g3 0 1 0 # problem jit1
25 32 1 0 12 # vars, constraints, objectives, ranges, eqns
0 1 # nonlinear constraints, objectives
0 0 # network constraints: nonlinear, linear
0 12 0 # nonlinear vars in constraints, objectives, both
0 0 0 1 # linear network variables; functions; arith, flags
0 4 0 0 0 # discrete variables: binary, integer, nonlinear (b,c,o)
86 25 # nonzeros in Jacobian, gradients
3 3 # max name lengths: constraints, variables
0 0 0 0 0 # common exprs: b,c,o,c1,o1
b
0 0.00025252525252525301 0.011868686868686891
0 0.00050838840874428096 0.028469750889679735
0 0.00063516260162601603 0.02223069105691056
0 0.00063645621181262699 0.044551934826883889
0 0.00086145010768126304 0.040488155061019361
0 0.00043821209465381202 0.024539877300613473
0 0.00043377674956622298 0.015182186234817804
0 0.00028918449971081499 0.020242914979757051
0 0.00022446689113355799 0.010549943883277225
0 0.00033892560582952003 0.018979833926453121
0 0.00022401433691756299 0.0078405017921147051
0 0.00033738191632928501 0.023616734143049951
2 -0.01136029845994261
2 -0.02172230264816628
2 -0.021594234845097933
2 -0.02367842719293221
2 -0.014743974140163991
2 -0.014893001735106989
2 -0.010211018277447704
2 -0.0075015761862851854
2 -0.0075031198757854198
0 1 47
0 1 56
0 1 35
0 1 70
x25
0 0.0060606060606060719
1 0.014489069649212007
2 0.011432926829268287
3 0.022594195519348256
4 0.020674802584350314
5 0.012489044697633643
6 0.007807981492192014
7 0.010266049739733933
8 0.0053872053872053918
9 0.0096593797661413197
10 0.0040322580645161341
11 0.011977058029689618
12 49.994319850770026
13 49.989138848675914
14 49.989202882577452
15 49.988160786403533
16 49.99262801292992
17 49.992553499132448
18 49.994894490861277
19 49.996249211906857
20 49.996248440062111
21 24
22 28.5
23 18
24 35.5
r
4 0
4 0
4 0
4 0
4 0
4 0
4 0
4 0
4 0
4 0
4 0
4 0
1 6e6
1 3e3
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
2 0
C0
n0
C1
n0
C2
n0
C3
n0
C4
n0
C5
n0
C6
n0
C7
n0
C8
n0
C9
n0
C10
n0
C11
n0
C12
n0
C13
n0
C14
n0
C15
n0
C16
n0
C17
n0
C18
n0
C19
n0
C20
n0
C21
n0
C22
n0
C23
n0
C24
n0
C25
n0
C26
n0
C27
n0
C28
n0
C29
n0
C30
n0
C31
n0
O0 0
o54
12
o3
n7.5
v0
o3
n5.625
v1
o3
n11.25
v2
o3
n7.5
v3
o3
n8.57142857142857
v4
o3
n7.14285714285714
v5
o3
n2.85714285714286
v6
o3
n5.71428571428571
v7
o3
n8.88888888888889
v8
o3
n8.88888888888889
v9
o3
n8.88888888888889
v10
o3
n4.44444444444444
v11
k24
3
8
13
16
19
24
29
32
35
40
45
48
50
52
54
56
58
60
62
64
66
71
76
81
J0 2
0 1
21 -2.52525252525253e-4
J1 2
1 1
22 -5.08388408744281e-4
J2 2
2 1
23 -6.35162601626016e-4
J3 2
3 1
24 -6.36456211812627e-4
J4 2
4 1
21 -8.61450107681263e-4
J5 2
5 1
22 -4.38212094653812e-4
J6 2
6 1
23 -4.33776749566223e-4
J7 2
7 1
24 -2.89184499710815e-4
J8 2
8 1
21 -2.24466891133558e-4
J9 2
9 1
22 -3.3892560582952e-4
J10 2
10 1
23 -2.24014336917563e-4
J11 2
11 1
24 -3.37381916329285e-4
J12 4
21 5e3
22 5.5e3
23 4e3
24 6e3
J13 4
21 60
22 50
23 80
24 40
J14 3
0 -1
1 1
12 1
J15 3
1 -1
2 1
13 1
J16 3
2 -1
3 1
14 1
J17 3
4 -1
5 1
15 1
J18 3
5 -1
6 1
16 1
J19 3
6 -1
7 1
17 1
J20 3
8 -1
9 1
18 1
J21 3
9 -1
10 1
19 1
J22 3
10 -1
11 1
20 1
J23 3
0 1
1 -1
12 1
J24 3
1 1
2 -1
13 1
J25 3
2 1
3 -1
14 1
J26 3
4 1
5 -1
15 1
J27 3
5 1
6 -1
16 1
J28 3
6 1
7 -1
17 1
J29 3
8 1
9 -1
18 1
J30 3
9 1
10 -1
19 1
J31 3
10 1
11 -1
20 1
G0 25
0 0
1 0
2 0
3 0
4 0
5 0
6 0
7 0
8 0
9 0
10 0
11 0
12 6e6
13 9e6
14 6e6
15 9e6
16 8e6
17 8e6
18 8e6
19 1e7
20 8e6
21 5e3
22 5.5e3
23 4e3
24 6e3