g3 0 1 0 # problem pooling_rt2stp
46 72 1 0 40 # vars, constraints, objectives, ranges, eqns
36 0 # nonlinear constraints, objectives
0 0 # network constraints: nonlinear, linear
24 0 0 # nonlinear vars in constraints, objectives, both
0 0 0 1 # linear network variables; functions; arith, flags
0 0 0 0 0 # discrete variables: binary, integer, nonlinear (b,c,o)
337 22 # 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 12.5
0 0 17.5
0 0 12.5
0 0 17.5
0 0 5
0 0 5
0 0 12.5
0 0 12.5
0 0 12.5
0 0 17.5
0 0 17.5
0 0 17.5
0 0 1
0 0 1
0 0 1
0 0 1
0 0 1
0 0 1
0 0 1
0 0 1
0 0 1
0 0 1
0 0 1
0 0 1
0 0 60.98
0 0 161.29
0 0 161.29
0 0 5
0 0 12.5
0 0 12.5
0 0 12.5
0 0 17.5
0 0 17.5
0 0 17.5
0 0 12.5
0 0 12.5
0 0 12.5
0 0 17.5
0 0 17.5
0 0 17.5
0 0 5
0 0 5
0 0 5
0 0 5
0 0 5
0 0 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
4 0
4 0
4 0
4 0
4 0
4 0
4 0
4 0
4 0
4 0
4 0
4 0
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 60.98
1 161.29
1 5
1 12.5
1 17.5
2 5
2 5
2 5
1 300
1 300
1 300
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
1 0
4 1
4 1
4 1
4 1
C0
o16
o2
v12
v6
C1
o16
o2
v12
v7
C2
o16
o2
v12
v8
C3
o16
o2
v13
v9
C4
o16
o2
v13
v10
C5
o16
o2
v13
v11
C6
o16
o2
v14
v6
C7
o16
o2
v14
v7
C8
o16
o2
v14
v8
C9
o16
o2
v15
v9
C10
o16
o2
v15
v10
C11
o16
o2
v15
v11
C12
o16
o2
v16
v6
C13
o16
o2
v16
v7
C14
o16
o2
v16
v8
C15
o16
o2
v17
v9
C16
o16
o2
v17
v10
C17
o16
o2
v17
v11
C18
o16
o2
v18
v0
C19
o16
o2
v19
v0
C20
o16
o2
v20
v0
C21
o16
o2
v21
v1
C22
o16
o2
v22
v1
C23
o16
o2
v23
v1
C24
o16
o2
v18
v2
C25
o16
o2
v19
v2
C26
o16
o2
v20
v2
C27
o16
o2
v21
v3
C28
o16
o2
v22
v3
C29
o16
o2
v23
v3
C30
o16
o2
v18
v4
C31
o16
o2
v19
v4
C32
o16
o2
v20
v4
C33
o16
o2
v21
v5
C34
o16
o2
v22
v5
C35
o16
o2
v23
v5
C36
n0
C37
n0
C38
n0
C39
n0
C40
n0
C41
n0
C42
n0
C43
n0
C44
n0
C45
n0
C46
n0
C47
n0
C48
n0
C49
n0
C50
n0
C51
n0
C52
n0
C53
n0
C54
n0
C55
n0
C56
n0
C57
n0
C58
n0
C59
n0
C60
n0
C61
n0
C62
n0
C63
n0
C64
n0
C65
n0
C66
n0
C67
n0
C68
n0
C69
n0
C70
n0
C71
n0
O0 0
n0
k45
3
6
9
12
15
18
21
24
27
30
33
36
40
44
48
52
56
60
64
68
72
76
80
84
94
104
113
121
133
146
158
170
183
195
208
221
233
246
259
271
282
293
304
315
326
J0 3
6 0
12 0
28 1
J1 3
7 0
12 0
29 1
J2 3
8 0
12 0
30 1
J3 3
9 0
13 0
31 1
J4 3
10 0
13 0
32 1
J5 3
11 0
13 0
33 1
J6 3
6 0
14 0
34 1
J7 3
7 0
14 0
35 1
J8 3
8 0
14 0
36 1
J9 3
9 0
15 0
37 1
J10 3
10 0
15 0
38 1
J11 3
11 0
15 0
39 1
J12 3
6 0
16 0
40 1
J13 3
7 0
16 0
41 1
J14 3
8 0
16 0
42 1
J15 3
9 0
17 0
43 1
J16 3
10 0
17 0
44 1
J17 3
11 0
17 0
45 1
J18 3
0 0
18 0
28 1
J19 3
0 0
19 0
29 1
J20 3
0 0
20 0
30 1
J21 3
1 0
21 0
31 1
J22 3
1 0
22 0
32 1
J23 3
1 0
23 0
33 1
J24 3
2 0
18 0
34 1
J25 3
2 0
19 0
35 1
J26 3
2 0
20 0
36 1
J27 3
3 0
21 0
37 1
J28 3
3 0
22 0
38 1
J29 3
3 0
23 0
39 1
J30 3
4 0
18 0
40 1
J31 3
4 0
19 0
41 1
J32 3
4 0
20 0
42 1
J33 3
5 0
21 0
43 1
J34 3
5 0
22 0
44 1
J35 3
5 0
23 0
45 1
J36 7
24 1
28 1
29 1
30 1
31 1
32 1
33 1
J37 8
25 1
26 1
34 1
35 1
36 1
37 1
38 1
39 1
J38 7
27 1
40 1
41 1
42 1
43 1
44 1
45 1
J39 9
28 1
29 1
30 1
34 1
35 1
36 1
40 1
41 1
42 1
J40 9
31 1
32 1
33 1
37 1
38 1
39 1
43 1
44 1
45 1
J41 8
25 1
27 1
28 1
31 1
34 1
37 1
40 1
43 1
J42 7
24 1
29 1
32 1
35 1
38 1
41 1
44 1
J43 7
26 1
30 1
33 1
36 1
39 1
42 1
45 1
J44 8
25 1
27 1
28 1
31 1
34 1
37 1
40 1
43 1
J45 7
24 1
29 1
32 1
35 1
38 1
41 1
44 1
J46 7
26 1
30 1
33 1
36 1
39 1
42 1
45 1
J47 8
25 -.17
27 -4e-2
28 2.99999999999999e-2
31 2.99999999999999e-2
34 -.17
37 -.17
40 -4e-2
43 -4e-2
J48 6
25 -3
27 -3
34 -3
37 -3
40 -3
43 -3
J49 5
25 -26.1
28 -14.8
31 -14.8
34 -26.1
37 -26.1
J50 5
25 -15.2
28 -8.2
31 -8.2
34 -15.2
37 -15.2
J51 8
25 .12
27 -1e-2
28 -8e-2
31 -8e-2
34 .12
37 .12
40 -1e-2
43 -1e-2
J52 8
25 7.09999999999999
27 -19
28 -4.2
31 -4.2
34 7.09999999999999
37 7.09999999999999
40 -19
43 -19
J53 8
25 1.5
27 -13.7
28 -5.5
31 -5.5
34 1.5
37 1.5
40 -13.7
43 -13.7
J54 7
24 2.99999999999999e-2
29 2.99999999999999e-2
32 2.99999999999999e-2
35 -.17
38 -.17
41 -4e-2
44 -4e-2
J55 7
24 2.1
29 2.1
32 2.1
35 -.9
38 -.9
41 -.9
44 -.9
J56 5
24 -14.8
29 -14.8
32 -14.8
35 -26.1
38 -26.1
J57 5
24 -8.2
29 -8.2
32 -8.2
35 -15.2
38 -15.2
J58 7
24 -8e-2
29 -8e-2
32 -8e-2
35 .12
38 .12
41 -1e-2
44 -1e-2
J59 7
24 -3.2
29 -3.2
32 -3.2
35 8.09999999999999
38 8.09999999999999
41 -18
44 -18
J60 7
24 -2.5
29 -2.5
32 -2.5
35 4.5
38 4.5
41 -10.7
44 -10.7
J61 7
26 -.17
30 2.99999999999999e-2
33 2.99999999999999e-2
36 -.17
39 -.17
42 -4e-2
45 -4e-2
J62 5
26 -3
36 -3
39 -3
42 -3
45 -3
J63 5
26 -26.1
30 -14.8
33 -14.8
36 -26.1
39 -26.1
J64 5
26 -15.2
30 -8.2
33 -8.2
36 -15.2
39 -15.2
J65 7
26 .12
30 -8e-2
33 -8e-2
36 .12
39 .12
42 -1e-2
45 -1e-2
J66 7
26 3.09999999999999
30 -8.2
33 -8.2
36 3.09999999999999
39 3.09999999999999
42 -23
45 -23
J67 4
30 -7
33 -7
42 -15.2
45 -15.2
J68 3
12 1
14 1
16 1
J69 3
13 1
15 1
17 1
J70 3
18 1
19 1
20 1
J71 3
21 1
22 1
23 1
G0 22
24 -180.8
25 -128
26 -88
27 1.1e2
28 -140.8
29 -180.8
30 -100.8
31 -140.8
32 -180.8
33 -100.8
34 -128
35 -168
36 -88
37 -128
38 -168
39 -88
40 1.1e2
41 70
42 1.5e2
43 1.1e2
44 70
45 1.5e2