--- Job ex8_2_5b Start 10/17/08 02:28:32 LNX-LX3 22.9.0 x86/Linux             
GAMS Rev 229  Copyright (C) 1987-2008 GAMS Development. All rights reserved
*** ************* ALFA release
*** GAMS Base Module ALFA 10Sep08 22.9.0 LNX 6574.6578 LX3 x86/Linux           
*** ************* ALFA release
Licensee: Stefan Vigerske                                G080908/0001CB-LNX
          Humboldt University Berlin, Numerical Mathematics          DC5918
--- Starting compilation
--- ex8_2_5b.gms(11965) 4 Mb
--- Starting execution: elapsed 0:00:00.157
--- ex8_2_5b.gms(11961) 4 Mb
--- Generating NLP model m
--- ex8_2_5b.gms(11965) 8 Mb
---   3,799 rows  2,535 columns  32,603 non-zeroes
---   139,043 nl-code  30,030 nl-non-zeroes
--- ex8_2_5b.gms(11965) 6 Mb
--- Executing KNITRO: elapsed 0:00:00.307

KNITRO           ALFA 10Sep08 22.9.0 LNX 5438.6578 LX3 x86/Linux

Reading parameter(s) from "/home/stefan/work/gams/benchmarks/NLP/knitro.opt"
>>  feastol 1e-8
>>  opttol 1e-8
>> 
>>  *feastolabs 1e-4
>>  *opttolabs 1e-4
Finished reading from "/home/stefan/work/gams/benchmarks/NLP/knitro.opt"

======================================
          Commercial License
             KNITRO 5.1.2
       Ziena Optimization, Inc.
       website:  www.ziena.com
       email:   info@ziena.com
======================================

feastol:      1e-08
opttol:       1e-08
KNITRO changing algorithm from AUTO to 1.
KNITRO changing bar_murule from AUTO to 1.
KNITRO changing bar_initpt from AUTO to 2.
KNITRO shifted start point to honor bounds (2534 variables).

Problem Characteristics
-----------------------
Objective goal:  Minimize
Number of variables:                  2535
    bounded below:                       0
    bounded above:                       0
    bounded below and above:          2534
    fixed:                               0
    free:                                1
Number of constraints:                3799
    linear equalities:                   0
    nonlinear equalities:               25
    linear inequalities:                 0
    nonlinear inequalities:           3774
    range:                               0
Number of nonzeros in Jacobian:      32603
Number of nonzeros in Hessian:       15010

  Iter      Objective      Feas err    Opt err     ||Step||    CG its
--------  --------------  ----------  ----------  ----------  -------
       0    0.000000e+00   4.288e+02
      10   -3.631705e+02   2.887e+02   1.000e+00   1.653e+01        0
      20   -7.572549e+02   3.078e+01   1.000e+00   5.376e+01        0
      30   -7.580716e+02   7.343e-03   1.000e+00   1.130e+02        0
      40   -8.189581e+02   1.774e-01   1.073e+02   2.915e+01        0
      50   -8.293835e+02   1.244e-03   7.082e-01   5.701e+01        0
      60   -8.303013e+02   2.942e-07   1.515e-02   1.657e+02        0
      70   -8.303360e+02   8.377e-13   1.565e-04   8.041e+01        0
      80   -8.303380e+02   1.675e-13   6.555e-07   4.862e+01        0
      90   -8.303381e+02   2.681e-12   5.283e-09   2.563e+00        0

EXIT: LOCALLY OPTIMAL SOLUTION FOUND.

Final Statistics
----------------
Final objective value               =  -8.30338062659478e+02
Final feasibility error (abs / rel) =   2.68e-12 / 6.25e-15
Final optimality error  (abs / rel) =   5.28e-09 / 5.28e-09
# of iterations (major / minor)     =         90 /       90
# of function evaluations           =         91
# of gradient evaluations           =         91
# of Hessian evaluations            =         90
Total program time (secs)           =      15.43768 (    15.397 CPU time)
Time spent in evaluations (secs)    =      10.95386

=========================================================================


--- Restarting execution
--- ex8_2_5b.gms(11965) 0 Mb
--- Reading solution for model m
*** Status: Normal completion
--- Job ex8_2_5b.gms Stop 10/17/08 02:28:48 elapsed 0:00:16.063