)*x2_1
+( 5.27826134755998E-01 + 8.49352442433965E-01*i);

+(-7.76590189535000E-01 + 6.30006093238782E-01*i)*x2_1*k3_0
+(-7.31769649852669E-01 + 6.81552037304931E-01*i)*x2_1*k6_0
+(-6.88302618109217E-01 - 7.25423673382664E-01*i)*x2_1*k7_0
+(-8.24384061709434E-01 - 5.66030846155451E-01*i)*k5_0*x4_1
+( 9.55968376659188E-01 - 2.93469696608690E-01*i)*x1_1
+(-8.99508928476847E-02 + 9.95946201798021E-01*i)*x2_2;

+(-3.86500611957265E-01 - 9.22289150406021E-01*i)*x1_0*k2_0
+( 6.77947691011559E-03 - 9.99977019082351E-01*i)*x1_0
+(-7.48770857488052E-01 + 6.62828939453165E-01*i)*x1_1
+(-1.88835707185107E-01 + 9.82008694305657E-01*i)*u1_0;

+( 8.79592939535421E-01 - 4.75727086384030E-01*i)*x2_0*k6_0
+( 3.18536405209600E-01 - 9.47910627937120E-01*i)*k5_0*x4_0
+(-8.70741948627275E-01 + 4.91740235185993E-01*i)*x4_1;

+(-6.34321752544309E-01 + 7.73069152307293E-01*i)*s3_0*x3_1
+( 1.13525271559221E-01 - 9.93535108950562E-01*i);

+(-8.85845217774176E-01 - 4.63980872608583E-01*i)*x2_1*k3_0
+( 7.93232475867036E-01 + 6.08918910225205E-01*i)*x3_1*k4_0
+(-6.39199367853944E-02 + 9.97955029889299E-01*i)*k2_0*x1_1
+( 5.73355036357416E-01 - 8.19307025652525E-01*i)*x3_2;

+(-9.67030211884087E-01 - 2.54661676157639E-01*i)*x2_2
+(-2.20300825684977E-01 + 9.75431979280215E-01*i);

+( 8.45165104967000E-01 - 5.34505327706019E-01*i)*k3_0*x2_2
+(-9.42007890826290E-01 - 3.35590723383416E-01*i)*k5_0*x4_2
+( 9.36344426869790E-01 - 3.51082774100189E-01*i)*k6_0*x2_2
+(-9.16168633225167E-01 + 4.00793008290227E-01*i)*k7_0*x2_2
+(-8.49834364808405E-01 + 5.27049857594796E-01*i)*x1_2
+(-8.58786781872750E-01 - 5.12333156530637E-01*i)*x2_3;

+(-5.16166717931199E-01 + 8.56488131441489E-01*i)*x2_1*k6_0
+(-9.63829187439102E-01 - 2.66520726099266E-01*i)*k5_0*x4_1
+( 6.23664914939510E-01 + 7.81691802357869E-01*i)*x4_2;

+(-8.12048538488488E-01 + 5.83589899791549E-01*i)*k2_0*x1_1
+(-6.10643981884253E-01 - 7.91905251522267E-01*i)*x1_1
+( 4.94304459599001E-01 + 8.69288847978932E-01*i)*x1_2;

+(-1.53352214708452E-01 - 9.88171593522103E-01*i)*s3_0*x3_2
+(-8.77779203881182E-01 + 4.79065412270306E-01*i);

+( 6.42269632964159E-01 + 7.66478778944391E-01*i)*k3_0*x2_2
+( 7.55309939515312E-01 + 6.55367755744343E-01*i)*k2_0*x1_2
+(-4.17517596732683E-01 - 9.08668837596275E-01*i)*k4_0*x3_2
+( 6.75663802539249E-01 + 7.37209892729474E-01*i)*x3_3;

+(-4.44198214376849E-01 + 8.95928538637105E-01*i)*x2_3
+( 9.66289148708125E-01 - 2.57459280448243E-01*i);

+(-9.85846481794903E-01 + 1.67650572121339E-01*i)*k3_0*x2_3
+( 8.78838062290384E-01 - 4.77120173823831E-01*i)*k5_0*x4_3
+(-9.21992549906268E-01 - 3.87207616037364E-01*i)*k6_0*x2_3
+( 9.51490364995668E-01 + 3.07678542183900E-01*i)*k7_0*x2_3
+(-8.56351717798287E-01 - 5.16393004816994E-01*i)*x1_3
+( 9.99998395836091E-01 - 1.79117984720715E-03*i)*x2_4;

+( 2.56351415225840E-01 + 9.66583649722935E-01*i)*k2_0*x1_2
+(-2.45990416808546E-01 + 9.69272260429626E-01*i)*x1_2
+(-8.83525977163738E-01 - 4.68382159861860E-01*i)*x1_3;

+(-8.50374159470991E-01 + 5.26178476283481E-01*i)*k5_0*x4_2
+(-4.67796960997968E-01 + 8.83835959486298E-01*i)*k6_0*x2_2
+( 7.72134660964916E-01 - 6.35458940716546E-01*i)*x4_3;

+( 9.60819814417133E-01 + 2.77173743748261E-01*i)*s3_0*x3_3
+(-2.56901102494295E-02 + 9.99669954652720E-01*i);

+(-9.89097595593751E-01 + 1.47261489842597E-01*i)*k3_0*x2_3
+( 5.88212398315945E-01 + 8.08706482271166E-01*i)*k2_0*x1_3
+(-6.49819995441302E-01 - 7.60088135366331E-01*i)*k4_0*x3_3
+( 5.68251451636308E-01 + 8.22854961529204E-01*i)*x3_4;

+( 8.59397587227075E-01 + 5.11307918057486E-01*i)*x2_4
+(-6.17455921104912E-01 - 7.86605482750079E-01*i);

+( 8.73064199287322E-01 + 4.87605274707717E-01*i)*k3_0*x2_4
+(-9.60278392912736E-01 + 2.79043738695091E-01*i)*k5_0*x4_4
+( 9.71050002584986E-01 + 2.38876312094146E-01*i)*k6_0*x2_4
+( 2.31969267111524E-01 + 9.72723115339480E-01*i)*k7_0*x2_4
+(-9.55988763289062E-01 - 2.93403279574460E-01*i)*x1_4
+( 9.51398735664192E-01 + 3.07961760250483E-01*i)*x2_5;

+(-7.40095184373122E-01 + 6.72502132388972E-01*i)*k5_0*x4_3
+(-9.89807532866530E-01 - 1.42411544056907E-01*i)*k6_0*x2_3
+(-7.14756737396374E-02 - 9.97442343227650E-01*i)*x4_4;

+( 7.91417801743882E-01 - 6.11275603212562E-01*i)*k2_0*x1_3
+( 2.09234193105947E-01 - 9.77865559489291E-01*i)*x1_3
+( 8.07277595172799E-01 + 5.90171910829397E-01*i)*x1_4;

+(-8.10178308577355E-01 - 5.86183510780315E-01*i)*s3_0*x3_4
+( 8.36960901412985E-01 - 5.47262687843748E-01*i);

+( 9.93420073790606E-01 - 1.14527538128903E-01*i)*k3_0*x2_4
+( 9.87321280087170E-01 - 1.58734652445621E-01*i)*k2_0*x1_4
+(-8.29408576700313E-01 - 5.58642473229489E-01*i)*k4_0*x3_4
+( 9.46706847238553E-01 + 3.22096484599939E-01*i)*x3_5;

+( 1.82625175340381E-01 + 9.83182610368946E-01*i)*x2_5
+(-9.96001683091023E-01 + 8.93344685989039E-02*i);

+( 1.95354016356647E-01 + 9.80732791484677E-01*i)*k3_0*x2_5
+( 3.80077963174993E-01 - 9.24954453964490E-01*i)*k5_0*x4_5
+( 5.96638244719914E-01 + 8.02510314536542E-01*i)*k6_0*x2_5
+(-5.31798358934930E-01 - 8.46871008733984E-01*i)*k7_0*x2_5
+(-6.53174874233625E-01 + 7.57207094307685E-01*i)*x1_5
+(-4.53181570524247E-01 - 8.91418231885110E-01*i)*x2_6;

+( 5.72693322588563E-01 + 8.19769698307075E-01*i)*k2_0*x1_4
+(-7.34082394731232E-01 - 6.79060408023955E-01*i)*x1_4
+(-1.70551128845552E-01 + 9.85348827801357E-01*i)*x1_5;

+( 3.01358614827324E-01 + 9.53510873178359E-01*i)*k5_0*x4_4
+( 8.50624817844853E-01 - 5.25773163318945E-01*i)*k6_0*x2_4
+( 8.00697626150071E-01 + 5.99068703470346E-01*i)*x4_5;

+( 3.11589382876616E-01 + 9.50216847082059E-01*i)*s3_0*x3_5
+( 5.26375317753468E-01 + 8.50252330111442E-01*i);

+( 9.65793082293120E-01 - 2.59313945237725E-01*i)*k3_0*x2_5
+(-5.23693443298078E-01 + 8.51906789177432E-01*i)*k2_0*x1_5
+( 7.59566853187070E-01 + 6.50429239456139E-01*i)*k4_0*x3_5
+( 5.65885324109182E-02 + 9.98397585133086E-01*i)*x3_6;

****************** CURRENT CONTINUATION PARAMETERS *****************
GLOBAL MONITOR : 
  1. the condition of the homotopy           : 0
  2. number of paths tracked simultaneously  : 1
  3. maximum number of steps along a path    : 500
  4. distance from target to start end game  : 1.000E-01
  5. order of extrapolator in end game       : 0
  6. maximum number of re-runs               : 1
STEP CONTROL (PREDICTOR) :                    along path : end game
  7: 8. type ( x:Cub,t:Rea ):( x:Cub,t:Rea ) : 8         : 8
  9:10. minimum step size                    : 1.000E-06 : 1.000E-08
 11:12. maximum step size                    : 1.000E-01 : 1.000E-02
 13:14. reduction factor for step size       : 7.000E-01 : 5.000E-01
 15:16. expansion factor for step size       : 1.250E+00 : 1.100E+00
 17:18. expansion threshold                  : 1         : 1
PATH CLOSENESS (CORRECTOR) :                  along path : end game
 19:20. maximum number of iterations         : 3         : 3
 21:22. relative precision for residuals     : 1.000E-09 : 1.000E-11
 23:24. absolute precision for residuals     : 1.000E-09 : 1.000E-11
 25:26. relative precision for corrections   : 1.000E-09 : 1.000E-11
 27:28. absolute precision for corrections   : 1.000E-09 : 1.000E-11
SOLUTION TOLERANCES :                         along path : end game
 29:30. inverse condition of Jacobian        : 1.000E-04 : 1.000E-12
 31:32. clustering of solutions              : 1.000E-04 : 1.000E-12
 33:34. solution at infinity                 : 1.000E+20 : 1.000E+24
********************************************************************

OUTPUT INFORMATION DURING CONTINUATION :
  1 : only the final solutions at the end of the paths           

CARDINALITIES OF THE LIFTED FACES :

  #lifted 1-faces of polytope 1 : 1
  #lifted 1-faces of polytope 2 : 15
  #lifted 1-faces of polytope 3 : 1
  #lifted 1-faces of polytope 4 : 6
  #lifted 1-faces of polytope 5 : 1
  #lifted 1-faces of polytope 6 : 15
  #lifted 1-faces of polytope 7 : 6
  #lifted 1-faces of polytope 8 : 3
  #lifted 1-faces of polytope 9 : 1
  #lifted 1-faces of polytope 10 : 6
  #lifted 1-faces of polytope 11 : 1
  #lifted 1-faces of polytope 12 : 15
  #lifted 1-faces of polytope 13 : 3
  #lifted 1-faces of polytope 14 : 3
  #lifted 1-faces of polytope 15 : 1
  #lifted 1-faces of polytope 16 : 6
  #lifted 1-faces of polytope 17 : 1
  #lifted 1-faces of polytope 18 : 15
  #lifted 1-faces of polytope 19 : 3
  #lifted 1-faces of polytope 20 : 3
  #lifted 1-faces of polytope 21 : 1
  #lifted 1-faces of polytope 22 : 6
  #lifted 1-faces of polytope 23 : 1
  #lifted 1-faces of polytope 24 : 15
  #lifted 1-faces of polytope 25 : 3
  #lifted 1-faces of polytope 26 : 3
  #lifted 1-faces of polytope 27 : 1
  #lifted 1-faces of polytope 28 : 6
  #lifted 1-faces of polytope 29 : 1
  #lifted 1-faces of polytope 30 : 15
  #lifted 1-faces of polytope 31 : 3
  #lifted 1-faces of polytope 32 : 3
  #lifted 1-faces of polytope 33 : 1
  #lifted 1-faces of polytope 34 : 6

TIMING INFORMATION for Creation of the faces of lower hull
The elapsed time in seconds was                  0.000236000 =  0h 0m 0s  0ms
User time in seconds was                         0.000236000 =  0h 0m 0s  0ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                  27
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                                0

PRUNING TO EXTRACT THE MIXED CELLS :

STATISTICS OF #FACE-FACE COMBINATIONS :

           #Success      #Fail       Ratio 

           1.000E+00    0.000E+00    0.000E+00
           1.500E+01    0.000E+00    0.000E+00
           1.500E+01    0.000E+00    0.000E+00
           9.000E+01    0.000E+00    0.000E+00
           9.000E+01    0.000E+00    0.000E+00
           9.600E+02    3.900E+02    4.063E-01
           4.174E+03    1.586E+03    3.800E-01
           9.064E+03    3.458E+03    3.815E-01
           9.064E+03    0.000E+00    0.000E+00
           2.869E+04    2.569E+04    8.955E-01
           1.729E+04    1.141E+04    6.599E-01
           1.510E+05    1.082E+05    7.166E-01
           1.979E+05    2.552E+05    1.289E+00
           1.982E+05    3.956E+05    1.996E+00
           7.320E+04    1.250E+05    1.708E+00
           1.349E+05    3.043E+05    2.256E+00
           5.862E+04    7.629E+04    1.301E+00
           4.347E+05    4.446E+05    1.023E+00
           3.188E+05    9.852E+05    3.091E+00
           2.047E+05    7.517E+05    3.673E+00
           3.933E+04    1.653E+05    4.203E+00
           5.332E+04    1.827E+05    3.426E+00
           1.212E+04    4.119E+04    3.398E+00
           8.000E+04    1.018E+05    1.273E+00
           5.327E+04    1.867E+05    3.505E+00
           2.269E+04    1.371E+05    6.042E+00
           2.405E+03    2.029E+04    8.436E+00
           2.588E+03    1.184E+04    4.576E+00
           2.220E+02    2.366E+03    1.066E+01
           1.368E+03    1.962E+03    1.434E+00
           7.090E+02    3.395E+03    4.788E+00
           2.640E+02    1.863E+03    7.057E+00
           5.000E+00    2.590E+02    5.180E+01
           1.500E+01    1.500E+01    1.000E+00
 ----------------------------------------------
  Total :  2.110E+06 +  4.346E+06 =  6.455E+06

  Success = successful face-face combinations
  Fail    = unsuccessful face-face combinations
  Ratio   = #Fail / #Success
  Total   = total number of Linear-Programming problems

TIMING INFORMATION for Pruning for Mixed Cells.
The elapsed time in seconds was                650.946894000 =  0h10m50s947ms
User time in seconds was                       650.946894000 =  0h10m50s947ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                 205
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                              250

THE MIXED SUBDIVISION : 

Dimension without lifting : 34
Number of different supports : 34
Type of mixture :  1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1
The cells in the subdivision :
Cell 1 :
 normal to cell : 
-1.02908987786113E+00
-6.83074386759230E+00
-1.75467096350839E-01
-7.86913059832022E+00
-6.67427758810775E+00
-1.55382644955713E+01
-1.08514398806037E+01
-1.09898483282839E+01
 2.83504190893613E+00
-8.23611571930168E+00
-8.54846060487836E+00
-6.52668458131453E+00
-4.52982227156396E+00
 5.77215069009557E+00
-4.70841713934597E+00
-1.20260618375736E+01
-7.81828045487324E+00
-4.62415497034050E+00
-3.57955298786030E-01
-5.75687271717790E+00
-1.42464208222210E+01
-7.18495114668503E+00
-1.07672416934591E+00
-5.55191484724726E+00
-1.84052526049340E+01
-1.00126554146468E+01
-5.10255963150531E+00
-3.56113115305133E+00
-2.09135616682067E+01
-8.82499092017533E+00
-1.17130093328715E+01
-3.60598723241407E+01
-2.48815799699545E+01
-6.23283852181991E-01
 1.00000000000000E+00
 the points in the cell : 
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==> Volume : 1.
common mixed volume : 36

TIMING INFORMATION for Volume computation of mixed cells
The elapsed time in seconds was                  0.001586000 =  0h 0m 0s  2ms
User time in seconds was                         0.001586000 =  0h 0m 0s  2ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                   5
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                                0

POLYHEDRAL HOMOTOPY CONTINUATION without tasking :

*** PROCESSING SUBSYSTEM 1 ***

It is a simplex system.
2 solutions found.
===========================================================================
== 1 =  #step :  58 #fail : 53 #iter : 171 = failure ==
t :  5.00001123501161E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 2 =  #step :  59 #fail : 53 #iter : 172 = failure ==
t :  4.75765924501161E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 2 == 

*** PROCESSING SUBSYSTEM 2 ***

It is a simplex system.
2 solutions found.
===========================================================================
== 1 =  #step :  68 #fail : 54 #iter : 151 = at infinity ==
t :  8.09527278914167E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 :  1.53578964682551E+43  -8.36531193053893E+43
 x1_0 :  3.35666555003198E+80   2.60005443710595E+80
 x2_1 :  5.93433699355602E+48   2.14317802437250E+50
 k3_0 :  3.10675789353459E+100   5.17550045653915E+99
 k5_0 : -5.82578983462577E+73   1.67340129476746E+73
 x4_0 : -1.15697533898338E+82   1.74517995426450E+81
 k6_0 : -1.87733103515382E+99  -2.31958671661403E+99
 k7_0 :  2.87522653922001E+102  -2.62634273256774E+102
 s3_0 :  1.17301410926121E+84  -2.63899290994376E+84
 x3_0 :  1.27543407722776E+83   1.10250857688016E+83
 x3_1 :  1.21936159773028E+82  -1.68148411243954E+83
 k2_0 :  2.63358447073600E+74  -9.85749000113907E+76
 k4_0 :  2.66394475050813E+75   9.81597216416730E+74
 x1_1 : -2.07565965424336E+80  -2.39516784346062E+79
 x2_2 : -2.33526532361149E+39   2.55393860071555E+39
 x4_1 :  1.55201421301792E+81   5.90180697641908E+81
 u1_0 :  4.56002206168645E+138  -7.68281516585331E+138
 x3_2 :  1.61054123523184E+83   4.98411654225379E+82
 x1_2 :  1.61438517948041E+80  -5.58298168172625E+79
 x2_3 :  8.93397972166811E+39   1.76789379369715E+40
 x4_2 : -2.51202095676244E+80  -2.92121328028255E+80
 x3_3 : -1.55892392667271E+83  -6.41882729395312E+82
 x1_3 :  1.52057865153315E+79  -1.32890387347239E+80
 x2_4 : -1.95745937479824E+44  -1.10108914040127E+44
 x4_3 : -4.51913203009654E+81   5.81865408423832E+81
 x3_4 : -2.45349936724699E+81   2.77947961687006E+82
 x1_4 : -5.28837530718017E+78  -9.88153247056019E+79
 x2_5 :  3.49401145955549E+49   1.68773725084296E+50
 x4_4 : -9.21989880655339E+81   1.25916120087248E+82
 x3_5 : -6.69361003051437E+82   1.54732449571616E+83
 x1_5 : -5.13217263159998E+110   5.09305186199157E+111
 x2_6 : -1.56826440487826E+161  -1.26383017226121E+161
 x4_5 : -3.30656764420087E+87  -4.45809032018055E+86
 x3_6 :  5.79448124734992E+188   1.32587524334828E+189
== err :  5.743E+188 = rco :  7.982E-253 = res :  1.597E+181 ==
== 2 =  #step :  61 #fail : 53 #iter : 178 = failure ==
t :  7.05765924501160E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 1 = #fail : 1 == 

*** PROCESSING SUBSYSTEM 3 ***

It is a simplex system.
2 solutions found.
===========================================================================
== 1 =  #step :  39 #fail :  8 #iter : 119 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  3.98999644926903E+01
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -1.13354141103202E-01   1.37534393072964E+00
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  3.56995132972586E-01   6.78062370615412E-01
 k5_0 :  6.51791900482307E-01  -9.33063574746581E-01
 x4_0 : -1.77869059383818E-01   1.38552932526537E+00
 k6_0 :  7.71370688744044E-01  -4.14858621830548E-01
 k7_0 :  1.12690007470413E+00   2.15139510830397E-02
 s3_0 : -6.02515797021318E-01  -5.99487709386792E-01
 x3_0 : -7.72094216416662E-01  -8.87763745290856E-01
 x3_1 : -2.50503291101779E-01   1.14956602577846E+00
 k2_0 : -1.40315567214588E+00  -1.17314441413768E+00
 k4_0 : -4.79946947840487E-01   2.88824014448390E-01
 x1_1 :  3.34403162026546E-01  -7.98381621387346E-02
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  1.02883636399208E+00  -6.64756225920804E-01
 u1_0 :  3.06515451415252E-01  -1.24550882260729E+00
 x3_2 : -1.06333035080477E+00  -5.03569768288683E-01
 x1_2 :  1.00923420347598E-01   4.63730414945674E-01
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 :  9.82454700561880E-02  -1.13719219101800E+00
 x3_3 :  1.01348497685915E+00   5.97580244115977E-01
 x1_3 :  4.11107618856422E-01  -1.92385792726944E-02
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -1.77283034187989E-01  -4.31391811311865E-01
 x3_4 :  4.77074474859333E-01   1.07547844790800E+00
 x1_4 :  7.89424827942997E-01  -8.16877493579908E-02
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -7.02546791322698E-01   2.57986854694027E-01
 x3_5 :  6.15416159603651E-01  -1.00275465442729E+00
 x1_5 :  1.78681274117186E+00  -9.78058988110927E-01
 x2_6 :  1.31296220301599E+00   1.28611772635726E+00
 x4_5 :  4.39957290162758E-01   3.05994614527801E-01
 x3_6 :  2.54541406438808E+00   2.85488617335132E+00
== err :  3.040E-15 = rco :  4.113E-03 = res :  1.332E-15 ==
== 2 =  #step :  59 #fail : 11 #iter : 178 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  3.09530991013436E+03
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 :  1.42322297538389E+00   5.35493549809413E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  1.93350065782283E-01  -1.46408358268891E-01
 k5_0 : -2.35102296381693E+00  -8.82245372800721E-01
 x4_0 :  3.82150504647675E-02  -1.10377081578939E+00
 k6_0 :  2.21892170091216E+00   1.85453872775670E-02
 k7_0 :  9.50023432148281E-01  -3.29937519199774E-01
 s3_0 : -1.16635204930157E+00   8.99721921193834E-01
 x3_0 :  4.49726386185907E-01  -5.08529123737034E-01
 x3_1 : -6.76487213160699E-01  -5.67515863272711E-02
 k2_0 : -3.72708010780774E-01   7.89315861341623E-01
 k4_0 : -9.41474645741367E-01  -1.88155072693573E+00
 x1_1 : -2.81618792993074E-01   1.00575677795475E+00
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  4.95430450797721E-01   4.37984055635365E-01
 u1_0 :  2.05156877604314E+00   9.39224402026803E-01
 x3_2 :  2.08014864741166E-01  -6.46208563984806E-01
 x1_2 : -6.59504516967160E-01   1.78345828153017E+00
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 :  4.29063625688186E-01   3.81515546318711E-01
 x3_3 : -2.65547897436874E-01   6.24771963429415E-01
 x1_3 : -1.80816306308168E+00  -1.87653684014401E+00
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  4.14671745411897E-01   6.69848769296052E-01
 x3_4 : -5.79323873226359E-01   3.53891992040793E-01
 x1_4 :  1.07467047728860E+00  -1.44168222812548E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -6.60939820298758E-01  -4.41269969599986E-01
 x3_5 :  6.19976415084909E-01   2.76559101927698E-01
 x1_5 :  3.20593038523293E-02  -1.82260474484880E+00
 x2_6 :  1.38217981278105E+00  -6.05730167595224E+00
 x4_5 : -1.51699720637017E+00  -3.74673023848971E-01
 x3_6 :  4.80488770149933E-01  -6.17899970184350E-01
== err :  8.191E-15 = rco :  2.630E-03 = res :  8.882E-16 ==
== #regu : 2 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 0 == 

*** PROCESSING SUBSYSTEM 4 ***

It is a simplex system.
2 solutions found.
===========================================================================
== 1 =  #step :  60 #fail : 54 #iter : 142 = failure ==
t :  3.38237152041255E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 2 =  #step :  64 #fail : 55 #iter : 173 = failure ==
t :  3.75988514110279E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 2 == 

*** PROCESSING SUBSYSTEM 5 ***

It is a simplex system.
2 solutions found.
===========================================================================
== 1 =  #step :  72 #fail : 58 #iter : 183 = failure ==
t :  3.34813259591987E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 2 =  #step :  58 #fail : 53 #iter : 129 = failure ==
t :  5.00001123501161E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 2 == 

*** PROCESSING SUBSYSTEM 6 ***

It is a simplex system.
2 solutions found.
===========================================================================
== 1 =  #step :  45 #fail :  9 #iter : 131 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  2.39007704925988E+02
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 :  5.94156764830298E-01   1.12543220082961E+00
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  6.13902218688632E-01   3.50031569062219E-01
 k5_0 : -3.81497427378497E-01   6.73076394355154E-01
 x4_0 :  1.53933248779635E+00  -6.19450325669689E-01
 k6_0 :  9.69962028970058E-02  -1.85326492193725E-01
 k7_0 : -8.23315441219129E-02   4.85561873472987E-01
 s3_0 : -2.01076181818314E-01  -8.99450199000882E-01
 x3_0 : -1.04063082631945E+00  -3.07132696737222E-01
 x3_1 :  3.75532676036384E-01   1.01794804352694E+00
 k2_0 : -1.40315567214588E+00  -1.17314441413768E+00
 k4_0 : -4.79946947840487E-01   2.88824014448390E-01
 x1_1 :  2.20360766934395E-01  -2.27956904370144E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  5.23285656604731E-01   1.00203867807848E+00
 u1_0 : -3.79583708210568E-01  -1.12032092098200E+00
 x3_2 : -1.07644887201695E+00   1.36017778341003E-01
 x1_2 :  3.08505194759468E-01   3.10440507015767E-01
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 : -5.49316955023017E-01   3.75657903652352E-01
 x3_3 :  1.08433541307380E+00  -3.82063089745785E-02
 x1_3 :  3.10053380210439E-01  -2.18897918776364E-01
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  2.34804027573921E-01  -5.03467506724100E-01
 x3_4 :  9.04402195376361E-01   5.99416115140224E-01
 x1_4 :  5.73179467947513E-01  -4.55121353786187E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -1.16215364081787E-01   6.21456272109890E-01
 x3_5 : -1.90174895118564E-02  -1.08484162216613E+00
 x1_5 :  9.03883383241964E-01  -1.64674801054774E+00
 x2_6 :  1.98197061351916E+00   7.91045220708653E-02
 x4_5 :  1.90818892972508E-01   6.71017405376921E-01
 x3_6 :  3.39506662246705E+00   9.56677783037523E-01
== err :  3.761E-15 = rco :  2.200E-03 = res :  8.327E-16 ==
== 2 =  #step :  43 #fail :  7 #iter : 126 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  2.51826841413643E+02
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -6.19565095015581E-01   1.58355248375054E+00
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  1.60880738467790E-01   2.18334648148096E-01
 k5_0 :  2.64676311845064E-01   4.60774915018248E-02
 x4_0 : -1.10590832713555E+01  -5.26370708968628E+00
 k6_0 : -3.32137820687109E-01   2.33137839174226E+00
 k7_0 : -6.34953568638588E-01  -5.13227243571814E-01
 s3_0 :  8.18146340268643E-01   1.03241251622821E+00
 x3_0 :  5.62039492784519E-01   5.10295097926598E-01
 x3_1 :  7.33445167607834E-02  -7.55585905293714E-01
 k2_0 : -3.72708010780774E-01   7.89315861341623E-01
 k4_0 : -9.41474645741367E-01  -1.88155072693573E+00
 x1_1 : -1.12047257194995E+00  -3.29592836756320E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 : -9.17750252795700E-01   2.38678000157945E-01
 u1_0 : -1.08018146063197E+00   2.28023748627459E+00
 x3_2 :  7.19518894759774E-01   2.42037266760860E-01
 x1_2 : -1.98453767820784E+00  -7.63493428858864E-01
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 : -1.63324147206588E+00   2.02935106758382E+00
 x3_3 : -6.94708610719486E-01  -3.06054610502107E-01
 x1_3 :  2.12468139842358E+00  -1.99437306539768E+00
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -2.84005756510763E+00   1.05891166717322E+00
 x3_4 : -3.87237491478065E-01  -6.52944563964791E-01
 x1_4 :  1.45494428864099E-01   1.20375190931469E+00
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -1.45206343096877E+00  -2.73710019605195E+00
 x3_5 : -3.18296716226518E-01   6.89185518461329E-01
 x1_5 :  2.03748019051813E+00   6.24866052698908E-02
 x2_6 :  3.84394374809324E+00   1.90540317741308E+00
 x4_5 : -1.74298008924085E+00  -1.02890023558175E+00
 x3_6 :  6.83883074299512E-01   5.46290691942787E-01
== err :  1.039E-14 = rco :  2.143E-04 = res :  1.305E-15 ==
== #regu : 2 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 0 == 

*** PROCESSING SUBSYSTEM 7 ***

It is a simplex system.
4 solutions found.
===========================================================================
== 1 =  #step :  80 #fail : 55 #iter : 178 = failure ==
t :  6.70000339141680E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 2 =  #step :  60 #fail : 53 #iter : 132 = at infinity ==
t :  3.15715705588079E-01   0.00000000000000E+00
m : 1                  Length of path :  4.78553361546147E+146
the solution for t : 
 x2_0 : -1.29396393573132E+57   6.79618934783652E+57
 x1_0 :  2.76669325363338E+71   5.66198946322701E+71
 x2_1 : -1.78060112201801E+48  -2.92286174346697E+49
 k3_0 :  9.54140394270436E+75   6.42619231498428E+76
 k5_0 : -5.29293197875524E+60  -4.43684231507248E+60
 x4_0 :  4.66222348621694E+76   1.94782214748404E+77
 k6_0 : -1.83350348689825E+77   2.17531736676620E+77
 k7_0 : -1.23962359608236E+76  -1.23575947587208E+76
 s3_0 : -1.13208931792937E+76   7.74995481464532E+75
 x3_0 :  9.83823159382059E+88   6.49593945428473E+89
 x3_1 :  4.62089276612601E+89  -4.67038407913582E+89
 k2_0 : -3.94318953342516E+70  -1.29850069782619E+70
 k4_0 :  3.76322156287259E+69  -1.89381497085322E+69
 x1_1 : -2.11513584456803E+67  -4.13809908695679E+67
 x2_2 : -2.08937861510232E+57  -2.82625454556838E+57
 x4_1 : -1.75361049674715E+77   2.58368936010744E+76
 u1_0 : -7.83429983692022E+116  -2.82607967232492E+116
 x3_2 :  3.50655552539573E+89   5.55600627699079E+89
 x1_2 : -2.33644959500660E+67  -2.60479976203823E+67
 x2_3 :  5.60291234219271E+48  -7.49959322903864E+48
 x4_2 :  1.18318612687239E+76  -1.60841495288909E+77
 x3_3 : -2.99023953858866E+89  -5.85009443552208E+89
 x1_3 :  2.26918625267541E+67   1.71421119460242E+65
 x2_4 :  5.71586087933976E+46  -4.65613413990150E+46
 x4_3 :  7.85284100696423E+76   1.70159578657260E+76
 x3_4 :  1.87910274365256E+84   2.47338474253093E+84
 x1_4 : -9.12679097725820E+66  -5.44532885285839E+66
 x2_5 : -1.22376059270438E+68   1.84863919935825E+68
 x4_4 : -4.08360826024765E+76  -9.71376455358468E+75
 x3_5 : -5.90207886926764E+89   2.88627829975305E+89
 x1_5 : -6.31513885524096E+82  -1.85397388657845E+82
 x2_6 : -2.34470896077162E+137   9.55033585511822E+136
 x4_5 : -3.21633627777042E+87   1.56366915412559E+87
 x3_6 :  3.47792717655454E+159  -1.54069716570156E+160
== err :  4.069E+144 = rco :  3.285E-191 = res :  8.965E+143 ==
== 3 =  #step :  57 #fail : 53 #iter : 121 = at infinity ==
t :  3.34301123501161E-01   0.00000000000000E+00
m : 1                  Length of path :  7.01968088446583E+94
the solution for t : 
 x2_0 : -2.61234507593836E+18  -7.32486801481912E+18
 x1_0 : -3.10598401746425E+38  -3.85101831057251E+39
 x2_1 :  3.44004802006031E+18  -1.24781898854108E+18
 k3_0 :  2.86533943853703E+35  -9.46306579203083E+35
 k5_0 :  0.00000000000000E+00   0.00000000000000E+00
 x4_0 :  2.53360650388350E+43  -5.25182594940206E+43
 k6_0 :  2.36895769582867E+43  -9.54311754631482E+42
 k7_0 : -2.08946696238963E+43  -3.48964694230424E+42
 s3_0 : -1.79371787045455E+38  -1.24323738447790E+38
 x3_0 : -4.02235518205457E+40  -5.97815599708329E+41
 x3_1 : -4.55322429649105E+41   3.89464902698941E+41
 k2_0 : -6.96309402619850E+35  -3.23714228829625E+36
 k4_0 : -6.50526874354746E+31  -5.39439209050196E+31
 x1_1 :  2.98870314077114E+34  -2.82540145192069E+35
 x2_2 : -1.91501148575249E+18   3.58537031819715E+19
 x4_1 : -1.38675502701638E+43   4.58933621614807E+43
 u1_0 : -1.93721733884726E+42  -1.19871660480135E+41
 x3_2 : -2.76612624378131E+41  -5.31494949562838E+41
 x1_2 :  2.28648954267614E+34   2.16698798218628E+35
 x2_3 :  6.48230795411948E+17   4.64150156825362E+18
 x4_2 :  8.51720991142579E+42  -3.55869352417498E+43
 x3_3 :  2.27461747440515E+41   5.54312708519241E+41
 x1_3 :  1.19915150994031E+35   9.65820937748856E+34
 x2_4 :  3.67473351914953E+18   4.30462700992754E+18
 x4_3 : -2.05458929064351E+43   1.41241584924819E+43
 x3_4 : -2.13879875861317E+37  -1.14411181515930E+37
 x1_4 :  4.40958999124558E+34   8.60383187173332E+34
 x2_5 : -3.19863674198127E+17   2.58374409027230E+18
 x4_4 :  9.97295072645814E+42   1.10542265768061E+43
 x3_5 :  5.58249957881029E+41  -2.17619874785419E+41
 x1_5 : -1.25882710226425E+47  -1.67977678349371E+47
 x2_6 :  8.06757548834505E+55   4.70107785813799E+54
 x4_5 :  8.07134451688313E+42  -1.27686521854411E+42
 x3_6 : -4.23268718526398E+82  -3.00453624157610E+82
== err :  7.237E+82 = rco :  0.000E+00 = res :  1.813E+80 ==
== 4 =  #step :  57 #fail : 53 #iter : 119 = at infinity ==
t :  3.40001399608079E-01   0.00000000000000E+00
m : 1                  Length of path :  3.83614495295184E+125
the solution for t : 
 x2_0 : -3.09494356230216E+49   3.49362309630602E+49
 x1_0 :  2.32411959360880E+59  -6.37008857732288E+59
 x2_1 : -5.30334164431682E+47  -5.11211691270262E+47
 k3_0 :  1.52703871542471E+65   1.19673679106105E+65
 k5_0 : -1.46404748029774E+52   1.04040001197387E+52
 x4_0 :  3.24907237505851E+66   2.85023814137226E+67
 k6_0 :  2.87104559673154E+68   1.31523347212668E+68
 k7_0 : -1.52010224296059E+68   5.22147422679061E+67
 s3_0 : -2.85316595858164E+70   6.56619803142577E+70
 x3_0 :  4.96727773550705E+81  -7.65310441810354E+81
 x3_1 : -9.10471413883922E+81   5.89945558897438E+80
 k2_0 : -1.65165982639537E+64   2.36775633623305E+67
 k4_0 : -6.09553730638541E+64  -1.39062826158505E+66
 x1_1 : -4.62200031788816E+59   4.59389452834493E+59
 x2_2 : -3.40506929141834E+47  -2.94077328744229E+47
 x4_1 :  9.63546719027082E+65   2.37141391604204E+67
 u1_0 : -6.60849659848860E+99  -3.43663876538123E+100
 x3_2 :  1.48083061286570E+81  -9.00283266516605E+81
 x1_2 :  2.10980423674361E+59  -3.93854499522970E+59
 x2_3 : -3.30019673087862E+46   2.20986204661340E+47
 x4_2 : -2.59425260855718E+66   1.84931047320039E+67
 x3_3 : -2.28816385821391E+81   8.83222290387881E+81
 x1_3 : -7.49409350820046E+58  -2.39686049430047E+59
 x2_4 : -2.72811622427632E+47  -7.11693554037315E+47
 x4_3 : -1.19202409076143E+67   6.28228751806883E+66
 x3_4 : -1.10714925224978E+81   8.23604152878360E+80
 x1_4 :  7.77614365976402E+58  -9.44992527846323E+58
 x2_5 :  1.13866227550660E+57  -1.01155893537854E+56
 x4_4 : -2.59448613310764E+66  -7.67322272478076E+66
 x3_5 :  8.79036108313030E+81   2.44405550618139E+81
 x1_5 :  1.50993312585559E+72   1.52850548871969E+73
 x2_6 :  7.45509215061226E+118  -3.45259015886440E+119
 x4_5 : -9.69166293507833E+66   3.75381240139977E+67
 x3_6 :  4.33397878406772E+146   2.21519224820577E+146
== err :  2.556E+123 = rco :  8.581E-169 = res :  3.309E+127 ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 3 = #fail : 1 == 

*** PROCESSING SUBSYSTEM 8 ***

It is a simplex system.
4 solutions found.
===========================================================================
== 1 =  #step :  57 #fail : 53 #iter : 143 = at infinity ==
t :  3.24011123501161E-01   0.00000000000000E+00
m : 1                  Length of path :  1.55540511825335E+71
the solution for t : 
 x2_0 : -5.74105456528589E+15  -4.64126992187392E+14
 x1_0 :  1.05231064295320E+35  -2.02004837469965E+35
 x2_1 :  6.56584602500000E+07   9.73141852500000E+07
 k3_0 : -4.92089791450144E+36   3.82981650957433E+36
 k5_0 : -2.38395571757968E+22  -2.91333286146128E+22
 x4_0 : -1.32075761131639E+29  -1.71531171974936E+28
 k6_0 : -5.72503496566052E+34  -3.11332363794119E+34
 k7_0 : -3.19080204035286E+38   2.75341656707270E+38
 s3_0 :  7.35845234703175E+28  -9.19207412838911E+27
 x3_0 :  9.53093260685566E+46   7.58925715007665E+46
 x3_1 :  3.24504799245913E+47  -1.99499780986133E+47
 k2_0 : -1.68009594728699E+36   2.38623187170410E+35
 k4_0 :  8.14551483164264E+28  -1.83714172034751E+29
 x1_1 :  1.32369993623703E+35   1.40415418969150E+34
 x2_2 :  3.51996297084928E+14  -1.38993813422080E+15
 x4_1 :  2.01887679166850E+28   9.33884525698893E+28
 u1_0 : -1.02807679363754E+38  -7.82787599344377E+37
 x3_2 :  1.17746097204615E+47   3.12954730706468E+46
 x1_2 :  5.86688858873704E+34  -1.84956024115458E+34
 x2_3 :  9.19331107635200E+12  -3.80124864512000E+12
 x4_2 :  6.14914914399226E+28  -2.81770814039253E+28
 x3_3 : -1.14437055464130E+47  -4.18056269337751E+46
 x1_3 :  5.82352156924228E+33  -8.92279938264024E+33
 x2_4 :  2.21655992500000E+07   5.80539574062500E+07
 x4_3 :  5.77172669474719E+27  -4.46245702033820E+28
 x3_4 : -1.81441997246433E+46   1.76061840441748E+46
 x1_4 : -2.65129868654328E+34   7.74964800368546E+34
 x2_5 :  5.59504248906606E+19   6.62865427170480E+20
 x4_4 : -3.64181735669186E+27  -2.56185218110423E+28
 x3_5 : -4.38235759136270E+46   1.13679568397197E+47
 x1_5 : -8.90592014829268E+47  -9.73182042670759E+47
 x2_6 :  3.83831306974119E+53  -2.26747776007437E+53
 x4_5 : -1.88490135574711E+30  -4.65459732646268E+30
 x3_6 :  1.34536597694068E+78   1.94290571795019E+78
== err :  4.014E+69 = rco :  6.595E-110 = res :  2.894E+61 ==
== 2 =  #step :  58 #fail : 53 #iter : 154 = at infinity ==
t :  3.58311123501161E-01   0.00000000000000E+00
m : 1                  Length of path :  5.39690835949292E+53
the solution for t : 
 x2_0 : -2.65030761466282E-02  -6.83847502367168E-01
 x1_0 :  2.00664998218689E+07   6.89441821021131E+07
 x2_1 : -8.00061972055832E-01   6.89985617958768E-01
 k3_0 : -5.73684118092370E+07  -9.59619538698425E+07
 k5_0 : -1.40190209566501E+02   1.62570903724811E+02
 x4_0 :  1.31274996217120E+09  -9.53928360829354E+09
 k6_0 :  1.73094523128688E+09  -1.21501141749044E+09
 k7_0 : -3.72844525854182E+08  -4.09699715289234E+07
 s3_0 : -1.33402220466759E+19   1.34651180334530E+19
 x3_0 : -1.16463789294303E+02   7.95913366656539E+02
 x3_1 :  7.07791814315146E+02  -3.82194518355946E+02
 k2_0 :  4.20887947050656E+10  -1.46187410945372E+11
 k4_0 : -4.06550511129956E+15   8.78778090982096E+15
 x1_1 :  4.62697709818595E+07   7.01761971779852E+07
 x2_2 :  1.80043505352927E-02   1.01039262361112E+00
 x4_1 :  3.87728340020706E+09   3.35783962650781E+09
 u1_0 :  3.22905416558657E+07   6.41349014219344E+07
 x3_2 :  2.12530682147595E+02   7.75804493699877E+02
 x1_2 :  4.24200057017197E+07   2.70786876961330E+07
 x2_3 :  1.02041964809813E+00   9.24349582720726E-01
 x4_2 : -2.16796075171598E+09   3.57088850149701E+08
 x3_3 : -1.41568963872114E+02  -7.91833398925380E+02
 x1_3 : -1.36349760609571E+07   9.95615494068200E+06
 x2_4 :  9.11878769454949E-01   2.59191872449246E-01
 x4_3 :  6.47285212732169E+08  -2.58132868589458E+08
 x3_4 : -4.35981652966592E+02  -1.50983610887002E+02
 x1_4 : -1.78984120479743E+07   2.27876865453227E+06
 x2_5 :  9.40628859808188E-02  -9.95566257705103E-01
 x4_4 : -4.66864229273168E+08   1.02242875800877E+08
 x3_5 :  1.03540583082925E+07   1.76543172895169E+07
 x1_5 : -7.81840591608518E+06   1.62648873281731E+07
 x2_6 : -1.36055873977907E+10  -1.33063496628999E+10
 x4_5 : -2.71208061520722E+08  -3.04994823653754E+08
 x3_6 : -1.84683717331138E+32  -2.01627721134745E+32
== err :  2.401E+32 = rco :  1.628E-52 = res :  4.129E+26 ==
== 3 =  #step :  59 #fail : 53 #iter : 171 = at infinity ==
t :  3.33825487108079E-01   0.00000000000000E+00
m : 1                  Length of path :  5.72514648274731E+53
the solution for t : 
 x2_0 : -3.40420499397283E-01  -8.49726441341557E-01
 x1_0 :  1.43946761568927E+10  -5.17572598898287E+08
 x2_1 : -8.86961291951843E-01   7.30622622930042E-01
 k3_0 :  1.18332537507985E+05  -2.15767414712387E+05
 k5_0 : -1.10245328241980E+13  -8.56344928063934E+13
 x4_0 :  3.41335000713465E+10   4.24085262348074E+10
 k6_0 : -2.51393930193782E+10  -5.36598735443353E+09
 k7_0 :  9.26150915251966E+09  -4.79977850114250E+07
 s3_0 : -1.49423479606366E+18  -3.64869741163016E+18
 x3_0 : -5.95009861543597E+09   2.20933496803088E+09
 x3_1 :  5.32690271554508E+09   3.45093349562602E+09
 k2_0 : -1.68855894773396E+14  -2.94835677566898E+14
 k4_0 : -7.34654944429023E+13  -1.54167250198244E+14
 x1_1 :  1.48924855793596E+06  -2.07657142489675E+06
 x2_2 :  6.52522119034072E-02   6.08566139069226E-01
 x4_1 : -2.70466039582401E+10  -2.57179399123213E+10
 u1_0 :  1.40595122567354E+10  -3.13124546410189E+09
 x3_2 : -4.56447409936894E+09   4.41026197928090E+09
 x1_2 : -2.17941062455276E+05   1.69017036147363E+06
 x2_3 :  6.69846340052144E-01   6.82021782212928E-01
 x4_2 :  1.70280053389975E+10   1.56272302480780E+10
 x3_3 :  4.94426561353298E+09  -3.97983317215082E+09
 x1_3 :  8.52009758674745E+05   3.24170931197783E+05
 x2_4 :  9.88461337368963E-01   3.56187580715555E-01
 x4_3 :  2.69366603444357E+08  -1.06662640090328E+10
 x3_4 :  9.45750145309181E+04  -1.90754841259177E+05
 x1_4 :  3.73343262907536E+05  -4.13502362792223E+05
 x2_5 :  9.40628859808187E-02  -9.95566257705102E-01
 x4_4 : -8.61420100859341E+09   7.77137922787281E+09
 x3_5 : -3.89174196895303E+09  -5.01389858105952E+09
 x1_5 : -2.51484351156098E+05  -6.94699320998498E+05
 x2_6 :  5.18565121303770E+22   9.04719510884644E+21
 x4_5 : -1.50344062968473E+07   3.85649848750590E+09
 x3_6 : -5.96083689411381E+34  -1.46020059184811E+34
== err :  1.144E+35 = rco :  2.186E-53 = res :  3.528E+28 ==
== 4 =  #step :  59 #fail : 53 #iter : 134 = at infinity ==
t :  3.09686265288079E-01   0.00000000000000E+00
m : 1                  Length of path :  2.08561433414335E+81
the solution for t : 
 x2_0 : -1.22455097201022E+20  -1.27694731205375E+20
 x1_0 :  6.62886490900182E+37   7.51131301918041E+38
 x2_1 :  5.16343577729181E+16   1.57600144912302E+17
 k3_0 : -3.55576472200955E+46  -2.05819936680091E+45
 k5_0 :  7.87615621746939E+23   1.04289933188607E+24
 x4_0 :  2.01349692506467E+46   1.73475875519308E+46
 k6_0 :  8.10240965941327E+47  -2.29841232816558E+48
 k7_0 : -1.03507204508304E+48   5.68690606691512E+47
 s3_0 : -3.81219871157883E+32  -1.07999819399349E+32
 x3_0 : -6.81974904510476E+41  -3.09125299804049E+41
 x3_1 :  1.59627850732324E+41   7.31551208609987E+41
 k2_0 : -1.10367029631099E+46  -1.51557371471989E+46
 k4_0 :  3.96312014683923E+28  -3.40278077444474E+28
 x1_1 :  3.82899729004589E+38  -7.28062830717114E+38
 x2_2 : -2.34454000562806E+20   1.95677513378516E+20
 x4_1 :  1.21877880849591E+46   1.27708731096788E+46
 u1_0 : -1.37000826083331E+46  -1.27989420382633E+46
 x3_2 : -7.48702228978647E+41  -9.65369655098762E+39
 x1_2 : -1.84794765227501E+38   4.14568009683611E+38
 x2_3 :  2.01149311082637E+21  -6.81219555308363E+21
 x4_2 :  4.39958834743933E+45   8.90594813453003E+45
 x3_3 :  7.44768023289220E+41   7.72580942674484E+40
 x1_3 :  7.42128511562682E+37   2.59827472238466E+38
 x2_4 : -7.32666042233691E+16   2.05946886266433E+17
 x4_3 : -3.93604889944742E+45   3.28208923132519E+45
 x3_4 :  2.53581540718020E+41   6.01895157093932E+40
 x1_4 :  5.52160428653271E+37   2.21194120588472E+38
 x2_5 : -4.32761011997615E+32   2.03660112429570E+32
 x4_4 : -7.44371629784826E+44  -3.35829102616922E+45
 x3_5 :  9.04216003687359E+40  -7.43284707041496E+41
 x1_5 : -1.92669221242303E+52  -1.63429039745585E+53
 x2_6 : -3.04713033902281E+63   7.81073100334495E+63
 x4_5 : -6.76243375611732E+49  -2.60849935376528E+50
 x3_6 : -2.45690596839717E+87  -9.44178384467035E+87
== err :  3.576E+73 = rco :  1.122E-114 = res :  2.364E+74 ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 4 = #fail : 0 == 

*** PROCESSING SUBSYSTEM 9 ***

It is a simplex system.
4 solutions found.
===========================================================================
== 1 =  #step :  34 #fail :  6 #iter : 103 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  4.50037831143329E+02
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -2.12906421909877E+00  -4.16694394796223E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 : -2.37392697383287E-01   2.51729470883719E-01
 k5_0 :  7.08172734163921E-01  -1.53372487306142E-01
 x4_0 : -8.12940092971409E+00  -8.98029216885170E-02
 k6_0 : -1.96511127754717E+00   5.58695189421555E+00
 k7_0 : -3.80136203473267E+00   3.42433191447872E+00
 s3_0 :  9.10784661466379E-01  -4.86340320081720E-01
 x3_0 : -5.12425444724409E-01   8.21862236657034E-01
 x3_1 :  9.65197150511550E-01  -8.01987100164014E-02
 k2_0 : -3.72708010780774E-01   7.89315861341623E-01
 k4_0 : -9.41474645741367E-01  -1.88155072693573E+00
 x1_1 :  1.58274872778520E-01  -1.48165607673038E+00
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  2.36822819310151E+00   5.54425216625426E+00
 u1_0 : -3.10861855771732E+00  -8.36060906604888E-01
 x3_2 : -1.39781638939824E-01   9.58383256249402E-01
 x1_2 :  5.05944297440329E-01  -2.66522909716045E+00
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 : -3.29450304008864E-01   5.28806058424730E+00
 x3_3 :  2.25798142346498E-01  -9.41834683666291E-01
 x1_3 :  2.98791419335855E+00   2.21238002194153E+00
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -5.83355845563295E+00   4.38595336991751E+00
 x3_4 :  7.31344421951553E-01  -6.34958824589642E-01
 x1_4 : -1.47787961592685E+00   4.57081745838373E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -6.27300139533378E+00  -6.08639476741256E+00
 x3_5 : -9.37692724234148E-01  -2.42424683896367E-01
 x1_5 :  3.86089102317431E-01   2.57186361867921E+00
 x2_6 :  7.09624952493554E-01  -8.30054369586671E-01
 x4_5 : -3.66650281305658E-01   6.26253358468586E-01
 x3_6 : -5.29830889389377E-01   9.83017270078932E-01
== err :  7.217E-13 = rco :  4.966E-05 = res :  1.887E-15 ==
== 2 =  #step :  39 #fail :  7 #iter : 116 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  3.67948655691518E+02
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -5.95462159550889E-02   4.25517188427782E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  5.23307825981376E-02   4.42439762738842E-02
 k5_0 : -7.26860630306960E-01  -2.15808218031018E-02
 x4_0 :  1.93156270547410E-01  -2.03012906653026E+00
 k6_0 :  8.66615666715458E-01   3.39071698491772E-01
 k7_0 :  3.52900946220644E-01   1.98945925078680E-01
 s3_0 :  2.20271408057398E+00   4.72509944539073E+00
 x3_0 :  1.68033059224942E-01   9.25130322800590E-02
 x3_1 : -2.62231331540184E-02  -1.90016097796294E-01
 k2_0 : -3.72708010780774E-01   7.89315861341623E-01
 k4_0 : -9.41474645741367E-01  -1.88155072693573E+00
 x1_1 : -2.94711322486312E-01  -1.53922719299097E-02
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  1.00555078557837E+00   3.00204593226452E-01
 u1_0 : -1.31962838385466E-01   6.23736253910064E-01
 x3_2 :  1.91030451697236E-01   1.73532895583020E-02
 x1_2 : -5.32507284350590E-01  -7.14396026177713E-02
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 : -1.41066220380769E-01   9.53945499228142E-01
 x3_3 : -1.88681345118258E-01  -3.45415711644545E-02
 x1_3 :  4.05439363181966E-01  -6.14642943406257E-01
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  2.68362649704948E-01   2.61436117036230E-01
 x3_4 : -1.33421555357617E-01  -1.37813129636108E-01
 x1_4 :  1.06259966307903E-01   2.87357576869137E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -8.85405993686699E-01  -1.46259520662960E-01
 x3_5 : -3.78741033140830E-02   1.88040746734048E-01
 x1_5 :  5.04465832985897E-01  -1.03966280510289E-01
 x2_6 : -1.29165404279368E-01  -8.98556386358506E-01
 x4_5 : -1.28337686619334E+00  -6.67461698238442E-02
 x3_6 :  2.00089919449127E-01   9.42248521005626E-02
== err :  9.675E-15 = rco :  1.856E-03 = res :  3.331E-16 ==
== 3 =  #step :  45 #fail : 10 #iter : 128 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  2.59840064920911E+01
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -2.31531346734470E-01   2.45112150204765E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 : -3.53714542239438E-02   1.83856840978137E-01
 k5_0 : -9.51024809174522E-01   1.34332669632306E-01
 x4_0 : -1.00122452186447E-01  -1.86693077448305E+00
 k6_0 :  8.20018695200070E-01  -2.64560404091456E-01
 k7_0 :  1.85213444585322E-01   8.40352752190874E-02
 s3_0 : -3.45837035219509E+00  -3.75657828864809E-01
 x3_0 : -1.18239816010534E-02  -2.87219355180889E-01
 x3_1 : -2.23241052445131E-01   1.81102725088878E-01
 k2_0 : -1.40315567214588E+00  -1.17314441413768E+00
 k4_0 : -4.79946947840487E-01   2.88824014448390E-01
 x1_1 :  7.59881022969978E-02   3.58033679401105E-02
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  1.01205686068846E+00   3.28325451293560E-01
 u1_0 :  2.48570728241421E-01  -1.90859846679315E-01
 x3_2 : -1.26026414607710E-01  -2.58364291945604E-01
 x1_2 : -5.15181543785258E-02   1.03881427402537E-01
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 : -7.45870186574052E-02   6.23209743929823E-01
 x3_3 :  1.02168255047230E-01   2.68693900548620E-01
 x1_3 :  8.13744691842369E-02   5.90721755023154E-02
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  6.50961827722193E-01   3.56535974578253E-02
 x3_4 : -7.31138769492018E-02   2.78009218424290E-01
 x1_4 :  1.63087369616596E-01   1.04895438688226E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -1.01645984297194E+00   1.71546450186393E-01
 x3_5 :  2.70459296745694E-01  -9.73988364163138E-02
 x1_5 :  4.90189778438763E-01   8.60904496430603E-02
 x2_6 : -1.38638874915023E+00  -5.08099869173462E-01
 x4_5 : -1.30165688973651E+00   4.76140300915641E-01
 x3_6 :  4.99486059743062E-02   9.33183711258480E-01
== err :  6.101E-15 = rco :  2.631E-03 = res :  3.990E-16 ==
== 4 =  #step :  53 #fail : 12 #iter : 148 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  1.45691960240226E+01
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 :  4.18547846678611E-01   4.39634226868030E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  3.27151926464423E-01   8.11403269868322E-02
 k5_0 :  6.50612652468283E-01   3.48239969911093E-02
 x4_0 : -5.25410367939806E+00  -3.19910243078294E+00
 k6_0 : -2.16562647406988E+00   1.27150005616537E+00
 k7_0 : -2.45723604008264E+00  -1.20015381755258E+00
 s3_0 :  1.06508658500002E-01  -1.92937770041142E+00
 x3_0 : -5.17477201289940E-01  -6.16192954078295E-03
 x3_1 :  3.04266339136934E-01   4.18619896921710E-01
 k2_0 : -1.40315567214588E+00  -1.17314441413769E+00
 k4_0 : -4.79946947840487E-01   2.88824014448390E-01
 x1_1 :  7.16194518320298E-02  -1.33189720353569E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 : -2.29318776094765E+00   2.39482377920159E+00
 u1_0 : -3.19389182585931E-01  -4.65087742553832E-01
 x3_2 : -4.76504998694476E-01   2.01899998637228E-01
 x1_2 :  1.81834770234129E-01   1.02533449874247E-01
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 : -2.91819566591657E+00   2.15798496172454E+00
 x3_3 :  4.92797504045805E-01  -1.58022919972896E-01
 x1_3 :  1.13965132285563E-01  -1.40651775831399E-01
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -4.19023105639222E+00  -4.10889651694000E-01
 x3_4 :  4.92811358296142E-01   1.57979708712373E-01
 x1_4 :  2.04144345879726E-01  -2.83176731776043E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -7.32502932572533E-02  -4.54974496619266E+00
 x3_5 : -1.49280171883470E-01  -4.95515946779694E-01
 x1_5 :  2.01563482056452E-01  -8.73020094002345E-01
 x2_6 :  4.17138774912904E+00  -9.97028871745651E-02
 x4_5 : -1.28737719063366E+00  -1.12168289204606E-01
 x3_6 :  1.68239876886953E+00  -7.11652812047122E-04
== err :  4.545E-15 = rco :  2.623E-04 = res :  1.332E-15 ==
== #regu : 4 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 0 == 

*** PROCESSING SUBSYSTEM 10 ***

It is a simplex system.
3 solutions found.
===========================================================================
== 1 =  #step :  63 #fail : 53 #iter : 177 = failure ==
t :  5.36076074803434E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 2 =  #step :  57 #fail : 53 #iter : 168 = failure ==
t :  4.00001123501161E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 3 =  #step :  59 #fail : 53 #iter : 172 = failure ==
t :  5.04301123501161E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 3 == 

*** PROCESSING SUBSYSTEM 11 ***

It is a simplex system.
3 solutions found.
===========================================================================
== 1 =  #step :  59 #fail : 53 #iter : 166 = failure ==
t :  5.05765924501161E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 2 =  #step :  59 #fail : 53 #iter : 172 = failure ==
t :  5.40001399608079E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 3 =  #step :  74 #fail : 58 #iter : 192 = failure ==
t :  7.68862927697519E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 3 == 

*** PROCESSING SUBSYSTEM 12 ***

It is a simplex system.
3 solutions found.
===========================================================================
== 1 =  #step :  47 #fail : 10 #iter : 131 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  2.58189016596010E+02
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -8.15656752880067E-02   2.53639396236838E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 : -1.24009178887127E-01   1.04024101568620E-01
 k5_0 : -9.20403416591103E-01   1.53022455965098E-01
 x4_0 :  3.08246791901304E-01  -1.97132457631849E+00
 k6_0 :  8.84162394377385E-01  -1.46727215116483E-01
 k7_0 :  1.87071565530894E-01   1.96416715353293E-01
 s3_0 : -6.84565844845550E+00  -4.83100176055615E-01
 x3_0 : -4.95252573944723E-04  -1.45714751136957E-01
 x3_1 : -1.16545129220992E-01   8.74658037685558E-02
 k2_0 : -8.25280148316558E-02  -9.51191333204306E-01
 k4_0 :  9.16983172903158E-02  -3.84570532570595E-01
 x1_1 :  2.71390762083525E-01  -1.57300101727603E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  9.37293335860791E-01   5.35258728099183E-01
 u1_0 : -1.07117270267557E-01   1.33158444786487E-01
 x3_2 : -5.88955004540768E-02  -1.33282984661513E-01
 x1_2 :  2.12509028571436E-02   3.42525608834755E-03
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 : -1.28349846200986E-01   5.80961702341125E-01
 x3_3 :  4.66127578185517E-02   1.38058990227244E-01
 x1_3 :  1.77657432649641E-02   8.64028407291961E-03
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  6.05832059110513E-01   1.96686770327159E-01
 x3_4 : -4.23531367954383E-02   1.39424695723549E-01
 x1_4 :  1.44029718838842E-02   3.11295778817455E-02
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -9.95807192066164E-01   4.03739328148314E-02
 x3_5 :  1.38862004972686E-01  -4.41630790251649E-02
 x1_5 :  2.52296487515276E-02   3.64100946811489E-02
 x2_6 : -1.56477635876138E+00  -1.02802044587188E+00
 x4_5 : -1.34057367778582E+00   3.73506096265260E-01
 x3_6 : -1.09410271010279E-01   1.57465089834421E-01
== err :  5.660E-15 = rco :  1.974E-03 = res :  5.551E-16 ==
== 2 =  #step :  47 #fail : 10 #iter : 133 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  5.45043762719788E+01
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -3.99031482462675E-01   1.04382696753799E+00
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 : -5.42923594531391E-01   4.07600424668007E-01
 k5_0 :  5.95608406423120E-01  -9.22672704869597E-01
 x4_0 : -1.08833123353131E+00   1.67724055188763E+00
 k6_0 :  1.28739707125805E+00  -4.33318771721179E-01
 k7_0 :  1.33737086438786E+00   6.92888344220838E-01
 s3_0 : -1.63596736678531E+00  -2.69216147512993E-02
 x3_0 :  3.09124113583623E-02  -6.10394135051002E-01
 x3_1 : -5.07914251564841E-01   3.39940715916727E-01
 k2_0 : -8.25280148316558E-02  -9.51191333204307E-01
 k4_0 :  9.16983172903161E-02  -3.84570532570595E-01
 x1_1 :  1.17224715451930E+00  -5.97366824987274E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  1.32566024566903E+00  -2.86510346317390E-01
 u1_0 : -4.78772337671569E-01   5.33444738909545E-01
 x3_2 : -2.16493585927013E-01  -5.71547989702626E-01
 x1_2 :  8.82275555101950E-02   1.91563845143405E-02
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 :  9.40171343388610E-01  -1.17774536606292E+00
 x3_3 :  1.63969862367140E-01   5.88770296054370E-01
 x1_3 :  7.24504540103749E-02   4.02089830665362E-02
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  6.19762575050080E-01  -6.36560769328758E-01
 x3_4 : -2.08945957983247E-01   5.74350210170688E-01
 x1_4 :  5.32754231590366E-02   1.33637308479725E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -3.02910890398305E-01   2.44056229839219E-01
 x3_5 :  5.91578926058868E-01  -1.53528341109015E-01
 x1_5 :  9.74242807795110E-02   1.58204073208846E-01
 x2_6 : -9.10462311663781E-01  -1.10817924395497E-01
 x4_5 : -3.41045683039104E-01   8.69707794396681E-01
 x3_6 : -4.93878367301447E-01   6.34726661176249E-01
== err :  1.063E-15 = rco :  6.747E-03 = res :  6.661E-16 ==
== 3 =  #step :  60 #fail : 12 #iter : 170 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  7.96276356164631E+01
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 :  5.14032544061029E-01   4.21978114535683E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  1.27766130155400E-01   3.83297384845624E-01
 k5_0 :  7.02239631416795E-01   6.30945701716694E-03
 x4_0 : -4.73197024132601E+00  -5.62016823152362E+00
 k6_0 : -3.30889554436904E+00   7.38640610502561E-01
 k7_0 : -2.76291188065115E+00  -2.41865695503200E+00
 s3_0 : -8.27633391506214E-01  -2.62178167727754E+00
 x3_0 : -3.38739338525402E-01  -1.32488712752873E-01
 x3_1 :  9.61705523513278E-02   3.50783157138396E-01
 k2_0 : -8.25280148316559E-02  -9.51191333204307E-01
 k4_0 :  9.16983172903159E-02  -3.84570532570595E-01
 x1_1 : -1.16282250927097E-01  -7.74312850466953E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 : -3.71663458951575E+00   2.33567091084834E+00
 u1_0 :  2.10895146454764E-01   3.70801652952387E-01
 x3_2 : -3.63438540197333E-01   1.44922727952466E-02
 x1_2 :  2.74416372708794E-02  -4.61938027062482E-02
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 : -4.41731042750459E+00   1.85838198764056E+00
 x3_3 :  3.63261514428074E-01   1.84030053785240E-02
 x1_3 :  3.63523001741515E-02  -3.33199789261714E-02
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -5.30974110810438E+00  -1.85009075454365E+00
 x3_4 :  2.84839336293889E-01   2.26194940198044E-01
 x1_4 :  8.54784045324389E-02  -4.88764563117810E-03
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 :  1.28689231695933E+00  -5.99649901500270E+00
 x3_5 :  2.48265387897822E-02  -3.62879100312018E-01
 x1_5 :  1.07666829663838E-01  -2.51795075698071E-02
 x2_6 :  4.53186604867935E+00   1.44610172698796E+00
 x4_5 : -1.51929083552875E+00  -6.97601042873353E-02
 x3_6 :  2.65221447818704E-01   3.98417188632580E-01
== err :  1.579E-14 = rco :  1.132E-04 = res :  3.664E-15 ==
== #regu : 3 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 0 == 

*** PROCESSING SUBSYSTEM 13 ***

It is a simplex system.
1 solutions found.
===========================================================================
== 1 =  #step :  53 #fail : 53 #iter :   9 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449190E-01
 x1_0 :  9.96244396081927E-01  -8.65858145157628E-02
 x2_1 : -7.65244719494292E-01   6.43739480912972E-01
 k3_0 :  9.50832178537567E-01  -3.09706584136509E-01
 k5_0 : -8.43892847392754E-01  -5.36511753943330E-01
 x4_0 :  4.68894259474808E-01  -8.83254308470428E-01
 k6_0 :  2.01160420329154E-01   9.79558311328630E-01
 k7_0 : -9.65096283233608E-01  -2.61895330406398E-01
 s3_0 :  8.10110885260769E-01  -5.86276686882578E-01
 x3_0 : -6.39240200217552E-01   7.69007130282824E-01
 x3_1 :  9.98590802714583E-01   5.30698476900499E-02
 k2_0 : -7.91302787686543E-01  -6.11424482826380E-01
 k4_0 : -7.62803507701850E-01  -6.46630349301480E-01
 x1_1 :  1.68785213187336E-01  -9.85652855628850E-01
 x2_2 :  3.53675886808798E-02   9.99374371129708E-01
 x4_1 : -3.16286563195410E-01   9.48663696966442E-01
 u1_0 :  9.63799903013688E-01  -2.66626605856966E-01
 x3_2 : -2.77148564425343E-01   9.60827077697632E-01
 x1_2 :  7.50915793121723E-01   6.60397964594361E-01
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 :  2.57581241845721E-01  -9.66256644918531E-01
 x3_3 :  3.62824064976725E-01  -9.31857659663624E-01
 x1_3 :  5.91166028782000E-01  -8.06549890840064E-01
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -8.06070405527604E-01   5.91819652708967E-01
 x3_4 :  8.37023837485895E-01  -5.47166423933694E-01
 x1_4 :  1.42013090605736E-03  -9.99998991613596E-01
 x2_5 :  9.40628859808197E-02  -9.95566257705111E-01
 x4_4 :  6.69149749792348E-01   7.43127588205980E-01
 x3_5 : -9.25293153365971E-01  -3.79252660286066E-01
 x1_5 : -8.38368472749960E-01  -5.45103938619874E-01
 x2_6 :  1.86715471868018E-01  -9.82414033167841E-01
 x4_5 : -8.57256622273062E-01  -5.14889389644980E-01
 x3_6 :  9.10470814216145E-01  -4.13573326582589E-01
== err : NaN******* = rco :  0.000E+00 = res : NaN******* ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 1 == 

*** PROCESSING SUBSYSTEM 14 ***

It is a simplex system.
1 solutions found.
===========================================================================
== 1 =  #step :  53 #fail : 53 #iter :   9 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449190E-01
 x1_0 :  9.96244396081927E-01  -8.65858145157628E-02
 x2_1 : -7.65244719494292E-01   6.43739480912972E-01
 k3_0 :  9.50832178537567E-01  -3.09706584136509E-01
 k5_0 : -8.43892847392754E-01  -5.36511753943330E-01
 x4_0 :  4.68894259474808E-01  -8.83254308470428E-01
 k6_0 :  2.01160420329154E-01   9.79558311328630E-01
 k7_0 : -9.65096283233608E-01  -2.61895330406398E-01
 s3_0 :  8.10110885260769E-01  -5.86276686882578E-01
 x3_0 : -6.39240200217552E-01   7.69007130282824E-01
 x3_1 :  9.98590802714583E-01   5.30698476900499E-02
 k2_0 : -7.91302787686543E-01  -6.11424482826380E-01
 k4_0 : -7.62803507701850E-01  -6.46630349301480E-01
 x1_1 :  1.68785213187336E-01  -9.85652855628850E-01
 x2_2 :  3.53675886808798E-02   9.99374371129708E-01
 x4_1 : -3.16286563195410E-01   9.48663696966442E-01
 u1_0 :  9.63799903013688E-01  -2.66626605856966E-01
 x3_2 : -2.77148564425343E-01   9.60827077697632E-01
 x1_2 :  7.50915793121723E-01   6.60397964594361E-01
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 :  2.57581241845721E-01  -9.66256644918531E-01
 x3_3 :  3.62824064976725E-01  -9.31857659663624E-01
 x1_3 :  5.91166028782000E-01  -8.06549890840064E-01
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -8.06070405527604E-01   5.91819652708967E-01
 x3_4 :  8.37023837485895E-01  -5.47166423933694E-01
 x1_4 :  1.42013090605736E-03  -9.99998991613596E-01
 x2_5 :  9.40628859808197E-02  -9.95566257705111E-01
 x4_4 :  6.69149749792348E-01   7.43127588205980E-01
 x3_5 : -9.25293153365971E-01  -3.79252660286066E-01
 x1_5 : -8.38368472749960E-01  -5.45103938619874E-01
 x2_6 :  1.86715471868018E-01  -9.82414033167841E-01
 x4_5 : -8.57256622273062E-01  -5.14889389644980E-01
 x3_6 :  2.68057099064877E-01  -9.63403026589040E-01
== err : NaN******* = rco :  0.000E+00 = res : NaN******* ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 1 == 

*** PROCESSING SUBSYSTEM 15 ***

It is a simplex system.
1 solutions found.
===========================================================================
== 1 =  #step :  57 #fail : 11 #iter : 155 = regular solution ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  8.37137891026936E+02
the solution for t : 
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -2.15351919083835E-01   1.33955610932193E+00
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 : -5.44168008710042E-01   6.19091275038189E-01
 k5_0 : -5.05947952263866E-01   7.96985564291237E-01
 x4_0 :  2.21151534430875E+00   1.05653122893849E-02
 k6_0 :  8.67070538213429E-01  -3.49367155663166E-01
 k7_0 : -4.27452103111220E-01   5.01063017036281E-01
 s3_0 : -1.31452430254114E+00  -2.96977974355084E-01
 x3_0 : -1.14654205342650E-01  -7.33119120182149E-01
 x3_1 : -5.19340842231354E-01   5.29994642208607E-01
 k2_0 : -8.25280148316559E-02  -9.51191333204307E-01
 k4_0 :  9.16983172903160E-02  -3.84570532570595E-01
 x1_1 :  1.24505065329978E+00  -1.00071673367738E+00
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 : -1.79114295851307E-01   1.28091829177544E+00
 u1_0 : -4.36711740262259E-01   7.52745785299133E-01
 x3_2 : -3.99060821952778E-01  -6.25587477145903E-01
 x1_2 :  1.09609528163232E-01   8.84603308410469E-04
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 : -2.90853371077471E-01   3.04329724600063E-02
 x3_3 :  3.40908073359261E-01   6.59083391307867E-01
 x1_3 :  9.60800679399393E-02   2.98186981643665E-02
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  8.34456266748915E-01   4.13482141620939E-01
 x3_4 : -1.05878086070661E-01   7.34437922543094E-01
 x1_4 :  9.64632289789101E-02   1.45613954313298E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -1.41181627140711E+00   4.16579840118852E-01
 x3_5 :  6.65011209073520E-01  -3.29194961969312E-01
 x1_5 :  1.55027239118636E-01   1.63861439577075E-01
 x2_6 : -1.71220618223474E+00   1.48450380490479E+00
 x4_5 : -1.41906220829751E+00   1.73739191441846E+00
 x3_6 : -4.29544685330567E-01   8.76865805896991E-01
== err :  4.103E-15 = rco :  2.043E-03 = res :  6.106E-16 ==
== #regu : 1 = #sing : 0 = #clus : 0 = #infi : 0 = #fail : 0 == 

TIMING INFORMATION for Polyhedral Homotopy Continuation
The elapsed time in seconds was                  1.790138000 =  0h 0m 1s790ms
User time in seconds was                         1.790138000 =  0h 0m 1s790ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                  35
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                                2

THE RANDOM COEFFICIENT START SYSTEM :

34

+( 4.17937279870029E-01 + 9.08475883056254E-01*i)*x2_0
+(-7.95304145211521E-01 + 6.06210620666919E-01*i);

+(-6.40910371768573E-01 + 7.67615721151846E-01*i)*x2_0*k3_0
+(-6.07339162953039E-01 - 7.94442660702144E-01*i)*x2_0*k6_0
+(-3.85228203622177E-01 + 9.22821343020430E-01*i)*x2_0*k7_0
+(-9.30658534640065E-01 - 3.65888906502517E-01*i)*k5_0*x4_0
+(-9.98478102844761E-01 + 5.51495978183533E-02*i)*x1_0
+( 8.25358600996382E-01 - 5.64608873257669E-01*i)*x2_1;

+( 5.43129768335567E-01 + 8.39648768681139E-01*i)*s3_0*x3_0
+( 8.74153938193237E-01 - 4.85648939400936E-01*i);

+(-9.75725081456864E-01 - 2.18999007796831E-01*i)*x2_0*k3_0
+( 8.41542748320858E-01 + 5.40190524489812E-01*i)*x1_0*k2_0
+(-9.90067371156360E-01 + 1.40593743002790E-01*i)*x3_0*k4_0
+( 4.63607602234367E-01 + 8.86040626128679E-01*i)*x3_1;

+(-1.42845537971495E-01 + 9.89744993562299E-01*i)*x2_1
+( 5.27826134755998E-01 + 8.49352442433965E-01*i);

+(-7.76590189535000E-01 + 6.30006093238782E-01*i)*x2_1*k3_0
+(-7.31769649852669E-01 + 6.81552037304931E-01*i)*x2_1*k6_0
+(-6.88302618109217E-01 - 7.25423673382664E-01*i)*x2_1*k7_0
+(-8.24384061709434E-01 - 5.66030846155451E-01*i)*k5_0*x4_1
+( 9.55968376659188E-01 - 2.93469696608690E-01*i)*x1_1
+(-8.99508928476847E-02 + 9.95946201798021E-01*i)*x2_2;

+(-3.86500611957265E-01 - 9.22289150406021E-01*i)*x1_0*k2_0
+( 6.77947691011559E-03 - 9.99977019082351E-01*i)*x1_0
+(-7.48770857488052E-01 + 6.62828939453165E-01*i)*x1_1
+(-1.88835707185107E-01 + 9.82008694305657E-01*i)*u1_0;

+( 8.79592939535421E-01 - 4.75727086384030E-01*i)*x2_0*k6_0
+( 3.18536405209600E-01 - 9.47910627937120E-01*i)*k5_0*x4_0
+(-8.70741948627275E-01 + 4.91740235185993E-01*i)*x4_1;

+(-6.34321752544309E-01 + 7.73069152307293E-01*i)*s3_0*x3_1
+( 1.13525271559221E-01 - 9.93535108950562E-01*i);

+(-8.85845217774176E-01 - 4.63980872608583E-01*i)*x2_1*k3_0
+( 7.93232475867036E-01 + 6.08918910225205E-01*i)*x3_1*k4_0
+(-6.39199367853944E-02 + 9.97955029889299E-01*i)*k2_0*x1_1
+( 5.73355036357416E-01 - 8.19307025652525E-01*i)*x3_2;

+(-9.67030211884087E-01 - 2.54661676157639E-01*i)*x2_2
+(-2.20300825684977E-01 + 9.75431979280215E-01*i);

+( 8.45165104967000E-01 - 5.34505327706019E-01*i)*k3_0*x2_2
+(-9.42007890826290E-01 - 3.35590723383416E-01*i)*k5_0*x4_2
+( 9.36344426869790E-01 - 3.51082774100189E-01*i)*k6_0*x2_2
+(-9.16168633225167E-01 + 4.00793008290227E-01*i)*k7_0*x2_2
+(-8.49834364808405E-01 + 5.27049857594796E-01*i)*x1_2
+(-8.58786781872750E-01 - 5.12333156530637E-01*i)*x2_3;

+(-5.16166717931199E-01 + 8.56488131441489E-01*i)*x2_1*k6_0
+(-9.63829187439102E-01 - 2.66520726099266E-01*i)*k5_0*x4_1
+( 6.23664914939510E-01 + 7.81691802357869E-01*i)*x4_2;

+(-8.12048538488488E-01 + 5.83589899791549E-01*i)*k2_0*x1_1
+(-6.10643981884253E-01 - 7.91905251522267E-01*i)*x1_1
+( 4.94304459599001E-01 + 8.69288847978932E-01*i)*x1_2;

+(-1.53352214708452E-01 - 9.88171593522103E-01*i)*s3_0*x3_2
+(-8.77779203881182E-01 + 4.79065412270306E-01*i);

+( 6.42269632964159E-01 + 7.66478778944391E-01*i)*k3_0*x2_2
+( 7.55309939515312E-01 + 6.55367755744343E-01*i)*k2_0*x1_2
+(-4.17517596732683E-01 - 9.08668837596275E-01*i)*k4_0*x3_2
+( 6.75663802539249E-01 + 7.37209892729474E-01*i)*x3_3;

+(-4.44198214376849E-01 + 8.95928538637105E-01*i)*x2_3
+( 9.66289148708125E-01 - 2.57459280448243E-01*i);

+(-9.85846481794903E-01 + 1.67650572121339E-01*i)*k3_0*x2_3
+( 8.78838062290384E-01 - 4.77120173823831E-01*i)*k5_0*x4_3
+(-9.21992549906268E-01 - 3.87207616037364E-01*i)*k6_0*x2_3
+( 9.51490364995668E-01 + 3.07678542183900E-01*i)*k7_0*x2_3
+(-8.56351717798287E-01 - 5.16393004816994E-01*i)*x1_3
+( 9.99998395836091E-01 - 1.79117984720715E-03*i)*x2_4;

+( 2.56351415225840E-01 + 9.66583649722935E-01*i)*k2_0*x1_2
+(-2.45990416808546E-01 + 9.69272260429626E-01*i)*x1_2
+(-8.83525977163738E-01 - 4.68382159861860E-01*i)*x1_3;

+(-8.50374159470991E-01 + 5.26178476283481E-01*i)*k5_0*x4_2
+(-4.67796960997968E-01 + 8.83835959486298E-01*i)*k6_0*x2_2
+( 7.72134660964916E-01 - 6.35458940716546E-01*i)*x4_3;

+( 9.60819814417133E-01 + 2.77173743748261E-01*i)*s3_0*x3_3
+(-2.56901102494295E-02 + 9.99669954652720E-01*i);

+(-9.89097595593751E-01 + 1.47261489842597E-01*i)*k3_0*x2_3
+( 5.88212398315945E-01 + 8.08706482271166E-01*i)*k2_0*x1_3
+(-6.49819995441302E-01 - 7.60088135366331E-01*i)*k4_0*x3_3
+( 5.68251451636308E-01 + 8.22854961529204E-01*i)*x3_4;

+( 8.59397587227075E-01 + 5.11307918057486E-01*i)*x2_4
+(-6.17455921104912E-01 - 7.86605482750079E-01*i);

+( 8.73064199287322E-01 + 4.87605274707717E-01*i)*k3_0*x2_4
+(-9.60278392912736E-01 + 2.79043738695091E-01*i)*k5_0*x4_4
+( 9.71050002584986E-01 + 2.38876312094146E-01*i)*k6_0*x2_4
+( 2.31969267111524E-01 + 9.72723115339480E-01*i)*k7_0*x2_4
+(-9.55988763289062E-01 - 2.93403279574460E-01*i)*x1_4
+( 9.51398735664192E-01 + 3.07961760250483E-01*i)*x2_5;

+(-7.40095184373122E-01 + 6.72502132388972E-01*i)*k5_0*x4_3
+(-9.89807532866530E-01 - 1.42411544056907E-01*i)*k6_0*x2_3
+(-7.14756737396374E-02 - 9.97442343227650E-01*i)*x4_4;

+( 7.91417801743882E-01 - 6.11275603212562E-01*i)*k2_0*x1_3
+( 2.09234193105947E-01 - 9.77865559489291E-01*i)*x1_3
+( 8.07277595172799E-01 + 5.90171910829397E-01*i)*x1_4;

+(-8.10178308577355E-01 - 5.86183510780315E-01*i)*s3_0*x3_4
+( 8.36960901412985E-01 - 5.47262687843748E-01*i);

+( 9.93420073790606E-01 - 1.14527538128903E-01*i)*k3_0*x2_4
+( 9.87321280087170E-01 - 1.58734652445621E-01*i)*k2_0*x1_4
+(-8.29408576700313E-01 - 5.58642473229489E-01*i)*k4_0*x3_4
+( 9.46706847238553E-01 + 3.22096484599939E-01*i)*x3_5;

+( 1.82625175340381E-01 + 9.83182610368946E-01*i)*x2_5
+(-9.96001683091023E-01 + 8.93344685989039E-02*i);

+( 1.95354016356647E-01 + 9.80732791484677E-01*i)*k3_0*x2_5
+( 3.80077963174993E-01 - 9.24954453964490E-01*i)*k5_0*x4_5
+( 5.96638244719914E-01 + 8.02510314536542E-01*i)*k6_0*x2_5
+(-5.31798358934930E-01 - 8.46871008733984E-01*i)*k7_0*x2_5
+(-6.53174874233625E-01 + 7.57207094307685E-01*i)*x1_5
+(-4.53181570524247E-01 - 8.91418231885110E-01*i)*x2_6;

+( 5.72693322588563E-01 + 8.19769698307075E-01*i)*k2_0*x1_4
+(-7.34082394731232E-01 - 6.79060408023955E-01*i)*x1_4
+(-1.70551128845552E-01 + 9.85348827801357E-01*i)*x1_5;

+( 3.01358614827324E-01 + 9.53510873178359E-01*i)*k5_0*x4_4
+( 8.50624817844853E-01 - 5.25773163318945E-01*i)*k6_0*x2_4
+( 8.00697626150071E-01 + 5.99068703470346E-01*i)*x4_5;

+( 3.11589382876616E-01 + 9.50216847082059E-01*i)*s3_0*x3_5
+( 5.26375317753468E-01 + 8.50252330111442E-01*i);

+( 9.65793082293120E-01 - 2.59313945237725E-01*i)*k3_0*x2_5
+(-5.23693443298078E-01 + 8.51906789177432E-01*i)*k2_0*x1_5
+( 7.59566853187070E-01 + 6.50429239456139E-01*i)*k4_0*x3_5
+( 5.65885324109182E-02 + 9.98397585133086E-01*i)*x3_6;

THE START SOLUTIONS :

36 34
===========================================================================
solution 1 :
t :  5.00001123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 2 :
t :  4.75765924501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 3 :
t :  8.09527278914167E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 :  1.53578964682551E+43  -8.36531193053893E+43
 x1_0 :  3.35666555003198E+80   2.60005443710595E+80
 x2_1 :  5.93433699355602E+48   2.14317802437250E+50
 k3_0 :  3.10675789353459E+100   5.17550045653915E+99
 k5_0 : -5.82578983462577E+73   1.67340129476746E+73
 x4_0 : -1.15697533898338E+82   1.74517995426450E+81
 k6_0 : -1.87733103515382E+99  -2.31958671661403E+99
 k7_0 :  2.87522653922001E+102  -2.62634273256774E+102
 s3_0 :  1.17301410926121E+84  -2.63899290994376E+84
 x3_0 :  1.27543407722776E+83   1.10250857688016E+83
 x3_1 :  1.21936159773028E+82  -1.68148411243954E+83
 k2_0 :  2.63358447073600E+74  -9.85749000113907E+76
 k4_0 :  2.66394475050813E+75   9.81597216416730E+74
 x1_1 : -2.07565965424336E+80  -2.39516784346062E+79
 x2_2 : -2.33526532361149E+39   2.55393860071555E+39
 x4_1 :  1.55201421301792E+81   5.90180697641908E+81
 u1_0 :  4.56002206168645E+138  -7.68281516585331E+138
 x3_2 :  1.61054123523184E+83   4.98411654225379E+82
 x1_2 :  1.61438517948041E+80  -5.58298168172625E+79
 x2_3 :  8.93397972166811E+39   1.76789379369715E+40
 x4_2 : -2.51202095676244E+80  -2.92121328028255E+80
 x3_3 : -1.55892392667271E+83  -6.41882729395312E+82
 x1_3 :  1.52057865153315E+79  -1.32890387347239E+80
 x2_4 : -1.95745937479824E+44  -1.10108914040127E+44
 x4_3 : -4.51913203009654E+81   5.81865408423832E+81
 x3_4 : -2.45349936724699E+81   2.77947961687006E+82
 x1_4 : -5.28837530718017E+78  -9.88153247056019E+79
 x2_5 :  3.49401145955549E+49   1.68773725084296E+50
 x4_4 : -9.21989880655339E+81   1.25916120087248E+82
 x3_5 : -6.69361003051437E+82   1.54732449571616E+83
 x1_5 : -5.13217263159998E+110   5.09305186199157E+111
 x2_6 : -1.56826440487826E+161  -1.26383017226121E+161
 x4_5 : -3.30656764420087E+87  -4.45809032018055E+86
 x3_6 :  5.79448124734992E+188   1.32587524334828E+189
== err :  5.743E+188 = rco :  7.982E-253 = res :  1.597E+181 ==
solution 4 :
t :  7.05765924501160E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 5 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -1.13354141103202E-01   1.37534393072964E+00
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  3.56995132972586E-01   6.78062370615412E-01
 k5_0 :  6.51791900482307E-01  -9.33063574746581E-01
 x4_0 : -1.77869059383818E-01   1.38552932526537E+00
 k6_0 :  7.71370688744044E-01  -4.14858621830548E-01
 k7_0 :  1.12690007470413E+00   2.15139510830397E-02
 s3_0 : -6.02515797021318E-01  -5.99487709386792E-01
 x3_0 : -7.72094216416662E-01  -8.87763745290856E-01
 x3_1 : -2.50503291101779E-01   1.14956602577846E+00
 k2_0 : -1.40315567214588E+00  -1.17314441413768E+00
 k4_0 : -4.79946947840487E-01   2.88824014448390E-01
 x1_1 :  3.34403162026546E-01  -7.98381621387346E-02
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  1.02883636399208E+00  -6.64756225920804E-01
 u1_0 :  3.06515451415252E-01  -1.24550882260729E+00
 x3_2 : -1.06333035080477E+00  -5.03569768288683E-01
 x1_2 :  1.00923420347598E-01   4.63730414945674E-01
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 :  9.82454700561880E-02  -1.13719219101800E+00
 x3_3 :  1.01348497685915E+00   5.97580244115977E-01
 x1_3 :  4.11107618856422E-01  -1.92385792726944E-02
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -1.77283034187989E-01  -4.31391811311865E-01
 x3_4 :  4.77074474859333E-01   1.07547844790800E+00
 x1_4 :  7.89424827942997E-01  -8.16877493579908E-02
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -7.02546791322698E-01   2.57986854694027E-01
 x3_5 :  6.15416159603651E-01  -1.00275465442729E+00
 x1_5 :  1.78681274117186E+00  -9.78058988110927E-01
 x2_6 :  1.31296220301599E+00   1.28611772635726E+00
 x4_5 :  4.39957290162758E-01   3.05994614527801E-01
 x3_6 :  2.54541406438808E+00   2.85488617335132E+00
== err :  3.040E-15 = rco :  4.113E-03 = res :  1.332E-15 ==
solution 6 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 :  1.42322297538389E+00   5.35493549809413E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  1.93350065782283E-01  -1.46408358268891E-01
 k5_0 : -2.35102296381693E+00  -8.82245372800721E-01
 x4_0 :  3.82150504647675E-02  -1.10377081578939E+00
 k6_0 :  2.21892170091216E+00   1.85453872775670E-02
 k7_0 :  9.50023432148281E-01  -3.29937519199774E-01
 s3_0 : -1.16635204930157E+00   8.99721921193834E-01
 x3_0 :  4.49726386185907E-01  -5.08529123737034E-01
 x3_1 : -6.76487213160699E-01  -5.67515863272711E-02
 k2_0 : -3.72708010780774E-01   7.89315861341623E-01
 k4_0 : -9.41474645741367E-01  -1.88155072693573E+00
 x1_1 : -2.81618792993074E-01   1.00575677795475E+00
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  4.95430450797721E-01   4.37984055635365E-01
 u1_0 :  2.05156877604314E+00   9.39224402026803E-01
 x3_2 :  2.08014864741166E-01  -6.46208563984806E-01
 x1_2 : -6.59504516967160E-01   1.78345828153017E+00
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 :  4.29063625688186E-01   3.81515546318711E-01
 x3_3 : -2.65547897436874E-01   6.24771963429415E-01
 x1_3 : -1.80816306308168E+00  -1.87653684014401E+00
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  4.14671745411897E-01   6.69848769296052E-01
 x3_4 : -5.79323873226359E-01   3.53891992040793E-01
 x1_4 :  1.07467047728860E+00  -1.44168222812548E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -6.60939820298758E-01  -4.41269969599986E-01
 x3_5 :  6.19976415084909E-01   2.76559101927698E-01
 x1_5 :  3.20593038523293E-02  -1.82260474484880E+00
 x2_6 :  1.38217981278105E+00  -6.05730167595224E+00
 x4_5 : -1.51699720637017E+00  -3.74673023848971E-01
 x3_6 :  4.80488770149933E-01  -6.17899970184350E-01
== err :  8.191E-15 = rco :  2.630E-03 = res :  8.882E-16 ==
solution 7 :
t :  3.38237152041255E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 8 :
t :  3.75988514110279E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 9 :
t :  3.34813259591987E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 10 :
t :  5.00001123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 11 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 :  5.94156764830298E-01   1.12543220082961E+00
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  6.13902218688632E-01   3.50031569062219E-01
 k5_0 : -3.81497427378497E-01   6.73076394355154E-01
 x4_0 :  1.53933248779635E+00  -6.19450325669689E-01
 k6_0 :  9.69962028970058E-02  -1.85326492193725E-01
 k7_0 : -8.23315441219129E-02   4.85561873472987E-01
 s3_0 : -2.01076181818314E-01  -8.99450199000882E-01
 x3_0 : -1.04063082631945E+00  -3.07132696737222E-01
 x3_1 :  3.75532676036384E-01   1.01794804352694E+00
 k2_0 : -1.40315567214588E+00  -1.17314441413768E+00
 k4_0 : -4.79946947840487E-01   2.88824014448390E-01
 x1_1 :  2.20360766934395E-01  -2.27956904370144E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  5.23285656604731E-01   1.00203867807848E+00
 u1_0 : -3.79583708210568E-01  -1.12032092098200E+00
 x3_2 : -1.07644887201695E+00   1.36017778341003E-01
 x1_2 :  3.08505194759468E-01   3.10440507015767E-01
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 : -5.49316955023017E-01   3.75657903652352E-01
 x3_3 :  1.08433541307380E+00  -3.82063089745785E-02
 x1_3 :  3.10053380210439E-01  -2.18897918776364E-01
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  2.34804027573921E-01  -5.03467506724100E-01
 x3_4 :  9.04402195376361E-01   5.99416115140224E-01
 x1_4 :  5.73179467947513E-01  -4.55121353786187E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -1.16215364081787E-01   6.21456272109890E-01
 x3_5 : -1.90174895118564E-02  -1.08484162216613E+00
 x1_5 :  9.03883383241964E-01  -1.64674801054774E+00
 x2_6 :  1.98197061351916E+00   7.91045220708653E-02
 x4_5 :  1.90818892972508E-01   6.71017405376921E-01
 x3_6 :  3.39506662246705E+00   9.56677783037523E-01
== err :  3.761E-15 = rco :  2.200E-03 = res :  8.327E-16 ==
solution 12 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -6.19565095015581E-01   1.58355248375054E+00
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  1.60880738467790E-01   2.18334648148096E-01
 k5_0 :  2.64676311845064E-01   4.60774915018248E-02
 x4_0 : -1.10590832713555E+01  -5.26370708968628E+00
 k6_0 : -3.32137820687109E-01   2.33137839174226E+00
 k7_0 : -6.34953568638588E-01  -5.13227243571814E-01
 s3_0 :  8.18146340268643E-01   1.03241251622821E+00
 x3_0 :  5.62039492784519E-01   5.10295097926598E-01
 x3_1 :  7.33445167607834E-02  -7.55585905293714E-01
 k2_0 : -3.72708010780774E-01   7.89315861341623E-01
 k4_0 : -9.41474645741367E-01  -1.88155072693573E+00
 x1_1 : -1.12047257194995E+00  -3.29592836756320E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 : -9.17750252795700E-01   2.38678000157945E-01
 u1_0 : -1.08018146063197E+00   2.28023748627459E+00
 x3_2 :  7.19518894759774E-01   2.42037266760860E-01
 x1_2 : -1.98453767820784E+00  -7.63493428858864E-01
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 : -1.63324147206588E+00   2.02935106758382E+00
 x3_3 : -6.94708610719486E-01  -3.06054610502107E-01
 x1_3 :  2.12468139842358E+00  -1.99437306539768E+00
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -2.84005756510763E+00   1.05891166717322E+00
 x3_4 : -3.87237491478065E-01  -6.52944563964791E-01
 x1_4 :  1.45494428864099E-01   1.20375190931469E+00
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -1.45206343096877E+00  -2.73710019605195E+00
 x3_5 : -3.18296716226518E-01   6.89185518461329E-01
 x1_5 :  2.03748019051813E+00   6.24866052698908E-02
 x2_6 :  3.84394374809324E+00   1.90540317741308E+00
 x4_5 : -1.74298008924085E+00  -1.02890023558175E+00
 x3_6 :  6.83883074299512E-01   5.46290691942787E-01
== err :  1.039E-14 = rco :  2.143E-04 = res :  1.305E-15 ==
solution 13 :
t :  6.70000339141680E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 14 :
t :  3.15715705588079E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.29396393573132E+57   6.79618934783652E+57
 x1_0 :  2.76669325363338E+71   5.66198946322701E+71
 x2_1 : -1.78060112201801E+48  -2.92286174346697E+49
 k3_0 :  9.54140394270436E+75   6.42619231498428E+76
 k5_0 : -5.29293197875524E+60  -4.43684231507248E+60
 x4_0 :  4.66222348621694E+76   1.94782214748404E+77
 k6_0 : -1.83350348689825E+77   2.17531736676620E+77
 k7_0 : -1.23962359608236E+76  -1.23575947587208E+76
 s3_0 : -1.13208931792937E+76   7.74995481464532E+75
 x3_0 :  9.83823159382059E+88   6.49593945428473E+89
 x3_1 :  4.62089276612601E+89  -4.67038407913582E+89
 k2_0 : -3.94318953342516E+70  -1.29850069782619E+70
 k4_0 :  3.76322156287259E+69  -1.89381497085322E+69
 x1_1 : -2.11513584456803E+67  -4.13809908695679E+67
 x2_2 : -2.08937861510232E+57  -2.82625454556838E+57
 x4_1 : -1.75361049674715E+77   2.58368936010744E+76
 u1_0 : -7.83429983692022E+116  -2.82607967232492E+116
 x3_2 :  3.50655552539573E+89   5.55600627699079E+89
 x1_2 : -2.33644959500660E+67  -2.60479976203823E+67
 x2_3 :  5.60291234219271E+48  -7.49959322903864E+48
 x4_2 :  1.18318612687239E+76  -1.60841495288909E+77
 x3_3 : -2.99023953858866E+89  -5.85009443552208E+89
 x1_3 :  2.26918625267541E+67   1.71421119460242E+65
 x2_4 :  5.71586087933976E+46  -4.65613413990150E+46
 x4_3 :  7.85284100696423E+76   1.70159578657260E+76
 x3_4 :  1.87910274365256E+84   2.47338474253093E+84
 x1_4 : -9.12679097725820E+66  -5.44532885285839E+66
 x2_5 : -1.22376059270438E+68   1.84863919935825E+68
 x4_4 : -4.08360826024765E+76  -9.71376455358468E+75
 x3_5 : -5.90207886926764E+89   2.88627829975305E+89
 x1_5 : -6.31513885524096E+82  -1.85397388657845E+82
 x2_6 : -2.34470896077162E+137   9.55033585511822E+136
 x4_5 : -3.21633627777042E+87   1.56366915412559E+87
 x3_6 :  3.47792717655454E+159  -1.54069716570156E+160
== err :  4.069E+144 = rco :  3.285E-191 = res :  8.965E+143 ==
solution 15 :
t :  3.34301123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.61234507593836E+18  -7.32486801481912E+18
 x1_0 : -3.10598401746425E+38  -3.85101831057251E+39
 x2_1 :  3.44004802006031E+18  -1.24781898854108E+18
 k3_0 :  2.86533943853703E+35  -9.46306579203083E+35
 k5_0 :  0.00000000000000E+00   0.00000000000000E+00
 x4_0 :  2.53360650388350E+43  -5.25182594940206E+43
 k6_0 :  2.36895769582867E+43  -9.54311754631482E+42
 k7_0 : -2.08946696238963E+43  -3.48964694230424E+42
 s3_0 : -1.79371787045455E+38  -1.24323738447790E+38
 x3_0 : -4.02235518205457E+40  -5.97815599708329E+41
 x3_1 : -4.55322429649105E+41   3.89464902698941E+41
 k2_0 : -6.96309402619850E+35  -3.23714228829625E+36
 k4_0 : -6.50526874354746E+31  -5.39439209050196E+31
 x1_1 :  2.98870314077114E+34  -2.82540145192069E+35
 x2_2 : -1.91501148575249E+18   3.58537031819715E+19
 x4_1 : -1.38675502701638E+43   4.58933621614807E+43
 u1_0 : -1.93721733884726E+42  -1.19871660480135E+41
 x3_2 : -2.76612624378131E+41  -5.31494949562838E+41
 x1_2 :  2.28648954267614E+34   2.16698798218628E+35
 x2_3 :  6.48230795411948E+17   4.64150156825362E+18
 x4_2 :  8.51720991142579E+42  -3.55869352417498E+43
 x3_3 :  2.27461747440515E+41   5.54312708519241E+41
 x1_3 :  1.19915150994031E+35   9.65820937748856E+34
 x2_4 :  3.67473351914953E+18   4.30462700992754E+18
 x4_3 : -2.05458929064351E+43   1.41241584924819E+43
 x3_4 : -2.13879875861317E+37  -1.14411181515930E+37
 x1_4 :  4.40958999124558E+34   8.60383187173332E+34
 x2_5 : -3.19863674198127E+17   2.58374409027230E+18
 x4_4 :  9.97295072645814E+42   1.10542265768061E+43
 x3_5 :  5.58249957881029E+41  -2.17619874785419E+41
 x1_5 : -1.25882710226425E+47  -1.67977678349371E+47
 x2_6 :  8.06757548834505E+55   4.70107785813799E+54
 x4_5 :  8.07134451688313E+42  -1.27686521854411E+42
 x3_6 : -4.23268718526398E+82  -3.00453624157610E+82
== err :  7.237E+82 = rco :  0.000E+00 = res :  1.813E+80 ==
solution 16 :
t :  3.40001399608079E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -3.09494356230216E+49   3.49362309630602E+49
 x1_0 :  2.32411959360880E+59  -6.37008857732288E+59
 x2_1 : -5.30334164431682E+47  -5.11211691270262E+47
 k3_0 :  1.52703871542471E+65   1.19673679106105E+65
 k5_0 : -1.46404748029774E+52   1.04040001197387E+52
 x4_0 :  3.24907237505851E+66   2.85023814137226E+67
 k6_0 :  2.87104559673154E+68   1.31523347212668E+68
 k7_0 : -1.52010224296059E+68   5.22147422679061E+67
 s3_0 : -2.85316595858164E+70   6.56619803142577E+70
 x3_0 :  4.96727773550705E+81  -7.65310441810354E+81
 x3_1 : -9.10471413883922E+81   5.89945558897438E+80
 k2_0 : -1.65165982639537E+64   2.36775633623305E+67
 k4_0 : -6.09553730638541E+64  -1.39062826158505E+66
 x1_1 : -4.62200031788816E+59   4.59389452834493E+59
 x2_2 : -3.40506929141834E+47  -2.94077328744229E+47
 x4_1 :  9.63546719027082E+65   2.37141391604204E+67
 u1_0 : -6.60849659848860E+99  -3.43663876538123E+100
 x3_2 :  1.48083061286570E+81  -9.00283266516605E+81
 x1_2 :  2.10980423674361E+59  -3.93854499522970E+59
 x2_3 : -3.30019673087862E+46   2.20986204661340E+47
 x4_2 : -2.59425260855718E+66   1.84931047320039E+67
 x3_3 : -2.28816385821391E+81   8.83222290387881E+81
 x1_3 : -7.49409350820046E+58  -2.39686049430047E+59
 x2_4 : -2.72811622427632E+47  -7.11693554037315E+47
 x4_3 : -1.19202409076143E+67   6.28228751806883E+66
 x3_4 : -1.10714925224978E+81   8.23604152878360E+80
 x1_4 :  7.77614365976402E+58  -9.44992527846323E+58
 x2_5 :  1.13866227550660E+57  -1.01155893537854E+56
 x4_4 : -2.59448613310764E+66  -7.67322272478076E+66
 x3_5 :  8.79036108313030E+81   2.44405550618139E+81
 x1_5 :  1.50993312585559E+72   1.52850548871969E+73
 x2_6 :  7.45509215061226E+118  -3.45259015886440E+119
 x4_5 : -9.69166293507833E+66   3.75381240139977E+67
 x3_6 :  4.33397878406772E+146   2.21519224820577E+146
== err :  2.556E+123 = rco :  8.581E-169 = res :  3.309E+127 ==
solution 17 :
t :  3.24011123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -5.74105456528589E+15  -4.64126992187392E+14
 x1_0 :  1.05231064295320E+35  -2.02004837469965E+35
 x2_1 :  6.56584602500000E+07   9.73141852500000E+07
 k3_0 : -4.92089791450144E+36   3.82981650957433E+36
 k5_0 : -2.38395571757968E+22  -2.91333286146128E+22
 x4_0 : -1.32075761131639E+29  -1.71531171974936E+28
 k6_0 : -5.72503496566052E+34  -3.11332363794119E+34
 k7_0 : -3.19080204035286E+38   2.75341656707270E+38
 s3_0 :  7.35845234703175E+28  -9.19207412838911E+27
 x3_0 :  9.53093260685566E+46   7.58925715007665E+46
 x3_1 :  3.24504799245913E+47  -1.99499780986133E+47
 k2_0 : -1.68009594728699E+36   2.38623187170410E+35
 k4_0 :  8.14551483164264E+28  -1.83714172034751E+29
 x1_1 :  1.32369993623703E+35   1.40415418969150E+34
 x2_2 :  3.51996297084928E+14  -1.38993813422080E+15
 x4_1 :  2.01887679166850E+28   9.33884525698893E+28
 u1_0 : -1.02807679363754E+38  -7.82787599344377E+37
 x3_2 :  1.17746097204615E+47   3.12954730706468E+46
 x1_2 :  5.86688858873704E+34  -1.84956024115458E+34
 x2_3 :  9.19331107635200E+12  -3.80124864512000E+12
 x4_2 :  6.14914914399226E+28  -2.81770814039253E+28
 x3_3 : -1.14437055464130E+47  -4.18056269337751E+46
 x1_3 :  5.82352156924228E+33  -8.92279938264024E+33
 x2_4 :  2.21655992500000E+07   5.80539574062500E+07
 x4_3 :  5.77172669474719E+27  -4.46245702033820E+28
 x3_4 : -1.81441997246433E+46   1.76061840441748E+46
 x1_4 : -2.65129868654328E+34   7.74964800368546E+34
 x2_5 :  5.59504248906606E+19   6.62865427170480E+20
 x4_4 : -3.64181735669186E+27  -2.56185218110423E+28
 x3_5 : -4.38235759136270E+46   1.13679568397197E+47
 x1_5 : -8.90592014829268E+47  -9.73182042670759E+47
 x2_6 :  3.83831306974119E+53  -2.26747776007437E+53
 x4_5 : -1.88490135574711E+30  -4.65459732646268E+30
 x3_6 :  1.34536597694068E+78   1.94290571795019E+78
== err :  4.014E+69 = rco :  6.595E-110 = res :  2.894E+61 ==
solution 18 :
t :  3.58311123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.65030761466282E-02  -6.83847502367168E-01
 x1_0 :  2.00664998218689E+07   6.89441821021131E+07
 x2_1 : -8.00061972055832E-01   6.89985617958768E-01
 k3_0 : -5.73684118092370E+07  -9.59619538698425E+07
 k5_0 : -1.40190209566501E+02   1.62570903724811E+02
 x4_0 :  1.31274996217120E+09  -9.53928360829354E+09
 k6_0 :  1.73094523128688E+09  -1.21501141749044E+09
 k7_0 : -3.72844525854182E+08  -4.09699715289234E+07
 s3_0 : -1.33402220466759E+19   1.34651180334530E+19
 x3_0 : -1.16463789294303E+02   7.95913366656539E+02
 x3_1 :  7.07791814315146E+02  -3.82194518355946E+02
 k2_0 :  4.20887947050656E+10  -1.46187410945372E+11
 k4_0 : -4.06550511129956E+15   8.78778090982096E+15
 x1_1 :  4.62697709818595E+07   7.01761971779852E+07
 x2_2 :  1.80043505352927E-02   1.01039262361112E+00
 x4_1 :  3.87728340020706E+09   3.35783962650781E+09
 u1_0 :  3.22905416558657E+07   6.41349014219344E+07
 x3_2 :  2.12530682147595E+02   7.75804493699877E+02
 x1_2 :  4.24200057017197E+07   2.70786876961330E+07
 x2_3 :  1.02041964809813E+00   9.24349582720726E-01
 x4_2 : -2.16796075171598E+09   3.57088850149701E+08
 x3_3 : -1.41568963872114E+02  -7.91833398925380E+02
 x1_3 : -1.36349760609571E+07   9.95615494068200E+06
 x2_4 :  9.11878769454949E-01   2.59191872449246E-01
 x4_3 :  6.47285212732169E+08  -2.58132868589458E+08
 x3_4 : -4.35981652966592E+02  -1.50983610887002E+02
 x1_4 : -1.78984120479743E+07   2.27876865453227E+06
 x2_5 :  9.40628859808188E-02  -9.95566257705103E-01
 x4_4 : -4.66864229273168E+08   1.02242875800877E+08
 x3_5 :  1.03540583082925E+07   1.76543172895169E+07
 x1_5 : -7.81840591608518E+06   1.62648873281731E+07
 x2_6 : -1.36055873977907E+10  -1.33063496628999E+10
 x4_5 : -2.71208061520722E+08  -3.04994823653754E+08
 x3_6 : -1.84683717331138E+32  -2.01627721134745E+32
== err :  2.401E+32 = rco :  1.628E-52 = res :  4.129E+26 ==
solution 19 :
t :  3.33825487108079E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -3.40420499397283E-01  -8.49726441341557E-01
 x1_0 :  1.43946761568927E+10  -5.17572598898287E+08
 x2_1 : -8.86961291951843E-01   7.30622622930042E-01
 k3_0 :  1.18332537507985E+05  -2.15767414712387E+05
 k5_0 : -1.10245328241980E+13  -8.56344928063934E+13
 x4_0 :  3.41335000713465E+10   4.24085262348074E+10
 k6_0 : -2.51393930193782E+10  -5.36598735443353E+09
 k7_0 :  9.26150915251966E+09  -4.79977850114250E+07
 s3_0 : -1.49423479606366E+18  -3.64869741163016E+18
 x3_0 : -5.95009861543597E+09   2.20933496803088E+09
 x3_1 :  5.32690271554508E+09   3.45093349562602E+09
 k2_0 : -1.68855894773396E+14  -2.94835677566898E+14
 k4_0 : -7.34654944429023E+13  -1.54167250198244E+14
 x1_1 :  1.48924855793596E+06  -2.07657142489675E+06
 x2_2 :  6.52522119034072E-02   6.08566139069226E-01
 x4_1 : -2.70466039582401E+10  -2.57179399123213E+10
 u1_0 :  1.40595122567354E+10  -3.13124546410189E+09
 x3_2 : -4.56447409936894E+09   4.41026197928090E+09
 x1_2 : -2.17941062455276E+05   1.69017036147363E+06
 x2_3 :  6.69846340052144E-01   6.82021782212928E-01
 x4_2 :  1.70280053389975E+10   1.56272302480780E+10
 x3_3 :  4.94426561353298E+09  -3.97983317215082E+09
 x1_3 :  8.52009758674745E+05   3.24170931197783E+05
 x2_4 :  9.88461337368963E-01   3.56187580715555E-01
 x4_3 :  2.69366603444357E+08  -1.06662640090328E+10
 x3_4 :  9.45750145309181E+04  -1.90754841259177E+05
 x1_4 :  3.73343262907536E+05  -4.13502362792223E+05
 x2_5 :  9.40628859808187E-02  -9.95566257705102E-01
 x4_4 : -8.61420100859341E+09   7.77137922787281E+09
 x3_5 : -3.89174196895303E+09  -5.01389858105952E+09
 x1_5 : -2.51484351156098E+05  -6.94699320998498E+05
 x2_6 :  5.18565121303770E+22   9.04719510884644E+21
 x4_5 : -1.50344062968473E+07   3.85649848750590E+09
 x3_6 : -5.96083689411381E+34  -1.46020059184811E+34
== err :  1.144E+35 = rco :  2.186E-53 = res :  3.528E+28 ==
solution 20 :
t :  3.09686265288079E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.22455097201022E+20  -1.27694731205375E+20
 x1_0 :  6.62886490900182E+37   7.51131301918041E+38
 x2_1 :  5.16343577729181E+16   1.57600144912302E+17
 k3_0 : -3.55576472200955E+46  -2.05819936680091E+45
 k5_0 :  7.87615621746939E+23   1.04289933188607E+24
 x4_0 :  2.01349692506467E+46   1.73475875519308E+46
 k6_0 :  8.10240965941327E+47  -2.29841232816558E+48
 k7_0 : -1.03507204508304E+48   5.68690606691512E+47
 s3_0 : -3.81219871157883E+32  -1.07999819399349E+32
 x3_0 : -6.81974904510476E+41  -3.09125299804049E+41
 x3_1 :  1.59627850732324E+41   7.31551208609987E+41
 k2_0 : -1.10367029631099E+46  -1.51557371471989E+46
 k4_0 :  3.96312014683923E+28  -3.40278077444474E+28
 x1_1 :  3.82899729004589E+38  -7.28062830717114E+38
 x2_2 : -2.34454000562806E+20   1.95677513378516E+20
 x4_1 :  1.21877880849591E+46   1.27708731096788E+46
 u1_0 : -1.37000826083331E+46  -1.27989420382633E+46
 x3_2 : -7.48702228978647E+41  -9.65369655098762E+39
 x1_2 : -1.84794765227501E+38   4.14568009683611E+38
 x2_3 :  2.01149311082637E+21  -6.81219555308363E+21
 x4_2 :  4.39958834743933E+45   8.90594813453003E+45
 x3_3 :  7.44768023289220E+41   7.72580942674484E+40
 x1_3 :  7.42128511562682E+37   2.59827472238466E+38
 x2_4 : -7.32666042233691E+16   2.05946886266433E+17
 x4_3 : -3.93604889944742E+45   3.28208923132519E+45
 x3_4 :  2.53581540718020E+41   6.01895157093932E+40
 x1_4 :  5.52160428653271E+37   2.21194120588472E+38
 x2_5 : -4.32761011997615E+32   2.03660112429570E+32
 x4_4 : -7.44371629784826E+44  -3.35829102616922E+45
 x3_5 :  9.04216003687359E+40  -7.43284707041496E+41
 x1_5 : -1.92669221242303E+52  -1.63429039745585E+53
 x2_6 : -3.04713033902281E+63   7.81073100334495E+63
 x4_5 : -6.76243375611732E+49  -2.60849935376528E+50
 x3_6 : -2.45690596839717E+87  -9.44178384467035E+87
== err :  3.576E+73 = rco :  1.122E-114 = res :  2.364E+74 ==
solution 21 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -2.12906421909877E+00  -4.16694394796223E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 : -2.37392697383287E-01   2.51729470883719E-01
 k5_0 :  7.08172734163921E-01  -1.53372487306142E-01
 x4_0 : -8.12940092971409E+00  -8.98029216885170E-02
 k6_0 : -1.96511127754717E+00   5.58695189421555E+00
 k7_0 : -3.80136203473267E+00   3.42433191447872E+00
 s3_0 :  9.10784661466379E-01  -4.86340320081720E-01
 x3_0 : -5.12425444724409E-01   8.21862236657034E-01
 x3_1 :  9.65197150511550E-01  -8.01987100164014E-02
 k2_0 : -3.72708010780774E-01   7.89315861341623E-01
 k4_0 : -9.41474645741367E-01  -1.88155072693573E+00
 x1_1 :  1.58274872778520E-01  -1.48165607673038E+00
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  2.36822819310151E+00   5.54425216625426E+00
 u1_0 : -3.10861855771732E+00  -8.36060906604888E-01
 x3_2 : -1.39781638939824E-01   9.58383256249402E-01
 x1_2 :  5.05944297440329E-01  -2.66522909716045E+00
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 : -3.29450304008864E-01   5.28806058424730E+00
 x3_3 :  2.25798142346498E-01  -9.41834683666291E-01
 x1_3 :  2.98791419335855E+00   2.21238002194153E+00
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -5.83355845563295E+00   4.38595336991751E+00
 x3_4 :  7.31344421951553E-01  -6.34958824589642E-01
 x1_4 : -1.47787961592685E+00   4.57081745838373E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -6.27300139533378E+00  -6.08639476741256E+00
 x3_5 : -9.37692724234148E-01  -2.42424683896367E-01
 x1_5 :  3.86089102317431E-01   2.57186361867921E+00
 x2_6 :  7.09624952493554E-01  -8.30054369586671E-01
 x4_5 : -3.66650281305658E-01   6.26253358468586E-01
 x3_6 : -5.29830889389377E-01   9.83017270078932E-01
== err :  7.217E-13 = rco :  4.966E-05 = res :  1.887E-15 ==
solution 22 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -5.95462159550889E-02   4.25517188427782E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  5.23307825981376E-02   4.42439762738842E-02
 k5_0 : -7.26860630306960E-01  -2.15808218031018E-02
 x4_0 :  1.93156270547410E-01  -2.03012906653026E+00
 k6_0 :  8.66615666715458E-01   3.39071698491772E-01
 k7_0 :  3.52900946220644E-01   1.98945925078680E-01
 s3_0 :  2.20271408057398E+00   4.72509944539073E+00
 x3_0 :  1.68033059224942E-01   9.25130322800590E-02
 x3_1 : -2.62231331540184E-02  -1.90016097796294E-01
 k2_0 : -3.72708010780774E-01   7.89315861341623E-01
 k4_0 : -9.41474645741367E-01  -1.88155072693573E+00
 x1_1 : -2.94711322486312E-01  -1.53922719299097E-02
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  1.00555078557837E+00   3.00204593226452E-01
 u1_0 : -1.31962838385466E-01   6.23736253910064E-01
 x3_2 :  1.91030451697236E-01   1.73532895583020E-02
 x1_2 : -5.32507284350590E-01  -7.14396026177713E-02
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 : -1.41066220380769E-01   9.53945499228142E-01
 x3_3 : -1.88681345118258E-01  -3.45415711644545E-02
 x1_3 :  4.05439363181966E-01  -6.14642943406257E-01
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  2.68362649704948E-01   2.61436117036230E-01
 x3_4 : -1.33421555357617E-01  -1.37813129636108E-01
 x1_4 :  1.06259966307903E-01   2.87357576869137E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -8.85405993686699E-01  -1.46259520662960E-01
 x3_5 : -3.78741033140830E-02   1.88040746734048E-01
 x1_5 :  5.04465832985897E-01  -1.03966280510289E-01
 x2_6 : -1.29165404279368E-01  -8.98556386358506E-01
 x4_5 : -1.28337686619334E+00  -6.67461698238442E-02
 x3_6 :  2.00089919449127E-01   9.42248521005626E-02
== err :  9.675E-15 = rco :  1.856E-03 = res :  3.331E-16 ==
solution 23 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -2.31531346734470E-01   2.45112150204765E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 : -3.53714542239438E-02   1.83856840978137E-01
 k5_0 : -9.51024809174522E-01   1.34332669632306E-01
 x4_0 : -1.00122452186447E-01  -1.86693077448305E+00
 k6_0 :  8.20018695200070E-01  -2.64560404091456E-01
 k7_0 :  1.85213444585322E-01   8.40352752190874E-02
 s3_0 : -3.45837035219509E+00  -3.75657828864809E-01
 x3_0 : -1.18239816010534E-02  -2.87219355180889E-01
 x3_1 : -2.23241052445131E-01   1.81102725088878E-01
 k2_0 : -1.40315567214588E+00  -1.17314441413768E+00
 k4_0 : -4.79946947840487E-01   2.88824014448390E-01
 x1_1 :  7.59881022969978E-02   3.58033679401105E-02
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  1.01205686068846E+00   3.28325451293560E-01
 u1_0 :  2.48570728241421E-01  -1.90859846679315E-01
 x3_2 : -1.26026414607710E-01  -2.58364291945604E-01
 x1_2 : -5.15181543785258E-02   1.03881427402537E-01
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 : -7.45870186574052E-02   6.23209743929823E-01
 x3_3 :  1.02168255047230E-01   2.68693900548620E-01
 x1_3 :  8.13744691842369E-02   5.90721755023154E-02
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  6.50961827722193E-01   3.56535974578253E-02
 x3_4 : -7.31138769492018E-02   2.78009218424290E-01
 x1_4 :  1.63087369616596E-01   1.04895438688226E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -1.01645984297194E+00   1.71546450186393E-01
 x3_5 :  2.70459296745694E-01  -9.73988364163138E-02
 x1_5 :  4.90189778438763E-01   8.60904496430603E-02
 x2_6 : -1.38638874915023E+00  -5.08099869173462E-01
 x4_5 : -1.30165688973651E+00   4.76140300915641E-01
 x3_6 :  4.99486059743062E-02   9.33183711258480E-01
== err :  6.101E-15 = rco :  2.631E-03 = res :  3.990E-16 ==
solution 24 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 :  4.18547846678611E-01   4.39634226868030E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  3.27151926464423E-01   8.11403269868322E-02
 k5_0 :  6.50612652468283E-01   3.48239969911093E-02
 x4_0 : -5.25410367939806E+00  -3.19910243078294E+00
 k6_0 : -2.16562647406988E+00   1.27150005616537E+00
 k7_0 : -2.45723604008264E+00  -1.20015381755258E+00
 s3_0 :  1.06508658500002E-01  -1.92937770041142E+00
 x3_0 : -5.17477201289940E-01  -6.16192954078295E-03
 x3_1 :  3.04266339136934E-01   4.18619896921710E-01
 k2_0 : -1.40315567214588E+00  -1.17314441413769E+00
 k4_0 : -4.79946947840487E-01   2.88824014448390E-01
 x1_1 :  7.16194518320298E-02  -1.33189720353569E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 : -2.29318776094765E+00   2.39482377920159E+00
 u1_0 : -3.19389182585931E-01  -4.65087742553832E-01
 x3_2 : -4.76504998694476E-01   2.01899998637228E-01
 x1_2 :  1.81834770234129E-01   1.02533449874247E-01
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 : -2.91819566591657E+00   2.15798496172454E+00
 x3_3 :  4.92797504045805E-01  -1.58022919972896E-01
 x1_3 :  1.13965132285563E-01  -1.40651775831399E-01
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -4.19023105639222E+00  -4.10889651694000E-01
 x3_4 :  4.92811358296142E-01   1.57979708712373E-01
 x1_4 :  2.04144345879726E-01  -2.83176731776043E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -7.32502932572533E-02  -4.54974496619266E+00
 x3_5 : -1.49280171883470E-01  -4.95515946779694E-01
 x1_5 :  2.01563482056452E-01  -8.73020094002345E-01
 x2_6 :  4.17138774912904E+00  -9.97028871745651E-02
 x4_5 : -1.28737719063366E+00  -1.12168289204606E-01
 x3_6 :  1.68239876886953E+00  -7.11652812047122E-04
== err :  4.545E-15 = rco :  2.623E-04 = res :  1.332E-15 ==
solution 25 :
t :  5.36076074803434E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 26 :
t :  4.00001123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 27 :
t :  5.04301123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 28 :
t :  5.05765924501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 29 :
t :  5.40001399608079E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 30 :
t :  7.68862927697519E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
solution 31 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -8.15656752880067E-02   2.53639396236838E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 : -1.24009178887127E-01   1.04024101568620E-01
 k5_0 : -9.20403416591103E-01   1.53022455965098E-01
 x4_0 :  3.08246791901304E-01  -1.97132457631849E+00
 k6_0 :  8.84162394377385E-01  -1.46727215116483E-01
 k7_0 :  1.87071565530894E-01   1.96416715353293E-01
 s3_0 : -6.84565844845550E+00  -4.83100176055615E-01
 x3_0 : -4.95252573944723E-04  -1.45714751136957E-01
 x3_1 : -1.16545129220992E-01   8.74658037685558E-02
 k2_0 : -8.25280148316558E-02  -9.51191333204306E-01
 k4_0 :  9.16983172903158E-02  -3.84570532570595E-01
 x1_1 :  2.71390762083525E-01  -1.57300101727603E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  9.37293335860791E-01   5.35258728099183E-01
 u1_0 : -1.07117270267557E-01   1.33158444786487E-01
 x3_2 : -5.88955004540768E-02  -1.33282984661513E-01
 x1_2 :  2.12509028571436E-02   3.42525608834755E-03
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 : -1.28349846200986E-01   5.80961702341125E-01
 x3_3 :  4.66127578185517E-02   1.38058990227244E-01
 x1_3 :  1.77657432649641E-02   8.64028407291961E-03
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  6.05832059110513E-01   1.96686770327159E-01
 x3_4 : -4.23531367954383E-02   1.39424695723549E-01
 x1_4 :  1.44029718838842E-02   3.11295778817455E-02
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -9.95807192066164E-01   4.03739328148314E-02
 x3_5 :  1.38862004972686E-01  -4.41630790251649E-02
 x1_5 :  2.52296487515276E-02   3.64100946811489E-02
 x2_6 : -1.56477635876138E+00  -1.02802044587188E+00
 x4_5 : -1.34057367778582E+00   3.73506096265260E-01
 x3_6 : -1.09410271010279E-01   1.57465089834421E-01
== err :  5.660E-15 = rco :  1.974E-03 = res :  5.551E-16 ==
solution 32 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -3.99031482462675E-01   1.04382696753799E+00
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 : -5.42923594531391E-01   4.07600424668007E-01
 k5_0 :  5.95608406423120E-01  -9.22672704869597E-01
 x4_0 : -1.08833123353131E+00   1.67724055188763E+00
 k6_0 :  1.28739707125805E+00  -4.33318771721179E-01
 k7_0 :  1.33737086438786E+00   6.92888344220838E-01
 s3_0 : -1.63596736678531E+00  -2.69216147512993E-02
 x3_0 :  3.09124113583623E-02  -6.10394135051002E-01
 x3_1 : -5.07914251564841E-01   3.39940715916727E-01
 k2_0 : -8.25280148316558E-02  -9.51191333204307E-01
 k4_0 :  9.16983172903161E-02  -3.84570532570595E-01
 x1_1 :  1.17224715451930E+00  -5.97366824987274E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 :  1.32566024566903E+00  -2.86510346317390E-01
 u1_0 : -4.78772337671569E-01   5.33444738909545E-01
 x3_2 : -2.16493585927013E-01  -5.71547989702626E-01
 x1_2 :  8.82275555101950E-02   1.91563845143405E-02
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 :  9.40171343388610E-01  -1.17774536606292E+00
 x3_3 :  1.63969862367140E-01   5.88770296054370E-01
 x1_3 :  7.24504540103749E-02   4.02089830665362E-02
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  6.19762575050080E-01  -6.36560769328758E-01
 x3_4 : -2.08945957983247E-01   5.74350210170688E-01
 x1_4 :  5.32754231590366E-02   1.33637308479725E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -3.02910890398305E-01   2.44056229839219E-01
 x3_5 :  5.91578926058868E-01  -1.53528341109015E-01
 x1_5 :  9.74242807795110E-02   1.58204073208846E-01
 x2_6 : -9.10462311663781E-01  -1.10817924395497E-01
 x4_5 : -3.41045683039104E-01   8.69707794396681E-01
 x3_6 : -4.93878367301447E-01   6.34726661176249E-01
== err :  1.063E-15 = rco :  6.747E-03 = res :  6.661E-16 ==
solution 33 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 :  5.14032544061029E-01   4.21978114535683E-01
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 :  1.27766130155400E-01   3.83297384845624E-01
 k5_0 :  7.02239631416795E-01   6.30945701716694E-03
 x4_0 : -4.73197024132601E+00  -5.62016823152362E+00
 k6_0 : -3.30889554436904E+00   7.38640610502561E-01
 k7_0 : -2.76291188065115E+00  -2.41865695503200E+00
 s3_0 : -8.27633391506214E-01  -2.62178167727754E+00
 x3_0 : -3.38739338525402E-01  -1.32488712752873E-01
 x3_1 :  9.61705523513278E-02   3.50783157138396E-01
 k2_0 : -8.25280148316559E-02  -9.51191333204307E-01
 k4_0 :  9.16983172903159E-02  -3.84570532570595E-01
 x1_1 : -1.16282250927097E-01  -7.74312850466953E-01
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 : -3.71663458951575E+00   2.33567091084834E+00
 u1_0 :  2.10895146454764E-01   3.70801652952387E-01
 x3_2 : -3.63438540197333E-01   1.44922727952466E-02
 x1_2 :  2.74416372708794E-02  -4.61938027062482E-02
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 : -4.41731042750459E+00   1.85838198764056E+00
 x3_3 :  3.63261514428074E-01   1.84030053785240E-02
 x1_3 :  3.63523001741515E-02  -3.33199789261714E-02
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -5.30974110810438E+00  -1.85009075454365E+00
 x3_4 :  2.84839336293889E-01   2.26194940198044E-01
 x1_4 :  8.54784045324389E-02  -4.88764563117810E-03
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 :  1.28689231695933E+00  -5.99649901500270E+00
 x3_5 :  2.48265387897822E-02  -3.62879100312018E-01
 x1_5 :  1.07666829663838E-01  -2.51795075698071E-02
 x2_6 :  4.53186604867935E+00   1.44610172698796E+00
 x4_5 : -1.51929083552875E+00  -6.97601042873353E-02
 x3_6 :  2.65221447818704E-01   3.98417188632580E-01
== err :  1.579E-14 = rco :  1.132E-04 = res :  3.664E-15 ==
solution 34 :
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449190E-01
 x1_0 :  9.96244396081927E-01  -8.65858145157628E-02
 x2_1 : -7.65244719494292E-01   6.43739480912972E-01
 k3_0 :  9.50832178537567E-01  -3.09706584136509E-01
 k5_0 : -8.43892847392754E-01  -5.36511753943330E-01
 x4_0 :  4.68894259474808E-01  -8.83254308470428E-01
 k6_0 :  2.01160420329154E-01   9.79558311328630E-01
 k7_0 : -9.65096283233608E-01  -2.61895330406398E-01
 s3_0 :  8.10110885260769E-01  -5.86276686882578E-01
 x3_0 : -6.39240200217552E-01   7.69007130282824E-01
 x3_1 :  9.98590802714583E-01   5.30698476900499E-02
 k2_0 : -7.91302787686543E-01  -6.11424482826380E-01
 k4_0 : -7.62803507701850E-01  -6.46630349301480E-01
 x1_1 :  1.68785213187336E-01  -9.85652855628850E-01
 x2_2 :  3.53675886808798E-02   9.99374371129708E-01
 x4_1 : -3.16286563195410E-01   9.48663696966442E-01
 u1_0 :  9.63799903013688E-01  -2.66626605856966E-01
 x3_2 : -2.77148564425343E-01   9.60827077697632E-01
 x1_2 :  7.50915793121723E-01   6.60397964594361E-01
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 :  2.57581241845721E-01  -9.66256644918531E-01
 x3_3 :  3.62824064976725E-01  -9.31857659663624E-01
 x1_3 :  5.91166028782000E-01  -8.06549890840064E-01
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -8.06070405527604E-01   5.91819652708967E-01
 x3_4 :  8.37023837485895E-01  -5.47166423933694E-01
 x1_4 :  1.42013090605736E-03  -9.99998991613596E-01
 x2_5 :  9.40628859808197E-02  -9.95566257705111E-01
 x4_4 :  6.69149749792348E-01   7.43127588205980E-01
 x3_5 : -9.25293153365971E-01  -3.79252660286066E-01
 x1_5 : -8.38368472749960E-01  -5.45103938619874E-01
 x2_6 :  1.86715471868018E-01  -9.82414033167841E-01
 x4_5 : -8.57256622273062E-01  -5.14889389644980E-01
 x3_6 :  9.10470814216145E-01  -4.13573326582589E-01
== err : NaN******* = rco :  0.000E+00 = res : NaN******* ==
solution 35 :
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449190E-01
 x1_0 :  9.96244396081927E-01  -8.65858145157628E-02
 x2_1 : -7.65244719494292E-01   6.43739480912972E-01
 k3_0 :  9.50832178537567E-01  -3.09706584136509E-01
 k5_0 : -8.43892847392754E-01  -5.36511753943330E-01
 x4_0 :  4.68894259474808E-01  -8.83254308470428E-01
 k6_0 :  2.01160420329154E-01   9.79558311328630E-01
 k7_0 : -9.65096283233608E-01  -2.61895330406398E-01
 s3_0 :  8.10110885260769E-01  -5.86276686882578E-01
 x3_0 : -6.39240200217552E-01   7.69007130282824E-01
 x3_1 :  9.98590802714583E-01   5.30698476900499E-02
 k2_0 : -7.91302787686543E-01  -6.11424482826380E-01
 k4_0 : -7.62803507701850E-01  -6.46630349301480E-01
 x1_1 :  1.68785213187336E-01  -9.85652855628850E-01
 x2_2 :  3.53675886808798E-02   9.99374371129708E-01
 x4_1 : -3.16286563195410E-01   9.48663696966442E-01
 u1_0 :  9.63799903013688E-01  -2.66626605856966E-01
 x3_2 : -2.77148564425343E-01   9.60827077697632E-01
 x1_2 :  7.50915793121723E-01   6.60397964594361E-01
 x2_3 :  6.59889031318430E-01   7.51363072253105E-01
 x4_2 :  2.57581241845721E-01  -9.66256644918531E-01
 x3_3 :  3.62824064976725E-01  -9.31857659663624E-01
 x1_3 :  5.91166028782000E-01  -8.06549890840064E-01
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 : -8.06070405527604E-01   5.91819652708967E-01
 x3_4 :  8.37023837485895E-01  -5.47166423933694E-01
 x1_4 :  1.42013090605736E-03  -9.99998991613596E-01
 x2_5 :  9.40628859808197E-02  -9.95566257705111E-01
 x4_4 :  6.69149749792348E-01   7.43127588205980E-01
 x3_5 : -9.25293153365971E-01  -3.79252660286066E-01
 x1_5 : -8.38368472749960E-01  -5.45103938619874E-01
 x2_6 :  1.86715471868018E-01  -9.82414033167841E-01
 x4_5 : -8.57256622273062E-01  -5.14889389644980E-01
 x3_6 :  2.68057099064877E-01  -9.63403026589040E-01
== err : NaN******* = rco :  0.000E+00 = res : NaN******* ==
solution 36 :
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.18340477809397E-01  -9.75872653449191E-01
 x1_0 : -2.15351919083835E-01   1.33955610932193E+00
 x2_1 : -7.65244719494292E-01   6.43739480912971E-01
 k3_0 : -5.44168008710042E-01   6.19091275038189E-01
 k5_0 : -5.05947952263866E-01   7.96985564291237E-01
 x4_0 :  2.21151534430875E+00   1.05653122893849E-02
 k6_0 :  8.67070538213429E-01  -3.49367155663166E-01
 k7_0 : -4.27452103111220E-01   5.01063017036281E-01
 s3_0 : -1.31452430254114E+00  -2.96977974355084E-01
 x3_0 : -1.14654205342650E-01  -7.33119120182149E-01
 x3_1 : -5.19340842231354E-01   5.29994642208607E-01
 k2_0 : -8.25280148316559E-02  -9.51191333204307E-01
 k4_0 :  9.16983172903160E-02  -3.84570532570595E-01
 x1_1 :  1.24505065329978E+00  -1.00071673367738E+00
 x2_2 :  3.53675886808797E-02   9.99374371129708E-01
 x4_1 : -1.79114295851307E-01   1.28091829177544E+00
 u1_0 : -4.36711740262259E-01   7.52745785299133E-01
 x3_2 : -3.99060821952778E-01  -6.25587477145903E-01
 x1_2 :  1.09609528163232E-01   8.84603308410469E-04
 x2_3 :  6.59889031318429E-01   7.51363072253105E-01
 x4_2 : -2.90853371077471E-01   3.04329724600063E-02
 x3_3 :  3.40908073359261E-01   6.59083391307867E-01
 x1_3 :  9.60800679399393E-02   2.98186981643665E-02
 x2_4 :  9.32837740534180E-01   3.60296752462587E-01
 x4_3 :  8.34456266748915E-01   4.13482141620939E-01
 x3_4 : -1.05878086070661E-01   7.34437922543094E-01
 x1_4 :  9.64632289789101E-02   1.45613954313298E-01
 x2_5 :  9.40628859808195E-02  -9.95566257705111E-01
 x4_4 : -1.41181627140711E+00   4.16579840118852E-01
 x3_5 :  6.65011209073520E-01  -3.29194961969312E-01
 x1_5 :  1.55027239118636E-01   1.63861439577075E-01
 x2_6 : -1.71220618223474E+00   1.48450380490479E+00
 x4_5 : -1.41906220829751E+00   1.73739191441846E+00
 x3_6 : -4.29544685330567E-01   8.76865805896991E-01
== err :  4.103E-15 = rco :  2.043E-03 = res :  6.106E-16 ==

TIMING INFORMATION for All Computations
The elapsed time in seconds was                652.877914000 =  0h10m52s878ms
User time in seconds was                       652.877914000 =  0h10m52s878ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                 643
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                              271

HOMOTOPY PARAMETERS :
  d : 16 (standard double precision)
  k :  2
  a : -3.05795529507425E-01   9.52097208342338E-01
  t :  1.00000000000000E+00   0.00000000000000E+00
  no projective transformation

****************** CURRENT CONTINUATION PARAMETERS *****************
GLOBAL MONITOR : 
  1. the condition of the homotopy           : 0
  2. number of paths tracked simultaneously  : 1
  3. maximum number of steps along a path    : 500
  4. distance from target to start end game  : 1.000E-01
  5. order of extrapolator in end game       : 0
  6. maximum number of re-runs               : 1
STEP CONTROL (PREDICTOR) :                    along path : end game
  7: 8. type ( x:Cub,t:Rea ):( x:Cub,t:Rea ) : 8         : 8
  9:10. minimum step size                    : 1.000E-06 : 1.000E-08
 11:12. maximum step size                    : 1.000E-01 : 1.000E-02
 13:14. reduction factor for step size       : 7.000E-01 : 5.000E-01
 15:16. expansion factor for step size       : 1.250E+00 : 1.100E+00
 17:18. expansion threshold                  : 1         : 1
PATH CLOSENESS (CORRECTOR) :                  along path : end game
 19:20. maximum number of iterations         : 3         : 3
 21:22. relative precision for residuals     : 1.000E-09 : 1.000E-11
 23:24. absolute precision for residuals     : 1.000E-09 : 1.000E-11
 25:26. relative precision for corrections   : 1.000E-09 : 1.000E-11
 27:28. absolute precision for corrections   : 1.000E-09 : 1.000E-11
SOLUTION TOLERANCES :                         along path : end game
 29:30. inverse condition of Jacobian        : 1.000E-04 : 1.000E-12
 31:32. clustering of solutions              : 1.000E-04 : 1.000E-12
 33:34. solution at infinity                 : 1.000E+20 : 1.000E+24
********************************************************************

OUTPUT INFORMATION DURING CONTINUATION :
  1 : only the final solutions at the end of the paths           
===========================================================================
== 1 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 2 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 3 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 4 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 5 =  #step :  54 #fail : 53 #iter : 130 = at infinity ==
t :  7.00011235011606E-02   0.00000000000000E+00
m : 1                  Length of path :  1.07907019781390E+32
the solution for t : 
 x2_0 :  5.75938732968130E-14  -2.92757177766582E-13
 x1_0 :  1.57839789782107E-08   3.64909374773684E-09
 x2_1 : -2.69617313590928E-13  -2.08895297214177E-15
 k3_0 :  3.91874343934471E+16   1.80104433376627E+16
 k5_0 : -1.08053640357306E+15   1.11788815145219E+15
 x4_0 :  9.08652673889459E+04   2.15288284055670E+05
 k6_0 :  2.28809630009192E+17  -3.55966178531892E+16
 k7_0 :  4.63783181751584E+17  -3.04580151506020E+17
 s3_0 : -1.17997139067646E+12  -4.53824913727927E+11
 x3_0 : -1.14765767973775E+04  -6.31878297837362E+03
 x3_1 :  1.88563822690973E+03   1.28239613688808E+04
 k2_0 : -2.47210633759131E+07  -5.44000193056774E+08
 k4_0 :  7.67655369788358E+10   4.69891014546015E+11
 x1_1 :  3.80861334202057E-33  -5.66074385845547E-34
 x2_2 : -1.99125056310199E-13  -8.69115564355503E-14
 x4_1 :  9.37184349219355E+04  -1.12344632458233E+05
 u1_0 :  8.09498723815922E+04  -2.24786086216241E+04
 x3_2 : -1.28330818578353E+04  -1.20246993387931E+03
 x1_2 :  9.14319837483849E-24  -8.85070966976159E-24
 x2_3 : -2.23655861881473E-14   2.10642421479425E-13
 x4_2 : -1.65842045044457E+04  -1.09065185104861E+05
 x3_3 :  1.28619444249756E+04   2.36523168507879E+03
 x1_3 : -6.60596626451327E-11   3.43158937772873E-14
 x2_4 :  1.71683193712606E-13  -2.58298406039975E-14
 x4_3 :  2.29855735182966E+04  -4.76270240008825E+04
 x3_4 :  8.99089980346293E+03   9.20076264507060E+03
 x1_4 : -2.79180039193855E+02  -2.04230086754316E+02
 x2_5 :  4.42131984492407E-14  -1.98535391417399E-13
 x4_4 :  3.55798605323636E+04  -4.69148159659738E+04
 x3_5 :  2.49558947897871E+03  -1.28442335964713E+04
 x1_5 : -1.79257946832140E+15  -2.65012486774233E+14
 x2_6 : -1.21371891922821E+30  -9.54434649780015E+29
 x4_5 : -1.70067639000932E+15   5.93690382164100E+14
 x3_6 :  8.59483340524549E+16  -8.10725749155580E+16
== err :  8.161E+29 = rco :  2.596E-48 = res :  5.319E+29 ==
== 6 =  #step :  57 #fail : 53 #iter : 136 = failure ==
t :  4.00001123501161E-01   0.00000000000000E+00
m : 1                  Length of path :  3.45342269734745E+21
the solution for t : 
 x2_0 :  1.55654422394154E-15  -2.79624736203097E-15
 x1_0 :  2.25077971533530E-12   2.96147461802302E-14
 x2_1 : -2.57620556999293E-15  -5.73202470577432E-16
 k3_0 : -8.04174234145542E+15  -3.89660940976562E+17
 k5_0 : -5.37570925932712E+04   2.35963479818486E+05
 x4_0 : -2.38752875421415E+03   3.25178129155261E+03
 k6_0 : -1.74849512578117E+17   1.77103140437262E+17
 k7_0 :  2.98844871520548E+17  -1.26218085022062E+17
 s3_0 :  2.27215720285459E+04  -2.22786169050571E+04
 x3_0 : -8.16607005334551E+02   4.21959397672986E+02
 x3_1 :  7.50587182348318E+02  -1.02580389120431E+02
 k2_0 :  3.13294346455706E+13   8.92637781413150E+13
 k4_0 : -1.10663663146598E+04  -2.35505521202057E+04
 x1_1 :  9.52676556833661E-14  -2.62997759438700E-13
 x2_2 : -2.90011815051500E-15  -2.66277959892696E-15
 x4_1 :  2.53318156903136E+02  -1.71180660702315E+03
 u1_0 :  4.44343684700775E+02   2.64136663448583E+02
 x3_2 : -1.38949643483551E+02   5.76775303536731E+02
 x1_2 :  1.10453459346047E-15  -5.40741679710610E-16
 x2_3 : -2.28427922711455E-15   3.92066046353597E-15
 x4_2 : -9.06905880137558E+01   2.29156316499539E+02
 x3_3 :  4.53535639176441E+02  -6.73438285112832E+02
 x1_3 : -1.19412818547554E-13   3.34478534576494E-14
 x2_4 :  4.80558074210744E-15  -2.16966056645588E-15
 x4_3 :  5.99351427731037E+02   3.10235351475755E+02
 x3_4 :  1.93302415863696E+02  -3.88190765081405E+01
 x1_4 : -2.37130090145463E-12   2.20456769023474E-12
 x2_5 : -5.31400422948725E-16  -3.58302849454221E-15
 x4_4 :  5.35022817793902E+02   4.25237682317566E+02
 x3_5 : -9.16310445368626E+02  -1.92484511698658E+02
 x1_5 : -2.13485000734642E+02   2.04403684619158E+03
 x2_6 : -1.24218424177839E+17   5.69968844832546E+17
 x4_5 :  9.78627761148533E+01   3.74963289393338E+02
 x3_6 : -3.26363505176331E+17   3.82784702606841E+16
== err :  6.738E+17 = rco :  2.046E-37 = res :  4.570E+16 ==
== 7 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 8 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 9 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 10 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 11 =  #step :  54 #fail : 53 #iter : 134 = at infinity ==
t :  7.00011235011606E-02   0.00000000000000E+00
m : 1                  Length of path :  5.97619298911269E+27
the solution for t : 
 x2_0 : -1.07201844849299E-13  -2.08255552169346E-13
 x1_0 :  7.95024636051678E-10  -3.61026602679244E-09
 x2_1 : -1.92567790892087E-13   5.52425873935647E-14
 k3_0 :  1.40678798204151E+12  -5.37442975930225E+12
 k5_0 :  6.29471335609411E+13   6.18414571652604E+12
 x4_0 : -2.10676042056779E+04  -2.76269117519198E+04
 k6_0 :  9.03871525684741E+15   1.82910361930868E+16
 k7_0 : -8.79366074778559E+15   2.90247222222392E+16
 s3_0 : -3.33204870892426E+07  -1.93250800178014E+07
 x3_0 :  2.72360255368641E-01  -9.07652773100336E-01
 x3_1 : -8.85942993550750E-01   3.38474060474716E-01
 k2_0 : -3.66710264511835E+06   3.80550340634772E+06
 k4_0 : -1.26620958512956E+07   4.25899363368169E+07
 x1_1 : -4.12870652428809E-19   1.55541219901210E-19
 x2_2 : -2.00734225983590E-13  -1.30018778115012E-13
 x4_1 :  1.32054852804710E+04  -1.25118134331876E+04
 u1_0 : -5.32244681467530E+03  -1.84197865784243E+04
 x3_2 : -1.21952791226782E-01  -9.24788879590289E-01
 x1_2 : -2.02285806762945E-13   2.84652332722868E-13
 x2_3 : -1.78754946075160E-14   2.15231163178352E-13
 x4_2 :  2.07771641905212E+03   4.80938704429178E+03
 x3_3 :  2.97453963104788E-02   9.44686878317465E-01
 x1_3 : -8.84245027388058E-12   7.71350643248688E-12
 x2_4 :  1.93666193118866E-13  -8.51839456151292E-14
 x4_3 : -4.92592952915892E+03  -2.37347061322352E+03
 x3_4 : -5.07610529723678E-01   7.88185852822741E-01
 x1_4 : -6.12195853925784E+01   5.22954285486454E+00
 x2_5 :  4.42131984492407E-14  -1.98535391417399E-13
 x4_4 : -4.30740254789498E+03  -2.70514355663463E+03
 x3_5 :  9.51177987727573E-01  -1.83978118645465E-02
 x1_5 : -2.70981264637459E+14   1.73697746849102E+14
 x2_6 : -8.28289984591248E+26   5.69236986359602E+26
 x4_5 : -1.58466605793537E+14   2.77967178421506E+14
 x3_6 :  6.82371657728146E+12  -2.79104697075082E+12
== err :  5.560E+25 = rco :  6.913E-43 = res :  2.403E+25 ==
== 12 =  #step :  57 #fail : 53 #iter : 146 = failure ==
t :  2.57236553501161E-01   0.00000000000000E+00
m : 1                  Length of path :  1.18018803412936E+18
the solution for t : 
 x2_0 : -2.75459493908199E-15  -9.06072562897164E-15
 x1_0 : -2.78165426102553E-14  -9.33223502503995E-15
 x2_1 : -9.52878335938262E-15   2.33408269420027E-15
 k3_0 :  3.84374782355474E+11   1.17038426679613E+13
 k5_0 :  2.10576927783519E+01  -1.11458149078571E+01
 x4_0 : -1.47366034004957E+01  -1.51500618841441E+00
 k6_0 : -1.52233111744286E+14   2.29107577911474E+13
 k7_0 :  1.04261123035132E+14   1.08239802849971E+13
 s3_0 : -4.04855026687460E+03  -2.35429569478879E+04
 x3_0 : -2.00102798437780E-03  -7.92837239024014E-02
 x3_1 : -4.64249797924038E-02   3.42641362657645E-02
 k2_0 : -2.99226598959022E+12   1.14286483425770E+11
 k4_0 : -6.28784005565642E+03   1.15574033507766E+03
 x1_1 :  8.72305743832441E-17   1.57408449255026E-16
 x2_2 : -8.04400522746313E-15  -4.88352071066016E-15
 x4_1 : -3.55233525461059E+00  -2.39366897056362E+00
 u1_0 : -2.78510258201411E+00   3.38110817344303E-01
 x3_2 : -5.64773461905728E-03  -7.21069109225304E-02
 x1_2 :  3.91813875417701E-17  -3.68095990499060E-17
 x2_3 : -7.75999439317423E-16   9.60045434212939E-15
 x4_2 :  1.12655183501640E+00  -5.50600817336546E-02
 x3_3 :  2.31486434454053E-02   7.56961717132055E-02
 x1_3 :  5.88987707865714E-17   2.48763736576465E-16
 x2_4 :  9.37966666998791E-15  -3.33883560454597E-15
 x4_3 :  3.82470964355416E+00   4.88627448599701E-01
 x3_4 : -3.37244351346520E-02   4.76892164244659E-02
 x1_4 : -1.71408941986066E-14  -2.00283149142810E-14
 x2_5 :  1.65169260693714E-15  -9.37818488807846E-15
 x4_4 :  3.37115365552342E+00   5.64368259136816E-01
 x3_5 :  6.54135708947917E-02  -2.64919247135617E-02
 x1_5 : -2.85597765955525E+00  -9.97951310768300E-01
 x2_6 : -2.64893623490848E+14  -1.37463483423015E+14
 x4_5 : -1.02040657146425E+00  -1.71775852966899E+00
 x3_6 :  2.20006272216766E+13   2.74452902837903E+13
== err :  2.318E+15 = rco :  9.596E-31 = res :  6.962E+13 ==
== 13 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 14 =  #step :  53 #fail : 53 #iter : 126 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 15 =  #step :  10 #fail :  0 #iter :   0 = at infinity ==
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1                  Length of path :  0.00000000000000E+00
the solution for t : 
 x2_0 : -2.61234507593836E+18  -7.32486801481912E+18
 x1_0 : -3.10598401746425E+38  -3.85101831057251E+39
 x2_1 :  3.44004802006031E+18  -1.24781898854108E+18
 k3_0 :  2.86533943853703E+35  -9.46306579203083E+35
 k5_0 :  0.00000000000000E+00   0.00000000000000E+00
 x4_0 :  2.53360650388350E+43  -5.25182594940206E+43
 k6_0 :  2.36895769582867E+43  -9.54311754631482E+42
 k7_0 : -2.08946696238963E+43  -3.48964694230424E+42
 s3_0 : -1.79371787045455E+38  -1.24323738447790E+38
 x3_0 : -4.02235518205457E+40  -5.97815599708329E+41
 x3_1 : -4.55322429649105E+41   3.89464902698941E+41
 k2_0 : -6.96309402619850E+35  -3.23714228829625E+36
 k4_0 : -6.50526874354746E+31  -5.39439209050196E+31
 x1_1 :  2.98870314077114E+34  -2.82540145192069E+35
 x2_2 : -1.91501148575249E+18   3.58537031819715E+19
 x4_1 : -1.38675502701638E+43   4.58933621614807E+43
 u1_0 : -1.93721733884726E+42  -1.19871660480135E+41
 x3_2 : -2.76612624378131E+41  -5.31494949562838E+41
 x1_2 :  2.28648954267614E+34   2.16698798218628E+35
 x2_3 :  6.48230795411948E+17   4.64150156825362E+18
 x4_2 :  8.51720991142579E+42  -3.55869352417498E+43
 x3_3 :  2.27461747440515E+41   5.54312708519241E+41
 x1_3 :  1.19915150994031E+35   9.65820937748856E+34
 x2_4 :  3.67473351914953E+18   4.30462700992754E+18
 x4_3 : -2.05458929064351E+43   1.41241584924819E+43
 x3_4 : -2.13879875861317E+37  -1.14411181515930E+37
 x1_4 :  4.40958999124558E+34   8.60383187173332E+34
 x2_5 : -3.19863674198127E+17   2.58374409027230E+18
 x4_4 :  9.97295072645814E+42   1.10542265768061E+43
 x3_5 :  5.58249957881029E+41  -2.17619874785419E+41
 x1_5 : -1.25882710226425E+47  -1.67977678349371E+47
 x2_6 :  8.06757548834505E+55   4.70107785813799E+54
 x4_5 :  8.07134451688313E+42  -1.27686521854411E+42
 x3_6 : -4.23268718526398E+82  -3.00453624157610E+82
== err :  7.237E+82 = rco :  0.000E+00 = res :  1.813E+80 ==
== 16 =  #step :  53 #fail : 53 #iter : 126 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 17 =  #step :  53 #fail : 53 #iter : 106 = at infinity ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path :  2.95715880908371E+141
the solution for t : 
 x2_0 : -2.58108508112377E+69  -4.83174294044912E+69
 x1_0 :  3.01354688060869E+86   1.56133004767087E+86
 x2_1 : -1.45895315310119E+70  -3.50834465060186E+69
 k3_0 :  3.75187074305112E+92  -5.55897986472895E+91
 k5_0 : -8.88076160115634E+76   6.82815232396859E+76
 x4_0 :  7.10611506615723E+84  -1.91486192145541E+84
 k6_0 : -1.23874372886955E+92   1.51543790007246E+92
 k7_0 : -7.16022487399636E+92  -3.02149935228098E+92
 s3_0 : -5.11533560930105E+82  -7.62302903288623E+83
 x3_0 :  7.00589749386392E+101  -4.89433908522131E+101
 x3_1 : -6.93834430255430E+101  -2.58037995681634E+102
 k2_0 : -3.55918893808885E+87  -4.14527483844315E+87
 k4_0 : -1.84162620573582E+84  -9.46180812273436E+83
 x1_1 : -2.04357626855731E+85   1.97245336989910E+86
 x2_2 : -1.05124720335537E+69  -1.98729232115842E+69
 x4_1 : -3.00406688380407E+84  -4.34176014317015E+84
 u1_0 :  3.63071035930911E+146  -5.39949472440599E+147
 x3_2 :  4.45476111125612E+101  -7.29330228377356E+101
 x1_2 :  2.77669827873438E+85   8.73328187201523E+85
 x2_3 : -3.97151572932605E+67  -2.46157389300185E+67
 x4_2 : -2.54433908252522E+84   2.73797888053691E+84
 x3_3 : -5.09547875613945E+101   6.86099492248602E+101
 x1_3 :  1.33136839459419E+85   8.64291069916326E+84
 x2_4 : -8.11742041174716E+66   3.17329766017928E+67
 x4_3 :  6.48192259020051E+83   2.40044706015655E+84
 x3_4 :  8.21782542721890E+100   1.57155445695451E+101
 x1_4 : -1.15544614265515E+86  -3.92146136719239E+85
 x2_5 :  1.26634341603524E+70  -1.69844277563003E+70
 x4_4 :  7.27253029024732E+83   1.23111105777953E+84
 x3_5 :  6.76977773113725E+101   5.21605832070882E+101
 x1_5 : -8.28731698635579E+98   4.61355323270428E+98
 x2_6 : -3.81577812959497E+164  -1.19203178497713E+164
 x4_5 : -1.08916153362084E+87  -5.03570362564424E+86
 x3_6 : -2.62579591718672E+163  -1.02148233542163E+163
== err :  1.045E+140 = rco :  5.709E-182 = res :  5.239E+165 ==
== 18 =  #step :  53 #fail : 53 #iter : 124 = at infinity ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path :  5.02974357284892E+51
the solution for t : 
 x2_0 :  8.73507458283604E+14  -1.78630571673054E+14
 x1_0 :  7.77484966843914E+24   9.07440639653398E+24
 x2_1 : -4.00009183002985E+14  -1.50876756595344E+14
 k3_0 : -8.34862561014669E+24  -2.07356266429595E+25
 k5_0 : -7.63863997483369E+20  -1.59862635160144E+20
 x4_0 :  3.56181967091151E+28  -1.02529798652712E+28
 k6_0 :  1.33854519916786E+25   7.83645463673509E+24
 k7_0 :  1.18266274581786E+25   1.09915245787526E+25
 s3_0 : -5.06584171352696E+33  -7.73561529018408E+32
 x3_0 :  7.54570613061285E+17  -3.06843851948785E+17
 x3_1 : -6.96919366540156E+17  -4.21702925020075E+17
 k2_0 :  2.77463716599403E+27  -5.12619198040304E+27
 k4_0 : -2.56774674476849E+30   5.09554918206901E+29
 x1_1 :  1.18318255280812E+25   7.46241588460213E+24
 x2_2 : -2.72301044768591E+14   1.18040944495966E+14
 x4_1 : -5.75481316978148E+27   1.92204322140868E+28
 u1_0 : -7.50280732239315E+33  -1.18827507953879E+33
 x3_2 :  5.68156546587168E+17  -5.83719196233681E+17
 x1_2 :  8.28970871889923E+24   1.19312894212886E+24
 x2_3 : -3.42492330163360E+13   2.86185631493805E+14
 x4_2 : -4.94366673864841E+27  -6.92839026725270E+27
 x3_3 : -6.18570886187652E+17   5.30000018986964E+17
 x1_3 : -1.38359979597835E+24   2.44534166540027E+24
 x2_4 : -6.73004215892568E+05  -2.68271890147171E+06
 x4_3 :  1.85486127839381E+27   1.77911261566971E+27
 x3_4 :  9.19708411833000E+16   4.58085111412284E+17
 x1_4 : -2.55760303096896E+24   1.57368517979454E+24
 x2_5 : -4.27213783859903E+06   1.52765825256183E+06
 x4_4 : -9.70076155639032E+26  -1.34334034720006E+27
 x3_5 :  1.00970420233148E+22  -1.80998676793396E+22
 x1_5 :  4.55427638178181E+28  -1.78902931599896E+28
 x2_6 :  1.01422924953700E+47  -1.86183274660012E+47
 x4_5 :  9.10288289012689E+26   1.57230955002050E+27
 x3_6 : -9.89117625141242E+51  -1.43341577805471E+51
== err :  2.818E+47 = rco :  6.793E-76 = res :  2.616E+55 ==
== 19 =  #step :  53 #fail : 53 #iter : 115 = at infinity ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path :  6.26005361522878E+56
the solution for t : 
 x2_0 :  2.77029856945766E+15  -3.70518397596058E+15
 x1_0 : -2.14012106412002E+28   2.11357083040824E+27
 x2_1 : -2.33797926301286E+15   2.35435552458240E+15
 k3_0 : -1.64494302999161E+26  -4.36804495655091E+26
 k5_0 : -1.54100438488587E+28   2.37064103568886E+28
 x4_0 :  1.72204046186873E+26   1.24168931527332E+28
 k6_0 : -1.11457526261410E+28  -8.63656957987997E+28
 k7_0 : -2.05126761906253E+28  -7.86094252241910E+28
 s3_0 : -7.95585309285084E+34   8.93636135354087E+34
 x3_0 :  1.97916713829435E+26   1.14501228043229E+26
 x3_1 : -2.64482752847428E+25  -2.27116810403759E+26
 k2_0 :  1.06655209716722E+31  -7.09346041986037E+30
 k4_0 : -3.22389000799750E+30   4.05747560828850E+30
 x1_1 : -2.02548090708290E+24   3.23317043486381E+24
 x2_2 : -2.19504048553728E+14  -2.58507487084032E+14
 x4_1 : -1.24476727726129E+27  -8.42207152713187E+27
 u1_0 :  5.28059201391027E+41  -1.21027072810167E+41
 x3_2 :  2.27224102357964E+26   2.55100791452746E+25
 x1_2 :  1.67141183676060E+23  -2.53884267367495E+24
 x2_3 : -3.93936660138240E+14  -6.70659185967616E+14
 x4_2 :  8.62989211241026E+26   5.20098712999237E+27
 x3_3 : -2.23990021436227E+26  -4.59350316715696E+25
 x1_3 : -1.29980757311858E+24  -4.03594504624864E+23
 x2_4 :  8.20907500014592E+14  -1.98142847932326E+15
 x4_3 :  1.54753305433203E+27  -1.87852618354370E+27
 x3_4 : -7.46731009261882E+21   1.75237880785255E+21
 x1_4 : -5.17757923245377E+23   6.50974094903817E+23
 x2_5 :  1.50757803195281E+12   1.28770100089100E+12
 x4_4 : -2.63995792191235E+27   1.85547166405770E+26
 x3_5 : -4.98904221079825E+25   2.23142337125717E+26
 x1_5 :  2.75098402498309E+25  -4.74887600162246E+27
 x2_6 : -7.95479631696879E+54   2.70796830572761E+55
 x4_5 : -1.89043542203553E+27   1.07664770095692E+27
 x3_6 :  6.88317921650120E+56  -6.43784192890649E+55
== err :  2.716E+55 = rco :  1.005E-74 = res :  1.576E+60 ==
== 20 =  #step :  53 #fail : 53 #iter : 106 = at infinity ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path :  5.07287192592359E+150
the solution for t : 
 x2_0 :  9.30856281227435E+69  -9.21410641555156E+69
 x1_0 : -3.58672267751819E+86  -8.91463760546065E+85
 x2_1 : -2.28386293713895E+69  -1.41913066632357E+69
 k3_0 :  2.99380544571338E+96   9.64351780195384E+95
 k5_0 : -1.28504173401284E+71  -1.71225019580763E+71
 x4_0 : -1.08273230036893E+95   3.56637188289438E+93
 k6_0 :  5.81896492454883E+95   2.19081721820837E+96
 k7_0 :  4.11683721548725E+96   2.78729613822987E+96
 s3_0 : -1.04254408980647E+81  -1.16787359652858E+81
 x3_0 : -1.56961152852496E+90  -2.29583819946558E+90
 x3_1 : -9.03025575029343E+89   2.63041787593311E+90
 k2_0 : -1.87875487078443E+93  -6.60338686968300E+93
 k4_0 :  2.04264813681622E+77  -2.95153004812830E+76
 x1_1 :  2.76245332256879E+86   2.93706345688124E+86
 x2_2 : -3.76915765921868E+68  -3.42493348369165E+68
 x4_1 : -7.18060594206813E+94  -4.64940340909152E+93
 u1_0 :  2.43716151533027E+152  -7.78101430231196E+151
 x3_2 : -2.35863051536940E+90  -1.47357235416796E+90
 x1_2 : -1.62604734753904E+86  -1.51839509939652E+86
 x2_3 :  1.97377937603029E+66  -2.15407082329235E+67
 x4_2 : -3.77807294737574E+94  -1.45607717060083E+94
 x3_3 :  2.21584971352541E+90   1.68064375748603E+90
 x1_3 : -1.32258073226844E+86  -7.10164092347307E+84
 x2_4 :  1.72842493393836E+63  -1.26822593337904E+63
 x4_3 :  2.74226640067194E+93  -2.07088234283030E+94
 x3_4 :  6.89158264087916E+89   6.79819869541591E+89
 x1_4 : -1.11321312683792E+86  -9.73548593691455E+84
 x2_5 :  6.92228646349271E+72   2.87381037620220E+72
 x4_4 :  1.15036915698728E+94   8.01575667032131E+93
 x3_5 :  1.71958106006596E+90  -2.18577088663624E+90
 x1_5 :  4.36632135388197E+100   5.10175998852701E+100
 x2_6 : -1.74927920522263E+171  -6.25522292187483E+170
 x4_5 : -8.81202362360289E+98  -2.83022939822409E+99
 x3_6 :  2.32084636571103E+171  -6.74360693505180E+169
== err :  5.664E+148 = rco :  4.709E-201 = res :  8.684E+171 ==
== 21 =  #step :  57 #fail : 53 #iter : 128 = failure ==
t :  2.68601399608079E-01   0.00000000000000E+00
m : 1                  Length of path :  1.23494900871274E+18
the solution for t : 
 x2_0 : -2.39926038590602E-15  -8.05784679331083E-15
 x1_0 :  1.05334631123108E-15  -4.07199386350130E-16
 x2_1 : -8.49665645195492E-15   2.07573670398389E-15
 k3_0 : -1.13884614051510E+13  -1.97491004444109E+12
 k5_0 : -1.21186589252110E+01  -5.28700003100094E+00
 x4_0 : -2.82484209241671E-01   3.84461207184404E-01
 k6_0 :  7.32188888662724E+12  -3.16245582496039E+12
 k7_0 :  3.04692074051050E+12  -2.33765027436012E+11
 s3_0 :  7.37600647610884E+03   8.62399754432923E+03
 x3_0 : -4.98631978410429E-01   3.47182329011773E-02
 x3_1 :  3.95473555014017E-01   1.65052283337131E-01
 k2_0 : -5.64662631444691E+13  -8.75468837839393E+13
 k4_0 :  4.23273489698605E+03  -4.31085061104942E+03
 x1_1 : -4.10327008433506E-16  -3.40399986729977E-16
 x2_2 : -7.12756775111443E-15  -4.34299230655836E-15
 x4_1 :  1.00931890519971E-01   1.22522344451315E-02
 u1_0 : -2.06272092388783E-01  -1.98655300772338E-01
 x3_2 : -1.93514511665617E-01   6.31338909682390E-02
 x1_2 :  4.60006061972599E-17   1.78089343996880E-18
 x2_3 : -7.22417313671499E-16   8.53783608541232E-15
 x4_2 :  4.07448822232674E-02  -8.48245379562947E-03
 x3_3 :  4.40373933077735E-01  -1.76383304140613E-01
 x1_3 :  1.75111461794482E-15   1.53281688919829E-15
 x2_4 :  8.36060926923238E-15  -2.93891291778076E-15
 x4_3 : -1.81558126828180E-02   4.25125912456260E-02
 x3_4 :  2.10779777054633E-01  -7.15120767993512E-02
 x1_4 : -2.04837337793878E-14   1.25558463986441E-14
 x2_5 :  1.41813265863097E-15  -8.34016833992311E-15
 x4_4 :  2.50601502052140E-01   8.87272140108492E-02
 x3_5 : -2.92174649966322E-01  -4.18589370249809E-01
 x1_5 : -1.59300046805960E+00   3.19194531674485E+00
 x2_6 : -2.21664060880440E+14   3.21548627312674E+14
 x4_5 : -7.63151418615450E-01   2.92032138311873E+00
 x3_6 :  4.04217119461806E+13  -1.21393936961631E+14
== err :  1.634E+15 = rco :  9.715E-31 = res :  4.450E+14 ==
== 22 =  #step :  54 #fail : 53 #iter : 118 = at infinity ==
t :  1.00001123501161E-01   0.00000000000000E+00
m : 1                  Length of path :  1.08697017593997E+26
the solution for t : 
 x2_0 : -3.07865128297467E-14  -8.80354907287799E-14
 x1_0 : -3.85766560271212E-02   6.51792304269592E-02
 x2_1 : -9.08282176373423E-14   2.27399636615338E-14
 k3_0 :  3.92777481388466E+14   1.43488525515105E+14
 k5_0 : -7.77985479688478E+04  -1.54982534449958E+04
 x4_0 :  4.79472088248403E+11   6.22686249534830E+11
 k6_0 :  1.30861512214182E+24  -2.28954099489190E+24
 k7_0 :  2.36993204598213E+24  -1.84257360806789E+24
 s3_0 :  7.69042055185538E+08   1.26466011851345E+09
 x3_0 : -4.02410324310296E-01  -4.77985629808842E+01
 x3_1 : -2.68229702851704E+01   3.41207602894415E+01
 k2_0 :  2.93816043516838E+04   1.68211356201060E+05
 k4_0 :  2.82192408396488E+06  -1.08093324920400E+06
 x1_1 : -1.04794398026269E-18   2.71303574279736E-19
 x2_2 : -8.02325351997332E-14  -4.75451110863568E-14
 x4_1 : -5.76927209341560E+11   3.51481093753268E+11
 u1_0 : -3.36261995247257E+10   8.50372569272995E+11
 x3_2 : -1.41858425316840E+01  -3.00442953323504E+01
 x1_2 : -1.24332539728482E-05   5.53758453563413E-07
 x2_3 : -5.01680170140100E-15   9.33103962282619E-14
 x4_2 :  7.87922502461766E+10  -2.77538877104907E+11
 x3_3 :  1.46726636745563E+01   4.37406830253312E+01
 x1_3 : -1.85868139177720E-06  -2.86977934258444E-06
 x2_4 :  8.80241384719302E-14  -3.24276384573568E-14
 x4_3 : -5.78120749136048E+10   2.29463309464083E+11
 x3_4 : -2.23955085865381E+00   3.37751313823869E+01
 x1_4 : -1.38691212106264E-02   3.81329119296202E-02
 x2_5 :  1.99995869206377E-14  -9.11220131071061E-14
 x4_4 : -1.03488165709518E+11   2.15988763638854E+11
 x3_5 :  4.37780811004300E+01  -2.06353770687444E+01
 x1_5 :  6.46165387016058E+10   4.61467611105942E+11
 x2_6 : -9.67279636735375E+22   5.22795441666096E+24
 x4_5 :  1.48157733275889E+11   3.07124918994863E+11
 x3_6 :  1.06894611921994E+15   2.94748631731406E+14
== err :  5.357E+23 = rco :  1.039E-52 = res :  8.893E+17 ==
== 23 =  #step :  56 #fail : 53 #iter : 151 = failure ==
t :  2.00163964860952E-01   0.00000000000000E+00
m : 1                  Length of path :  1.27445780674534E+18
the solution for t : 
 x2_0 : -5.60657133136172E-15  -1.74434516580012E-14
 x1_0 : -2.35099712130707E-13  -2.06981248411404E-13
 x2_1 : -1.80693411271111E-14   4.30065044212269E-15
 k3_0 :  2.45052791559597E+11  -5.38907441972430E+11
 k5_0 : -1.31441636150428E-01  -1.05019668725669E+00
 x4_0 : -7.51140335157739E-01   4.08855155147962E+00
 k6_0 :  1.80248311504278E+14  -3.57630907842748E+14
 k7_0 : -2.29935469340724E+14  -1.76482017182558E+14
 s3_0 :  6.28666647105123E+04  -2.40969017043940E+04
 x3_0 : -3.06161894061724E-02   1.30791885127738E-02
 x3_1 :  2.61254564049981E-02   2.18915633858477E-03
 k2_0 :  4.67731541517290E+10   7.21758467474128E+10
 k4_0 : -1.27024919820156E+03  -1.15261824385197E+03
 x1_1 :  6.47710576868090E-27   4.12616482362408E-25
 x2_2 : -1.55151325851399E-14  -9.35221038494705E-15
 x4_1 : -1.75299138597475E+01  -1.44049919986681E+01
 u1_0 : -1.66038285676052E+01  -4.21395640816639E+00
 x3_2 : -1.31158245067162E-02   8.71670115420297E-03
 x1_2 : -4.38902162028702E-25   2.61196690695203E-26
 x2_3 : -1.26873347129809E-15   1.83656615377410E-14
 x4_2 : -7.00641205463253E+00  -2.36691730494457E+00
 x3_3 :  2.41832389390294E-02  -2.04073879595865E-02
 x1_3 :  2.05170850200352E-16   8.41942259014920E-17
 x2_4 :  1.76603922139256E-14  -6.32984601601258E-15
 x4_3 : -1.18361728075052E+01   8.55647012802267E+00
 x3_4 :  1.27930533966380E-02  -6.58146716401994E-03
 x1_4 :  2.98870174754011E-13   1.62194413967876E-13
 x2_5 :  3.58271686600618E-15  -1.79602861872942E-14
 x4_4 : -1.28673355372188E+01   6.87089560037995E+00
 x3_5 : -2.61536926032823E-02  -1.94528915123152E-02
 x1_5 :  2.07100510470474E+01  -3.38807214670410E-01
 x2_6 :  1.11382873315710E+15   1.49958381874935E+14
 x4_5 :  1.27542328402915E+01   1.57736200330871E+00
 x3_6 : -2.05966089387666E+11  -1.69907055903098E+12
== err :  1.579E+14 = rco :  2.234E-31 = res :  2.512E+11 ==
== 24 =  #step :  54 #fail : 53 #iter : 140 = failure ==
t :  1.17660235011606E-02   0.00000000000000E+00
m : 1                  Length of path :  1.72354920180213E+24
the solution for t : 
 x2_0 : -2.71583956659761E-12  -7.66633974036878E-12
 x1_0 :  1.87264500809245E-03   1.42594857432435E-03
 x2_1 : -7.89011544526005E-12   1.97489066362174E-12
 k3_0 :  1.65810337593211E+09   5.35042046888268E+09
 k5_0 :  2.55562294395030E+05  -1.91809577809213E+04
 x4_0 : -4.19554970869350E+08   1.51504264083193E+09
 k6_0 :  1.38392095488030E+19  -7.14012227630006E+18
 k7_0 :  3.77531229115774E+19   7.91723198501559E+19
 s3_0 : -3.72435044950737E+07   1.78217794253260E+07
 x3_0 :  3.10578207588219E-02  -5.56515993496141E-02
 x3_1 : -4.08799365799126E-02   1.86753702156399E-02
 k2_0 :  6.08103918801602E+04  -2.47538895664330E+04
 k4_0 :  2.59962278669105E+05   2.54862921127510E+04
 x1_1 :  9.37469231951441E-38  -1.37769856871472E-38
 x2_2 : -7.00530341071391E-12  -4.13198870574241E-12
 x4_1 :  9.40944556310189E+08   2.53008895047651E+08
 u1_0 :  3.03472429014540E+08   4.59009127104643E+07
 x3_2 :  1.62661002564616E-02  -3.68293198151799E-02
 x1_2 :  1.23611060018701E-26   7.34061991736386E-28
 x2_3 : -4.09883757064539E-13   8.12299443396140E-12
 x4_2 :  6.35475518600922E+08   3.24933501208031E+08
 x3_3 : -1.35618985349521E-02   5.96115325926347E-02
 x1_3 : -1.08762666566522E-15  -1.19350549444228E-15
 x2_4 :  7.62731475780742E-12  -2.82500801830411E-12
 x4_3 :  1.31619234756817E+08   7.18791188539047E+08
 x3_4 : -2.37098672373684E-02   2.06072241038473E-02
 x1_4 : -2.31585089718275E-05  -2.09332221153028E-04
 x2_5 :  1.78495986873313E-12  -7.93492993499696E-12
 x4_4 : -7.11816068076985E+07   7.42310580975763E+08
 x3_5 :  5.90971148170288E-02   1.20176642912563E-03
 x1_5 : -1.53381751908105E+07  -2.27889539818527E+07
 x2_6 : -1.50257543101571E+18  -3.25157707053232E+18
 x4_5 :  6.18509237926875E+08  -2.96842341607500E+07
 x3_6 :  7.73623705062764E+09   1.07963059072994E+10
== err :  8.425E+18 = rco :  1.638E-46 = res :  7.444E+14 ==
== 25 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 26 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 27 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 28 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 29 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 30 =  #step :  53 #fail : 53 #iter : 159 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* ==
== 31 =  #step :  54 #fail : 53 #iter : 130 = failure ==
t :  7.00011235011606E-02   0.00000000000000E+00
m : 1                  Length of path :  5.27539483392897E+24
the solution for t : 
 x2_0 : -6.74936343273966E-14  -1.91685730837757E-13
 x1_0 :  6.05960743059363E-03  -1.39181008401779E-02
 x2_1 : -1.97643605581010E-13   4.94642127797587E-14
 k3_0 :  3.41852427456983E+12  -1.98348238032813E+12
 k5_0 : -2.07758057216345E+01   6.93580980646425E+01
 x4_0 : -2.24763042091262E+11   6.20800339149027E+10
 k6_0 : -4.77306498064133E+22   2.77605907122029E+22
 k7_0 : -5.03165409884983E+22   2.52323360120968E+22
 s3_0 :  1.28134217909207E+09   5.14541724422407E+09
 x3_0 : -1.03671955682948E+00  -3.00295347851254E-01
 x3_1 :  4.61436410750661E-01   6.23162716893960E-01
 k2_0 : -3.92425468293577E+02   7.89031903029881E+02
 k4_0 : -4.67224412129804E+07  -1.39039197664834E+08
 x1_1 : -1.56758017153120E-20   1.06308567262133E-20
 x2_2 : -1.75094043358777E-13  -1.03338994025186E-13
 x4_1 :  4.02171642675428E+10  -5.43881828507428E+10
 u1_0 : -6.87372784901487E+09  -7.84306732810831E+10
 x3_2 : -6.86982901274884E-01  -1.17579461082673E-01
 x1_2 : -9.18767161244588E-08   3.76050210131488E-08
 x2_3 : -1.05737083101583E-14   2.03182211449943E-13
 x4_2 : -4.95778806459419E+09   1.01210523410197E+10
 x3_3 :  1.03794224582429E+00  -6.08039574536079E-03
 x1_3 : -3.41478882353081E-17  -5.66166515052878E-16
 x2_4 :  1.91065929638475E-13  -7.06844861798611E-14
 x4_3 :  1.01188652248491E+10  -4.33655230786741E+09
 x3_4 :  4.50990285509306E-01   3.23275416679352E-01
 x1_4 :  1.60734290721988E-03  -2.49745838880378E-03
 x2_5 :  4.42817720168520E-14  -1.98538505680630E-13
 x4_4 :  1.07162113810441E+10  -2.52834547505477E+09
 x3_5 : -1.96818985523315E-01  -9.84659990877141E-01
 x1_5 :  1.35272075849069E+09  -1.54996502641305E+10
 x2_6 :  1.96169535556259E+22  -7.82226757637348E+22
 x4_5 :  1.03052342690804E+09  -9.92489053198466E+09
 x3_6 :  6.13773069101005E+12  -6.60648111557406E+12
== err :  4.433E+21 = rco :  3.199E-49 = res :  3.045E+14 ==
== 32 =  #step :  57 #fail : 53 #iter : 139 = failure ==
t :  4.00001123501161E-01   0.00000000000000E+00
m : 1                  Length of path :  1.31266386797743E+19
the solution for t : 
 x2_0 : -3.61558485990799E-15  -2.10096606554050E-15
 x1_0 : -1.57201010579982E-14  -1.92656010787214E-14
 x2_1 : -6.27260921917482E-15  -1.99915249053976E-15
 k3_0 :  2.91215401130671E+13  -1.32243495268979E+13
 k5_0 : -6.75898363107526E+02  -2.58293400416619E+02
 x4_0 : -1.68506666011906E+01   4.94786500920506E+00
 k6_0 : -3.12805031813458E+15   2.42015754722255E+15
 k7_0 :  8.05297848150101E+14   6.09658115016423E+15
 s3_0 : -4.03242001621659E+01  -3.54385132827347E+02
 x3_0 : -1.57013653587102E-01  -1.72491167238314E-01
 x3_1 :  9.80246061392041E-02   2.38910018466646E-01
 k2_0 :  7.91365789682259E+11  -3.43808751059598E+11
 k4_0 : -1.05533300285252E+00  -1.50098391366933E+01
 x1_1 : -2.63656913452265E-32   1.18427343119216E-30
 x2_2 : -3.57297997586890E-15  -9.06218382981102E-16
 x4_1 :  6.56463132581423E+00   4.37899468243216E+00
 u1_0 : -6.38318316594686E+00  -3.81877625892886E+00
 x3_2 : -9.85350181519372E-02   1.60867135271270E-02
 x1_2 : -4.66491963732931E-20  -5.65659560931897E-20
 x2_3 : -3.37360960263308E-15   6.97129502234722E-16
 x4_2 :  7.46625183178803E+00  -4.02224003974558E+00
 x3_3 :  1.88564442091950E-01   1.01359789245472E-01
 x1_3 :  3.27061881878818E-28   4.17394711585215E-28
 x2_4 :  2.72300859246893E-15   7.77493146867250E-16
 x4_3 :  2.24691238591625E+00   2.75989207049400E+00
 x3_4 :  1.33599354455853E-01   2.29887942132205E-02
 x1_4 : -1.09366565964801E-13   2.94609798948397E-13
 x2_5 :  1.10994841640964E-16  -2.53082176918034E-15
 x4_4 :  2.58612932460117E+00   1.82292935602693E+00
 x3_5 :  1.28532871255528E-01  -2.04311752097751E-01
 x1_5 :  8.77537942459770E+01   1.80081369360769E+02
 x2_6 :  1.91189297355914E+16   5.35507975538136E+16
 x4_5 : -5.11245880801176E+00   9.02874791401512E+01
 x3_6 : -1.70429136019652E+14  -6.22062755138248E+14
== err :  3.872E+16 = rco :  1.502E-33 = res :  6.757E+13 ==
== 33 =  #step :  53 #fail : 53 #iter : 110 = failure ==
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1                  Length of path :  1.56610435348298E+24
the solution for t : 
 x2_0 : -3.04677397804078E-04  -8.60206063269757E-04
 x1_0 : -1.25644727169518E-06  -1.23372215244008E-06
 x2_1 : -8.85246014973391E-04   2.21957689711073E-04
 k3_0 :  1.33353945224125E-03   3.24188179903327E-04
 k5_0 :  7.59099444448615E-01   4.84950319836683E-01
 x4_0 :  1.15368289055205E-03  -8.08019191630595E-04
 k6_0 :  6.27023974507903E-01  -1.29603359355274E-01
 k7_0 :  1.12347726612708E+00   1.07073787591207E+00
 s3_0 : -2.52065184937379E+06   2.04951474056843E+06
 x3_0 : -1.48083983264435E-06  -1.46545134698297E-06
 x3_1 :  1.19108363977138E-07   1.30076316604681E-06
 k2_0 :  9.18208480448962E-01   1.08157230133817E+00
 k4_0 :  1.49503519106930E+00   3.28675722006118E+00
 x1_1 : -7.20911832766369E-16  -5.91595725564546E-16
 x2_2 : -7.87488419677550E-04  -4.63655168699767E-04
 x4_1 :  5.73671454772721E-04  -1.26973485731523E-03
 u1_0 : -1.97014860360309E-03  -5.59838810083760E-04
 x3_2 : -9.88400598599920E-07  -1.04926352244050E-06
 x1_2 : -7.84191516883638E-13  -6.37786525921356E-13
 x2_3 : -4.53892041285125E-05   9.11669518275672E-04
 x4_2 :  8.66856692658287E-04  -5.90013359351905E-04
 x3_3 :  1.75951142661222E-06   9.75316855181760E-07
 x1_3 :  1.37161404126247E-10   1.16367501521133E-09
 x2_4 :  8.56134050812970E-04  -3.16522783103557E-04
 x4_3 :  2.93546206587191E-04   2.14039855817854E-04
 x3_4 :  2.07041812569090E-07   1.00245209984609E-06
 x1_4 : -6.68173739072186E-07   1.18508586157297E-06
 x2_5 :  2.00222327792213E-04  -8.90334244459288E-04
 x4_4 : -8.05795883861767E-04   2.88793450162644E-04
 x3_5 :  5.34557946958448E-07  -1.76049551705122E-06
 x1_5 : -4.70679642147849E-05   1.57800108975722E-03
 x2_6 : -3.46969743656667E-01   1.80065274854619E+00
 x4_5 :  6.67816657099894E-04   1.11212102056844E-03
 x3_6 :  3.27732191884622E-03  -1.67491201125552E-04
== err :  5.419E+06 = rco :  1.233E-20 = res :  9.508E+00 ==
== 34 =  #step :  54 #fail : 53 #iter : 133 = failure ==
t :  4.90011235011606E-02   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : -1.44633172356732E-13  -4.09424467186983E-13
 x1_0 : -6.85838485408331E-13   1.93737580224375E-12
 x2_1 : -4.21335912783301E-13   1.05394082654949E-13
 k3_0 :  3.26986529551290E+11  -1.17943943325804E+12
 k5_0 :  3.68888626476692E+01   8.75863988893528E+01
 x4_0 :  2.93622448256295E+00  -3.01303722327665E+00
 k6_0 :  2.87290084062082E+12  -2.73207371006692E+11
 k7_0 :  4.60746308977268E+12   1.81387205023741E+11
 s3_0 :  3.41688161693287E+01   4.46693744668719E+01
 x3_0 : -1.97420423083211E-01   1.08725826388495E-01
 x3_1 :  2.99484945187394E-01   9.18529305739783E-02
 k2_0 : -1.83804670469925E+11   3.60903946811032E+11
 k4_0 :  7.50744497221986E+01  -4.50437649917512E+00
 x1_1 : -1.50661207933995E-16  -1.74488279975422E-16
 x2_2 : -3.73982853395156E-13  -2.20714791158678E-13
 x4_1 : -1.32881431083924E+00   2.14898479566857E+00
 u1_0 :  4.69722095285037E-02   5.04221719861924E+00
 x3_2 : -5.73881848677093E-02   2.53885432757509E-01
 x1_2 :  9.42498673598030E-18   8.14802940288511E-17
 x2_3 : -2.21710313788442E-14   4.33705923263940E-13
 x4_2 :  1.09374233092278E+00  -9.71396662715615E-01
 x3_3 :  1.41912442528944E-01  -1.73123240889814E-01
 x1_3 : -2.60674124786900E-16  -1.06978206861940E-16
 x2_4 :  4.07591082229652E-13  -1.50816916679788E-13
 x4_3 : -5.16117060020962E-01   5.55633938700855E-01
 x3_4 :  2.79641493897688E-01  -1.48834713719059E-01
 x1_4 :  4.41230354129955E-12   4.32495047425518E-13
 x2_5 :  9.48705662375501E-14  -4.23673247593607E-13
 x4_4 : -5.15033582429264E-01   5.46165144100245E-01
 x3_5 : -2.05618868250963E-01  -1.85451364336087E-01
 x1_5 :  9.03302854772327E+00  -4.88597918252200E+00
 x2_6 :  2.36137734687352E+13  -8.26533908195724E+12
 x4_5 :  6.26064106557253E+00  -9.60198328122423E+00
 x3_6 : -5.20407020067376E+11  -3.29103768127287E+12
== err :  1.065E+13 = rco :  2.493E-28 = res :  2.962E+12 ==
== 35 =  #step :  57 #fail : 53 #iter : 140 = failure ==
t :  1.11346484201161E-01   0.00000000000000E+00
m : 1                  Length of path : NaN******************
the solution for t : 
 x2_0 : -2.48069641125637E-14  -7.24707443187251E-14
 x1_0 : -2.75131708461216E-12   5.26124647686087E-12
 x2_1 : -7.34432634145365E-14   2.01160121918056E-14
 k3_0 : -4.61924378652966E+12  -7.37343975764573E+13
 k5_0 :  1.58745516162034E+02  -4.87256217803157E+01
 x4_0 :  6.64394459256097E+01  -4.15868578057670E+01
 k6_0 :  4.14068611082684E+14   1.37370971072003E+13
 k7_0 :  5.83481904540410E+14   1.93891328183395E+14
 s3_0 :  5.39873232573616E+00  -7.32709142070580E+00
 x3_0 : -4.59838404473927E-01  -1.02243795198348E+00
 x3_1 :  2.20598443414677E+00   9.82108119252789E-01
 k2_0 : -1.96620762530732E+11   1.06618617975577E+11
 k4_0 : -1.09170963918631E+00   5.80398016903348E-01
 x1_1 :  5.63145006822751E-14   5.74350537203248E-14
 x2_2 : -6.22787061214178E-14  -3.58599765536380E-14
 x4_1 : -3.37091767777487E+01   3.31972911822462E+01
 u1_0 : -4.32473129723098E+00   8.64378486346697E+01
 x3_2 :  1.46040269730930E+00   1.47618409517622E+00
 x1_2 : -6.31595118644569E-15  -1.10277258044092E-14
 x2_3 : -3.94939702279869E-15   7.33485137736475E-14
 x4_2 :  2.49214777221163E+01  -1.28198315329570E+01
 x3_3 :  4.45285201823539E-01   6.00976106898151E-01
 x1_3 : -1.13732067791208E-15   7.47851727584473E-16
 x2_4 :  6.94807345269132E-14  -2.40957792830232E-14
 x4_3 : -1.18536205935328E+01   7.94166805129181E+00
 x3_4 :  1.53041482923059E+00  -2.63202016196196E+00
 x1_4 : -8.65560770738222E-12  -8.06101059231680E-12
 x2_5 :  1.56624383963669E-14  -7.16465065198425E-14
 x4_4 : -1.30175147666939E+01   6.01836236541560E+00
 x3_5 : -1.04095165232176E+00  -7.38354199388343E-01
 x1_5 : -1.81557999102240E+02  -4.57160457303385E+01
 x2_6 : -2.44877237914402E+15  -1.04622905952215E+15
 x4_5 : -1.68073069844270E+02   1.00815716141301E+01
 x3_6 : -1.22752284011626E+14  -1.75951667573442E+14
== err :  4.665E+16 = rco :  9.069E-34 = res :  1.285E+13 ==
== 36 =  #step :  54 #fail : 53 #iter : 108 = at infinity ==
t :  1.00001123501161E-01   0.00000000000000E+00
m : 1                  Length of path :  6.11501865078202E+26
the solution for t : 
 x2_0 : -3.06704892855275E-14  -8.81009770878849E-14
 x1_0 : -1.13470237445495E-01   2.84616978516941E-02
 x2_1 : -9.07641653812259E-14   2.27152444181233E-14
 k3_0 : -5.07327168625225E+21   3.57055344612945E+21
 k5_0 : -1.55279859931224E+10  -1.98915312171208E+10
 x4_0 : -4.85624353587119E+11   2.51767876980138E+12
 k6_0 :  2.65716786593031E+24  -2.47176867428517E+24
 k7_0 :  3.77117395192731E+24  -8.11148718140258E+22
 s3_0 :  2.03951281977466E+07  -5.03628201351545E+06
 x3_0 :  1.42452497713926E+09   9.39994908714608E+07
 x3_1 : -5.72284217652092E+08  -7.13433268954932E+08
 k2_0 :  2.85669049054155E+09   5.45926013378475E+09
 k4_0 :  3.07171466643988E+05  -1.06644328655360E+06
 x1_1 : -2.05769377209005E-16  -8.01688999865981E-17
 x2_2 : -8.00076576762997E-14  -4.74933539469950E-14
 x4_1 : -1.14135281213042E+12  -2.36469952723277E+11
 u1_0 : -9.68142222205693E+11   8.88302961527781E+11
 x3_2 :  1.12332494373594E+09   9.26342223430285E+07
 x1_2 : -7.63207799622079E-10  -8.13428250688149E-10
 x2_3 : -5.01620359804904E-15   9.32597212220908E-14
 x4_2 :  2.90712979486027E+11  -2.18158516089739E+11
 x3_3 : -1.36554820789301E+09   2.91794433643092E+08
 x1_3 : -2.49700373744624E-14  -1.53495897459863E-14
 x2_4 :  8.79245201390204E-14  -3.24197210250074E-14
 x4_3 : -1.71381010002983E+11   4.08714643112977E+11
 x3_4 : -6.33371766525101E+08  -5.59777686224843E+08
 x1_4 : -1.25665641555541E-01  -3.11790164017154E-01
 x2_5 :  2.00573231438331E-14  -9.10548773033095E-14
 x4_4 : -2.56042051009165E+11   3.62922738612611E+11
 x3_5 :  4.52872813401046E+08   1.15330737742766E+09
 x1_5 : -2.95297013667610E+12  -2.48414015267401E+12
 x2_6 : -2.83125347952716E+25  -3.28161247474022E+25
 x4_5 : -3.71428606278472E+12  -9.60490376746778E+11
 x3_6 : -1.55390930567802E+22   1.70468081151668E+22
== err :  1.149E+25 = rco :  3.488E-54 = res :  2.441E+23 ==
== #regu : 0 = #sing : 0 = #clus : 0 = #infi : 9 = #fail : 27 == 

TIMING INFORMATION for continuation
The elapsed time in seconds was                  1.515083000 =  0h 0m 1s515ms
User time in seconds was                         1.515083000 =  0h 0m 1s515ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                  12
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                                3

THE SOLUTIONS :

36 34
===========================================================================
solution 1 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 2 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 3 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 4 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 5 :    start residual :  2.571E+30   #iterations : 0   at infinity
t :  7.00011235011606E-02   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 :  5.75938732968130E-14  -2.92757177766582E-13
 x1_0 :  1.57839789782107E-08   3.64909374773684E-09
 x2_1 : -2.69617313590928E-13  -2.08895297214177E-15
 k3_0 :  3.91874343934471E+16   1.80104433376627E+16
 k5_0 : -1.08053640357306E+15   1.11788815145219E+15
 x4_0 :  9.08652673889459E+04   2.15288284055670E+05
 k6_0 :  2.28809630009192E+17  -3.55966178531892E+16
 k7_0 :  4.63783181751584E+17  -3.04580151506020E+17
 s3_0 : -1.17997139067646E+12  -4.53824913727927E+11
 x3_0 : -1.14765767973775E+04  -6.31878297837362E+03
 x3_1 :  1.88563822690973E+03   1.28239613688808E+04
 k2_0 : -2.47210633759131E+07  -5.44000193056774E+08
 k4_0 :  7.67655369788358E+10   4.69891014546015E+11
 x1_1 :  3.80861334202057E-33  -5.66074385845547E-34
 x2_2 : -1.99125056310199E-13  -8.69115564355503E-14
 x4_1 :  9.37184349219355E+04  -1.12344632458233E+05
 u1_0 :  8.09498723815922E+04  -2.24786086216241E+04
 x3_2 : -1.28330818578353E+04  -1.20246993387931E+03
 x1_2 :  9.14319837483849E-24  -8.85070966976159E-24
 x2_3 : -2.23655861881473E-14   2.10642421479425E-13
 x4_2 : -1.65842045044457E+04  -1.09065185104861E+05
 x3_3 :  1.28619444249756E+04   2.36523168507879E+03
 x1_3 : -6.60596626451327E-11   3.43158937772873E-14
 x2_4 :  1.71683193712606E-13  -2.58298406039975E-14
 x4_3 :  2.29855735182966E+04  -4.76270240008825E+04
 x3_4 :  8.99089980346293E+03   9.20076264507060E+03
 x1_4 : -2.79180039193855E+02  -2.04230086754316E+02
 x2_5 :  4.42131984492407E-14  -1.98535391417399E-13
 x4_4 :  3.55798605323636E+04  -4.69148159659738E+04
 x3_5 :  2.49558947897871E+03  -1.28442335964713E+04
 x1_5 : -1.79257946832140E+15  -2.65012486774233E+14
 x2_6 : -1.21371891922821E+30  -9.54434649780015E+29
 x4_5 : -1.70067639000932E+15   5.93690382164100E+14
 x3_6 :  8.59483340524549E+16  -8.10725749155580E+16
== err :  8.161E+29 = rco :  2.596E-48 = res :  2.571E+30 = at infinity ==
solution 6 :    start residual :  1.527E+18   #iterations : 0   at infinity
t :  4.00001123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 :  1.55654422394154E-15  -2.79624736203097E-15
 x1_0 :  2.25077971533530E-12   2.96147461802302E-14
 x2_1 : -2.57620556999293E-15  -5.73202470577432E-16
 k3_0 : -8.04174234145542E+15  -3.89660940976562E+17
 k5_0 : -5.37570925932712E+04   2.35963479818486E+05
 x4_0 : -2.38752875421415E+03   3.25178129155261E+03
 k6_0 : -1.74849512578117E+17   1.77103140437262E+17
 k7_0 :  2.98844871520548E+17  -1.26218085022062E+17
 s3_0 :  2.27215720285459E+04  -2.22786169050571E+04
 x3_0 : -8.16607005334551E+02   4.21959397672986E+02
 x3_1 :  7.50587182348318E+02  -1.02580389120431E+02
 k2_0 :  3.13294346455706E+13   8.92637781413150E+13
 k4_0 : -1.10663663146598E+04  -2.35505521202057E+04
 x1_1 :  9.52676556833661E-14  -2.62997759438700E-13
 x2_2 : -2.90011815051500E-15  -2.66277959892696E-15
 x4_1 :  2.53318156903136E+02  -1.71180660702315E+03
 u1_0 :  4.44343684700775E+02   2.64136663448583E+02
 x3_2 : -1.38949643483551E+02   5.76775303536731E+02
 x1_2 :  1.10453459346047E-15  -5.40741679710610E-16
 x2_3 : -2.28427922711455E-15   3.92066046353597E-15
 x4_2 : -9.06905880137558E+01   2.29156316499539E+02
 x3_3 :  4.53535639176441E+02  -6.73438285112832E+02
 x1_3 : -1.19412818547554E-13   3.34478534576494E-14
 x2_4 :  4.80558074210744E-15  -2.16966056645588E-15
 x4_3 :  5.99351427731037E+02   3.10235351475755E+02
 x3_4 :  1.93302415863696E+02  -3.88190765081405E+01
 x1_4 : -2.37130090145463E-12   2.20456769023474E-12
 x2_5 : -5.31400422948725E-16  -3.58302849454221E-15
 x4_4 :  5.35022817793902E+02   4.25237682317566E+02
 x3_5 : -9.16310445368626E+02  -1.92484511698658E+02
 x1_5 : -2.13485000734642E+02   2.04403684619158E+03
 x2_6 : -1.24218424177839E+17   5.69968844832546E+17
 x4_5 :  9.78627761148533E+01   3.74963289393338E+02
 x3_6 : -3.26363505176331E+17   3.82784702606841E+16
== err :  6.738E+17 = rco :  2.046E-37 = res :  1.527E+18 = at infinity ==
solution 7 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 8 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 9 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 10 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 11 :    start residual :  4.359E+29   #iterations : 0   at infinity
t :  7.00011235011606E-02   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.07201844849299E-13  -2.08255552169346E-13
 x1_0 :  7.95024636051678E-10  -3.61026602679244E-09
 x2_1 : -1.92567790892087E-13   5.52425873935647E-14
 k3_0 :  1.40678798204151E+12  -5.37442975930225E+12
 k5_0 :  6.29471335609411E+13   6.18414571652604E+12
 x4_0 : -2.10676042056779E+04  -2.76269117519198E+04
 k6_0 :  9.03871525684741E+15   1.82910361930868E+16
 k7_0 : -8.79366074778559E+15   2.90247222222392E+16
 s3_0 : -3.33204870892426E+07  -1.93250800178014E+07
 x3_0 :  2.72360255368641E-01  -9.07652773100336E-01
 x3_1 : -8.85942993550750E-01   3.38474060474716E-01
 k2_0 : -3.66710264511835E+06   3.80550340634772E+06
 k4_0 : -1.26620958512956E+07   4.25899363368169E+07
 x1_1 : -4.12870652428809E-19   1.55541219901210E-19
 x2_2 : -2.00734225983590E-13  -1.30018778115012E-13
 x4_1 :  1.32054852804710E+04  -1.25118134331876E+04
 u1_0 : -5.32244681467530E+03  -1.84197865784243E+04
 x3_2 : -1.21952791226782E-01  -9.24788879590289E-01
 x1_2 : -2.02285806762945E-13   2.84652332722868E-13
 x2_3 : -1.78754946075160E-14   2.15231163178352E-13
 x4_2 :  2.07771641905212E+03   4.80938704429178E+03
 x3_3 :  2.97453963104788E-02   9.44686878317465E-01
 x1_3 : -8.84245027388058E-12   7.71350643248688E-12
 x2_4 :  1.93666193118866E-13  -8.51839456151292E-14
 x4_3 : -4.92592952915892E+03  -2.37347061322352E+03
 x3_4 : -5.07610529723678E-01   7.88185852822741E-01
 x1_4 : -6.12195853925784E+01   5.22954285486454E+00
 x2_5 :  4.42131984492407E-14  -1.98535391417399E-13
 x4_4 : -4.30740254789498E+03  -2.70514355663463E+03
 x3_5 :  9.51177987727573E-01  -1.83978118645465E-02
 x1_5 : -2.70981264637459E+14   1.73697746849102E+14
 x2_6 : -8.28289984591248E+26   5.69236986359602E+26
 x4_5 : -1.58466605793537E+14   2.77967178421506E+14
 x3_6 :  6.82371657728146E+12  -2.79104697075082E+12
== err :  5.560E+25 = rco :  6.913E-43 = res :  4.359E+29 = at infinity ==
solution 12 :    start residual :  3.181E+15   #iterations : 0   at infinity
t :  2.57236553501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.75459493908199E-15  -9.06072562897164E-15
 x1_0 : -2.78165426102553E-14  -9.33223502503995E-15
 x2_1 : -9.52878335938262E-15   2.33408269420027E-15
 k3_0 :  3.84374782355474E+11   1.17038426679613E+13
 k5_0 :  2.10576927783519E+01  -1.11458149078571E+01
 x4_0 : -1.47366034004957E+01  -1.51500618841441E+00
 k6_0 : -1.52233111744286E+14   2.29107577911474E+13
 k7_0 :  1.04261123035132E+14   1.08239802849971E+13
 s3_0 : -4.04855026687460E+03  -2.35429569478879E+04
 x3_0 : -2.00102798437780E-03  -7.92837239024014E-02
 x3_1 : -4.64249797924038E-02   3.42641362657645E-02
 k2_0 : -2.99226598959022E+12   1.14286483425770E+11
 k4_0 : -6.28784005565642E+03   1.15574033507766E+03
 x1_1 :  8.72305743832441E-17   1.57408449255026E-16
 x2_2 : -8.04400522746313E-15  -4.88352071066016E-15
 x4_1 : -3.55233525461059E+00  -2.39366897056362E+00
 u1_0 : -2.78510258201411E+00   3.38110817344303E-01
 x3_2 : -5.64773461905728E-03  -7.21069109225304E-02
 x1_2 :  3.91813875417701E-17  -3.68095990499060E-17
 x2_3 : -7.75999439317423E-16   9.60045434212939E-15
 x4_2 :  1.12655183501640E+00  -5.50600817336546E-02
 x3_3 :  2.31486434454053E-02   7.56961717132055E-02
 x1_3 :  5.88987707865714E-17   2.48763736576465E-16
 x2_4 :  9.37966666998791E-15  -3.33883560454597E-15
 x4_3 :  3.82470964355416E+00   4.88627448599701E-01
 x3_4 : -3.37244351346520E-02   4.76892164244659E-02
 x1_4 : -1.71408941986066E-14  -2.00283149142810E-14
 x2_5 :  1.65169260693714E-15  -9.37818488807846E-15
 x4_4 :  3.37115365552342E+00   5.64368259136816E-01
 x3_5 :  6.54135708947917E-02  -2.64919247135617E-02
 x1_5 : -2.85597765955525E+00  -9.97951310768300E-01
 x2_6 : -2.64893623490848E+14  -1.37463483423015E+14
 x4_5 : -1.02040657146425E+00  -1.71775852966899E+00
 x3_6 :  2.20006272216766E+13   2.74452902837903E+13
== err :  2.318E+15 = rco :  9.596E-31 = res :  3.181E+15 = at infinity ==
solution 13 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 14 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 15 :    start residual :  9.691E+83   #iterations : 0   at infinity
t :  1.00000000000000E+00   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.61234507593836E+18  -7.32486801481912E+18
 x1_0 : -3.10598401746425E+38  -3.85101831057251E+39
 x2_1 :  3.44004802006031E+18  -1.24781898854108E+18
 k3_0 :  2.86533943853703E+35  -9.46306579203083E+35
 k5_0 :  0.00000000000000E+00   0.00000000000000E+00
 x4_0 :  2.53360650388350E+43  -5.25182594940206E+43
 k6_0 :  2.36895769582867E+43  -9.54311754631482E+42
 k7_0 : -2.08946696238963E+43  -3.48964694230424E+42
 s3_0 : -1.79371787045455E+38  -1.24323738447790E+38
 x3_0 : -4.02235518205457E+40  -5.97815599708329E+41
 x3_1 : -4.55322429649105E+41   3.89464902698941E+41
 k2_0 : -6.96309402619850E+35  -3.23714228829625E+36
 k4_0 : -6.50526874354746E+31  -5.39439209050196E+31
 x1_1 :  2.98870314077114E+34  -2.82540145192069E+35
 x2_2 : -1.91501148575249E+18   3.58537031819715E+19
 x4_1 : -1.38675502701638E+43   4.58933621614807E+43
 u1_0 : -1.93721733884726E+42  -1.19871660480135E+41
 x3_2 : -2.76612624378131E+41  -5.31494949562838E+41
 x1_2 :  2.28648954267614E+34   2.16698798218628E+35
 x2_3 :  6.48230795411948E+17   4.64150156825362E+18
 x4_2 :  8.51720991142579E+42  -3.55869352417498E+43
 x3_3 :  2.27461747440515E+41   5.54312708519241E+41
 x1_3 :  1.19915150994031E+35   9.65820937748856E+34
 x2_4 :  3.67473351914953E+18   4.30462700992754E+18
 x4_3 : -2.05458929064351E+43   1.41241584924819E+43
 x3_4 : -2.13879875861317E+37  -1.14411181515930E+37
 x1_4 :  4.40958999124558E+34   8.60383187173332E+34
 x2_5 : -3.19863674198127E+17   2.58374409027230E+18
 x4_4 :  9.97295072645814E+42   1.10542265768061E+43
 x3_5 :  5.58249957881029E+41  -2.17619874785419E+41
 x1_5 : -1.25882710226425E+47  -1.67977678349371E+47
 x2_6 :  8.06757548834505E+55   4.70107785813799E+54
 x4_5 :  8.07134451688313E+42  -1.27686521854411E+42
 x3_6 : -4.23268718526398E+82  -3.00453624157610E+82
== err :  7.237E+82 = rco :  0.000E+00 = res :  9.691E+83 = at infinity ==
solution 16 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 17 :    start residual :  2.913E+187   #iterations : 0   at infinity
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.58108508112377E+69  -4.83174294044912E+69
 x1_0 :  3.01354688060869E+86   1.56133004767087E+86
 x2_1 : -1.45895315310119E+70  -3.50834465060186E+69
 k3_0 :  3.75187074305112E+92  -5.55897986472895E+91
 k5_0 : -8.88076160115634E+76   6.82815232396859E+76
 x4_0 :  7.10611506615723E+84  -1.91486192145541E+84
 k6_0 : -1.23874372886955E+92   1.51543790007246E+92
 k7_0 : -7.16022487399636E+92  -3.02149935228098E+92
 s3_0 : -5.11533560930105E+82  -7.62302903288623E+83
 x3_0 :  7.00589749386392E+101  -4.89433908522131E+101
 x3_1 : -6.93834430255430E+101  -2.58037995681634E+102
 k2_0 : -3.55918893808885E+87  -4.14527483844315E+87
 k4_0 : -1.84162620573582E+84  -9.46180812273436E+83
 x1_1 : -2.04357626855731E+85   1.97245336989910E+86
 x2_2 : -1.05124720335537E+69  -1.98729232115842E+69
 x4_1 : -3.00406688380407E+84  -4.34176014317015E+84
 u1_0 :  3.63071035930911E+146  -5.39949472440599E+147
 x3_2 :  4.45476111125612E+101  -7.29330228377356E+101
 x1_2 :  2.77669827873438E+85   8.73328187201523E+85
 x2_3 : -3.97151572932605E+67  -2.46157389300185E+67
 x4_2 : -2.54433908252522E+84   2.73797888053691E+84
 x3_3 : -5.09547875613945E+101   6.86099492248602E+101
 x1_3 :  1.33136839459419E+85   8.64291069916326E+84
 x2_4 : -8.11742041174716E+66   3.17329766017928E+67
 x4_3 :  6.48192259020051E+83   2.40044706015655E+84
 x3_4 :  8.21782542721890E+100   1.57155445695451E+101
 x1_4 : -1.15544614265515E+86  -3.92146136719239E+85
 x2_5 :  1.26634341603524E+70  -1.69844277563003E+70
 x4_4 :  7.27253029024732E+83   1.23111105777953E+84
 x3_5 :  6.76977773113725E+101   5.21605832070882E+101
 x1_5 : -8.28731698635579E+98   4.61355323270428E+98
 x2_6 : -3.81577812959497E+164  -1.19203178497713E+164
 x4_5 : -1.08916153362084E+87  -5.03570362564424E+86
 x3_6 : -2.62579591718672E+163  -1.02148233542163E+163
== err :  1.045E+140 = rco :  5.709E-182 = res :  2.913E+187 = at infinity ==
solution 18 :    start residual :  4.675E+56   #iterations : 0   at infinity
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 :  8.73507458283604E+14  -1.78630571673054E+14
 x1_0 :  7.77484966843914E+24   9.07440639653398E+24
 x2_1 : -4.00009183002985E+14  -1.50876756595344E+14
 k3_0 : -8.34862561014669E+24  -2.07356266429595E+25
 k5_0 : -7.63863997483369E+20  -1.59862635160144E+20
 x4_0 :  3.56181967091151E+28  -1.02529798652712E+28
 k6_0 :  1.33854519916786E+25   7.83645463673509E+24
 k7_0 :  1.18266274581786E+25   1.09915245787526E+25
 s3_0 : -5.06584171352696E+33  -7.73561529018408E+32
 x3_0 :  7.54570613061285E+17  -3.06843851948785E+17
 x3_1 : -6.96919366540156E+17  -4.21702925020075E+17
 k2_0 :  2.77463716599403E+27  -5.12619198040304E+27
 k4_0 : -2.56774674476849E+30   5.09554918206901E+29
 x1_1 :  1.18318255280812E+25   7.46241588460213E+24
 x2_2 : -2.72301044768591E+14   1.18040944495966E+14
 x4_1 : -5.75481316978148E+27   1.92204322140868E+28
 u1_0 : -7.50280732239315E+33  -1.18827507953879E+33
 x3_2 :  5.68156546587168E+17  -5.83719196233681E+17
 x1_2 :  8.28970871889923E+24   1.19312894212886E+24
 x2_3 : -3.42492330163360E+13   2.86185631493805E+14
 x4_2 : -4.94366673864841E+27  -6.92839026725270E+27
 x3_3 : -6.18570886187652E+17   5.30000018986964E+17
 x1_3 : -1.38359979597835E+24   2.44534166540027E+24
 x2_4 : -6.73004215892568E+05  -2.68271890147171E+06
 x4_3 :  1.85486127839381E+27   1.77911261566971E+27
 x3_4 :  9.19708411833000E+16   4.58085111412284E+17
 x1_4 : -2.55760303096896E+24   1.57368517979454E+24
 x2_5 : -4.27213783859903E+06   1.52765825256183E+06
 x4_4 : -9.70076155639032E+26  -1.34334034720006E+27
 x3_5 :  1.00970420233148E+22  -1.80998676793396E+22
 x1_5 :  4.55427638178181E+28  -1.78902931599896E+28
 x2_6 :  1.01422924953700E+47  -1.86183274660012E+47
 x4_5 :  9.10288289012689E+26   1.57230955002050E+27
 x3_6 : -9.89117625141242E+51  -1.43341577805471E+51
== err :  2.818E+47 = rco :  6.793E-76 = res :  4.675E+56 = at infinity ==
solution 19 :    start residual :  1.886E+62   #iterations : 0   at infinity
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 :  2.77029856945766E+15  -3.70518397596058E+15
 x1_0 : -2.14012106412002E+28   2.11357083040824E+27
 x2_1 : -2.33797926301286E+15   2.35435552458240E+15
 k3_0 : -1.64494302999161E+26  -4.36804495655091E+26
 k5_0 : -1.54100438488587E+28   2.37064103568886E+28
 x4_0 :  1.72204046186873E+26   1.24168931527332E+28
 k6_0 : -1.11457526261410E+28  -8.63656957987997E+28
 k7_0 : -2.05126761906253E+28  -7.86094252241910E+28
 s3_0 : -7.95585309285084E+34   8.93636135354087E+34
 x3_0 :  1.97916713829435E+26   1.14501228043229E+26
 x3_1 : -2.64482752847428E+25  -2.27116810403759E+26
 k2_0 :  1.06655209716722E+31  -7.09346041986037E+30
 k4_0 : -3.22389000799750E+30   4.05747560828850E+30
 x1_1 : -2.02548090708290E+24   3.23317043486381E+24
 x2_2 : -2.19504048553728E+14  -2.58507487084032E+14
 x4_1 : -1.24476727726129E+27  -8.42207152713187E+27
 u1_0 :  5.28059201391027E+41  -1.21027072810167E+41
 x3_2 :  2.27224102357964E+26   2.55100791452746E+25
 x1_2 :  1.67141183676060E+23  -2.53884267367495E+24
 x2_3 : -3.93936660138240E+14  -6.70659185967616E+14
 x4_2 :  8.62989211241026E+26   5.20098712999237E+27
 x3_3 : -2.23990021436227E+26  -4.59350316715696E+25
 x1_3 : -1.29980757311858E+24  -4.03594504624864E+23
 x2_4 :  8.20907500014592E+14  -1.98142847932326E+15
 x4_3 :  1.54753305433203E+27  -1.87852618354370E+27
 x3_4 : -7.46731009261882E+21   1.75237880785255E+21
 x1_4 : -5.17757923245377E+23   6.50974094903817E+23
 x2_5 :  1.50757803195281E+12   1.28770100089100E+12
 x4_4 : -2.63995792191235E+27   1.85547166405770E+26
 x3_5 : -4.98904221079825E+25   2.23142337125717E+26
 x1_5 :  2.75098402498309E+25  -4.74887600162246E+27
 x2_6 : -7.95479631696879E+54   2.70796830572761E+55
 x4_5 : -1.89043542203553E+27   1.07664770095692E+27
 x3_6 :  6.88317921650120E+56  -6.43784192890649E+55
== err :  2.716E+55 = rco :  1.005E-74 = res :  1.886E+62 = at infinity ==
solution 20 :    start residual :  6.390E+194   #iterations : 0   at infinity
t :  1.12350116057204E-06   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 :  9.30856281227435E+69  -9.21410641555156E+69
 x1_0 : -3.58672267751819E+86  -8.91463760546065E+85
 x2_1 : -2.28386293713895E+69  -1.41913066632357E+69
 k3_0 :  2.99380544571338E+96   9.64351780195384E+95
 k5_0 : -1.28504173401284E+71  -1.71225019580763E+71
 x4_0 : -1.08273230036893E+95   3.56637188289438E+93
 k6_0 :  5.81896492454883E+95   2.19081721820837E+96
 k7_0 :  4.11683721548725E+96   2.78729613822987E+96
 s3_0 : -1.04254408980647E+81  -1.16787359652858E+81
 x3_0 : -1.56961152852496E+90  -2.29583819946558E+90
 x3_1 : -9.03025575029343E+89   2.63041787593311E+90
 k2_0 : -1.87875487078443E+93  -6.60338686968300E+93
 k4_0 :  2.04264813681622E+77  -2.95153004812830E+76
 x1_1 :  2.76245332256879E+86   2.93706345688124E+86
 x2_2 : -3.76915765921868E+68  -3.42493348369165E+68
 x4_1 : -7.18060594206813E+94  -4.64940340909152E+93
 u1_0 :  2.43716151533027E+152  -7.78101430231196E+151
 x3_2 : -2.35863051536940E+90  -1.47357235416796E+90
 x1_2 : -1.62604734753904E+86  -1.51839509939652E+86
 x2_3 :  1.97377937603029E+66  -2.15407082329235E+67
 x4_2 : -3.77807294737574E+94  -1.45607717060083E+94
 x3_3 :  2.21584971352541E+90   1.68064375748603E+90
 x1_3 : -1.32258073226844E+86  -7.10164092347307E+84
 x2_4 :  1.72842493393836E+63  -1.26822593337904E+63
 x4_3 :  2.74226640067194E+93  -2.07088234283030E+94
 x3_4 :  6.89158264087916E+89   6.79819869541591E+89
 x1_4 : -1.11321312683792E+86  -9.73548593691455E+84
 x2_5 :  6.92228646349271E+72   2.87381037620220E+72
 x4_4 :  1.15036915698728E+94   8.01575667032131E+93
 x3_5 :  1.71958106006596E+90  -2.18577088663624E+90
 x1_5 :  4.36632135388197E+100   5.10175998852701E+100
 x2_6 : -1.74927920522263E+171  -6.25522292187483E+170
 x4_5 : -8.81202362360289E+98  -2.83022939822409E+99
 x3_6 :  2.32084636571103E+171  -6.74360693505180E+169
== err :  5.664E+148 = rco :  4.709E-201 = res :  6.390E+194 = at infinity ==
solution 21 :    start residual :  4.269E+15   #iterations : 0   at infinity
t :  2.68601399608079E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.39926038590602E-15  -8.05784679331083E-15
 x1_0 :  1.05334631123108E-15  -4.07199386350130E-16
 x2_1 : -8.49665645195492E-15   2.07573670398389E-15
 k3_0 : -1.13884614051510E+13  -1.97491004444109E+12
 k5_0 : -1.21186589252110E+01  -5.28700003100094E+00
 x4_0 : -2.82484209241671E-01   3.84461207184404E-01
 k6_0 :  7.32188888662724E+12  -3.16245582496039E+12
 k7_0 :  3.04692074051050E+12  -2.33765027436012E+11
 s3_0 :  7.37600647610884E+03   8.62399754432923E+03
 x3_0 : -4.98631978410429E-01   3.47182329011773E-02
 x3_1 :  3.95473555014017E-01   1.65052283337131E-01
 k2_0 : -5.64662631444691E+13  -8.75468837839393E+13
 k4_0 :  4.23273489698605E+03  -4.31085061104942E+03
 x1_1 : -4.10327008433506E-16  -3.40399986729977E-16
 x2_2 : -7.12756775111443E-15  -4.34299230655836E-15
 x4_1 :  1.00931890519971E-01   1.22522344451315E-02
 u1_0 : -2.06272092388783E-01  -1.98655300772338E-01
 x3_2 : -1.93514511665617E-01   6.31338909682390E-02
 x1_2 :  4.60006061972599E-17   1.78089343996880E-18
 x2_3 : -7.22417313671499E-16   8.53783608541232E-15
 x4_2 :  4.07448822232674E-02  -8.48245379562947E-03
 x3_3 :  4.40373933077735E-01  -1.76383304140613E-01
 x1_3 :  1.75111461794482E-15   1.53281688919829E-15
 x2_4 :  8.36060926923238E-15  -2.93891291778076E-15
 x4_3 : -1.81558126828180E-02   4.25125912456260E-02
 x3_4 :  2.10779777054633E-01  -7.15120767993512E-02
 x1_4 : -2.04837337793878E-14   1.25558463986441E-14
 x2_5 :  1.41813265863097E-15  -8.34016833992311E-15
 x4_4 :  2.50601502052140E-01   8.87272140108492E-02
 x3_5 : -2.92174649966322E-01  -4.18589370249809E-01
 x1_5 : -1.59300046805960E+00   3.19194531674485E+00
 x2_6 : -2.21664060880440E+14   3.21548627312674E+14
 x4_5 : -7.63151418615450E-01   2.92032138311873E+00
 x3_6 :  4.04217119461806E+13  -1.21393936961631E+14
== err :  1.634E+15 = rco :  9.715E-31 = res :  4.269E+15 = at infinity ==
solution 22 :    start residual :  4.789E+26   #iterations : 0   at infinity
t :  1.00001123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -3.07865128297467E-14  -8.80354907287799E-14
 x1_0 : -3.85766560271212E-02   6.51792304269592E-02
 x2_1 : -9.08282176373423E-14   2.27399636615338E-14
 k3_0 :  3.92777481388466E+14   1.43488525515105E+14
 k5_0 : -7.77985479688478E+04  -1.54982534449958E+04
 x4_0 :  4.79472088248403E+11   6.22686249534830E+11
 k6_0 :  1.30861512214182E+24  -2.28954099489190E+24
 k7_0 :  2.36993204598213E+24  -1.84257360806789E+24
 s3_0 :  7.69042055185538E+08   1.26466011851345E+09
 x3_0 : -4.02410324310296E-01  -4.77985629808842E+01
 x3_1 : -2.68229702851704E+01   3.41207602894415E+01
 k2_0 :  2.93816043516838E+04   1.68211356201060E+05
 k4_0 :  2.82192408396488E+06  -1.08093324920400E+06
 x1_1 : -1.04794398026269E-18   2.71303574279736E-19
 x2_2 : -8.02325351997332E-14  -4.75451110863568E-14
 x4_1 : -5.76927209341560E+11   3.51481093753268E+11
 u1_0 : -3.36261995247257E+10   8.50372569272995E+11
 x3_2 : -1.41858425316840E+01  -3.00442953323504E+01
 x1_2 : -1.24332539728482E-05   5.53758453563413E-07
 x2_3 : -5.01680170140100E-15   9.33103962282619E-14
 x4_2 :  7.87922502461766E+10  -2.77538877104907E+11
 x3_3 :  1.46726636745563E+01   4.37406830253312E+01
 x1_3 : -1.85868139177720E-06  -2.86977934258444E-06
 x2_4 :  8.80241384719302E-14  -3.24276384573568E-14
 x4_3 : -5.78120749136048E+10   2.29463309464083E+11
 x3_4 : -2.23955085865381E+00   3.37751313823869E+01
 x1_4 : -1.38691212106264E-02   3.81329119296202E-02
 x2_5 :  1.99995869206377E-14  -9.11220131071061E-14
 x4_4 : -1.03488165709518E+11   2.15988763638854E+11
 x3_5 :  4.37780811004300E+01  -2.06353770687444E+01
 x1_5 :  6.46165387016058E+10   4.61467611105942E+11
 x2_6 : -9.67279636735375E+22   5.22795441666096E+24
 x4_5 :  1.48157733275889E+11   3.07124918994863E+11
 x3_6 :  1.06894611921994E+15   2.94748631731406E+14
== err :  5.357E+23 = rco :  1.039E-52 = res :  4.789E+26 = at infinity ==
solution 23 :    start residual :  1.841E+16   #iterations : 0   at infinity
t :  2.00163964860952E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -5.60657133136172E-15  -1.74434516580012E-14
 x1_0 : -2.35099712130707E-13  -2.06981248411404E-13
 x2_1 : -1.80693411271111E-14   4.30065044212269E-15
 k3_0 :  2.45052791559597E+11  -5.38907441972430E+11
 k5_0 : -1.31441636150428E-01  -1.05019668725669E+00
 x4_0 : -7.51140335157739E-01   4.08855155147962E+00
 k6_0 :  1.80248311504278E+14  -3.57630907842748E+14
 k7_0 : -2.29935469340724E+14  -1.76482017182558E+14
 s3_0 :  6.28666647105123E+04  -2.40969017043940E+04
 x3_0 : -3.06161894061724E-02   1.30791885127738E-02
 x3_1 :  2.61254564049981E-02   2.18915633858477E-03
 k2_0 :  4.67731541517290E+10   7.21758467474128E+10
 k4_0 : -1.27024919820156E+03  -1.15261824385197E+03
 x1_1 :  6.47710576868090E-27   4.12616482362408E-25
 x2_2 : -1.55151325851399E-14  -9.35221038494705E-15
 x4_1 : -1.75299138597475E+01  -1.44049919986681E+01
 u1_0 : -1.66038285676052E+01  -4.21395640816639E+00
 x3_2 : -1.31158245067162E-02   8.71670115420297E-03
 x1_2 : -4.38902162028702E-25   2.61196690695203E-26
 x2_3 : -1.26873347129809E-15   1.83656615377410E-14
 x4_2 : -7.00641205463253E+00  -2.36691730494457E+00
 x3_3 :  2.41832389390294E-02  -2.04073879595865E-02
 x1_3 :  2.05170850200352E-16   8.41942259014920E-17
 x2_4 :  1.76603922139256E-14  -6.32984601601258E-15
 x4_3 : -1.18361728075052E+01   8.55647012802267E+00
 x3_4 :  1.27930533966380E-02  -6.58146716401994E-03
 x1_4 :  2.98870174754011E-13   1.62194413967876E-13
 x2_5 :  3.58271686600618E-15  -1.79602861872942E-14
 x4_4 : -1.28673355372188E+01   6.87089560037995E+00
 x3_5 : -2.61536926032823E-02  -1.94528915123152E-02
 x1_5 :  2.07100510470474E+01  -3.38807214670410E-01
 x2_6 :  1.11382873315710E+15   1.49958381874935E+14
 x4_5 :  1.27542328402915E+01   1.57736200330871E+00
 x3_6 : -2.05966089387666E+11  -1.69907055903098E+12
== err :  1.579E+14 = rco :  2.234E-31 = res :  1.841E+16 = at infinity ==
solution 24 :    start residual :  3.507E+22   #iterations : 0   at infinity
t :  1.17660235011606E-02   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.71583956659761E-12  -7.66633974036878E-12
 x1_0 :  1.87264500809245E-03   1.42594857432435E-03
 x2_1 : -7.89011544526005E-12   1.97489066362174E-12
 k3_0 :  1.65810337593211E+09   5.35042046888268E+09
 k5_0 :  2.55562294395030E+05  -1.91809577809213E+04
 x4_0 : -4.19554970869350E+08   1.51504264083193E+09
 k6_0 :  1.38392095488030E+19  -7.14012227630006E+18
 k7_0 :  3.77531229115774E+19   7.91723198501559E+19
 s3_0 : -3.72435044950737E+07   1.78217794253260E+07
 x3_0 :  3.10578207588219E-02  -5.56515993496141E-02
 x3_1 : -4.08799365799126E-02   1.86753702156399E-02
 k2_0 :  6.08103918801602E+04  -2.47538895664330E+04
 k4_0 :  2.59962278669105E+05   2.54862921127510E+04
 x1_1 :  9.37469231951441E-38  -1.37769856871472E-38
 x2_2 : -7.00530341071391E-12  -4.13198870574241E-12
 x4_1 :  9.40944556310189E+08   2.53008895047651E+08
 u1_0 :  3.03472429014540E+08   4.59009127104643E+07
 x3_2 :  1.62661002564616E-02  -3.68293198151799E-02
 x1_2 :  1.23611060018701E-26   7.34061991736386E-28
 x2_3 : -4.09883757064539E-13   8.12299443396140E-12
 x4_2 :  6.35475518600922E+08   3.24933501208031E+08
 x3_3 : -1.35618985349521E-02   5.96115325926347E-02
 x1_3 : -1.08762666566522E-15  -1.19350549444228E-15
 x2_4 :  7.62731475780742E-12  -2.82500801830411E-12
 x4_3 :  1.31619234756817E+08   7.18791188539047E+08
 x3_4 : -2.37098672373684E-02   2.06072241038473E-02
 x1_4 : -2.31585089718275E-05  -2.09332221153028E-04
 x2_5 :  1.78495986873313E-12  -7.93492993499696E-12
 x4_4 : -7.11816068076985E+07   7.42310580975763E+08
 x3_5 :  5.90971148170288E-02   1.20176642912563E-03
 x1_5 : -1.53381751908105E+07  -2.27889539818527E+07
 x2_6 : -1.50257543101571E+18  -3.25157707053232E+18
 x4_5 :  6.18509237926875E+08  -2.96842341607500E+07
 x3_6 :  7.73623705062764E+09   1.07963059072994E+10
== err :  8.425E+18 = rco :  1.638E-46 = res :  3.507E+22 = at infinity ==
solution 25 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 26 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 27 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 28 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 29 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 30 :    start residual : NaN*******   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : NaN******************  NaN******************
 x1_0 : NaN******************  NaN******************
 x2_1 : NaN******************  NaN******************
 k3_0 : NaN******************  NaN******************
 k5_0 : NaN******************  NaN******************
 x4_0 : NaN******************  NaN******************
 k6_0 : NaN******************  NaN******************
 k7_0 : NaN******************  NaN******************
 s3_0 : NaN******************  NaN******************
 x3_0 : NaN******************  NaN******************
 x3_1 : NaN******************  NaN******************
 k2_0 : NaN******************  NaN******************
 k4_0 : NaN******************  NaN******************
 x1_1 : NaN******************  NaN******************
 x2_2 : NaN******************  NaN******************
 x4_1 : NaN******************  NaN******************
 u1_0 : NaN******************  NaN******************
 x3_2 : NaN******************  NaN******************
 x1_2 : NaN******************  NaN******************
 x2_3 : NaN******************  NaN******************
 x4_2 : NaN******************  NaN******************
 x3_3 : NaN******************  NaN******************
 x1_3 : NaN******************  NaN******************
 x2_4 : NaN******************  NaN******************
 x4_3 : NaN******************  NaN******************
 x3_4 : NaN******************  NaN******************
 x1_4 : NaN******************  NaN******************
 x2_5 : NaN******************  NaN******************
 x4_4 : NaN******************  NaN******************
 x3_5 : NaN******************  NaN******************
 x1_5 : NaN******************  NaN******************
 x2_6 : NaN******************  NaN******************
 x4_5 : NaN******************  NaN******************
 x3_6 : NaN******************  NaN******************
== err : NaN******* = rco : NaN******* = res : NaN******* = no solution ==
solution 31 :    start residual :  1.541E+25   #iterations : 0   at infinity
t :  7.00011235011606E-02   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -6.74936343273966E-14  -1.91685730837757E-13
 x1_0 :  6.05960743059363E-03  -1.39181008401779E-02
 x2_1 : -1.97643605581010E-13   4.94642127797587E-14
 k3_0 :  3.41852427456983E+12  -1.98348238032813E+12
 k5_0 : -2.07758057216345E+01   6.93580980646425E+01
 x4_0 : -2.24763042091262E+11   6.20800339149027E+10
 k6_0 : -4.77306498064133E+22   2.77605907122029E+22
 k7_0 : -5.03165409884983E+22   2.52323360120968E+22
 s3_0 :  1.28134217909207E+09   5.14541724422407E+09
 x3_0 : -1.03671955682948E+00  -3.00295347851254E-01
 x3_1 :  4.61436410750661E-01   6.23162716893960E-01
 k2_0 : -3.92425468293577E+02   7.89031903029881E+02
 k4_0 : -4.67224412129804E+07  -1.39039197664834E+08
 x1_1 : -1.56758017153120E-20   1.06308567262133E-20
 x2_2 : -1.75094043358777E-13  -1.03338994025186E-13
 x4_1 :  4.02171642675428E+10  -5.43881828507428E+10
 u1_0 : -6.87372784901487E+09  -7.84306732810831E+10
 x3_2 : -6.86982901274884E-01  -1.17579461082673E-01
 x1_2 : -9.18767161244588E-08   3.76050210131488E-08
 x2_3 : -1.05737083101583E-14   2.03182211449943E-13
 x4_2 : -4.95778806459419E+09   1.01210523410197E+10
 x3_3 :  1.03794224582429E+00  -6.08039574536079E-03
 x1_3 : -3.41478882353081E-17  -5.66166515052878E-16
 x2_4 :  1.91065929638475E-13  -7.06844861798611E-14
 x4_3 :  1.01188652248491E+10  -4.33655230786741E+09
 x3_4 :  4.50990285509306E-01   3.23275416679352E-01
 x1_4 :  1.60734290721988E-03  -2.49745838880378E-03
 x2_5 :  4.42817720168520E-14  -1.98538505680630E-13
 x4_4 :  1.07162113810441E+10  -2.52834547505477E+09
 x3_5 : -1.96818985523315E-01  -9.84659990877141E-01
 x1_5 :  1.35272075849069E+09  -1.54996502641305E+10
 x2_6 :  1.96169535556259E+22  -7.82226757637348E+22
 x4_5 :  1.03052342690804E+09  -9.92489053198466E+09
 x3_6 :  6.13773069101005E+12  -6.60648111557406E+12
== err :  4.433E+21 = rco :  3.199E-49 = res :  1.541E+25 = at infinity ==
solution 32 :    start residual :  1.748E+17   #iterations : 0   at infinity
t :  4.00001123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -3.61558485990799E-15  -2.10096606554050E-15
 x1_0 : -1.57201010579982E-14  -1.92656010787214E-14
 x2_1 : -6.27260921917482E-15  -1.99915249053976E-15
 k3_0 :  2.91215401130671E+13  -1.32243495268979E+13
 k5_0 : -6.75898363107526E+02  -2.58293400416619E+02
 x4_0 : -1.68506666011906E+01   4.94786500920506E+00
 k6_0 : -3.12805031813458E+15   2.42015754722255E+15
 k7_0 :  8.05297848150101E+14   6.09658115016423E+15
 s3_0 : -4.03242001621659E+01  -3.54385132827347E+02
 x3_0 : -1.57013653587102E-01  -1.72491167238314E-01
 x3_1 :  9.80246061392041E-02   2.38910018466646E-01
 k2_0 :  7.91365789682259E+11  -3.43808751059598E+11
 k4_0 : -1.05533300285252E+00  -1.50098391366933E+01
 x1_1 : -2.63656913452265E-32   1.18427343119216E-30
 x2_2 : -3.57297997586890E-15  -9.06218382981102E-16
 x4_1 :  6.56463132581423E+00   4.37899468243216E+00
 u1_0 : -6.38318316594686E+00  -3.81877625892886E+00
 x3_2 : -9.85350181519372E-02   1.60867135271270E-02
 x1_2 : -4.66491963732931E-20  -5.65659560931897E-20
 x2_3 : -3.37360960263308E-15   6.97129502234722E-16
 x4_2 :  7.46625183178803E+00  -4.02224003974558E+00
 x3_3 :  1.88564442091950E-01   1.01359789245472E-01
 x1_3 :  3.27061881878818E-28   4.17394711585215E-28
 x2_4 :  2.72300859246893E-15   7.77493146867250E-16
 x4_3 :  2.24691238591625E+00   2.75989207049400E+00
 x3_4 :  1.33599354455853E-01   2.29887942132205E-02
 x1_4 : -1.09366565964801E-13   2.94609798948397E-13
 x2_5 :  1.10994841640964E-16  -2.53082176918034E-15
 x4_4 :  2.58612932460117E+00   1.82292935602693E+00
 x3_5 :  1.28532871255528E-01  -2.04311752097751E-01
 x1_5 :  8.77537942459770E+01   1.80081369360769E+02
 x2_6 :  1.91189297355914E+16   5.35507975538136E+16
 x4_5 : -5.11245880801176E+00   9.02874791401512E+01
 x3_6 : -1.70429136019652E+14  -6.22062755138248E+14
== err :  3.872E+16 = rco :  1.502E-33 = res :  1.748E+17 = at infinity ==
solution 33 :    start residual :  7.352E+12   #iterations : 0   failure
t :  1.12350116057204E-06   0.00000000000000E+00
m : 0
the solution for t :
 x2_0 : -3.04677397804078E-04  -8.60206063269757E-04
 x1_0 : -1.25644727169518E-06  -1.23372215244008E-06
 x2_1 : -8.85246014973391E-04   2.21957689711073E-04
 k3_0 :  1.33353945224125E-03   3.24188179903327E-04
 k5_0 :  7.59099444448615E-01   4.84950319836683E-01
 x4_0 :  1.15368289055205E-03  -8.08019191630595E-04
 k6_0 :  6.27023974507903E-01  -1.29603359355274E-01
 k7_0 :  1.12347726612708E+00   1.07073787591207E+00
 s3_0 : -2.52065184937379E+06   2.04951474056843E+06
 x3_0 : -1.48083983264435E-06  -1.46545134698297E-06
 x3_1 :  1.19108363977138E-07   1.30076316604681E-06
 k2_0 :  9.18208480448962E-01   1.08157230133817E+00
 k4_0 :  1.49503519106930E+00   3.28675722006118E+00
 x1_1 : -7.20911832766369E-16  -5.91595725564546E-16
 x2_2 : -7.87488419677550E-04  -4.63655168699767E-04
 x4_1 :  5.73671454772721E-04  -1.26973485731523E-03
 u1_0 : -1.97014860360309E-03  -5.59838810083760E-04
 x3_2 : -9.88400598599920E-07  -1.04926352244050E-06
 x1_2 : -7.84191516883638E-13  -6.37786525921356E-13
 x2_3 : -4.53892041285125E-05   9.11669518275672E-04
 x4_2 :  8.66856692658287E-04  -5.90013359351905E-04
 x3_3 :  1.75951142661222E-06   9.75316855181760E-07
 x1_3 :  1.37161404126247E-10   1.16367501521133E-09
 x2_4 :  8.56134050812970E-04  -3.16522783103557E-04
 x4_3 :  2.93546206587191E-04   2.14039855817854E-04
 x3_4 :  2.07041812569090E-07   1.00245209984609E-06
 x1_4 : -6.68173739072186E-07   1.18508586157297E-06
 x2_5 :  2.00222327792213E-04  -8.90334244459288E-04
 x4_4 : -8.05795883861767E-04   2.88793450162644E-04
 x3_5 :  5.34557946958448E-07  -1.76049551705122E-06
 x1_5 : -4.70679642147849E-05   1.57800108975722E-03
 x2_6 : -3.46969743656667E-01   1.80065274854619E+00
 x4_5 :  6.67816657099894E-04   1.11212102056844E-03
 x3_6 :  3.27732191884622E-03  -1.67491201125552E-04
== err :  5.419E+06 = rco :  1.233E-20 = res :  7.352E+12 = no solution ==
solution 34 :    start residual :  1.278E+16   #iterations : 0   at infinity
t :  4.90011235011606E-02   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -1.44633172356732E-13  -4.09424467186983E-13
 x1_0 : -6.85838485408331E-13   1.93737580224375E-12
 x2_1 : -4.21335912783301E-13   1.05394082654949E-13
 k3_0 :  3.26986529551290E+11  -1.17943943325804E+12
 k5_0 :  3.68888626476692E+01   8.75863988893528E+01
 x4_0 :  2.93622448256295E+00  -3.01303722327665E+00
 k6_0 :  2.87290084062082E+12  -2.73207371006692E+11
 k7_0 :  4.60746308977268E+12   1.81387205023741E+11
 s3_0 :  3.41688161693287E+01   4.46693744668719E+01
 x3_0 : -1.97420423083211E-01   1.08725826388495E-01
 x3_1 :  2.99484945187394E-01   9.18529305739783E-02
 k2_0 : -1.83804670469925E+11   3.60903946811032E+11
 k4_0 :  7.50744497221986E+01  -4.50437649917512E+00
 x1_1 : -1.50661207933995E-16  -1.74488279975422E-16
 x2_2 : -3.73982853395156E-13  -2.20714791158678E-13
 x4_1 : -1.32881431083924E+00   2.14898479566857E+00
 u1_0 :  4.69722095285037E-02   5.04221719861924E+00
 x3_2 : -5.73881848677093E-02   2.53885432757509E-01
 x1_2 :  9.42498673598030E-18   8.14802940288511E-17
 x2_3 : -2.21710313788442E-14   4.33705923263940E-13
 x4_2 :  1.09374233092278E+00  -9.71396662715615E-01
 x3_3 :  1.41912442528944E-01  -1.73123240889814E-01
 x1_3 : -2.60674124786900E-16  -1.06978206861940E-16
 x2_4 :  4.07591082229652E-13  -1.50816916679788E-13
 x4_3 : -5.16117060020962E-01   5.55633938700855E-01
 x3_4 :  2.79641493897688E-01  -1.48834713719059E-01
 x1_4 :  4.41230354129955E-12   4.32495047425518E-13
 x2_5 :  9.48705662375501E-14  -4.23673247593607E-13
 x4_4 : -5.15033582429264E-01   5.46165144100245E-01
 x3_5 : -2.05618868250963E-01  -1.85451364336087E-01
 x1_5 :  9.03302854772327E+00  -4.88597918252200E+00
 x2_6 :  2.36137734687352E+13  -8.26533908195724E+12
 x4_5 :  6.26064106557253E+00  -9.60198328122423E+00
 x3_6 : -5.20407020067376E+11  -3.29103768127287E+12
== err :  1.065E+13 = rco :  2.493E-28 = res :  1.278E+16 = at infinity ==
solution 35 :    start residual :  2.059E+17   #iterations : 0   at infinity
t :  1.11346484201161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -2.48069641125637E-14  -7.24707443187251E-14
 x1_0 : -2.75131708461216E-12   5.26124647686087E-12
 x2_1 : -7.34432634145365E-14   2.01160121918056E-14
 k3_0 : -4.61924378652966E+12  -7.37343975764573E+13
 k5_0 :  1.58745516162034E+02  -4.87256217803157E+01
 x4_0 :  6.64394459256097E+01  -4.15868578057670E+01
 k6_0 :  4.14068611082684E+14   1.37370971072003E+13
 k7_0 :  5.83481904540410E+14   1.93891328183395E+14
 s3_0 :  5.39873232573616E+00  -7.32709142070580E+00
 x3_0 : -4.59838404473927E-01  -1.02243795198348E+00
 x3_1 :  2.20598443414677E+00   9.82108119252789E-01
 k2_0 : -1.96620762530732E+11   1.06618617975577E+11
 k4_0 : -1.09170963918631E+00   5.80398016903348E-01
 x1_1 :  5.63145006822751E-14   5.74350537203248E-14
 x2_2 : -6.22787061214178E-14  -3.58599765536380E-14
 x4_1 : -3.37091767777487E+01   3.31972911822462E+01
 u1_0 : -4.32473129723098E+00   8.64378486346697E+01
 x3_2 :  1.46040269730930E+00   1.47618409517622E+00
 x1_2 : -6.31595118644569E-15  -1.10277258044092E-14
 x2_3 : -3.94939702279869E-15   7.33485137736475E-14
 x4_2 :  2.49214777221163E+01  -1.28198315329570E+01
 x3_3 :  4.45285201823539E-01   6.00976106898151E-01
 x1_3 : -1.13732067791208E-15   7.47851727584473E-16
 x2_4 :  6.94807345269132E-14  -2.40957792830232E-14
 x4_3 : -1.18536205935328E+01   7.94166805129181E+00
 x3_4 :  1.53041482923059E+00  -2.63202016196196E+00
 x1_4 : -8.65560770738222E-12  -8.06101059231680E-12
 x2_5 :  1.56624383963669E-14  -7.16465065198425E-14
 x4_4 : -1.30175147666939E+01   6.01836236541560E+00
 x3_5 : -1.04095165232176E+00  -7.38354199388343E-01
 x1_5 : -1.81557999102240E+02  -4.57160457303385E+01
 x2_6 : -2.44877237914402E+15  -1.04622905952215E+15
 x4_5 : -1.68073069844270E+02   1.00815716141301E+01
 x3_6 : -1.22752284011626E+14  -1.75951667573442E+14
== err :  4.665E+16 = rco :  9.069E-34 = res :  2.059E+17 = at infinity ==
solution 36 :    start residual :  4.941E+27   #iterations : 0   at infinity
t :  1.00001123501161E-01   0.00000000000000E+00
m : 1
the solution for t :
 x2_0 : -3.06704892855275E-14  -8.81009770878849E-14
 x1_0 : -1.13470237445495E-01   2.84616978516941E-02
 x2_1 : -9.07641653812259E-14   2.27152444181233E-14
 k3_0 : -5.07327168625225E+21   3.57055344612945E+21
 k5_0 : -1.55279859931224E+10  -1.98915312171208E+10
 x4_0 : -4.85624353587119E+11   2.51767876980138E+12
 k6_0 :  2.65716786593031E+24  -2.47176867428517E+24
 k7_0 :  3.77117395192731E+24  -8.11148718140258E+22
 s3_0 :  2.03951281977466E+07  -5.03628201351545E+06
 x3_0 :  1.42452497713926E+09   9.39994908714608E+07
 x3_1 : -5.72284217652092E+08  -7.13433268954932E+08
 k2_0 :  2.85669049054155E+09   5.45926013378475E+09
 k4_0 :  3.07171466643988E+05  -1.06644328655360E+06
 x1_1 : -2.05769377209005E-16  -8.01688999865981E-17
 x2_2 : -8.00076576762997E-14  -4.74933539469950E-14
 x4_1 : -1.14135281213042E+12  -2.36469952723277E+11
 u1_0 : -9.68142222205693E+11   8.88302961527781E+11
 x3_2 :  1.12332494373594E+09   9.26342223430285E+07
 x1_2 : -7.63207799622079E-10  -8.13428250688149E-10
 x2_3 : -5.01620359804904E-15   9.32597212220908E-14
 x4_2 :  2.90712979486027E+11  -2.18158516089739E+11
 x3_3 : -1.36554820789301E+09   2.91794433643092E+08
 x1_3 : -2.49700373744624E-14  -1.53495897459863E-14
 x2_4 :  8.79245201390204E-14  -3.24197210250074E-14
 x4_3 : -1.71381010002983E+11   4.08714643112977E+11
 x3_4 : -6.33371766525101E+08  -5.59777686224843E+08
 x1_4 : -1.25665641555541E-01  -3.11790164017154E-01
 x2_5 :  2.00573231438331E-14  -9.10548773033095E-14
 x4_4 : -2.56042051009165E+11   3.62922738612611E+11
 x3_5 :  4.52872813401046E+08   1.15330737742766E+09
 x1_5 : -2.95297013667610E+12  -2.48414015267401E+12
 x2_6 : -2.83125347952716E+25  -3.28161247474022E+25
 x4_5 : -3.71428606278472E+12  -9.60490376746778E+11
 x3_6 : -1.55390930567802E+22   1.70468081151668E+22
== err :  1.149E+25 = rco :  3.488E-54 = res :  4.941E+27 = at infinity ==
===========================================================================
A list of 36 solutions has been refined :
Number of regular solutions     : 0.
Number of singular solutions    : 0.
Number of real solutions        : 0.
Number of complex solutions     : 0.
Number of clustered solutions   : 0.
Number of solutions at infinity : 18.
Number of failures              : 18.
===========================================================================
Frequency tables for correction, residual, and condition numbers :
FreqCorr :  36 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 : 36
FreqResi :  36 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 : 36
FreqCond :  17 0 0 0 0 0 0 0 0 0 0 0 0 0 0 19 : 36
Small correction terms and residuals counted to the right.
Well conditioned and distinct roots counted to the left.

TIMING INFORMATION for Root Refining
The elapsed time in seconds was                  0.001109000 =  0h 0m 0s  1ms
User time in seconds was                         0.001109000 =  0h 0m 0s  1ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                  47
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                                0

TIMING INFORMATION for solving the polynomial system
The elapsed time in seconds was                654.398907000 =  0h10m54s399ms
User time in seconds was                       654.398907000 =  0h10m54s399ms
System CPU time in seconds was                   0.000000000 =  0h 0m 0s  0ms
Non-I/O page faults was                                1245
I/O page faults was                                       0
Signals delivered was                                     0
Swaps was                                                 0
Total context switches was                              281

PHC ran from 3 February 2025, 04:06:15 till 3 February 2025, 04:36:18.
The total elapsed wall clock time is 1803.418 seconds
 = 30 minutes 3 seconds 418 milliseconds.
Seed used in random number generators : 744724.
PHCv2.4.88 released 2023-12-26
