Issues with outlev and logfile in Gurobi version 10.0.1

Hi,

I tried to solve a MISOCP problem formulated in AMPL with the recent version of gurobi (10.0.1), but when I set "outlev=1" the optimization progress does not appear. Then, I added the setting "logfile=test.log" after which the progress appears but indicating that the user provided a MIP start (without producing incumbent). Obviously, I didn't provide such a MIP start. Additionally, when I run my code in another machine with  Gurobi 9.5.2 everything happens without problems. The output is shown as follows:

Presolve eliminates 181785 constraints and 177380 variables.
Adjusted problem:
466266 variables:
    1392 binary variables
    1122 integer variables
    385200 nonlinear variables
    78552 linear variables
397410 constraints; 2195271 nonzeros
    122400 nonlinear constraints
    275010 linear constraints
    147252 equality constraints
    250158 inequality constraints
1 linear objective; 1398 nonzeros.

Gurobi 10.0.1: Set parameter OutputFlag to value 1
Set parameter InfUnbdInfo to value 1
Gurobi Optimizer version 10.0.1 build v10.0.1rc0 (win64)

CPU model: Intel(R) Core(TM) i7-8700 CPU @ 3.20GHz, instruction set [SSE2|AVX|AVX2]
Thread count: 6 physical cores, 12 logical processors, using up to 12 threads

Optimize a model with 275010 rows, 466266 columns and 1718631 nonzeros
Model fingerprint: 0x08b3cb2a
Model has 122400 quadratic constraints
Variable types: 463752 continuous, 2514 integer (0 binary)
Coefficient statistics:
  Matrix range     [6e-12, 1e+02]
  QMatrix range    [1e+02, 1e+02]
  Objective range  [1e-02, 1e+03]
  Bounds range     [9e-01, 2e+01]
  RHS range        [5e-05, 4e+01]

User MIP start did not produce a new incumbent solution
User MIP start violates constraint R148565 by 0.000308847

Presolve removed 72492 rows and 85083 columns
Presolve time: 8.86s
Presolved: 202518 rows, 381183 columns, 1388091 nonzeros
Presolved model has 115920 quadratic constraint(s)
Variable types: 379142 continuous, 2041 integer (919 binary)
Root relaxation presolve removed 27 rows and 27 columns
Root relaxation presolve time: 10.11s
Root relaxation presolved: 898011 rows, 612996 columns, 2547237 nonzeros
Root relaxation presolved model has 115920 second-order cone constraints
Root barrier log...

Ordering time: 9.44s
Ordering time: 18.68s

Barrier statistics:
 Dense cols : 277
 AA' NZ     : 2.200e+07
 Factor NZ  : 1.678e+08 (roughly 2.0 GB of memory)
 Factor Ops : 2.562e+11 (roughly 2 seconds per iteration)
 Threads    : 6

                  Objective                Residual
Iter       Primal          Dual         Primal    Dual     Compl     Time
   0   1.01704956e+06 -1.46452764e+07  9.38e+01 7.08e+00  2.77e+02    35s
   1   6.91205163e+05 -3.73003410e+07  6.18e+01 1.05e+00  9.65e+01    37s
   2   4.58684428e+05 -1.96503192e+07  4.12e+01 3.75e-01  4.22e+01    39s
   3   3.38516691e+05 -7.25132048e+06  2.80e+01 5.45e-02  1.61e+01    42s
   4   1.62817759e+05 -3.27783284e+06  1.22e+01 1.65e-02  6.41e+00    44s
   5   1.14700377e+05 -1.01083971e+06  8.18e+00 2.04e-03  2.81e+00    47s
   6   5.54621818e+04 -6.22177983e+05  2.88e+00 7.60e-04  1.12e+00    50s
   7   3.13507558e+04 -2.23986268e+05  8.46e-01 9.22e-05  3.01e-01    54s
   8   2.63551292e+04 -7.41350904e+04  4.73e-01 1.73e-05  1.08e-01    57s
   9   2.00460945e+04 -1.18389587e+04  6.79e-02 3.87e-06  2.56e-02    59s
  10   1.85098977e+04  7.05833655e+03  2.17e-02 1.32e-06  8.75e-03    62s
  11   1.80574440e+04  1.19394967e+04  1.51e-02 6.62e-07  4.64e-03    64s
  12   1.77402398e+04  1.40187435e+04  1.06e-02 3.73e-07  2.81e-03    66s
  13   1.73897671e+04  1.51017388e+04  6.23e-03 2.27e-07  1.72e-03    68s
  14   1.71786187e+04  1.59116576e+04  3.87e-03 1.12e-07  9.46e-04    71s
  15   1.70206885e+04  1.62710498e+04  2.30e-03 6.28e-08  5.58e-04    73s
  16   1.68573933e+04  1.65759965e+04  6.84e-04 2.14e-08  2.09e-04    76s
  17   1.68221853e+04  1.66415645e+04  3.82e-04 1.39e-08  1.34e-04    79s
  18   1.67886707e+04  1.67121473e+04  1.93e-04 4.16e-09  5.67e-05    82s
  19   1.67718160e+04  1.67326223e+04  9.45e-05 1.99e-09  2.91e-05    84s
  20   1.67660261e+04  1.67402977e+04  6.63e-05 1.17e-09  1.91e-05    87s
  21   1.67605205e+04  1.67440412e+04  3.96e-05 7.77e-10  1.22e-05    89s
  22   1.67566832e+04  1.67474846e+04  1.97e-05 4.33e-10  6.82e-06    92s
  23   1.67550325e+04  1.67512550e+04  1.14e-05 1.05e-10  2.80e-06    94s
  24   1.67538860e+04  1.67520778e+04  5.45e-06 4.33e-11  1.34e-06    97s
  25   1.67533350e+04  1.67524425e+04  2.56e-06 3.29e-11  6.60e-07   100s
  26   1.67531281e+04  1.67526256e+04  1.65e-06 6.80e-11  3.72e-07   102s
  27   1.67530409e+04  1.67526828e+04  1.24e-06 1.17e-10  2.65e-07   104s
  28   1.67529752e+04  1.67527039e+04  9.24e-07 1.60e-10  2.01e-07   107s
  29   1.67529349e+04  1.67527220e+04  7.26e-07 2.02e-10  1.57e-07   109s
  30   1.67529006e+04  1.67527483e+04  5.47e-07 2.96e-10  1.13e-07   112s
  31   1.67528683e+04  1.67527744e+04  3.63e-07 4.89e-10  6.94e-08   115s
  32   1.67528327e+04  1.67527939e+04  1.35e-07 7.57e-10  2.86e-08   118s
  33   1.67528195e+04  1.67528037e+04  6.06e-08 2.04e-09  1.17e-08   121s

Barrier solved model in 33 iterations and 121.35 seconds (109.67 work units)
Optimal objective 1.67528195e+04

Root relaxation: objective 1.675282e+04, 0 iterations, 112.06 seconds (103.90 work units)

    Nodes    |    Current Node    |     Objective Bounds      |     Work
 Expl Unexpl |  Obj  Depth IntInf | Incumbent    BestBd   Gap | It/Node Time

     0     0 16752.8195    0 1967          - 16752.8195      -     -  142s
Another try with MIP start
     0     0 16752.8195    0 1919          - 16752.8195      -     - 43230s

Explored 1 nodes (0 simplex iterations) in 43230.45 seconds (17273.32 work units)
Thread count was 12 (of 12 available processors)

Solution count 0

Time limit reached

Thanks