```
E04UQF Example Program Results

Calls to e04ur
---------------

Infinite Bound Size = 1.0D+25
Print Level = 1
Verify Level = -1

OPTIONS file
------------

Begin   Example options file for  E04UQF
Major Iteration Limit   =  15      *  (Default =  50)
Minor Iteration Limit   =  10      *  (Default =  50)
End

*** e04us

Parameters
----------

Linear constraints.....         1       Variables..............         2
Nonlinear constraints..         1       Subfunctions...........        44

Infinite bound size....  1.00E+25       COLD start.............
Infinite step size.....  1.00E+25       EPS (machine precision)  1.11E-16
Step limit.............  2.00E+00       Hessian................        NO

Linear feasibility.....  1.05E-08       Crash tolerance........  1.00E-02
Nonlinear feasibility..  1.05E-08       Optimality tolerance...  3.26E-12
Line search tolerance..  9.00E-01       Function precision.....  4.37E-15

Derivative level.......         3       Monitoring file........        -1
Verify level...........        -1

Major iterations limit.        15       Major print level......         1
Minor iterations limit.        10       Minor print level......         0

J'J initial Hessian....                 Reset frequency........         2

Workspace provided is     IWORK(       9),  WORK(     306).
To solve problem we need  IWORK(       9),  WORK(     306).

Exit from NP problem after     6 major iterations,
8 minor iterations.

Varbl State     Value       Lower Bound   Upper Bound    Lagr Mult   Slack

V   1    FR   0.419953      0.400000          None           .      1.9953E-02
V   2    FR    1.28485      -4.00000          None           .       5.285

L Con State     Value       Lower Bound   Upper Bound    Lagr Mult   Slack

L   1    FR    1.70480       1.00000          None           .      0.7048

N Con State     Value       Lower Bound   Upper Bound    Lagr Mult   Slack

N   1    LL  -9.767742E-13       .            None      3.3358E-02 -9.7677E-13

Exit e04us  - Optimal solution found.

Final objective value =   0.1422983E-01
```