sifdecoder -A pc64.lnx.gfo -st   BOEING2.SIF

 Problem name: BOEING2

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 4 linear equality constraints
 There are 162 linear inequality constraints
 
 There are 89 variables bounded only from below 
 There are 54 variables bounded from below and above 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: BOEING2 (143)
sup norm of Ax: 3.000000e+03
walltime at start:     0.000001
normb: 2.500000e+04 normc: 2.600000e+00
nbrk: 73 fd: 7.979210e-05
nbrk: 78 fd: 4.614263e-08
nbrk: 48 fd: 1.005921e-07
nbrk: 72 fd: 7.690234e-11

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 6.223350107058053e-12    
Final f                               : -3.150187279747341e+02   

Iterations of gradient projection (GP): 5         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 27
Depth of multilevel partition tree ...... 1
Phase 1 iterations ...................... 5
Coordinate ascent iterations ............ 13
    variables freed in coordinate ascent  84
    rows dropped in coordinate ascent ... 12
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 4
    nonzeros in final factor ............ 432 96.9% sparse
    rows dropped from L ................. 94
    rows added to L ..................... 45
    rank 1 downdates to L ............... 49
    rank 1 updates to L ................. 77
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 48
        updowns [  2]: 15
        updowns [  3]: 6
        updowns [  5]: 1
        updowns [  8]: 2
        updowns [  9]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 0
        depth [ 1]: 110

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 3.669262e-04
Initialization (includes partition) ..... 4.339218e-04
Phase 1 ................................. 1.690388e-04
Coordinate ascent ....................... 1.077652e-04
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 2.136230e-03
DASA line search ........................ 4.086494e-04
Check error ............................. 2.598763e-04
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 3.912449e-04
Column modifications of Cholesky factor . 3.087521e-04
Cholesky factorization .................. 2.088547e-04
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 1.776218e-04
Forward solves .......................... 3.314018e-05

!!   BOEING2    143    5    4     0    6.2233501e-12   -3.1501872797473408e+02    0.003129
 Final f                         = -3.1501873e+02  
 Function value at final x       = -3.1501872797473396e+02  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   FIT1D.SIF

 Problem name: FIT1D

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There is 1 linear equality constraint
 There are 23 linear inequality constraints
 
 There are 1026 variables bounded from below and above 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: FIT1D (1026)
sup norm of Ax: 1.890000e+03
walltime at start:     0.000001
normb: 1.000000e+00 normc: 1.350000e+02
nbrk: 365 fd: 6.307774e-04
nbrk: 313 fd: 3.532198e-04
nbrk: 470 fd: 3.967847e-08
nbrk: 540 fd: 1.124078e-12

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 4.893330185495870e-10    
Final f                               : -9.146378092112087e+03   

Iterations of gradient projection (GP): 4         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 5
Coordinate ascent iterations ............ 14
    variables freed in coordinate ascent  88
    rows dropped in coordinate ascent ... 16
Gradient ascent iterations .............. 9
    variables freed in gradient ascent .. 3
    rows dropped in gradient ascent ..... 1
Preconditioned CG iterations ............ 27
    variables freed in CG ............... 13
    rows dropped in CG .................. 4
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 5
    nonzeros in final factor ............ 78 74.0% sparse
    rows dropped from L ................. 20
    rows added to L ..................... 8
    rank 1 downdates to L ............... 76
    rank 1 updates to L ................. 167
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 18
        updowns [  2]: 10
        updowns [  3]: 10
        updowns [  4]: 3
        updowns [  5]: 2
        updowns [  6]: 2
        updowns [  7]: 1
        updowns [  9]: 1
        updowns [ 10]: 1
        updowns [ 13]: 2
        updowns [ 29]: 1
        updowns [ 60]: 1
    No. of solves:   54

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 3.178120e-04
Initialization (includes partition) ..... 6.442070e-04
Phase 1 ................................. 7.009506e-04
Coordinate ascent ....................... 5.221367e-04
SSOR0 ................................... 1.647472e-04
SSOR1 ................................... 2.238750e-04
SpaRSA .................................. 0.000000e+00
DASA .................................... 3.321171e-03
DASA line search ........................ 9.558201e-04
Check error ............................. 4.076958e-04
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 1.451969e-04
Column modifications of Cholesky factor . 2.944469e-04
Cholesky factorization .................. 2.510548e-04
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 3.886223e-05
Forward solves .......................... 1.502037e-05

!!     FIT1D   1026    4    5     0    4.8933302e-10   -9.1463780921120870e+03    0.005685
 Final f                         = -9.1463781e+03  
 Function value at final x       = -9.1463780921120851e+03  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   FIT2D.SIF

 Problem name: FIT2D

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There is 1 linear equality constraint
 There are 24 linear inequality constraints
 
 There are 10500 variables bounded from below and above 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: FIT2D (10500)
sup norm of Ax: 2.564000e+03
walltime at start:     0.000000
normb: 1.000000e+00 normc: 2.032500e+03
nbrk: 2694 fd: 4.506865e-05
nbrk: 4886 fd: 1.311432e-04
nbrk: 4987 fd: 2.786050e-08
nbrk: 5277 fd: 1.683081e-11

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 9.703017556095261e-11    
Final f                               : -6.846429329392189e+04   

Iterations of gradient projection (GP): 4         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 5
Coordinate ascent iterations ............ 12
    variables freed in coordinate ascent  367
    rows dropped in coordinate ascent ... 1
Gradient ascent iterations .............. 11
    variables freed in gradient ascent .. 13
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 15
    variables freed in CG ............... 24
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 8
    nonzeros in final factor ............ 210 35.4% sparse
    rows dropped from L ................. 40
    rows added to L ..................... 17
    rank 1 downdates to L ............... 641
    rank 1 updates to L ................. 1557
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 23
        updowns [  2]: 17
        updowns [  3]: 5
        updowns [  4]: 3
        updowns [  5]: 4
        updowns [  6]: 2
        updowns [  7]: 3
        updowns [  8]: 2
        updowns [  9]: 1
        updowns [ 10]: 2
        updowns [ 11]: 1
        updowns [ 12]: 4
        updowns [ 13]: 2
        updowns [ 14]: 1
        updowns [ 15]: 1
        updowns [ 17]: 1
        updowns [ 18]: 1
        updowns [ 20]: 1
        updowns [ 26]: 1
        updowns [ 29]: 2
        updowns [ 30]: 1
        updowns [ 35]: 2
        updowns [ 37]: 1
        updowns [ 38]: 1
        updowns [ 47]: 1
        updowns [ 48]: 1
        updowns [ 50]: 1
        updowns [ 58]: 2
        updowns [ 61]: 1
        updowns [ 65]: 1
        updowns [ 67]: 1
        updowns [ 84]: 1
        updowns [ 89]: 1
        updowns [ 91]: 1
        updowns [101]: 1
        updowns [102]: 1
        updowns [108]: 1
        updowns [125]: 2
        updowns [138]: 1
        updowns [171]: 1
    No. of solves:   104

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 2.842903e-03
Initialization (includes partition) ..... 6.645918e-03
Phase 1 ................................. 7.659912e-03
Coordinate ascent ....................... 5.230665e-03
SSOR0 ................................... 1.924038e-03
SSOR1 ................................... 1.008272e-03
SpaRSA .................................. 0.000000e+00
DASA .................................... 3.587985e-02
DASA line search ........................ 2.027893e-02
Check error ............................. 3.005505e-03
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 5.981922e-04
Column modifications of Cholesky factor . 2.040625e-03
Cholesky factorization .................. 2.078295e-03
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 8.702278e-05
Forward solves .......................... 3.123283e-05

!!     FIT2D  10500    4    8     0    9.7030176e-11   -6.8464293293921888e+04    0.057693
 Final f                         = -6.8464293e+04  
 Function value at final x       = -6.8464293293921888e+04  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   PT.SIF

 Problem name: PT

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 501 linear inequality constraints
 
 There are 2 free variables
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: PT (2)
sup norm of Ax: 1.083332e+00
walltime at start:     0.000000
normb: 1.250000e-01 normc: 6.250000e-02
nbrk: 1 fd: 2.900387e+00
nbrk: 0 fd: 6.750380e-12
nbrk: 1 fd: 6.147696e-08
nbrk: 1 fd: 1.945078e-11

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 8.467980616978315e-13    
Final f                               : 1.783942254303165e-01    

Iterations of gradient projection (GP): 5         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 7
Coordinate ascent iterations ............ 12
    variables freed in coordinate ascent  0
    rows dropped in coordinate ascent ... 110
Gradient ascent iterations .............. 30
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 27
Preconditioned CG iterations ............ 36
    variables freed in CG ............... 0
    rows dropped in CG .................. 12
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 6
    nonzeros in final factor ............ 3 100.0% sparse
    rows dropped from L ................. 501
    rows added to L ..................... 89
    rank 1 downdates to L ............... 0
    rank 1 updates to L ................. 0
    Size breakdown of the updates ([size]: number of this size):
    No. of solves:   379

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 6.699562e-05
Initialization (includes partition) ..... 1.642704e-04
Phase 1 ................................. 1.919270e-04
Coordinate ascent ....................... 2.765656e-05
SSOR0 ................................... 1.285076e-04
SSOR1 ................................... 1.068115e-04
SpaRSA .................................. 0.000000e+00
DASA .................................... 1.365781e-02
DASA line search ........................ 5.283356e-04
Check error ............................. 1.618862e-04
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 9.253979e-03
Column modifications of Cholesky factor . 0.000000e+00
Cholesky factorization .................. 1.560926e-03
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 1.082182e-03
Forward solves .......................... 3.075600e-05

!!        PT      2    5    6     0    8.4679806e-13    1.7839422543031649e-01    0.014302
 Final f                         = 1.7839423e-01   
 Function value at final x       = 1.7839422543031649e-01   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SC105.SIF

 Problem name: SC105

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 45 linear equality constraints
 There are 60 linear inequality constraints
 
 There are 103 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SC105 (103)
sup norm of Ax: 2.000000e+00
walltime at start:     0.000000
normb: 1.000000e+02 normc: 1.000000e+00
nbrk: 13 fd: 4.770265e-26
nbrk: 8 fd: 3.816245e-26
nbrk: 10 fd: -4.819074e-36
nbrk: 16 fd: 5.428836e-06
nbrk: 11 fd: 1.637432e-09
nbrk: 35 fd: 2.609896e-16

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 4.912412175280568e-15    
Final f                               : -5.220206121170724e+01   

Iterations of gradient projection (GP): 7         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 2
Depth of multilevel partition tree ...... 1
Phase 1 iterations ...................... 5
Coordinate ascent iterations ............ 11
    variables freed in coordinate ascent  19
    rows dropped in coordinate ascent ... 2
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 5
    nonzeros in final factor ............ 457 91.8% sparse
    rows dropped from L ................. 31
    rows added to L ..................... 17
    rank 1 downdates to L ............... 15
    rank 1 updates to L ................. 43
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 21
        updowns [  2]: 3
        updowns [  3]: 5
        updowns [  4]: 1
        updowns [  5]: 1
        updowns [  7]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 0
        depth [ 1]: 49

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.058578e-04
Initialization (includes partition) ..... 1.509190e-04
Phase 1 ................................. 8.797646e-05
Coordinate ascent ....................... 4.315376e-05
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 9.994507e-04
DASA line search ........................ 1.208782e-04
Check error ............................. 1.490116e-04
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 1.397133e-04
Column modifications of Cholesky factor . 1.509190e-04
Cholesky factorization .................. 1.847744e-04
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 7.438660e-05
Forward solves .......................... 3.194809e-05

!!     SC105    103    7    5     0    4.9124122e-15   -5.2202061211707239e+01    0.001506
 Final f                         = -5.2202061e+01  
 Function value at final x       = -5.2202061211707239e+01  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SC50A.SIF

 Problem name: SC50A

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 20 linear equality constraints
 There are 30 linear inequality constraints
 
 There are 48 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SC50A (48)
sup norm of Ax: 2.000000e+00
walltime at start:     0.000000
normb: 8.500000e+01 normc: 1.000000e+00
nbrk: 6 fd: 6.819269e-31
nbrk: 2 fd: 5.736316e-05

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 1.133422086007783e-15    
Final f                               : -6.457507705856450e+01   

Iterations of gradient projection (GP): 3         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 2
Depth of multilevel partition tree ...... 1
Phase 1 iterations ...................... 5
Coordinate ascent iterations ............ 6
    variables freed in coordinate ascent  10
    rows dropped in coordinate ascent ... 0
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 2
    nonzeros in final factor ............ 191 85.0% sparse
    rows dropped from L ................. 8
    rows added to L ..................... 16
    rank 1 downdates to L ............... 2
    rank 1 updates to L ................. 10
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 6
        updowns [  2]: 3
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 0
        depth [ 1]: 18

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 8.583069e-05
Initialization (includes partition) ..... 1.270771e-04
Phase 1 ................................. 5.698204e-05
Coordinate ascent ....................... 1.883507e-05
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 3.259182e-04
DASA line search ........................ 3.194809e-05
Check error ............................. 5.626678e-05
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 5.102158e-05
Column modifications of Cholesky factor . 3.600121e-05
Cholesky factorization .................. 5.507469e-05
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 1.692772e-05
Forward solves .......................... 9.775162e-06

!!     SC50A     48    3    2     0    1.1334221e-15   -6.4575077058564503e+01    0.000664
 Final f                         = -6.4575077e+01  
 Function value at final x       = -6.4575077058564503e+01  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SC50B.SIF

 Problem name: SC50B

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 20 linear equality constraints
 There are 30 linear inequality constraints
 
 There are 48 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SC50B (48)
sup norm of Ax: 3.000000e+00
walltime at start:     0.000001
normb: 1.500000e+02 normc: 1.000000e+00
nbrk: 12 fd: 6.596579e-04
nbrk: 5 fd: 5.125464e-07

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 9.803186278222590e-15    
Final f                               : -6.999999999999999e+01   

Iterations of gradient projection (GP): 3         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 3
Depth of multilevel partition tree ...... 1
Phase 1 iterations ...................... 5
Coordinate ascent iterations ............ 5
    variables freed in coordinate ascent  5
    rows dropped in coordinate ascent ... 0
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 4
    nonzeros in final factor ............ 237 81.4% sparse
    rows dropped from L ................. 5
    rows added to L ..................... 2
    rank 1 downdates to L ............... 0
    rank 1 updates to L ................. 7
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 5
        updowns [  2]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 0
        depth [ 1]: 13

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 7.104874e-05
Initialization (includes partition) ..... 1.049042e-04
Phase 1 ................................. 5.698204e-05
Coordinate ascent ....................... 1.478195e-05
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 2.965927e-04
DASA line search ........................ 2.622604e-05
Check error ............................. 4.696846e-05
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 3.886223e-05
Column modifications of Cholesky factor . 2.312660e-05
Cholesky factorization .................. 8.821487e-05
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 1.621246e-05
Forward solves .......................... 8.583069e-06

!!     SC50B     48    3    4     0    9.8031863e-15   -6.9999999999999986e+01    0.000589
 Final f                         = -7.0000000e+01  
 Function value at final x       = -6.9999999999999986e+01  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SHARE2B.SIF

 Problem name: SHARE2B

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 13 linear equality constraints
 There are 83 linear inequality constraints
 
 There are 79 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SHARE2B (79)
sup norm of Ax: 1.030000e+02
walltime at start:     0.000001
normb: 1.050000e+01 normc: 3.700000e+00
nbrk: 33 fd: 3.889803e-01
nbrk: 6 fd: 2.941274e-08
nbrk: 7 fd: 5.114522e-09
nbrk: 37 fd: 1.831526e-14
nbrk: 56 fd: 5.835018e-15

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 2.948648173335427e-15    
Final f                               : -4.157322407414157e+02   

Iterations of gradient projection (GP): 6         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 5
Coordinate ascent iterations ............ 6
    variables freed in coordinate ascent  5
    rows dropped in coordinate ascent ... 10
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 3
    nonzeros in final factor ............ 299 93.6% sparse
    rows dropped from L ................. 53
    rows added to L ..................... 54
    rank 1 downdates to L ............... 30
    rank 1 updates to L ................. 39
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 7
        updowns [  2]: 8
        updowns [  3]: 5
        updowns [  4]: 2
        updowns [  5]: 1
        updowns [  6]: 1
        updowns [ 12]: 1
    No. of solves:   43

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.239777e-04
Initialization (includes partition) ..... 1.742840e-04
Phase 1 ................................. 8.106232e-05
Coordinate ascent ....................... 3.385544e-05
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 8.535385e-04
DASA line search ........................ 9.846687e-05
Check error ............................. 1.420975e-04
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 2.288818e-04
Column modifications of Cholesky factor . 1.289845e-04
Cholesky factorization .................. 9.393692e-05
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 4.529953e-05
Forward solves .......................... 1.859665e-05

!!   SHARE2B     79    6    3     0    2.9486482e-15   -4.1573224074141569e+02    0.001385
 Final f                         = -4.1573224e+02  
 Function value at final x       = -4.1573224074141575e+02  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   TFI2.SIF

 Problem name: TFI2

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 101 linear inequality constraints
 
 There are 3 free variables
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: TFI2 (3)
sup norm of Ax: 1.000000e+00
walltime at start:     0.000000
normb: 7.787039e-01 normc: 1.250000e-01
nbrk: 1 fd: 2.947822e-01
nbrk: 1 fd: 2.605088e-13
nbrk: 1 fd: 4.821915e-11
nbrk: 1 fd: 2.722387e-12
nbrk: 1 fd: 7.473385e-14

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 8.905699084678442e-16    
Final f                               : 6.490311069639092e-01    

Iterations of gradient projection (GP): 6         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 5
Coordinate ascent iterations ............ 9
    variables freed in coordinate ascent  0
    rows dropped in coordinate ascent ... 153
Gradient ascent iterations .............. 31
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 55
Preconditioned CG iterations ............ 10
    variables freed in CG ............... 0
    rows dropped in CG .................. 2
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 5
    nonzeros in final factor ............ 6 99.9% sparse
    rows dropped from L ................. 150
    rows added to L ..................... 130
    rank 1 downdates to L ............... 0
    rank 1 updates to L ................. 0
    Size breakdown of the updates ([size]: number of this size):
    No. of solves:   91

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 4.601479e-05
Initialization (includes partition) ..... 8.988380e-05
Phase 1 ................................. 6.508827e-05
Coordinate ascent ....................... 2.074242e-05
SSOR0 ................................... 4.696846e-05
SSOR1 ................................... 2.312660e-05
SpaRSA .................................. 0.000000e+00
DASA .................................... 1.534939e-03
DASA line search ........................ 1.032352e-04
Check error ............................. 7.724762e-05
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 8.823872e-04
Column modifications of Cholesky factor . 0.000000e+00
Cholesky factorization .................. 7.772446e-05
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 8.559227e-05
Forward solves .......................... 1.120567e-05

!!      TFI2      3    6    5     0    8.9056991e-16    6.4903110696390920e-01    0.001882
 Final f                         = 6.4903111e-01   
 Function value at final x       = 6.4903110696390920e-01   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SHELL.SIF

 Problem name: SHELL

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 534 linear equality constraints
 There are 2 linear inequality constraints
 
 There are 1408 variables bounded only from below 
 There are 117 variables bounded from below and above 
 There are 250 fixed variables
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SHELL (1775)
sup norm of Ax: 1.000000e+00
walltime at start:     0.000000
normb: 1.421500e+05 normc: 4.055000e+03
nbrk: 485 fd: 3.095782e-02
nbrk: 556 fd: 4.859588e-06
nbrk: 566 fd: 1.536449e-08
nbrk: 497 fd: 1.074609e-10

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 7.020288192566543e-12    
Final f                               : 1.208825346017265e+09    

Iterations of gradient projection (GP): 4         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 8
Depth of multilevel partition tree ...... 1
Phase 1 iterations ...................... 8
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  108
    rows dropped in coordinate ascent ... 0
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 10
    nonzeros in final factor ............ 1300 99.1% sparse
    rows dropped from L ................. 4
    rows added to L ..................... 1
    rank 1 downdates to L ............... 107
    rank 1 updates to L ................. 696
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 80
        updowns [  2]: 50
        updowns [  3]: 29
        updowns [  4]: 24
        updowns [  5]: 11
        updowns [  6]: 7
        updowns [  7]: 2
        updowns [  8]: 7
        updowns [  9]: 7
        updowns [ 10]: 3
        updowns [ 12]: 1
        updowns [ 13]: 1
        updowns [ 15]: 1
        updowns [ 16]: 1
        updowns [ 18]: 2
        updowns [ 19]: 1
        updowns [ 21]: 1
        updowns [ 23]: 1
        updowns [ 25]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 116
        depth [ 1]: 320

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.497030e-03
Initialization (includes partition) ..... 1.662016e-03
Phase 1 ................................. 8.549690e-04
Coordinate ascent ....................... 4.792213e-05
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 9.501219e-03
DASA line search ........................ 4.023790e-03
Check error ............................. 8.227825e-04
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 1.873970e-04
Column modifications of Cholesky factor . 1.139879e-03
Cholesky factorization .................. 1.008272e-03
Partial Cholesky factorization .......... 1.778603e-04
Back solves ............................. 1.246691e-03
Forward solves .......................... 2.298355e-04

!!     SHELL   1775    4   10     0    7.0202882e-12    1.2088253460172653e+09    0.013146
 Final f                         = 1.2088253e+09   
 Function value at final x       = 1.2088253460172675e+09   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SIERRA.SIF

 Problem name: SIERRA

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 528 linear equality constraints
 There are 699 linear inequality constraints
 
 There are 20 variables bounded only from above 
 There are 2016 variables bounded from below and above 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SIERRA (2036)
sup norm of Ax: 1.000000e+05
walltime at start:     0.000001
normb: 5.000000e+03 normc: 4.775900e+04
nbrk: 857 fd: 1.129240e-02
nbrk: 633 fd: 3.367487e-06
nbrk: 676 fd: 9.841285e-07
nbrk: 695 fd: 1.755964e-08
nbrk: 717 fd: 1.050412e-10
nbrk: 726 fd: 7.718300e-13
nbrk: 716 fd: 6.701498e-16

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 1.074260330004177e-17    
Final f                               : 1.539436218363192e+07    

Iterations of gradient projection (GP): 8         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 15
Depth of multilevel partition tree ...... 2
Phase 1 iterations ...................... 10
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  89
    rows dropped in coordinate ascent ... 2
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 9
    nonzeros in final factor ............ 3460 99.5% sparse
    rows dropped from L ................. 84
    rows added to L ..................... 27
    rank 1 downdates to L ............... 111
    rank 1 updates to L ................. 738
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 43
        updowns [  2]: 36
        updowns [  3]: 17
        updowns [  4]: 16
        updowns [  5]: 6
        updowns [  6]: 12
        updowns [  7]: 5
        updowns [  8]: 7
        updowns [  9]: 3
        updowns [ 10]: 4
        updowns [ 11]: 1
        updowns [ 12]: 6
        updowns [ 13]: 1
        updowns [ 14]: 2
        updowns [ 15]: 4
        updowns [ 17]: 1
        updowns [ 18]: 1
        updowns [ 19]: 1
        updowns [ 21]: 1
        updowns [ 22]: 1
        updowns [ 23]: 1
        updowns [ 26]: 1
        updowns [ 29]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 72
        depth [ 1]: 253
        depth [ 2]: 319

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 3.931999e-03
Initialization (includes partition) ..... 4.179239e-03
Phase 1 ................................. 1.513004e-03
Coordinate ascent ....................... 5.793571e-05
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 1.409292e-02
DASA line search ........................ 4.262209e-03
Check error ............................. 1.327515e-03
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 5.774498e-04
Column modifications of Cholesky factor . 2.321482e-03
Cholesky factorization .................. 1.405239e-03
Partial Cholesky factorization .......... 1.276255e-03
Back solves ............................. 1.598835e-03
Forward solves .......................... 5.540848e-04

!!    SIERRA   2036    8    9     0    1.0742603e-17    1.5394362183631925e+07    0.021985
 Final f                         = 1.5394362e+07   
 Function value at final x       = 1.5394362183631932e+07   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SIPOW1M.SIF

 Problem name: SIPOW1M

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 2000 linear inequality constraints
 
 There are 2 free variables
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SIPOW1M (2)
sup norm of Ax: 9.999988e-01
walltime at start:     0.000001
normb: 1.000000e+00 normc: 3.125000e-02
nbrk: 0 fd: 5.493182e-04

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 1.122376673241932e-13    
Final f                               : -1.000001234001523e+00   

Iterations of gradient projection (GP): 3         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 12
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  0
    rows dropped in coordinate ascent ... 0
Gradient ascent iterations .............. 1
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 3
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 3
    nonzeros in final factor ............ 3 100.0% sparse
    rows dropped from L ................. 417
    rows added to L ..................... 0
    rank 1 downdates to L ............... 0
    rank 1 updates to L ................. 0
    Size breakdown of the updates ([size]: number of this size):
    No. of solves:   183

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.740456e-04
Initialization (includes partition) ..... 4.010201e-04
Phase 1 ................................. 2.958775e-04
Coordinate ascent ....................... 2.861023e-06
SSOR0 ................................... 4.053116e-06
SSOR1 ................................... 1.192093e-05
SpaRSA .................................. 0.000000e+00
DASA .................................... 7.667804e-02
DASA line search ........................ 4.799366e-04
Check error ............................. 7.390976e-05
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 5.543852e-02
Column modifications of Cholesky factor . 0.000000e+00
Cholesky factorization .................. 1.712203e-02
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 2.464771e-03
Forward solves .......................... 2.868176e-04

!!   SIPOW1M      2    3    3     0    1.1223767e-13   -1.0000012340015227e+00    0.077684
 Final f                         = -1.0000012e+00  
 Function value at final x       = -1.0000012340015227e+00  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SIPOW1.SIF

 Problem name: SIPOW1

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 2000 linear inequality constraints
 
 There are 2 free variables
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SIPOW1 (2)
sup norm of Ax: 1.000000e+00
walltime at start:     0.000001
normb: 1.000000e+00 normc: 3.125000e-02
nbrk: 0 fd: 5.493164e-04

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 5.014912096685095e-14    
Final f                               : -1.000000000000000e+00   

Iterations of gradient projection (GP): 3         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 12
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  0
    rows dropped in coordinate ascent ... 0
Gradient ascent iterations .............. 1
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 1
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 3
    nonzeros in final factor ............ 1 100.0% sparse
    rows dropped from L ................. 419
    rows added to L ..................... 0
    rank 1 downdates to L ............... 0
    rank 1 updates to L ................. 0
    Size breakdown of the updates ([size]: number of this size):
    No. of solves:   184

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.881123e-04
Initialization (includes partition) ..... 4.029274e-04
Phase 1 ................................. 3.020763e-04
Coordinate ascent ....................... 4.053116e-06
SSOR0 ................................... 5.006790e-06
SSOR1 ................................... 5.006790e-06
SpaRSA .................................. 0.000000e+00
DASA .................................... 7.702994e-02
DASA line search ........................ 5.044937e-04
Check error ............................. 8.106232e-05
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 5.579567e-02
Column modifications of Cholesky factor . 0.000000e+00
Cholesky factorization .................. 1.707506e-02
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 2.449036e-03
Forward solves .......................... 2.901554e-04

!!    SIPOW1      2    3    3     0    5.0149121e-14   -1.0000000000000000e+00    0.078051
 Final f                         = -1.0000000e+00  
 Function value at final x       = -1.0000000000000000e+00  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SIPOW2M.SIF

 Problem name: SIPOW2M

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 2000 linear inequality constraints
 
 There are 2 free variables
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SIPOW2M (2)
sup norm of Ax: 1.000000e+00
walltime at start:     0.000001
normb: 1.000000e+00 normc: 3.125000e-02
nbrk: 0 fd: 5.493236e-04

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 7.557977418615779e-14    
Final f                               : -1.000004935024355e+00   

Iterations of gradient projection (GP): 3         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 12
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  0
    rows dropped in coordinate ascent ... 0
Gradient ascent iterations .............. 1
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 3
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 3
    nonzeros in final factor ............ 3 100.0% sparse
    rows dropped from L ................. 208
    rows added to L ..................... 0
    rank 1 downdates to L ............... 0
    rank 1 updates to L ................. 0
    Size breakdown of the updates ([size]: number of this size):
    No. of solves:   111

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.878738e-04
Initialization (includes partition) ..... 3.750324e-04
Phase 1 ................................. 2.620220e-04
Coordinate ascent ....................... 4.053116e-06
SSOR0 ................................... 5.006790e-06
SSOR1 ................................... 1.287460e-05
SpaRSA .................................. 0.000000e+00
DASA .................................... 1.473308e-02
DASA line search ........................ 2.150536e-04
Check error ............................. 7.009506e-05
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 7.954121e-03
Column modifications of Cholesky factor . 0.000000e+00
Cholesky factorization .................. 5.483150e-03
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 5.352497e-04
Forward solves .......................... 7.987022e-05

!!   SIPOW2M      2    3    3     0    7.5579774e-14   -1.0000049350243545e+00    0.015643
 Final f                         = -1.0000049e+00  
 Function value at final x       = -1.0000049350243545e+00  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SIPOW2.SIF

 Problem name: SIPOW2

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 2000 linear inequality constraints
 
 There are 2 free variables
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SIPOW2 (2)
sup norm of Ax: 1.000000e+00
walltime at start:     0.000000
normb: 1.000000e+00 normc: 3.125000e-02
nbrk: 0 fd: 5.493164e-04

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 5.092194027539362e-14    
Final f                               : -1.000000000000000e+00   

Iterations of gradient projection (GP): 3         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 12
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  0
    rows dropped in coordinate ascent ... 0
Gradient ascent iterations .............. 1
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 1
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 3
    nonzeros in final factor ............ 1 100.0% sparse
    rows dropped from L ................. 210
    rows added to L ..................... 0
    rank 1 downdates to L ............... 0
    rank 1 updates to L ................. 0
    Size breakdown of the updates ([size]: number of this size):
    No. of solves:   112

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.800060e-04
Initialization (includes partition) ..... 3.621578e-04
Phase 1 ................................. 2.720356e-04
Coordinate ascent ....................... 4.053116e-06
SSOR0 ................................... 4.053116e-06
SSOR1 ................................... 5.006790e-06
SpaRSA .................................. 0.000000e+00
DASA .................................... 1.477194e-02
DASA line search ........................ 2.183914e-04
Check error ............................. 6.699562e-05
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 8.045435e-03
Column modifications of Cholesky factor . 0.000000e+00
Cholesky factorization .................. 5.452871e-03
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 5.314350e-04
Forward solves .......................... 7.915497e-05

!!    SIPOW2      2    3    3     0    5.0921940e-14   -1.0000000000000000e+00    0.015669
 Final f                         = -1.0000000e+00  
 Function value at final x       = -1.0000000000000000e+00  
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SIPOW3.SIF

 Problem name: SIPOW3

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 2000 linear inequality constraints
 
 There are 4 free variables
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SIPOW3 (4)
sup norm of Ax: 1.000000e+00
walltime at start:     0.000001
normb: 4.980000e-01 normc: 6.250000e-02
nbrk: 3 fd: 1.373119e+01
nbrk: 3 fd: 1.729632e-14
nbrk: 3 fd: 2.919327e-06

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 4.087701675412310e-15    
Final f                               : 5.346586469505030e-01    

Iterations of gradient projection (GP): 4         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 12
Coordinate ascent iterations ............ 7
    variables freed in coordinate ascent  0
    rows dropped in coordinate ascent ... 28
Gradient ascent iterations .............. 13
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 10
Preconditioned CG iterations ............ 41
    variables freed in CG ............... 0
    rows dropped in CG .................. 7
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 3
    nonzeros in final factor ............ 15 100.0% sparse
    rows dropped from L ................. 1528
    rows added to L ..................... 14
    rank 1 downdates to L ............... 0
    rank 1 updates to L ................. 0
    Size breakdown of the updates ([size]: number of this size):
    No. of solves:   123

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 2.779961e-04
Initialization (includes partition) ..... 5.140305e-04
Phase 1 ................................. 6.270409e-04
Coordinate ascent ....................... 1.525879e-05
SSOR0 ................................... 3.004074e-05
SSOR1 ................................... 1.108646e-04
SpaRSA .................................. 0.000000e+00
DASA .................................... 1.641151e+00
DASA line search ........................ 4.568100e-04
Check error ............................. 3.302097e-04
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 1.593368e+00
Column modifications of Cholesky factor . 0.000000e+00
Cholesky factorization .................. 4.132080e-02
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 4.370451e-03
Forward solves .......................... 5.881786e-04

!!    SIPOW3      4    4    3     0    4.0877017e-15    5.3465864695050302e-01    1.642868
 Final f                         = 5.3465865e-01   
 Function value at final x       = 5.3465864695050302e-01   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   SIPOW4.SIF

 Problem name: SIPOW4

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 2000 linear inequality constraints
 
 There are 4 free variables
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: SIPOW4 (4)
sup norm of Ax: 1.207107e+00
walltime at start:     0.000000
normb: 5.000000e-01 normc: 6.250000e-02
nbrk: 2 fd: 2.211301e+00
nbrk: 0 fd: 7.971654e-09
nbrk: 2 fd: 8.813002e-08

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 1.343085245440554e-14    
Final f                               : 2.723619987436328e-01    

Iterations of gradient projection (GP): 4         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1
Depth of multilevel partition tree ...... 0
Phase 1 iterations ...................... 12
Coordinate ascent iterations ............ 9
    variables freed in coordinate ascent  0
    rows dropped in coordinate ascent ... 1676
Gradient ascent iterations .............. 23
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 31
Preconditioned CG iterations ............ 28
    variables freed in CG ............... 0
    rows dropped in CG .................. 134
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 3
    nonzeros in final factor ............ 10 100.0% sparse
    rows dropped from L ................. 1555
    rows added to L ..................... 739
    rank 1 downdates to L ............... 0
    rank 1 updates to L ................. 0
    Size breakdown of the updates ([size]: number of this size):
    No. of solves:   552

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 2.582073e-04
Initialization (includes partition) ..... 5.269051e-04
Phase 1 ................................. 7.700920e-04
Coordinate ascent ....................... 1.037121e-04
SSOR0 ................................... 1.718998e-04
SSOR1 ................................... 3.995895e-04
SpaRSA .................................. 0.000000e+00
DASA .................................... 5.233197e-01
DASA line search ........................ 1.490831e-03
Check error ............................. 4.937649e-04
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 4.978392e-01
Column modifications of Cholesky factor . 0.000000e+00
Cholesky factorization .................. 1.166010e-02
Partial Cholesky factorization .......... 0.000000e+00
Back solves ............................. 8.429050e-03
Forward solves .......................... 2.233982e-04

!!    SIPOW4      4    4    3     0    1.3430852e-14    2.7236199874363276e-01    0.525273
 Final f                         = 2.7236200e-01   
 Function value at final x       = 2.7236199874363276e-01   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   CRE-A.SIF

 Problem name: CRE-A

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 335 linear equality constraints
 There are 3181 linear inequality constraints
 
 There are 4067 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: CRE-A (4067)
sup norm of Ax: 7.100000e+01
walltime at start:     0.000001
normb: 1.111500e+03 normc: 2.224338e+04
nbrk: 1798 fd: 1.503337e-01
nbrk: 1964 fd: 9.605853e-06
nbrk: 1872 fd: 4.913379e-05
nbrk: 1608 fd: 4.582027e-06
nbrk: 1776 fd: 2.336609e-07
nbrk: 1921 fd: 3.454039e-10
nbrk: 1973 fd: 2.106824e-13
nbrk: 1812 fd: 5.317391e-17
nbrk: 1594 fd: 7.128278e-16
nbrk: 1616 fd: 1.018944e-20

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 2.966219160530605e-10    
Final f                               : 2.359540706097218e+07    

Iterations of gradient projection (GP): 11        
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 286
Depth of multilevel partition tree ...... 4
Phase 1 iterations ...................... 15
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  612
    rows dropped in coordinate ascent ... 6
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 26
    nonzeros in final factor ............ 8698 99.9% sparse
    rows dropped from L ................. 1692
    rows added to L ..................... 157
    rank 1 downdates to L ............... 176
    rank 1 updates to L ................. 4805
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 169
        updowns [  2]: 108
        updowns [  3]: 73
        updowns [  4]: 46
        updowns [  5]: 40
        updowns [  6]: 28
        updowns [  7]: 20
        updowns [  8]: 20
        updowns [  9]: 18
        updowns [ 10]: 14
        updowns [ 11]: 16
        updowns [ 12]: 9
        updowns [ 13]: 6
        updowns [ 14]: 6
        updowns [ 15]: 7
        updowns [ 16]: 8
        updowns [ 17]: 10
        updowns [ 18]: 3
        updowns [ 19]: 7
        updowns [ 20]: 9
        updowns [ 21]: 3
        updowns [ 22]: 4
        updowns [ 24]: 5
        updowns [ 28]: 1
        updowns [ 29]: 1
        updowns [ 30]: 3
        updowns [ 32]: 1
        updowns [ 33]: 2
        updowns [ 34]: 1
        updowns [ 36]: 2
        updowns [ 37]: 1
        updowns [ 38]: 2
        updowns [ 39]: 2
        updowns [ 43]: 3
        updowns [ 44]: 1
        updowns [ 46]: 1
        updowns [ 47]: 1
        updowns [ 49]: 1
        updowns [ 54]: 1
        updowns [ 60]: 1
        updowns [ 62]: 1
        updowns [ 63]: 1
        updowns [ 68]: 1
        updowns [ 69]: 2
        updowns [102]: 1
        updowns [104]: 1
        updowns [110]: 1
        updowns [118]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 154
        depth [ 1]: 5557
        depth [ 2]: 3997
        depth [ 3]: 7757
        depth [ 4]: 4049

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.597691e-02
Initialization (includes partition) ..... 1.645184e-02
Phase 1 ................................. 5.942106e-03
Coordinate ascent ....................... 1.759529e-04
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 1.836064e-01
DASA line search ........................ 6.613493e-02
Check error ............................. 9.439707e-03
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 1.011729e-02
Column modifications of Cholesky factor . 1.393342e-02
Cholesky factorization .................. 1.163936e-02
Partial Cholesky factorization .......... 1.167393e-02
Back solves ............................. 3.211331e-02
Forward solves .......................... 4.935980e-03

!!     CRE-A   4067   11   26     0    2.9662192e-10    2.3595407060972176e+07    0.216262
 Final f                         = 2.3595407e+07   
 Function value at final x       = 2.3595407060972176e+07   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   CRE-B.SIF

 Problem name: CRE-B

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 4958 linear equality constraints
 There are 4690 linear inequality constraints
 
 There are 72447 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: CRE-B (72447)
sup norm of Ax: 7.100000e+01
walltime at start:     0.000001
normb: 1.111500e+03 normc: 2.224338e+04
nbrk: 48532 fd: 9.275643e-02
nbrk: 41088 fd: 5.469696e-06
nbrk: 41994 fd: 2.941908e-05
nbrk: 42781 fd: 1.394694e-05
nbrk: 37874 fd: 8.044997e-07
nbrk: 41717 fd: 1.128820e-09
nbrk: 32822 fd: 6.348791e-14
nbrk: 31610 fd: 1.373233e-16
nbrk: 31123 fd: 1.371278e-15
nbrk: 26823 fd: 2.642475e-25
nbrk: 28251 fd: 3.563380e-23
nbrk: 32236 fd: 2.517478e-22

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 1.159203935684141e-09    
Final f                               : 2.312963989613998e+07    

Iterations of gradient projection (GP): 13        
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 2409
Depth of multilevel partition tree ...... 1
Phase 1 iterations ...................... 21
Coordinate ascent iterations ............ 74
    variables freed in coordinate ascent  54739
    rows dropped in coordinate ascent ... 2795
Gradient ascent iterations .............. 733
    variables freed in gradient ascent .. 40855
    rows dropped in gradient ascent ..... 6632
Preconditioned CG iterations ............ 126
    variables freed in CG ............... 8586
    rows dropped in CG .................. 1105
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 70
    nonzeros in final factor ............ 138178 99.7% sparse
    rows dropped from L ................. 9558
    rows added to L ..................... 95
    rank 1 downdates to L ............... 217
    rank 1 updates to L ................. 38274
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 98
        updowns [  2]: 45
        updowns [  3]: 14
        updowns [  4]: 21
        updowns [  5]: 15
        updowns [  6]: 18
        updowns [  7]: 20
        updowns [  8]: 16
        updowns [  9]: 8
        updowns [ 10]: 13
        updowns [ 11]: 12
        updowns [ 12]: 16
        updowns [ 13]: 10
        updowns [ 14]: 11
        updowns [ 15]: 10
        updowns [ 16]: 9
        updowns [ 17]: 12
        updowns [ 18]: 14
        updowns [ 19]: 4
        updowns [ 20]: 6
        updowns [ 21]: 1
        updowns [ 22]: 7
        updowns [ 23]: 5
        updowns [ 24]: 2
        updowns [ 25]: 8
        updowns [ 26]: 3
        updowns [ 27]: 5
        updowns [ 28]: 3
        updowns [ 29]: 3
        updowns [ 30]: 5
        updowns [ 31]: 4
        updowns [ 32]: 8
        updowns [ 33]: 9
        updowns [ 34]: 1
        updowns [ 35]: 6
        updowns [ 36]: 3
        updowns [ 37]: 6
        updowns [ 38]: 1
        updowns [ 39]: 3
        updowns [ 40]: 1
        updowns [ 41]: 6
        updowns [ 42]: 1
        updowns [ 43]: 1
        updowns [ 44]: 1
        updowns [ 45]: 2
        updowns [ 46]: 5
        updowns [ 47]: 4
        updowns [ 48]: 2
        updowns [ 49]: 5
        updowns [ 50]: 3
        updowns [ 51]: 4
        updowns [ 52]: 3
        updowns [ 53]: 2
        updowns [ 54]: 2
        updowns [ 55]: 3
        updowns [ 56]: 4
        updowns [ 57]: 3
        updowns [ 58]: 1
        updowns [ 60]: 2
        updowns [ 61]: 3
        updowns [ 63]: 1
        updowns [ 65]: 3
        updowns [ 66]: 2
        updowns [ 67]: 4
        updowns [ 69]: 1
        updowns [ 70]: 1
        updowns [ 72]: 1
        updowns [ 74]: 2
        updowns [ 75]: 2
        updowns [ 77]: 1
        updowns [ 80]: 1
        updowns [ 82]: 2
        updowns [ 83]: 2
        updowns [ 84]: 1
        updowns [ 86]: 3
        updowns [ 87]: 1
        updowns [ 88]: 2
        updowns [ 89]: 2
        updowns [ 90]: 3
        updowns [ 91]: 3
        updowns [ 92]: 3
        updowns [ 95]: 1
        updowns [ 96]: 2
        updowns [ 98]: 2
        updowns [ 99]: 1
        updowns [100]: 3
        updowns [101]: 1
        updowns [102]: 3
        updowns [104]: 2
        updowns [105]: 1
        updowns [106]: 3
        updowns [107]: 2
        updowns [108]: 3
        updowns [109]: 1
        updowns [110]: 1
        updowns [111]: 1
        updowns [113]: 2
        updowns [115]: 1
        updowns [116]: 1
        updowns [119]: 1
        updowns [121]: 1
        updowns [122]: 1
        updowns [123]: 1
        updowns [126]: 1
        updowns [127]: 2
        updowns [128]: 1
        updowns [129]: 2
        updowns [134]: 3
        updowns [135]: 1
        updowns [142]: 1
        updowns [148]: 1
        updowns [152]: 1
        updowns [155]: 1
        updowns [159]: 1
        updowns [160]: 1
        updowns [161]: 2
        updowns [162]: 2
        updowns [164]: 2
        updowns [166]: 1
        updowns [177]: 1
        updowns [179]: 2
        updowns [180]: 1
        updowns [185]: 1
        updowns [186]: 1
        updowns [191]: 1
        updowns [192]: 3
        updowns [199]: 1
        updowns [210]: 1
        updowns [212]: 1
        updowns [217]: 1
        updowns [219]: 1
        updowns [220]: 1
        updowns [232]: 2
        updowns [236]: 1
        updowns [238]: 1
        updowns [250]: 1
        updowns [255]: 1
        updowns [260]: 1
        updowns [264]: 1
        updowns [265]: 1
        updowns [274]: 1
        updowns [279]: 1
        updowns [302]: 1
        updowns [317]: 1
        updowns [318]: 1
        updowns [344]: 1
        updowns [345]: 1
        updowns [347]: 2
        updowns [353]: 1
        updowns [367]: 1
        updowns [371]: 1
        updowns [373]: 2
        updowns [420]: 1
        updowns [426]: 1
        updowns [447]: 1
        updowns [455]: 1
        updowns [481]: 1
        updowns [489]: 1
        updowns [505]: 1
        updowns [513]: 1
        updowns [516]: 1
        updowns [554]: 1
        updowns [619]: 1
        updowns [649]: 1
        updowns [651]: 1
        updowns [>=807]: 3
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 78
        depth [ 1]: 455146

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.715629e-01
Initialization (includes partition) ..... 1.783488e-01
Phase 1 ................................. 7.749701e-02
Coordinate ascent ....................... 8.202720e-02
SSOR0 ................................... 7.200859e-01
SSOR1 ................................... 8.154655e-02
SpaRSA .................................. 0.000000e+00
DASA .................................... 1.046412e+01
DASA line search ........................ 8.728604e-01
Check error ............................. 9.665227e-02
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 2.114172e+00
Column modifications of Cholesky factor . 2.856623e+00
Cholesky factorization .................. 2.679717e+00
Partial Cholesky factorization .......... 9.846687e-05
Back solves ............................. 3.927333e-01
Forward solves .......................... 1.605248e-02

!!     CRE-B  72447   13   70     0    1.1592039e-09    2.3129639896139979e+07   10.833907
 Final f                         = 2.3129640e+07   
 Function value at final x       = 2.3129639896139916e+07   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   CRE-C.SIF

 Problem name: CRE-C

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 335 linear equality constraints
 There are 2733 linear inequality constraints
 
 There are 3678 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: CRE-C (3678)
sup norm of Ax: 7.100000e+01
walltime at start:     0.000001
normb: 1.079500e+03 normc: 2.224338e+04
nbrk: 2965 fd: 6.260157e-01
nbrk: 1919 fd: 7.255503e-07
nbrk: 1797 fd: 1.956821e-06
nbrk: 1223 fd: 2.899726e-06
nbrk: 1976 fd: 2.378396e-09
nbrk: 1547 fd: 1.905399e-11
nbrk: 1721 fd: 2.118927e-12
nbrk: 1875 fd: 3.878344e-15

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 6.995301941455572e-10    
Final f                               : 2.527511614111417e+07    

Iterations of gradient projection (GP): 9         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 202
Depth of multilevel partition tree ...... 3
Phase 1 iterations ...................... 14
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  506
    rows dropped in coordinate ascent ... 9
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 30
    nonzeros in final factor ............ 10283 99.8% sparse
    rows dropped from L ................. 1844
    rows added to L ..................... 64
    rank 1 downdates to L ............... 134
    rank 1 updates to L ................. 5704
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 190
        updowns [  2]: 100
        updowns [  3]: 69
        updowns [  4]: 48
        updowns [  5]: 42
        updowns [  6]: 32
        updowns [  7]: 27
        updowns [  8]: 16
        updowns [  9]: 15
        updowns [ 10]: 18
        updowns [ 11]: 16
        updowns [ 12]: 12
        updowns [ 13]: 9
        updowns [ 14]: 6
        updowns [ 15]: 9
        updowns [ 16]: 5
        updowns [ 17]: 4
        updowns [ 19]: 7
        updowns [ 20]: 3
        updowns [ 21]: 4
        updowns [ 22]: 4
        updowns [ 23]: 4
        updowns [ 24]: 2
        updowns [ 25]: 4
        updowns [ 26]: 3
        updowns [ 27]: 2
        updowns [ 28]: 1
        updowns [ 29]: 2
        updowns [ 30]: 1
        updowns [ 31]: 2
        updowns [ 32]: 2
        updowns [ 33]: 4
        updowns [ 34]: 4
        updowns [ 35]: 1
        updowns [ 38]: 1
        updowns [ 40]: 4
        updowns [ 41]: 1
        updowns [ 46]: 1
        updowns [ 48]: 1
        updowns [ 50]: 2
        updowns [ 51]: 3
        updowns [ 54]: 1
        updowns [ 55]: 1
        updowns [ 59]: 1
        updowns [ 67]: 1
        updowns [ 70]: 1
        updowns [ 83]: 1
        updowns [ 84]: 1
        updowns [ 86]: 1
        updowns [ 88]: 1
        updowns [ 94]: 1
        updowns [102]: 1
        updowns [107]: 1
        updowns [116]: 1
        updowns [130]: 1
        updowns [148]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 225
        depth [ 1]: 3860
        depth [ 2]: 6172
        depth [ 3]: 2892

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.310110e-02
Initialization (includes partition) ..... 1.352096e-02
Phase 1 ................................. 5.069017e-03
Coordinate ascent ....................... 1.609325e-04
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 1.620386e-01
DASA line search ........................ 5.767775e-02
Check error ............................. 8.994818e-03
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 1.005507e-02
Column modifications of Cholesky factor . 1.510024e-02
Cholesky factorization .................. 1.358247e-02
Partial Cholesky factorization .......... 1.220751e-02
Back solves ............................. 2.711892e-02
Forward solves .......................... 3.900766e-03

!!     CRE-C   3678    9   30     0    6.9953019e-10    2.5275116141114168e+07    0.189459
 Final f                         = 2.5275116e+07   
 Function value at final x       = 2.5275116141114149e+07   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   CRE-D.SIF

 Problem name: CRE-D

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 4958 linear equality constraints
 There are 3968 linear inequality constraints
 
 There are 69980 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: CRE-D (69980)
sup norm of Ax: 7.100000e+01
walltime at start:     0.000000
normb: 1.079500e+03 normc: 2.224338e+04
nbrk: 40789 fd: 2.017981e-01
nbrk: 36956 fd: 2.348618e-06
nbrk: 35909 fd: 7.715529e-05
nbrk: 46669 fd: 9.923852e-06
nbrk: 34921 fd: 3.687757e-08
nbrk: 36657 fd: 3.642564e-12
nbrk: 32010 fd: 7.409874e-13
nbrk: 20154 fd: 3.499119e-16
nbrk: 26309 fd: 5.555171e-16

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 1.504451572841600e-09    
Final f                               : 2.445496978044158e+07    

Iterations of gradient projection (GP): 10        
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 2451
Depth of multilevel partition tree ...... 1
Phase 1 iterations ...................... 20
Coordinate ascent iterations ............ 76
    variables freed in coordinate ascent  49924
    rows dropped in coordinate ascent ... 3274
Gradient ascent iterations .............. 623
    variables freed in gradient ascent .. 24778
    rows dropped in gradient ascent ..... 3080
Preconditioned CG iterations ............ 102
    variables freed in CG ............... 3533
    rows dropped in CG .................. 492
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 71
    nonzeros in final factor ............ 142631 99.6% sparse
    rows dropped from L ................. 10083
    rows added to L ..................... 31
    rank 1 downdates to L ............... 260
    rank 1 updates to L ................. 53327
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 90
        updowns [  2]: 37
        updowns [  3]: 25
        updowns [  4]: 19
        updowns [  5]: 12
        updowns [  6]: 20
        updowns [  7]: 19
        updowns [  8]: 10
        updowns [  9]: 9
        updowns [ 10]: 14
        updowns [ 11]: 11
        updowns [ 12]: 12
        updowns [ 13]: 12
        updowns [ 14]: 14
        updowns [ 15]: 10
        updowns [ 16]: 6
        updowns [ 17]: 8
        updowns [ 18]: 13
        updowns [ 19]: 11
        updowns [ 20]: 7
        updowns [ 21]: 8
        updowns [ 22]: 8
        updowns [ 23]: 9
        updowns [ 24]: 2
        updowns [ 25]: 4
        updowns [ 26]: 6
        updowns [ 27]: 2
        updowns [ 28]: 10
        updowns [ 29]: 8
        updowns [ 30]: 7
        updowns [ 31]: 7
        updowns [ 32]: 4
        updowns [ 33]: 5
        updowns [ 34]: 4
        updowns [ 35]: 2
        updowns [ 36]: 7
        updowns [ 37]: 4
        updowns [ 38]: 2
        updowns [ 39]: 5
        updowns [ 40]: 3
        updowns [ 41]: 6
        updowns [ 42]: 3
        updowns [ 43]: 3
        updowns [ 44]: 4
        updowns [ 45]: 3
        updowns [ 46]: 3
        updowns [ 47]: 6
        updowns [ 48]: 5
        updowns [ 49]: 3
        updowns [ 51]: 4
        updowns [ 52]: 1
        updowns [ 53]: 1
        updowns [ 54]: 2
        updowns [ 55]: 3
        updowns [ 56]: 3
        updowns [ 57]: 1
        updowns [ 58]: 2
        updowns [ 59]: 3
        updowns [ 60]: 3
        updowns [ 61]: 1
        updowns [ 62]: 3
        updowns [ 63]: 2
        updowns [ 64]: 3
        updowns [ 65]: 2
        updowns [ 66]: 2
        updowns [ 68]: 5
        updowns [ 70]: 1
        updowns [ 72]: 1
        updowns [ 73]: 1
        updowns [ 74]: 2
        updowns [ 77]: 2
        updowns [ 78]: 1
        updowns [ 79]: 2
        updowns [ 80]: 4
        updowns [ 81]: 4
        updowns [ 82]: 2
        updowns [ 83]: 1
        updowns [ 86]: 1
        updowns [ 87]: 2
        updowns [ 88]: 2
        updowns [ 89]: 2
        updowns [ 90]: 2
        updowns [ 92]: 2
        updowns [ 93]: 1
        updowns [ 98]: 5
        updowns [102]: 2
        updowns [103]: 1
        updowns [104]: 3
        updowns [107]: 1
        updowns [108]: 2
        updowns [109]: 2
        updowns [111]: 3
        updowns [112]: 1
        updowns [113]: 4
        updowns [115]: 2
        updowns [116]: 3
        updowns [117]: 3
        updowns [118]: 3
        updowns [120]: 3
        updowns [121]: 4
        updowns [123]: 1
        updowns [124]: 1
        updowns [125]: 1
        updowns [126]: 1
        updowns [133]: 1
        updowns [134]: 1
        updowns [135]: 1
        updowns [140]: 1
        updowns [142]: 1
        updowns [143]: 1
        updowns [145]: 1
        updowns [146]: 2
        updowns [151]: 2
        updowns [152]: 1
        updowns [154]: 1
        updowns [156]: 3
        updowns [159]: 1
        updowns [164]: 1
        updowns [166]: 2
        updowns [168]: 1
        updowns [172]: 1
        updowns [175]: 1
        updowns [177]: 1
        updowns [179]: 1
        updowns [180]: 1
        updowns [181]: 1
        updowns [184]: 1
        updowns [185]: 1
        updowns [187]: 1
        updowns [193]: 1
        updowns [194]: 1
        updowns [197]: 2
        updowns [200]: 1
        updowns [205]: 1
        updowns [207]: 1
        updowns [210]: 1
        updowns [217]: 1
        updowns [227]: 1
        updowns [232]: 1
        updowns [235]: 1
        updowns [236]: 1
        updowns [241]: 2
        updowns [244]: 2
        updowns [245]: 1
        updowns [246]: 1
        updowns [250]: 1
        updowns [255]: 1
        updowns [258]: 1
        updowns [259]: 1
        updowns [263]: 1
        updowns [266]: 1
        updowns [267]: 1
        updowns [268]: 1
        updowns [271]: 1
        updowns [274]: 1
        updowns [282]: 2
        updowns [285]: 1
        updowns [290]: 1
        updowns [293]: 1
        updowns [296]: 1
        updowns [299]: 1
        updowns [301]: 1
        updowns [310]: 1
        updowns [317]: 1
        updowns [321]: 1
        updowns [334]: 1
        updowns [337]: 1
        updowns [358]: 1
        updowns [360]: 1
        updowns [368]: 1
        updowns [378]: 4
        updowns [380]: 1
        updowns [386]: 1
        updowns [388]: 1
        updowns [408]: 1
        updowns [411]: 1
        updowns [426]: 1
        updowns [430]: 1
        updowns [451]: 1
        updowns [453]: 1
        updowns [459]: 1
        updowns [462]: 1
        updowns [474]: 1
        updowns [485]: 1
        updowns [493]: 1
        updowns [507]: 1
        updowns [529]: 1
        updowns [552]: 1
        updowns [560]: 1
        updowns [563]: 1
        updowns [577]: 1
        updowns [614]: 1
        updowns [643]: 1
        updowns [693]: 1
        updowns [698]: 1
        updowns [>=793]: 6
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 76
        depth [ 1]: 394572

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.701200e-01
Initialization (includes partition) ..... 1.764259e-01
Phase 1 ................................. 7.281899e-02
Coordinate ascent ....................... 7.887530e-02
SSOR0 ................................... 5.788097e-01
SSOR1 ................................... 6.101537e-02
SpaRSA .................................. 0.000000e+00
DASA .................................... 1.027638e+01
DASA line search ........................ 8.506768e-01
Check error ............................. 9.167385e-02
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 1.916287e+00
Column modifications of Cholesky factor . 3.255183e+00
Cholesky factorization .................. 2.601103e+00
Partial Cholesky factorization .......... 9.465218e-05
Back solves ............................. 3.558257e-01
Forward solves .......................... 1.464009e-02

!!     CRE-D  69980   10   71     0    1.5044516e-09    2.4454969780441578e+07   10.619605
 Final f                         = 2.4454970e+07   
 Function value at final x       = 2.4454969780441150e+07   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   OSA-07.SIF

 Problem name: OSA-07

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 1118 linear inequality constraints
 
 There are 23949 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: OSA-07 (23949)
sup norm of Ax: 1.307460e+01
walltime at start:     0.000001
normb: 2.610720e+03 normc: 1.265843e+03
nbrk: 332 fd: 1.808027e-06
nbrk: 10053 fd: 1.071872e-25
nbrk: 9353 fd: -3.270929e-26
nbrk: 6973 fd: 3.020218e-34
nbrk: 10011 fd: 3.290743e-13
nbrk: 8629 fd: 1.252159e-14

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 2.793853476772260e-17    
Final f                               : 5.357225172993512e+05    

Iterations of gradient projection (GP): 7         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 970
Depth of multilevel partition tree ...... 2
Phase 1 iterations ...................... 10
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  13
    rows dropped in coordinate ascent ... 1
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 4
    nonzeros in final factor ............ 790 99.9% sparse
    rows dropped from L ................. 18
    rows added to L ..................... 219
    rank 1 downdates to L ............... 489
    rank 1 updates to L ................. 980
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 26
        updowns [  2]: 17
        updowns [  3]: 9
        updowns [  4]: 11
        updowns [  5]: 10
        updowns [  6]: 5
        updowns [  7]: 5
        updowns [  9]: 3
        updowns [ 10]: 1
        updowns [ 11]: 3
        updowns [ 12]: 1
        updowns [ 13]: 3
        updowns [ 14]: 2
        updowns [ 15]: 1
        updowns [ 16]: 1
        updowns [ 18]: 1
        updowns [ 21]: 1
        updowns [ 24]: 1
        updowns [ 28]: 2
        updowns [ 29]: 3
        updowns [ 30]: 1
        updowns [ 31]: 3
        updowns [ 32]: 2
        updowns [ 35]: 2
        updowns [ 36]: 4
        updowns [ 39]: 2
        updowns [ 41]: 2
        updowns [ 44]: 1
        updowns [ 49]: 1
        updowns [ 53]: 1
        updowns [ 63]: 1
        updowns [ 67]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 70
        depth [ 1]: 132
        depth [ 2]: 7673

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.047802e-02
Initialization (includes partition) ..... 1.485777e-02
Phase 1 ................................. 6.129980e-03
Coordinate ascent ....................... 1.809597e-04
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 4.251003e-02
DASA line search ........................ 2.222776e-02
Check error ............................. 3.913403e-03
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 4.975796e-04
Column modifications of Cholesky factor . 6.308556e-04
Cholesky factorization .................. 2.369881e-04
Partial Cholesky factorization .......... 6.580353e-05
Back solves ............................. 5.150795e-03
Forward solves .......................... 3.108978e-04

!!    OSA-07  23949    7    4     0    2.7938535e-17    5.3572251729935117e+05    0.075696
 Final f                         = 5.3572252e+05   
 Function value at final x       = 5.3572251729935105e+05   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   OSA-14.SIF

 Problem name: OSA-14

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 2337 linear inequality constraints
 
 There are 52460 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: OSA-14 (52460)
sup norm of Ax: 1.307460e+01
walltime at start:     0.000001
normb: 5.221440e+03 normc: 1.265843e+03
nbrk: 777 fd: 9.517488e-07
nbrk: 10834 fd: 7.350583e-20
nbrk: 22282 fd: 2.186959e-24
nbrk: 20083 fd: -1.687060e-28
nbrk: 5672 fd: 8.013816e-13

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 1.870918607080953e-09    
Final f                               : 1.106462844866577e+06    

Iterations of gradient projection (GP): 6         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 1268
Depth of multilevel partition tree ...... 2
Phase 1 iterations ...................... 13
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  26
    rows dropped in coordinate ascent ... 2
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 4
    nonzeros in final factor ............ 2341 99.9% sparse
    rows dropped from L ................. 38
    rows added to L ..................... 628
    rank 1 downdates to L ............... 876
    rank 1 updates to L ................. 2018
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 37
        updowns [  2]: 20
        updowns [  3]: 11
        updowns [  4]: 6
        updowns [  5]: 7
        updowns [  6]: 3
        updowns [  7]: 1
        updowns [  8]: 2
        updowns [  9]: 6
        updowns [ 10]: 1
        updowns [ 11]: 4
        updowns [ 12]: 1
        updowns [ 13]: 3
        updowns [ 14]: 3
        updowns [ 15]: 4
        updowns [ 16]: 3
        updowns [ 20]: 2
        updowns [ 24]: 1
        updowns [ 25]: 2
        updowns [ 29]: 1
        updowns [ 31]: 1
        updowns [ 32]: 1
        updowns [ 34]: 3
        updowns [ 35]: 2
        updowns [ 37]: 1
        updowns [ 38]: 1
        updowns [ 39]: 1
        updowns [ 40]: 1
        updowns [ 43]: 1
        updowns [ 44]: 1
        updowns [ 46]: 1
        updowns [ 47]: 1
        updowns [ 51]: 1
        updowns [ 54]: 1
        updowns [ 55]: 1
        updowns [ 57]: 2
        updowns [ 63]: 1
        updowns [ 71]: 1
        updowns [ 76]: 1
        updowns [ 80]: 1
        updowns [ 84]: 1
        updowns [ 90]: 4
        updowns [ 97]: 1
        updowns [115]: 1
        updowns [126]: 1
        updowns [141]: 1
        updowns [176]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 109
        depth [ 1]: 137
        depth [ 2]: 4287

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.715493e-02
Initialization (includes partition) ..... 2.725792e-02
Phase 1 ................................. 2.182508e-02
Coordinate ascent ....................... 1.257896e-03
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 8.433723e-02
DASA line search ........................ 6.070542e-02
Check error ............................. 1.060128e-02
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 8.807182e-04
Column modifications of Cholesky factor . 1.156569e-03
Cholesky factorization .................. 5.412102e-04
Partial Cholesky factorization .......... 1.409054e-04
Back solves ............................. 4.015684e-03
Forward solves .......................... 8.647442e-04

!!    OSA-14  52460    6    4     0    1.8709186e-09    1.1064628448665768e+06    0.158774
 Final f                         = 1.1064628e+06   
 Function value at final x       = 1.1064628448665780e+06   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   OSA-30.SIF

 Problem name: OSA-30

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 4350 linear inequality constraints
 
 There are 100024 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: OSA-30 (100024)
sup norm of Ax: 1.319030e+01
walltime at start:     0.000001
normb: 1.118880e+04 normc: 1.265843e+03
nbrk: 3118 fd: 2.746223e-05
nbrk: 18445 fd: 5.623126e-20
nbrk: 41761 fd: 7.091778e-22
nbrk: 35573 fd: 2.584082e-24
nbrk: 43011 fd: 1.596688e-31
nbrk: 34577 fd: 6.200293e-11
nbrk: 35943 fd: 4.745587e-14

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 1.542709501183589e-09    
Final f                               : 2.142139873733854e+06    

Iterations of gradient projection (GP): 8         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 3769
Depth of multilevel partition tree ...... 3
Phase 1 iterations ...................... 16
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  174
    rows dropped in coordinate ascent ... 0
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 6
    nonzeros in final factor ............ 4564 100.0% sparse
    rows dropped from L ................. 182
    rows added to L ..................... 733
    rank 1 downdates to L ............... 1553
    rank 1 updates to L ................. 4801
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 47
        updowns [  2]: 31
        updowns [  3]: 14
        updowns [  4]: 6
        updowns [  5]: 8
        updowns [  6]: 6
        updowns [  7]: 6
        updowns [  8]: 3
        updowns [  9]: 2
        updowns [ 10]: 2
        updowns [ 11]: 5
        updowns [ 12]: 1
        updowns [ 13]: 3
        updowns [ 14]: 1
        updowns [ 17]: 1
        updowns [ 18]: 1
        updowns [ 20]: 1
        updowns [ 21]: 1
        updowns [ 22]: 1
        updowns [ 23]: 2
        updowns [ 24]: 2
        updowns [ 25]: 5
        updowns [ 26]: 1
        updowns [ 28]: 1
        updowns [ 32]: 2
        updowns [ 33]: 1
        updowns [ 35]: 2
        updowns [ 39]: 1
        updowns [ 40]: 2
        updowns [ 41]: 1
        updowns [ 42]: 1
        updowns [ 45]: 1
        updowns [ 50]: 1
        updowns [ 51]: 1
        updowns [ 55]: 1
        updowns [ 57]: 1
        updowns [ 58]: 1
        updowns [ 59]: 1
        updowns [ 63]: 1
        updowns [ 65]: 1
        updowns [ 75]: 2
        updowns [ 78]: 1
        updowns [ 83]: 1
        updowns [ 84]: 1
        updowns [ 94]: 1
        updowns [102]: 1
        updowns [103]: 1
        updowns [104]: 1
        updowns [120]: 1
        updowns [126]: 1
        updowns [145]: 1
        updowns [167]: 1
        updowns [173]: 1
        updowns [200]: 1
        updowns [201]: 1
        updowns [273]: 1
        updowns [297]: 1
        updowns [303]: 1
        updowns [309]: 1
        updowns [323]: 1
        updowns [337]: 1
        updowns [376]: 1
        updowns [488]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 82
        depth [ 1]: 134
        depth [ 2]: 22608
        depth [ 3]: 21505

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 3.057408e-02
Initialization (includes partition) ..... 4.916453e-02
Phase 1 ................................. 4.915500e-02
Coordinate ascent ....................... 9.050369e-04
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 2.385292e-01
DASA line search ........................ 1.265378e-01
Check error ............................. 2.037406e-02
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 1.717567e-03
Column modifications of Cholesky factor . 2.068043e-03
Cholesky factorization .................. 1.405239e-03
Partial Cholesky factorization .......... 6.766319e-04
Back solves ............................. 2.940917e-02
Forward solves .......................... 1.735687e-03

!!    OSA-30 100024    8    6     0    1.5427095e-09    2.1421398737338544e+06    0.397746
 Final f                         = 2.1421399e+06   
 Function value at final x       = 2.1421398737338390e+06   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   OSA-60.SIF

 Problem name: OSA-60

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 10280 linear inequality constraints
 
 There are 232966 variables bounded only from below 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: OSA-60 (232966)
sup norm of Ax: 1.320640e+01
walltime at start:     0.000001
normb: 2.237760e+04 normc: 1.264919e+03
nbrk: 5737 fd: 1.302829e-05
nbrk: 47670 fd: 2.284249e-20
nbrk: 46148 fd: 2.521515e-21
nbrk: 27889 fd: 2.095005e-26
nbrk: 81539 fd: 8.777041e-12
nbrk: 20960 fd: 8.853995e-12
nbrk: 23478 fd: 2.863618e-14

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 2.050221499268086e-09    
Final f                               : 4.044072505324473e+06    

Iterations of gradient projection (GP): 8         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 10068
Depth of multilevel partition tree ...... 3
Phase 1 iterations ...................... 21
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  153
    rows dropped in coordinate ascent ... 0
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 6
    nonzeros in final factor ............ 8804 100.0% sparse
    rows dropped from L ................. 274
    rows added to L ..................... 1515
    rank 1 downdates to L ............... 2985
    rank 1 updates to L ................. 8042
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 42
        updowns [  2]: 37
        updowns [  3]: 11
        updowns [  4]: 12
        updowns [  5]: 10
        updowns [  6]: 2
        updowns [  7]: 4
        updowns [  8]: 3
        updowns [  9]: 5
        updowns [ 10]: 4
        updowns [ 11]: 1
        updowns [ 12]: 2
        updowns [ 13]: 4
        updowns [ 14]: 3
        updowns [ 15]: 3
        updowns [ 16]: 3
        updowns [ 17]: 1
        updowns [ 18]: 2
        updowns [ 19]: 4
        updowns [ 20]: 2
        updowns [ 21]: 1
        updowns [ 22]: 1
        updowns [ 23]: 2
        updowns [ 24]: 2
        updowns [ 26]: 1
        updowns [ 27]: 1
        updowns [ 28]: 1
        updowns [ 29]: 2
        updowns [ 30]: 1
        updowns [ 33]: 1
        updowns [ 35]: 1
        updowns [ 36]: 2
        updowns [ 39]: 1
        updowns [ 45]: 1
        updowns [ 52]: 2
        updowns [ 60]: 1
        updowns [ 62]: 1
        updowns [ 63]: 1
        updowns [ 66]: 1
        updowns [ 74]: 1
        updowns [ 89]: 1
        updowns [ 92]: 1
        updowns [ 93]: 1
        updowns [ 96]: 3
        updowns [ 99]: 1
        updowns [102]: 1
        updowns [104]: 1
        updowns [111]: 1
        updowns [116]: 1
        updowns [133]: 1
        updowns [143]: 1
        updowns [145]: 1
        updowns [150]: 1
        updowns [153]: 1
        updowns [154]: 1
        updowns [156]: 1
        updowns [163]: 1
        updowns [164]: 1
        updowns [166]: 1
        updowns [170]: 1
        updowns [177]: 1
        updowns [183]: 2
        updowns [194]: 1
        updowns [199]: 1
        updowns [203]: 1
        updowns [220]: 1
        updowns [241]: 1
        updowns [247]: 1
        updowns [251]: 1
        updowns [252]: 1
        updowns [253]: 1
        updowns [311]: 1
        updowns [348]: 1
        updowns [359]: 1
        updowns [425]: 1
        updowns [553]: 1
        updowns [574]: 1
        updowns [650]: 1
        updowns [667]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 144
        depth [ 1]: 79184
        depth [ 2]: 27476
        depth [ 3]: 22545

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 6.060505e-02
Initialization (includes partition) ..... 1.211474e-01
Phase 1 ................................. 1.193912e-01
Coordinate ascent ....................... 1.955986e-03
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 6.057277e-01
DASA line search ........................ 2.971811e-01
Check error ............................. 6.960130e-02
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 3.063679e-03
Column modifications of Cholesky factor . 3.795385e-03
Cholesky factorization .................. 2.816200e-03
Partial Cholesky factorization .......... 1.786709e-03
Back solves ............................. 8.313990e-02
Forward solves .......................... 3.917217e-03

!!    OSA-60 232966    8    6     0    2.0502215e-09    4.0440725053244727e+06    1.017106
 Final f                         = 4.0440725e+06   
 Function value at final x       = 4.0440725053244801e+06   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   PDS-02.SIF

 Problem name: PDS-02

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 2772 linear equality constraints
 There are 181 linear inequality constraints
 
 There are 5401 variables bounded only from below 
 There are 2134 variables bounded from below and above 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: PDS-02 (7535)
sup norm of Ax: 1.000000e+00
walltime at start:     0.000000
normb: 4.683000e+04 normc: 9.999900e+04
nbrk: 1240 fd: 6.363950e+00
nbrk: 3035 fd: 6.285871e-08
nbrk: 2489 fd: 1.607957e-09
nbrk: 2116 fd: 9.951865e-13

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 7.220702266780636e-12    
Final f                               : 2.885786201000089e+10    

Iterations of gradient projection (GP): 5         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 224
Depth of multilevel partition tree ...... 3
Phase 1 iterations ...................... 14
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  625
    rows dropped in coordinate ascent ... 0
Gradient ascent iterations .............. 0
    variables freed in gradient ascent .. 0
    rows dropped in gradient ascent ..... 0
Preconditioned CG iterations ............ 0
    variables freed in CG ............... 0
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 10
    nonzeros in final factor ............ 10469 99.8% sparse
    rows dropped from L ................. 59
    rows added to L ..................... 1
    rank 1 downdates to L ............... 76
    rank 1 updates to L ................. 3479
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 23
        updowns [  2]: 21
        updowns [  3]: 10
        updowns [  4]: 12
        updowns [  5]: 16
        updowns [  6]: 8
        updowns [  7]: 7
        updowns [  8]: 5
        updowns [  9]: 3
        updowns [ 10]: 9
        updowns [ 11]: 10
        updowns [ 12]: 1
        updowns [ 13]: 4
        updowns [ 14]: 3
        updowns [ 15]: 3
        updowns [ 16]: 2
        updowns [ 17]: 4
        updowns [ 18]: 4
        updowns [ 19]: 1
        updowns [ 20]: 3
        updowns [ 21]: 2
        updowns [ 22]: 4
        updowns [ 23]: 1
        updowns [ 24]: 3
        updowns [ 25]: 1
        updowns [ 26]: 1
        updowns [ 27]: 1
        updowns [ 29]: 1
        updowns [ 31]: 1
        updowns [ 33]: 2
        updowns [ 34]: 2
        updowns [ 35]: 1
        updowns [ 36]: 1
        updowns [ 38]: 1
        updowns [ 41]: 1
        updowns [ 46]: 1
        updowns [ 47]: 2
        updowns [ 48]: 1
        updowns [ 50]: 1
        updowns [ 52]: 1
        updowns [ 53]: 3
        updowns [ 56]: 1
        updowns [ 57]: 1
        updowns [ 58]: 1
        updowns [ 63]: 1
        updowns [ 65]: 1
        updowns [ 70]: 1
        updowns [ 79]: 2
        updowns [ 83]: 1
        updowns [ 86]: 1
        updowns [ 95]: 3
        updowns [ 98]: 1
        updowns [103]: 1
        updowns [121]: 1
        updowns [167]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 78
        depth [ 1]: 1387
        depth [ 2]: 1401
        depth [ 3]: 980

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.195717e-02
Initialization (includes partition) ..... 1.247692e-02
Phase 1 ................................. 7.282972e-03
Coordinate ascent ....................... 2.021790e-04
SSOR0 ................................... 0.000000e+00
SSOR1 ................................... 0.000000e+00
SpaRSA .................................. 0.000000e+00
DASA .................................... 4.722142e-02
DASA line search ........................ 1.731133e-02
Check error ............................. 3.029823e-03
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 5.033016e-04
Column modifications of Cholesky factor . 6.398916e-03
Cholesky factorization .................. 4.028082e-03
Partial Cholesky factorization .......... 3.363609e-03
Back solves ............................. 7.166624e-03
Forward solves .......................... 1.342535e-03

!!    PDS-02   7535    5   10     0    7.2207023e-12    2.8857862010000893e+10    0.071574
 Final f                         = 2.8857862e+10   
 Function value at final x       = 2.8857862010000900e+10   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   PDS-06.SIF

 Problem name: PDS-06

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 9185 linear equality constraints
 There are 696 linear inequality constraints
 
 There are 19415 variables bounded only from below 
 There are 9240 variables bounded from below and above 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: PDS-06 (28655)
sup norm of Ax: 1.000000e+00
walltime at start:     0.000000
normb: 4.683000e+04 normc: 9.999900e+04
nbrk: 9688 fd: 6.083451e+00
nbrk: 9682 fd: 3.684803e-07
nbrk: 9097 fd: 3.445650e-08
nbrk: 9276 fd: 4.067318e-11

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 1.941617149172998e-09    
Final f                               : 2.776103760320428e+10    

Iterations of gradient projection (GP): 5         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 153
Depth of multilevel partition tree ...... 5
Phase 1 iterations ...................... 21
Coordinate ascent iterations ............ 1
    variables freed in coordinate ascent  1682
    rows dropped in coordinate ascent ... 2
Gradient ascent iterations .............. 54
    variables freed in gradient ascent .. 524
    rows dropped in gradient ascent ..... 2
Preconditioned CG iterations ............ 3
    variables freed in CG ............... 416
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 29
    nonzeros in final factor ............ 54442 99.9% sparse
    rows dropped from L ................. 484
    rows added to L ..................... 19
    rank 1 downdates to L ............... 329
    rank 1 updates to L ................. 30836
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 74
        updowns [  2]: 57
        updowns [  3]: 47
        updowns [  4]: 49
        updowns [  5]: 35
        updowns [  6]: 40
        updowns [  7]: 37
        updowns [  8]: 25
        updowns [  9]: 36
        updowns [ 10]: 24
        updowns [ 11]: 31
        updowns [ 12]: 22
        updowns [ 13]: 28
        updowns [ 14]: 19
        updowns [ 15]: 17
        updowns [ 16]: 17
        updowns [ 17]: 13
        updowns [ 18]: 10
        updowns [ 19]: 12
        updowns [ 20]: 10
        updowns [ 21]: 11
        updowns [ 22]: 9
        updowns [ 23]: 11
        updowns [ 24]: 14
        updowns [ 25]: 6
        updowns [ 26]: 11
        updowns [ 27]: 10
        updowns [ 28]: 7
        updowns [ 29]: 6
        updowns [ 30]: 8
        updowns [ 31]: 13
        updowns [ 32]: 7
        updowns [ 33]: 5
        updowns [ 34]: 3
        updowns [ 35]: 4
        updowns [ 36]: 8
        updowns [ 37]: 7
        updowns [ 38]: 7
        updowns [ 39]: 4
        updowns [ 40]: 8
        updowns [ 41]: 6
        updowns [ 42]: 5
        updowns [ 43]: 4
        updowns [ 44]: 4
        updowns [ 45]: 5
        updowns [ 46]: 3
        updowns [ 47]: 3
        updowns [ 48]: 3
        updowns [ 49]: 4
        updowns [ 50]: 3
        updowns [ 51]: 4
        updowns [ 52]: 4
        updowns [ 54]: 5
        updowns [ 55]: 2
        updowns [ 56]: 6
        updowns [ 57]: 5
        updowns [ 58]: 1
        updowns [ 59]: 3
        updowns [ 60]: 4
        updowns [ 61]: 3
        updowns [ 62]: 2
        updowns [ 63]: 6
        updowns [ 64]: 3
        updowns [ 65]: 2
        updowns [ 66]: 2
        updowns [ 67]: 3
        updowns [ 68]: 4
        updowns [ 69]: 2
        updowns [ 70]: 3
        updowns [ 71]: 1
        updowns [ 72]: 2
        updowns [ 73]: 2
        updowns [ 74]: 3
        updowns [ 75]: 1
        updowns [ 76]: 2
        updowns [ 77]: 1
        updowns [ 78]: 3
        updowns [ 79]: 1
        updowns [ 81]: 1
        updowns [ 83]: 5
        updowns [ 84]: 1
        updowns [ 85]: 1
        updowns [ 86]: 2
        updowns [ 87]: 1
        updowns [ 90]: 1
        updowns [ 91]: 2
        updowns [ 92]: 2
        updowns [ 93]: 2
        updowns [ 94]: 4
        updowns [ 98]: 1
        updowns [ 99]: 2
        updowns [102]: 2
        updowns [103]: 1
        updowns [104]: 1
        updowns [106]: 1
        updowns [108]: 1
        updowns [110]: 1
        updowns [112]: 1
        updowns [116]: 1
        updowns [120]: 1
        updowns [121]: 2
        updowns [123]: 1
        updowns [124]: 1
        updowns [125]: 1
        updowns [129]: 1
        updowns [131]: 2
        updowns [132]: 1
        updowns [133]: 1
        updowns [134]: 1
        updowns [135]: 1
        updowns [137]: 1
        updowns [139]: 1
        updowns [141]: 1
        updowns [142]: 1
        updowns [151]: 1
        updowns [152]: 1
        updowns [162]: 1
        updowns [166]: 3
        updowns [167]: 1
        updowns [171]: 2
        updowns [175]: 1
        updowns [177]: 2
        updowns [179]: 1
        updowns [181]: 1
        updowns [202]: 1
        updowns [203]: 1
        updowns [205]: 1
        updowns [209]: 1
        updowns [210]: 1
        updowns [211]: 1
        updowns [213]: 1
        updowns [217]: 1
        updowns [232]: 1
        updowns [234]: 1
        updowns [235]: 1
        updowns [238]: 1
        updowns [245]: 1
        updowns [252]: 1
        updowns [262]: 1
        updowns [269]: 1
        updowns [287]: 1
        updowns [289]: 1
        updowns [292]: 1
        updowns [295]: 1
        updowns [319]: 1
        updowns [387]: 1
        updowns [427]: 1
        updowns [439]: 1
        updowns [>=507]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 463
        depth [ 1]: 2477
        depth [ 2]: 3067
        depth [ 3]: 2551
        depth [ 4]: 591
        depth [ 5]: 725

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 5.169106e-02
Initialization (includes partition) ..... 5.374384e-02
Phase 1 ................................. 3.415608e-02
Coordinate ascent ....................... 6.039143e-04
SSOR0 ................................... 3.201008e-02
SSOR1 ................................... 2.444029e-03
SpaRSA .................................. 0.000000e+00
DASA .................................... 8.157969e-01
DASA line search ........................ 2.552631e-01
Check error ............................. 2.732038e-02
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 1.044941e-02
Column modifications of Cholesky factor . 2.399228e-01
Cholesky factorization .................. 4.512286e-02
Partial Cholesky factorization .......... 9.848547e-02
Back solves ............................. 9.177160e-02
Forward solves .......................... 1.089025e-02

!!    PDS-06  28655    5   29     0    1.9416171e-09    2.7761037603204281e+10    0.929740
 Final f                         = 2.7761038e+10   
 Function value at final x       = 2.7761037603204285e+10   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   PDS-10.SIF

 Problem name: PDS-10

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 15389 linear equality constraints
 There are 1169 linear inequality constraints
 
 There are 32615 variables bounded only from below 
 There are 16148 variables bounded from below and above 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: PDS-10 (48763)
sup norm of Ax: 1.000000e+00
walltime at start:     0.000000
normb: 4.683000e+04 normc: 9.999900e+04
nbrk: 17352 fd: 5.821801e+00
nbrk: 16838 fd: 1.770432e-06
nbrk: 17917 fd: 1.266472e-07
nbrk: 16468 fd: 3.256231e-10

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 2.367904480613017e-09    
Final f                               : 2.672709498321750e+10    

Iterations of gradient projection (GP): 5         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 216
Depth of multilevel partition tree ...... 5
Phase 1 iterations ...................... 25
Coordinate ascent iterations ............ 2
    variables freed in coordinate ascent  8556
    rows dropped in coordinate ascent ... 13
Gradient ascent iterations .............. 146
    variables freed in gradient ascent .. 1761
    rows dropped in gradient ascent ..... 6
Preconditioned CG iterations ............ 3
    variables freed in CG ............... 60
    rows dropped in CG .................. 0
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 45
    nonzeros in final factor ............ 118819 99.9% sparse
    rows dropped from L ................. 1068
    rows added to L ..................... 42
    rank 1 downdates to L ............... 635
    rank 1 updates to L ................. 82332
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 143
        updowns [  2]: 146
        updowns [  3]: 100
        updowns [  4]: 113
        updowns [  5]: 87
        updowns [  6]: 71
        updowns [  7]: 71
        updowns [  8]: 80
        updowns [  9]: 68
        updowns [ 10]: 58
        updowns [ 11]: 50
        updowns [ 12]: 50
        updowns [ 13]: 41
        updowns [ 14]: 51
        updowns [ 15]: 41
        updowns [ 16]: 31
        updowns [ 17]: 34
        updowns [ 18]: 25
        updowns [ 19]: 34
        updowns [ 20]: 40
        updowns [ 21]: 24
        updowns [ 22]: 29
        updowns [ 23]: 28
        updowns [ 24]: 20
        updowns [ 25]: 25
        updowns [ 26]: 19
        updowns [ 27]: 12
        updowns [ 28]: 20
        updowns [ 29]: 14
        updowns [ 30]: 10
        updowns [ 31]: 17
        updowns [ 32]: 9
        updowns [ 33]: 16
        updowns [ 34]: 13
        updowns [ 35]: 9
        updowns [ 36]: 18
        updowns [ 37]: 7
        updowns [ 38]: 8
        updowns [ 39]: 10
        updowns [ 40]: 16
        updowns [ 41]: 14
        updowns [ 42]: 4
        updowns [ 43]: 14
        updowns [ 44]: 7
        updowns [ 45]: 8
        updowns [ 46]: 9
        updowns [ 47]: 9
        updowns [ 48]: 5
        updowns [ 49]: 10
        updowns [ 50]: 6
        updowns [ 51]: 9
        updowns [ 52]: 7
        updowns [ 53]: 8
        updowns [ 54]: 6
        updowns [ 55]: 6
        updowns [ 56]: 7
        updowns [ 57]: 6
        updowns [ 58]: 6
        updowns [ 59]: 7
        updowns [ 60]: 5
        updowns [ 61]: 6
        updowns [ 62]: 4
        updowns [ 63]: 5
        updowns [ 64]: 7
        updowns [ 65]: 1
        updowns [ 66]: 5
        updowns [ 67]: 5
        updowns [ 68]: 5
        updowns [ 69]: 7
        updowns [ 70]: 4
        updowns [ 71]: 9
        updowns [ 72]: 6
        updowns [ 73]: 11
        updowns [ 74]: 2
        updowns [ 75]: 4
        updowns [ 76]: 3
        updowns [ 77]: 4
        updowns [ 78]: 6
        updowns [ 79]: 2
        updowns [ 80]: 4
        updowns [ 81]: 2
        updowns [ 82]: 2
        updowns [ 83]: 4
        updowns [ 84]: 4
        updowns [ 85]: 4
        updowns [ 87]: 6
        updowns [ 89]: 4
        updowns [ 90]: 8
        updowns [ 91]: 5
        updowns [ 92]: 4
        updowns [ 93]: 4
        updowns [ 94]: 2
        updowns [ 95]: 1
        updowns [ 96]: 1
        updowns [ 97]: 4
        updowns [ 98]: 3
        updowns [ 99]: 3
        updowns [100]: 2
        updowns [102]: 3
        updowns [103]: 1
        updowns [104]: 1
        updowns [105]: 3
        updowns [106]: 1
        updowns [107]: 3
        updowns [108]: 1
        updowns [109]: 1
        updowns [111]: 2
        updowns [112]: 1
        updowns [114]: 3
        updowns [115]: 1
        updowns [116]: 4
        updowns [117]: 1
        updowns [118]: 3
        updowns [119]: 5
        updowns [122]: 2
        updowns [123]: 2
        updowns [124]: 1
        updowns [125]: 4
        updowns [126]: 2
        updowns [127]: 2
        updowns [128]: 2
        updowns [129]: 2
        updowns [130]: 1
        updowns [131]: 2
        updowns [132]: 4
        updowns [133]: 2
        updowns [134]: 4
        updowns [136]: 1
        updowns [137]: 1
        updowns [138]: 2
        updowns [139]: 4
        updowns [142]: 1
        updowns [143]: 1
        updowns [144]: 1
        updowns [145]: 2
        updowns [147]: 3
        updowns [148]: 2
        updowns [149]: 1
        updowns [151]: 1
        updowns [153]: 1
        updowns [154]: 1
        updowns [155]: 1
        updowns [156]: 2
        updowns [157]: 1
        updowns [158]: 5
        updowns [160]: 1
        updowns [161]: 1
        updowns [162]: 4
        updowns [163]: 1
        updowns [165]: 1
        updowns [167]: 1
        updowns [169]: 1
        updowns [170]: 1
        updowns [172]: 4
        updowns [173]: 1
        updowns [174]: 2
        updowns [177]: 1
        updowns [180]: 3
        updowns [181]: 1
        updowns [189]: 1
        updowns [192]: 3
        updowns [193]: 1
        updowns [198]: 3
        updowns [200]: 1
        updowns [203]: 1
        updowns [204]: 1
        updowns [205]: 1
        updowns [208]: 1
        updowns [211]: 1
        updowns [212]: 1
        updowns [213]: 1
        updowns [216]: 1
        updowns [217]: 1
        updowns [218]: 1
        updowns [219]: 1
        updowns [220]: 1
        updowns [225]: 1
        updowns [227]: 1
        updowns [228]: 1
        updowns [229]: 3
        updowns [230]: 1
        updowns [231]: 1
        updowns [235]: 2
        updowns [239]: 1
        updowns [240]: 1
        updowns [245]: 1
        updowns [249]: 1
        updowns [250]: 1
        updowns [254]: 1
        updowns [256]: 1
        updowns [279]: 1
        updowns [282]: 1
        updowns [286]: 1
        updowns [293]: 1
        updowns [299]: 1
        updowns [304]: 1
        updowns [306]: 1
        updowns [313]: 1
        updowns [315]: 1
        updowns [318]: 1
        updowns [330]: 1
        updowns [331]: 1
        updowns [332]: 1
        updowns [334]: 1
        updowns [348]: 1
        updowns [352]: 1
        updowns [364]: 1
        updowns [372]: 1
        updowns [391]: 1
        updowns [411]: 1
        updowns [414]: 1
        updowns [427]: 1
        updowns [439]: 1
        updowns [445]: 1
        updowns [448]: 1
        updowns [462]: 1
        updowns [468]: 2
        updowns [485]: 1
        updowns [509]: 1
        updowns [514]: 1
        updowns [577]: 1
        updowns [>=662]: 7
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 828
        depth [ 1]: 8632
        depth [ 2]: 4737
        depth [ 3]: 3235
        depth [ 4]: 4753
        depth [ 5]: 2503

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 1.031182e-01
Initialization (includes partition) ..... 1.068199e-01
Phase 1 ................................. 6.650400e-02
Coordinate ascent ....................... 2.466917e-03
SSOR0 ................................... 1.517119e-01
SSOR1 ................................... 2.884865e-03
SpaRSA .................................. 0.000000e+00
DASA .................................... 4.020129e+00
DASA line search ........................ 8.889644e-01
Check error ............................. 7.179618e-02
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 5.239511e-02
Column modifications of Cholesky factor . 1.682645e+00
Cholesky factorization .................. 1.204407e-01
Partial Cholesky factorization .......... 6.587706e-01
Back solves ............................. 3.399446e-01
Forward solves .......................... 3.351879e-02

!!    PDS-10  48763    5   45     0    2.3679045e-09    2.6727094983217499e+10    4.250829
 Final f                         = 2.6727095e+10   
 Function value at final x       = 2.6727094983217510e+10   
 ====================================================

sifdecoder -A pc64.lnx.gfo -st   PDS-20.SIF

 Problem name: PDS-20

 Double precision version will be formed

 The objective function uses 1 linear group
 
 There are 31427 linear equality constraints
 There are 2447 linear inequality constraints
 
 There are 70840 variables bounded only from below 
 There are 34888 variables bounded from below and above 
 
 
 File successfully decoded
 CUTEST: tools (double precision version) compiled successfully
 CUTEst: pasa (double precision version) compiled successfully
Initializing PASAdata structure.
Successfully initialized PASAdata structure.

 Problem: PDS-20 (105728)
sup norm of Ax: 1.000000e+00
walltime at start:     0.000001
normb: 4.683000e+04 normc: 9.999900e+04
nbrk: 38975 fd: 5.211159e+00
nbrk: 35486 fd: 3.066116e-06
nbrk: 38199 fd: 3.111066e-07
nbrk: 36504 fd: 1.143146e-08
nbrk: 37846 fd: 1.839447e-11
nbrk: 37500 fd: 1.542832e-18

PASA run status (Version 1.0, July 1, 2019): 0

PASA success: Error 0.000000e+00 satisfies error tolerance 1.000000e-08.


PASA run statistics (Version 1.0, July 1, 2019):
|| P (x - g) - x ||                   : 3.338408936421428e-10    
Final f                               : 2.382165864013076e+10    

Iterations of gradient projection (GP): 7         
Iterations of active set GP           : 0         
Function evaluation in main code      : 0         
Function evaluations in GP            : 0         
Function evaluations in active set GP : 0         
Gradient evaluations in main code     : 0         
Gradient evaluations in GP            : 0         
Gradient evaluations in active set GP : 0         


PPROJ run statistics (Version 2.0, July 1, 2019):

No. blocks in multilevel partition of A . 676
Depth of multilevel partition tree ...... 7
Phase 1 iterations ...................... 32
Coordinate ascent iterations ............ 92
    variables freed in coordinate ascent  103463
    rows dropped in coordinate ascent ... 346
Gradient ascent iterations .............. 4944
    variables freed in gradient ascent .. 86930
    rows dropped in gradient ascent ..... 2255
Preconditioned CG iterations ............ 273
    variables freed in CG ............... 13305
    rows dropped in CG .................. 298
SpaRSA iterations ....................... 0
    change in column activity ........... 0
    change in row activity .............. 0
    failures of Armijo step ............. 0
Proximal updates ........................ 0
Cholesky factorizations ................. 56
    nonzeros in final factor ............ 493745 99.9% sparse
    rows dropped from L ................. 657
    rows added to L ..................... 128
    rank 1 downdates to L ............... 10942
    rank 1 updates to L ................. 54729
    Size breakdown of the updates ([size]: number of this size):
        updowns [  1]: 368
        updowns [  2]: 249
        updowns [  3]: 215
        updowns [  4]: 166
        updowns [  5]: 155
        updowns [  6]: 139
        updowns [  7]: 120
        updowns [  8]: 112
        updowns [  9]: 86
        updowns [ 10]: 81
        updowns [ 11]: 68
        updowns [ 12]: 79
        updowns [ 13]: 69
        updowns [ 14]: 60
        updowns [ 15]: 45
        updowns [ 16]: 51
        updowns [ 17]: 50
        updowns [ 18]: 37
        updowns [ 19]: 35
        updowns [ 20]: 27
        updowns [ 21]: 27
        updowns [ 22]: 31
        updowns [ 23]: 21
        updowns [ 24]: 26
        updowns [ 25]: 18
        updowns [ 26]: 19
        updowns [ 27]: 23
        updowns [ 28]: 16
        updowns [ 29]: 17
        updowns [ 30]: 14
        updowns [ 31]: 14
        updowns [ 32]: 16
        updowns [ 33]: 13
        updowns [ 34]: 14
        updowns [ 35]: 9
        updowns [ 36]: 10
        updowns [ 37]: 12
        updowns [ 38]: 17
        updowns [ 39]: 4
        updowns [ 40]: 13
        updowns [ 41]: 8
        updowns [ 42]: 9
        updowns [ 43]: 5
        updowns [ 44]: 10
        updowns [ 45]: 9
        updowns [ 46]: 12
        updowns [ 47]: 6
        updowns [ 48]: 14
        updowns [ 49]: 8
        updowns [ 50]: 9
        updowns [ 51]: 5
        updowns [ 52]: 7
        updowns [ 53]: 7
        updowns [ 54]: 6
        updowns [ 55]: 3
        updowns [ 56]: 4
        updowns [ 57]: 2
        updowns [ 58]: 6
        updowns [ 59]: 4
        updowns [ 60]: 5
        updowns [ 61]: 10
        updowns [ 62]: 4
        updowns [ 63]: 3
        updowns [ 64]: 3
        updowns [ 65]: 2
        updowns [ 66]: 4
        updowns [ 67]: 1
        updowns [ 68]: 1
        updowns [ 69]: 5
        updowns [ 70]: 2
        updowns [ 71]: 1
        updowns [ 72]: 3
        updowns [ 73]: 3
        updowns [ 74]: 7
        updowns [ 75]: 1
        updowns [ 76]: 3
        updowns [ 77]: 2
        updowns [ 78]: 2
        updowns [ 79]: 7
        updowns [ 80]: 2
        updowns [ 81]: 2
        updowns [ 82]: 5
        updowns [ 83]: 2
        updowns [ 84]: 2
        updowns [ 85]: 2
        updowns [ 86]: 2
        updowns [ 89]: 2
        updowns [ 91]: 2
        updowns [ 92]: 2
        updowns [ 93]: 1
        updowns [ 94]: 4
        updowns [ 95]: 1
        updowns [ 96]: 3
        updowns [ 97]: 4
        updowns [ 98]: 4
        updowns [ 99]: 1
        updowns [100]: 1
        updowns [101]: 1
        updowns [103]: 2
        updowns [106]: 3
        updowns [108]: 1
        updowns [109]: 1
        updowns [114]: 1
        updowns [116]: 1
        updowns [117]: 2
        updowns [119]: 1
        updowns [120]: 1
        updowns [123]: 1
        updowns [124]: 3
        updowns [125]: 1
        updowns [127]: 2
        updowns [130]: 1
        updowns [131]: 2
        updowns [132]: 2
        updowns [133]: 3
        updowns [135]: 1
        updowns [136]: 1
        updowns [137]: 1
        updowns [138]: 2
        updowns [139]: 2
        updowns [140]: 1
        updowns [141]: 1
        updowns [142]: 2
        updowns [143]: 1
        updowns [147]: 1
        updowns [148]: 1
        updowns [149]: 1
        updowns [151]: 2
        updowns [153]: 1
        updowns [154]: 1
        updowns [158]: 1
        updowns [160]: 3
        updowns [162]: 2
        updowns [164]: 1
        updowns [168]: 1
        updowns [170]: 1
        updowns [171]: 1
        updowns [172]: 1
        updowns [177]: 1
        updowns [181]: 2
        updowns [183]: 1
        updowns [186]: 1
        updowns [187]: 1
        updowns [198]: 1
        updowns [202]: 3
        updowns [203]: 2
        updowns [208]: 1
        updowns [213]: 1
        updowns [214]: 1
        updowns [217]: 1
        updowns [222]: 1
        updowns [234]: 1
        updowns [236]: 1
        updowns [245]: 1
        updowns [246]: 1
        updowns [248]: 1
        updowns [253]: 1
        updowns [271]: 1
        updowns [279]: 1
        updowns [280]: 1
        updowns [297]: 1
        updowns [306]: 1
        updowns [311]: 1
        updowns [314]: 1
        updowns [315]: 1
        updowns [329]: 1
        updowns [335]: 1
        updowns [336]: 1
        updowns [340]: 1
        updowns [355]: 1
        updowns [370]: 2
        updowns [373]: 1
        updowns [396]: 1
        updowns [399]: 1
        updowns [401]: 1
        updowns [403]: 1
        updowns [405]: 1
        updowns [414]: 1
        updowns [419]: 1
        updowns [422]: 1
        updowns [440]: 1
        updowns [477]: 1
        updowns [481]: 1
        updowns [503]: 1
        updowns [522]: 1
        updowns [524]: 1
        updowns [576]: 1
        updowns [737]: 1
        updowns [762]: 1
    No. of solves by depth in the multilevel partition tree:
        (deeper <=> further from root of tree <=> fewer flops)
        depth [ 0]: 92
        depth [ 1]: 12095
        depth [ 2]: 7469
        depth [ 3]: 25167
        depth [ 4]: 11740
        depth [ 5]: 9622
        depth [ 6]: 11494
        depth [ 7]: 6058

-------- Time spent in routines ---------
Multilevel partition and reorder A ...... 2.416189e-01
Initialization (includes partition) ..... 2.509909e-01
Phase 1 ................................. 1.750200e-01
Coordinate ascent ....................... 1.789141e-01
SSOR0 ................................... 9.324302e+00
SSOR1 ................................... 4.312153e-01
SpaRSA .................................. 0.000000e+00
DASA .................................... 5.017010e+01
DASA line search ........................ 3.036331e+00
Check error ............................. 3.044064e-01
Proximal update ......................... 0.000000e+00
Invert permutation ...................... 0.000000e+00
Row modifications of Cholesky factor .... 4.410105e-01
Column modifications of Cholesky factor . 2.027874e+01
Cholesky factorization .................. 3.287222e-01
Partial Cholesky factorization .......... 1.364730e+01
Back solves ............................. 1.788020e+00
Forward solves .......................... 2.607272e-01

!!    PDS-20 105728    7   56     0    3.3384089e-10    2.3821658640130760e+10   50.828736
 Final f                         = 2.3821659e+10   
 Function value at final x       = 2.3821658640130749e+10   
 ====================================================

