Solver Square Comparison

Solver Square Comparison: Considers all models.

Results created on 03/08/11 11:29:01 using the PAVER Server/Performance tools available at http://www.gamsworld.eu/performance/paver

Compares all solver return outcomes (for example optimal, locally optimal, infeasible, unbounded, fail) of one solver with all return outcomes of another solver. Interrupt denotes resource or iteration limit has been reached.

Solver CLP is represented on the left (rows) and solver GLPK on top (columns).

See the solver return definitions for return codes. Models having trace data only in one trace file are listed in the "no data" column of the other.

Input File Number	Filename
Tracefile 1:	CLP-0.trc
Tracefile 2:	GLPK-1.trc
Solvers used :	CLP
	GLPK
Modeltype(s)	`LP`

	GLPK: optimal	GLPK: locally optimal	GLPK: feasible	GLPK: infeasible	GLPK: unbounded	GLPK: fail	GLPK: no data	total CLP
CLP: optimal	`99`	-	-	-	-	`9`	-	`108`
CLP: locally optimal	-	-	-	-	-	-	-	`-`
CLP: feasible	-	-	-	-	-	-	-	`-`
CLP: infeasible	`1`	-	-	`3`	-	-	-	`4`
CLP: unbounded	-	-	-	-	-	-	-	`-`
CLP: fail	-	-	-	`1`	-	`3`	-	`4`
CLP: no data	-	-	-	-	-	-	-	`-`
total GLPK	`100`	`-`	`-`	`4`	`-`	`12`	`-`	`116`

Solver return definitions:

Outcome	Model Status	Solver Status
optimal	1 or 15	1
locally optimal	2	any
feasible	7 or 16 or 17	1 or 2 or 3 or 4 or 5
infeasible	4 or 5 or 19	1
unbounded	3 or 18	1
fail	all other	all other

Solver Resource Times

Models for each solver pair outcome. Listed are the solver resource times TIME(.) in seconds, as well as the ratio RATIO(./.) of resource times for the two solvers if both solved optimally.
Also listed are the objective values OBJ(.) using both solvers. The better solution found is listed in boldface. A solution is considered better, if the relative objective function difference is greater than 1.00E-05. If both solutions are less than 1e-1, we use the absolute difference.
Solver resource time ratios for a particular model are listed only if one solver has resource greater than 5.00E-02.

CLP: optimal -- GLPK: optimal

Modelname	Time (CLP)	Time (GLPK)	Ratio (CLP/GLPK)	Obj (CLP)	Obj (GLPK)
`aa01`	`1.1470`	`5.5700`	`0.206`	`55535.43638822`	`55535.43638822`
`aa03`	`0.6690`	`4.7010`	`0.142`	`49616.36362903`	`49616.36363636`
`air02`	`0.0340`	`0.0790`	`0.430`	`7640.00000000`	`7640.00000000`
`air06`	`0.6680`	`4.7250`	`0.141`	`49616.36362903`	`49616.36363636`
`baxter`	`0.6130`	`14.9670`	`0.041`	`56007255.67225310`	`56007255.67225310`
`car4`	`0.7500`	`0.5500`	`1.364`	`35.46037017`	`35.46037017`
`cari`	`0.0620`	`0.3650`	`0.170`	`581.89305779`	`581.89305779`
`co5`	`1.6870`	`4.5540`	`0.370`	`714469.55375105`	`714469.55375719`
`co9`	`7.7550`	`21.3960`	`0.362`	`946920.43028456`	`946920.43033109`
`cq5`	`1.2210`	`4.5130`	`0.271`	`400133.80747262`	`400133.80747262`
`cq9`	`5.0650`	`22.2360`	`0.228`	`505541.70980727`	`505541.70980727`
`crew1`	`0.1320`	`0.1950`	`0.677`	`20.55555556`	`20.55555556`
`ex3sta1`	`21.8350`	`4.1700`	`5.236`	`-63.07540325`	`-63.07540325`
`fit2d`	`0.1170`	`5.2750`	`0.022`	`-68464.29329383`	`-68464.29329383`
`fit2p`	`2.7640`	`6.2800`	`0.440`	`68464.29329383`	`68464.29329383`
`fome11`	`0.0480`	`0.0920`	`0.522`	`0.00000000`	`0.00000000`
`fome12`	`0.1230`	`0.2540`	`0.484`	`0.00000000`	`0.00000000`
`gen1`	`0.3300`	`2.1780`	`0.152`	`0.00000123`	`0.00000013`
`gen2`	`3.9340`	`87.8600`	`0.045`	`3.29279078`	`3.29279078`
`gen4`	`7.3530`	`51.5180`	`0.143`	`0.00000286`	`0.00000030`
`jendrec1`	`2.2980`	`3.3350`	`0.689`	`7028.46051135`	`7028.46051135`
`ken-11`	`0.2960`	`7.0230`	`0.042`	`-6972382262.51999000`	`-6972382262.51999000`
`ken-13`	`0.8200`	`43.5400`	`0.019`	`-1.0257394789483E+10`	`-1.0257394789483E+10`
`lp22`	`17.6930`	`57.2400`	`0.309`	`458.94459411`	`458.94459411`
`lpl3`	`0.5120`	`16.8380`	`0.030`	`27317.99999289`	`27318.00000000`
`maros-r7`	`1.5720`	`1.8980`	`0.828`	`1497185.16647964`	`1497185.16647964`
`mod2`	`4.7060`	`99.1310`	`0.047`	`27737371.36444000`	`27737371.36068590`
`model10`	`14.9160`	`9.2440`	`1.614`	`-154599.62130019`	`-154599.62125634`
`model11`	`1.0870`	`2.9220`	`0.372`	`0.00000000`	`0.00000000`
`model5`	`1.8830`	`1.9850`	`0.949`	`-858440.72907343`	`-858440.72907146`
`model7`	`1.9650`	`2.3090`	`0.851`	`49380.08549287`	`49380.08549363`
`model9`	`0.9150`	`1.7720`	`0.516`	`-141123.09361336`	`-141123.06636999`
`nemspmm1`	`2.3000`	`3.0180`	`0.762`	`-327415.83567076`	`-327415.83567076`
`nemspmm2`	`2.0740`	`4.1400`	`0.501`	`-291794.83608908`	`-291794.83608908`
`nemswrld`	`36.8160`	`103.7610`	`0.355`	`260.30896600`	`260.30896601`
`nsir1`	`0.0960`	`0.6790`	`0.141`	`-28909033.00000000`	`-28909033.00000000`
`nsir2`	`0.2780`	`0.5900`	`0.471`	`-27175593.50000010`	`-27175593.50000000`
`nug15`	`1273.1720`	`1490.5730`	`0.854`	`1040.99404095`	`1040.99404096`
`osa-07`	`0.1250`	`0.3800`	`0.329`	`535722.51729935`	`535722.51729935`
`p010`	`0.6250`	`9.0420`	`0.069`	`1115047.91511082`	`1115047.91511082`
`p05`	`0.1950`	`2.7030`	`0.072`	`556000.27662590`	`556000.27662588`
`pcb3000`	`0.5280`	`2.5660`	`0.206`	`137416.41961282`	`137416.41961282`
`pds-06`	`0.2340`	`1.5630`	`0.150`	`27761037600.00000000`	`27761037600.00000000`
`pds-10`	`0.5850`	`6.2070`	`0.094`	`26727094976.00000000`	`26727094976.00000000`
`pilot87`	`6.0440`	`8.5520`	`0.707`	`301.71034744`	`301.71034744`
`qap15`	`1671.1610`	`1456.6680`	`1.147`	`1040.99404096`	`1040.99404096`
`r05`	`0.2070`	`2.9720`	`0.070`	`557831.85904066`	`557831.85904066`
`rat1`	`0.2540`	`0.3470`	`0.732`	`1999531.66287928`	`1999531.66287928`
`rat5`	`0.7780`	`0.9940`	`0.783`	`3083707.01043842`	`3083707.01043842`
`rosen10`	`0.0760`	`0.8860`	`0.086`	`-174215.45613870`	`-174215.45613870`
`scfxm1-2b-64`	`2.5470`	`19.9640`	`0.128`	`2877.56386371`	`2877.56386371`
`scfxm1-2r-64`	`0.7860`	`5.5230`	`0.142`	`2877.56386371`	`2877.56386371`
`scfxm1-2r-96`	`1.5350`	`11.8810`	`0.129`	`2891.70611371`	`2891.70611371`
`scrs8-2r-512`	`0.0700`	`7.7260`	`0.009`	`1074.09934157`	`1074.09934157`
`scsd8-2b-64`	`0.2430`	`1.8000`	`0.135`	`15.99866803`	`15.99866803`
`scsd8-2c-64`	`0.2390`	`1.6800`	`0.142`	`14.99923200`	`14.99923200`
`scsd8-2r-108`	`0.0530`	`1.4420`	`0.037`	`23.69999434`	`23.69999434`
`scsd8-2r-216`	`0.1780`	`4.1710`	`0.043`	`23.39998388`	`23.39998388`
`sctap1-2b-64`	`0.2890`	`4.7980`	`0.060`	`484.56000000`	`484.56000000`
`slptsk`	`1.2010`	`2.1470`	`0.559`	`29.89536602`	`29.89536602`
`south31`	`16.9350`	`50.0990`	`0.338`	`1818940197.10106000`	`1818940197.10106000`
`stocfor3`	`0.7150`	`4.2780`	`0.167`	`-39976.78394365`	`-39976.78394365`
`testbig`	`0.3800`	`5.4650`	`0.070`	`-60.42296073`	`-60.42296073`
`ulevimin`	`24.5030`	`44.7330`	`0.548`	`-5191101861.43197000`	`-5191101861.43197000`
`wood1p`	`0.0500`	`0.1150`	`0.435`	`1.44290241`	`1.44290241`
`world`	`4.0640`	`130.5960`	`0.031`	`40364873.11417420`	`40364873.11045990`
`bas1lp`	`0.8850`	`2.8320`	`0.313`	`363.00000000`	`363.00000000`
`cre-b`	`2.2780`	`12.7800`	`0.178`	`23129639.88683230`	`23129639.88683240`
`cre-d`	`1.4730`	`8.4760`	`0.174`	`24454969.76454920`	`24454969.76454920`
`fome13`	`0.3010`	`0.8920`	`0.337`	`0.00000000`	`0.00000000`
`fome20`	`2.6300`	`95.6780`	`0.027`	`23821658640.00000000`	`23821658640.00000000`
`fome21`	`7.4650`	`652.3130`	`0.011`	`47346318912.00000000`	`47346318912.00000000`
`ken-18`	`7.1440`	`721.0200`	`0.010`	`-5.2217025287397E+10`	`-5.2217025287397E+10`
`kl02`	`0.3450`	`0.6010`	`0.574`	`215.25000000`	`215.25000000`
`nemsemm2`	`0.4710`	`4.8630`	`0.097`	`581079.57090469`	`581079.57097961`
`nsct1`	`0.4770`	`5.8250`	`0.082`	`-38922436.00000000`	`-38922436.00000000`
`nsct2`	`1.1340`	`2.5960`	`0.437`	`-37175082.00000040`	`-37175082.00000000`
`osa-14`	`0.4550`	`1.6340`	`0.278`	`1106462.84473625`	`1106462.84473626`
`osa-30`	`0.8570`	`5.8070`	`0.148`	`2142139.87320979`	`2142139.87320977`
`pds-20`	`2.6380`	`95.9970`	`0.027`	`23821658640.00000000`	`23821658640.00000000`
`pds-30`	`6.9160`	`322.5350`	`0.021`	`21385445736.00000000`	`21385445736.00000000`
`pds-40`	`14.8210`	`1179.3840`	`0.013`	`18855198824.00000000`	`18855198824.00000000`
`pds-50`	`23.3840`	`2567.1170`	`0.009`	`16603525724.00000000`	`16603525724.00000000`
`rail507`	`5.7860`	`19.2320`	`0.301`	`172.14556668`	`172.14556668`
`rail516`	`1.5940`	`6.5830`	`0.242`	`182.00000000`	`182.00000000`
`rail582`	`5.3580`	`18.6960`	`0.287`	`209.71223296`	`209.71223296`
`rat7a`	`4.2570`	`7.3300`	`0.581`	`2074371.41572828`	`2074371.41572828`
`rlfddd`	`0.1610`	`56.1570`	`0.003`	`-13.00000000`	`-13.00000000`
`route`	`0.1590`	`12.9360`	`0.012`	`5941.65027667`	`5941.65027667`
`scsd8-2r-432`	`0.6120`	`17.6830`	`0.035`	`25.79996945`	`25.79996945`
`t0331-4l`	`8.7820`	`37.7920`	`0.232`	`29730.03335194`	`29730.03335194`
`us04`	`0.1160`	`0.8970`	`0.129`	`17731.66666667`	`17731.66666667`
`watson_1`	`77.2170`	`2241.3510`	`0.034`	`-1609.28069437`	`-1609.28080387`
`dbic1`	`193.5450`	`249.6310`	`0.775`	`-9768973.00000001`	`-9768973.00000001`
`dbir1`	`0.7660`	`16.5750`	`0.046`	`-8106707.00000000`	`-8106707.00000000`
`dbir2`	`2.1360`	`5.2500`	`0.407`	`-6116916.50000043`	`-6116916.50000000`
`nemsemm1`	`1.0380`	`5.6640`	`0.183`	`512959.60078798`	`512959.60091267`
`nw14`	`2.1830`	`2.5560`	`0.854`	`61844.00000000`	`61844.00000000`
`osa-60`	`3.0580`	`25.9990`	`0.118`	`4044072.50315747`	`4044072.50315737`

CLP: optimal -- GLPK: fail

Modelname	Time (CLP)	Time (GLPK)	Ratio (CLP/GLPK)	Obj (CLP)	Status (GLPK)
`l30`	`9.9660`	`242.0520`	---	`0.95266141`	`mstat(13)sstat(10)`
`pds-60`	`37.5860`	`3597.6210`	---	`14265904407.00000000`	`mstat(14)sstat( 3)`
`rlfdual`	`22.0990`	`3595.7890`	---	`-1.00000000`	`mstat(14)sstat( 3)`
`pds-100`	`98.7860`	`3595.5320`	---	`10928229968.00000000`	`mstat(14)sstat( 3)`
`pds-70`	`52.7540`	`3596.8480`	---	`12241162812.00000000`	`mstat(14)sstat( 3)`
`pds-80`	`73.6320`	`3596.5010`	---	`11469077462.00000000`	`mstat(14)sstat( 3)`
`pds-90`	`90.1270`	`3597.2690`	---	`11087561635.00000000`	`mstat(14)sstat( 3)`
`rail2586`	`1547.3460`	`3605.8470`	---	`935.92182057`	`mstat(14)sstat( 3)`
`self`	`3.7690`	`10.2080`	---	`0.00000000`	`mstat(13)sstat(10)`

CLP: infeasible -- GLPK: optimal

Modelname	Time (CLP)	Time (GLPK)	Ratio (CLP/GLPK)	Status (CLP)	Obj (GLPK)
`rlfprim`	`2.9410`	`22.7710`	---	`mstat(19)sstat( 1)`	`1.00000000`

CLP: infeasible -- GLPK: infeasible

Modelname	Time (CLP)	Time (GLPK)	Ratio (CLP/GLPK)	Status (CLP)	Status (GLPK)
`bgindy`	`0.2320`	`0.2670`	---	`mstat(19)sstat( 1)`	`mstat(19)sstat( 1)`
`gosh`	`50.7570`	`0.6290`	---	`mstat(19)sstat( 1)`	`mstat(19)sstat( 1)`
`sgpf5y6`	`161.3350`	`0.1200`	---	`mstat(19)sstat( 1)`	`mstat(19)sstat( 1)`

CLP: fail -- GLPK: infeasible

Modelname	Time (CLP)	Time (GLPK)	Ratio (CLP/GLPK)	Status (CLP)	Status (GLPK)
`lpl1`	`3600.1990`	`0.2630`	---	`mstat(14)sstat( 3)`	`mstat(19)sstat( 1)`

CLP: fail -- GLPK: fail

Modelname	Time (CLP)	Time (GLPK)	Ratio (CLP/GLPK)	Status (CLP)	Status (GLPK)
`nug20`	`3600.0120`	`3610.1660`	---	`mstat(14)sstat( 3)`	`mstat(14)sstat( 3)`
`nug30`	`3601.2970`	`3597.5450`	---	`mstat(14)sstat( 3)`	`mstat(14)sstat( 3)`
`rail4284`	`3600.4760`	`3608.6250`	---	`mstat(14)sstat( 3)`	`mstat(14)sstat( 3)`

CLP: optimal:

Modelname	Time (CLP)	Obj (CLP)
`aa01`	`1.1470`	`55535.43638822`
`aa03`	`0.6690`	`49616.36362903`
`air02`	`0.0340`	`7640.00000000`
`air06`	`0.6680`	`49616.36362903`
`baxter`	`0.6130`	`56007255.67225310`
`car4`	`0.7500`	`35.46037017`
`cari`	`0.0620`	`581.89305779`
`co5`	`1.6870`	`714469.55375105`
`co9`	`7.7550`	`946920.43028456`
`cq5`	`1.2210`	`400133.80747262`
`cq9`	`5.0650`	`505541.70980727`
`crew1`	`0.1320`	`20.55555556`
`ex3sta1`	`21.8350`	`-63.07540325`
`fit2d`	`0.1170`	`-68464.29329383`
`fit2p`	`2.7640`	`68464.29329383`
`fome11`	`0.0480`	`0.00000000`
`fome12`	`0.1230`	`0.00000000`
`gen1`	`0.3300`	`0.00000123`
`gen2`	`3.9340`	`3.29279078`
`gen4`	`7.3530`	`0.00000286`
`jendrec1`	`2.2980`	`7028.46051135`
`ken-11`	`0.2960`	`-6972382262.51999000`
`ken-13`	`0.8200`	`-1.0257394789483E+10`
`l30`	`9.9660`	`0.95266141`
`lp22`	`17.6930`	`458.94459411`
`lpl3`	`0.5120`	`27317.99999289`
`maros-r7`	`1.5720`	`1497185.16647964`
`mod2`	`4.7060`	`27737371.36444000`
`model10`	`14.9160`	`-154599.62130019`
`model11`	`1.0870`	`0.00000000`
`model5`	`1.8830`	`-858440.72907343`
`model7`	`1.9650`	`49380.08549287`
`model9`	`0.9150`	`-141123.09361336`
`nemspmm1`	`2.3000`	`-327415.83567076`
`nemspmm2`	`2.0740`	`-291794.83608908`
`nemswrld`	`36.8160`	`260.30896600`
`nsir1`	`0.0960`	`-28909033.00000000`
`nsir2`	`0.2780`	`-27175593.50000010`
`nug15`	`1273.1720`	`1040.99404095`
`osa-07`	`0.1250`	`535722.51729935`
`p010`	`0.6250`	`1115047.91511082`
`p05`	`0.1950`	`556000.27662590`
`pcb3000`	`0.5280`	`137416.41961282`
`pds-06`	`0.2340`	`27761037600.00000000`
`pds-10`	`0.5850`	`26727094976.00000000`
`pilot87`	`6.0440`	`301.71034744`
`qap15`	`1671.1610`	`1040.99404096`
`r05`	`0.2070`	`557831.85904066`
`rat1`	`0.2540`	`1999531.66287928`
`rat5`	`0.7780`	`3083707.01043842`
`rosen10`	`0.0760`	`-174215.45613870`
`scfxm1-2b-64`	`2.5470`	`2877.56386371`
`scfxm1-2r-64`	`0.7860`	`2877.56386371`
`scfxm1-2r-96`	`1.5350`	`2891.70611371`
`scrs8-2r-512`	`0.0700`	`1074.09934157`
`scsd8-2b-64`	`0.2430`	`15.99866803`
`scsd8-2c-64`	`0.2390`	`14.99923200`
`scsd8-2r-108`	`0.0530`	`23.69999434`
`scsd8-2r-216`	`0.1780`	`23.39998388`
`sctap1-2b-64`	`0.2890`	`484.56000000`
`slptsk`	`1.2010`	`29.89536602`
`south31`	`16.9350`	`1818940197.10106000`
`stocfor3`	`0.7150`	`-39976.78394365`
`testbig`	`0.3800`	`-60.42296073`
`ulevimin`	`24.5030`	`-5191101861.43197000`
`wood1p`	`0.0500`	`1.44290241`
`world`	`4.0640`	`40364873.11417420`
`bas1lp`	`0.8850`	`363.00000000`
`cre-b`	`2.2780`	`23129639.88683230`
`cre-d`	`1.4730`	`24454969.76454920`
`fome13`	`0.3010`	`0.00000000`
`fome20`	`2.6300`	`23821658640.00000000`
`fome21`	`7.4650`	`47346318912.00000000`
`ken-18`	`7.1440`	`-5.2217025287397E+10`
`kl02`	`0.3450`	`215.25000000`
`nemsemm2`	`0.4710`	`581079.57090469`
`nsct1`	`0.4770`	`-38922436.00000000`
`nsct2`	`1.1340`	`-37175082.00000040`
`osa-14`	`0.4550`	`1106462.84473625`
`osa-30`	`0.8570`	`2142139.87320979`
`pds-20`	`2.6380`	`23821658640.00000000`
`pds-30`	`6.9160`	`21385445736.00000000`
`pds-40`	`14.8210`	`18855198824.00000000`
`pds-50`	`23.3840`	`16603525724.00000000`
`pds-60`	`37.5860`	`14265904407.00000000`
`rail507`	`5.7860`	`172.14556668`
`rail516`	`1.5940`	`182.00000000`
`rail582`	`5.3580`	`209.71223296`
`rat7a`	`4.2570`	`2074371.41572828`
`rlfddd`	`0.1610`	`-13.00000000`
`rlfdual`	`22.0990`	`-1.00000000`
`route`	`0.1590`	`5941.65027667`
`scsd8-2r-432`	`0.6120`	`25.79996945`
`t0331-4l`	`8.7820`	`29730.03335194`
`us04`	`0.1160`	`17731.66666667`
`watson_1`	`77.2170`	`-1609.28069437`
`dbic1`	`193.5450`	`-9768973.00000001`
`dbir1`	`0.7660`	`-8106707.00000000`
`dbir2`	`2.1360`	`-6116916.50000043`
`nemsemm1`	`1.0380`	`512959.60078798`
`nw14`	`2.1830`	`61844.00000000`
`osa-60`	`3.0580`	`4044072.50315747`
`pds-100`	`98.7860`	`10928229968.00000000`
`pds-70`	`52.7540`	`12241162812.00000000`
`pds-80`	`73.6320`	`11469077462.00000000`
`pds-90`	`90.1270`	`11087561635.00000000`
`rail2586`	`1547.3460`	`935.92182057`
`self`	`3.7690`	`0.00000000`

CLP: infeasible:

Modelname	Time (CLP)	Status (CLP)
`bgindy`	`--`	`mstat(19) sstat( 1)`
`gosh`	`--`	`mstat(19) sstat( 1)`
`rlfprim`	`--`	`mstat(19) sstat( 1)`
`sgpf5y6`	`--`	`mstat(19) sstat( 1)`

CLP: fail:

Modelname	Time (CLP)	Status (CLP)
`lpl1`	`--`	`mstat(14) sstat( 3)`
`nug20`	`--`	`mstat(14) sstat( 3)`
`nug30`	`--`	`mstat(14) sstat( 3)`
`rail4284`	`--`	`mstat(14) sstat( 3)`

GLPK: optimal:

Modelname	Time (GLPK)	Obj (GLPK)
`aa01`	`5.5700`	`55535.43638822`
`aa03`	`4.7010`	`49616.36363636`
`air02`	`0.0790`	`7640.00000000`
`air06`	`4.7250`	`49616.36363636`
`baxter`	`14.9670`	`56007255.67225310`
`car4`	`0.5500`	`35.46037017`
`cari`	`0.3650`	`581.89305779`
`co5`	`4.5540`	`714469.55375719`
`co9`	`21.3960`	`946920.43033109`
`cq5`	`4.5130`	`400133.80747262`
`cq9`	`22.2360`	`505541.70980727`
`crew1`	`0.1950`	`20.55555556`
`ex3sta1`	`4.1700`	`-63.07540325`
`fit2d`	`5.2750`	`-68464.29329383`
`fit2p`	`6.2800`	`68464.29329383`
`fome11`	`0.0920`	`0.00000000`
`fome12`	`0.2540`	`0.00000000`
`gen1`	`2.1780`	`0.00000013`
`gen2`	`87.8600`	`3.29279078`
`gen4`	`51.5180`	`0.00000030`
`jendrec1`	`3.3350`	`7028.46051135`
`ken-11`	`7.0230`	`-6972382262.51999000`
`ken-13`	`43.5400`	`-1.0257394789483E+10`
`lp22`	`57.2400`	`458.94459411`
`lpl3`	`16.8380`	`27318.00000000`
`maros-r7`	`1.8980`	`1497185.16647964`
`mod2`	`99.1310`	`27737371.36068590`
`model10`	`9.2440`	`-154599.62125634`
`model11`	`2.9220`	`0.00000000`
`model5`	`1.9850`	`-858440.72907146`
`model7`	`2.3090`	`49380.08549363`
`model9`	`1.7720`	`-141123.06636999`
`nemspmm1`	`3.0180`	`-327415.83567076`
`nemspmm2`	`4.1400`	`-291794.83608908`
`nemswrld`	`103.7610`	`260.30896601`
`nsir1`	`0.6790`	`-28909033.00000000`
`nsir2`	`0.5900`	`-27175593.50000000`
`nug15`	`1490.5730`	`1040.99404096`
`osa-07`	`0.3800`	`535722.51729935`
`p010`	`9.0420`	`1115047.91511082`
`p05`	`2.7030`	`556000.27662588`
`pcb3000`	`2.5660`	`137416.41961282`
`pds-06`	`1.5630`	`27761037600.00000000`
`pds-10`	`6.2070`	`26727094976.00000000`
`pilot87`	`8.5520`	`301.71034744`
`qap15`	`1456.6680`	`1040.99404096`
`r05`	`2.9720`	`557831.85904066`
`rat1`	`0.3470`	`1999531.66287928`
`rat5`	`0.9940`	`3083707.01043842`
`rosen10`	`0.8860`	`-174215.45613870`
`scfxm1-2b-64`	`19.9640`	`2877.56386371`
`scfxm1-2r-64`	`5.5230`	`2877.56386371`
`scfxm1-2r-96`	`11.8810`	`2891.70611371`
`scrs8-2r-512`	`7.7260`	`1074.09934157`
`scsd8-2b-64`	`1.8000`	`15.99866803`
`scsd8-2c-64`	`1.6800`	`14.99923200`
`scsd8-2r-108`	`1.4420`	`23.69999434`
`scsd8-2r-216`	`4.1710`	`23.39998388`
`sctap1-2b-64`	`4.7980`	`484.56000000`
`slptsk`	`2.1470`	`29.89536602`
`south31`	`50.0990`	`1818940197.10106000`
`stocfor3`	`4.2780`	`-39976.78394365`
`testbig`	`5.4650`	`-60.42296073`
`ulevimin`	`44.7330`	`-5191101861.43197000`
`wood1p`	`0.1150`	`1.44290241`
`world`	`130.5960`	`40364873.11045990`
`bas1lp`	`2.8320`	`363.00000000`
`cre-b`	`12.7800`	`23129639.88683240`
`cre-d`	`8.4760`	`24454969.76454920`
`fome13`	`0.8920`	`0.00000000`
`fome20`	`95.6780`	`23821658640.00000000`
`fome21`	`652.3130`	`47346318912.00000000`
`ken-18`	`721.0200`	`-5.2217025287397E+10`
`kl02`	`0.6010`	`215.25000000`
`nemsemm2`	`4.8630`	`581079.57097961`
`nsct1`	`5.8250`	`-38922436.00000000`
`nsct2`	`2.5960`	`-37175082.00000000`
`osa-14`	`1.6340`	`1106462.84473626`
`osa-30`	`5.8070`	`2142139.87320977`
`pds-20`	`95.9970`	`23821658640.00000000`
`pds-30`	`322.5350`	`21385445736.00000000`
`pds-40`	`1179.3840`	`18855198824.00000000`
`pds-50`	`2567.1170`	`16603525724.00000000`
`rail507`	`19.2320`	`172.14556668`
`rail516`	`6.5830`	`182.00000000`
`rail582`	`18.6960`	`209.71223296`
`rat7a`	`7.3300`	`2074371.41572828`
`rlfddd`	`56.1570`	`-13.00000000`
`rlfprim`	`22.7710`	`1.00000000`
`route`	`12.9360`	`5941.65027667`
`scsd8-2r-432`	`17.6830`	`25.79996945`
`t0331-4l`	`37.7920`	`29730.03335194`
`us04`	`0.8970`	`17731.66666667`
`watson_1`	`2241.3510`	`-1609.28080387`
`dbic1`	`249.6310`	`-9768973.00000001`
`dbir1`	`16.5750`	`-8106707.00000000`
`dbir2`	`5.2500`	`-6116916.50000000`
`nemsemm1`	`5.6640`	`512959.60091267`
`nw14`	`2.5560`	`61844.00000000`
`osa-60`	`25.9990`	`4044072.50315737`

GLPK: infeasible:

Modelname	Time (GLPK)	Status (GLPK)
`bgindy`	`--`	`mstat(19)sstat( 1)`
`gosh`	`--`	`mstat(19)sstat( 1)`
`lpl1`	`--`	`mstat(19)sstat( 1)`
`sgpf5y6`	`--`	`mstat(19)sstat( 1)`

GLPK: fail:

Modelname	Time (GLPK)	Status (GLPK)
`l30`	`--`	`mstat(13)sstat(10)`
`nug20`	`--`	`mstat(14)sstat( 3)`
`pds-60`	`--`	`mstat(14)sstat( 3)`
`rlfdual`	`--`	`mstat(14)sstat( 3)`
`nug30`	`--`	`mstat(14)sstat( 3)`
`pds-100`	`--`	`mstat(14)sstat( 3)`
`pds-70`	`--`	`mstat(14)sstat( 3)`
`pds-80`	`--`	`mstat(14)sstat( 3)`
`pds-90`	`--`	`mstat(14)sstat( 3)`
`rail2586`	`--`	`mstat(14)sstat( 3)`
`rail4284`	`--`	`mstat(14)sstat( 3)`
`self`	`--`	`mstat(13)sstat(10)`

CLP: all -- GLPK: all

A "(max)" behind a model names indicates that this model is a maximization model.

Modelname	Time (CLP)	Time (GLPK)	Ratio (CLP/ GLPK)	Obj (CLP)	Obj (GLPK)
`aa01`	`1.1470`	`5.5700`	`0.206`	`55535.43638822`	`55535.43638822`
`aa03`	`0.6690`	`4.7010`	`0.142`	`49616.36362903`	`49616.36363636`
`air02`	`0.0340`	`0.0790`	`0.430`	`7640.00000000`	`7640.00000000`
`air06`	`0.6680`	`4.7250`	`0.141`	`49616.36362903`	`49616.36363636`
`baxter`	`0.6130`	`14.9670`	`0.041`	`56007255.67225310`	`56007255.67225310`
`bgindy`	`0.2320`	`0.2670`	---	`mstat(19) sstat(1)`	`mstat(19) sstat(1)`
`car4`	`0.7500`	`0.5500`	`1.364`	`35.46037017`	`35.46037017`
`cari`	`0.0620`	`0.3650`	`0.170`	`581.89305779`	`581.89305779`
`co5`	`1.6870`	`4.5540`	`0.370`	`714469.55375105`	`714469.55375719`
`co9`	`7.7550`	`21.3960`	`0.362`	`946920.43028456`	`946920.43033109`
`cq5`	`1.2210`	`4.5130`	`0.271`	`400133.80747262`	`400133.80747262`
`cq9`	`5.0650`	`22.2360`	`0.228`	`505541.70980727`	`505541.70980727`
`crew1`	`0.1320`	`0.1950`	`0.677`	`20.55555556`	`20.55555556`
`ex3sta1`	`21.8350`	`4.1700`	`5.236`	`-63.07540325`	`-63.07540325`
`fit2d`	`0.1170`	`5.2750`	`0.022`	`-68464.29329383`	`-68464.29329383`
`fit2p`	`2.7640`	`6.2800`	`0.440`	`68464.29329383`	`68464.29329383`
`fome11`	`0.0480`	`0.0920`	`0.522`	`0.00000000`	`0.00000000`
`fome12`	`0.1230`	`0.2540`	`0.484`	`0.00000000`	`0.00000000`
`gen1`	`0.3300`	`2.1780`	`0.152`	`0.00000123`	`0.00000013`
`gen2`	`3.9340`	`87.8600`	`0.045`	`3.29279078`	`3.29279078`
`gen4`	`7.3530`	`51.5180`	`0.143`	`0.00000286`	`0.00000030`
`gosh`	`50.7570`	`0.6290`	---	`mstat(19) sstat(1)`	`mstat(19) sstat(1)`
`jendrec1`	`2.2980`	`3.3350`	`0.689`	`7028.46051135`	`7028.46051135`
`ken-11`	`0.2960`	`7.0230`	`0.042`	`-6972382262.51999000`	`-6972382262.51999000`
`ken-13`	`0.8200`	`43.5400`	`0.019`	`-1.0257394789483E+10`	`-1.0257394789483E+10`
`l30`	`9.9660`	`242.0520`	---	`0.95266141`	`mstat(13) sstat(10)`
`lp22`	`17.6930`	`57.2400`	`0.309`	`458.94459411`	`458.94459411`
`lpl3`	`0.5120`	`16.8380`	`0.030`	`27317.99999289`	`27318.00000000`
`maros-r7`	`1.5720`	`1.8980`	`0.828`	`1497185.16647964`	`1497185.16647964`
`mod2`	`4.7060`	`99.1310`	`0.047`	`27737371.36444000`	`27737371.36068590`
`model10`	`14.9160`	`9.2440`	`1.614`	`-154599.62130019`	`-154599.62125634`
`model11`	`1.0870`	`2.9220`	`0.372`	`0.00000000`	`0.00000000`
`model5`	`1.8830`	`1.9850`	`0.949`	`-858440.72907343`	`-858440.72907146`
`model7`	`1.9650`	`2.3090`	`0.851`	`49380.08549287`	`49380.08549363`
`model9`	`0.9150`	`1.7720`	`0.516`	`-141123.09361336`	`-141123.06636999`
`nemspmm1`	`2.3000`	`3.0180`	`0.762`	`-327415.83567076`	`-327415.83567076`
`nemspmm2`	`2.0740`	`4.1400`	`0.501`	`-291794.83608908`	`-291794.83608908`
`nemswrld`	`36.8160`	`103.7610`	`0.355`	`260.30896600`	`260.30896601`
`nsir1`	`0.0960`	`0.6790`	`0.141`	`-28909033.00000000`	`-28909033.00000000`
`nsir2`	`0.2780`	`0.5900`	`0.471`	`-27175593.50000010`	`-27175593.50000000`
`nug15`	`1273.1720`	`1490.5730`	`0.854`	`1040.99404095`	`1040.99404096`
`osa-07`	`0.1250`	`0.3800`	`0.329`	`535722.51729935`	`535722.51729935`
`p010`	`0.6250`	`9.0420`	`0.069`	`1115047.91511082`	`1115047.91511082`
`p05`	`0.1950`	`2.7030`	`0.072`	`556000.27662590`	`556000.27662588`
`pcb3000`	`0.5280`	`2.5660`	`0.206`	`137416.41961282`	`137416.41961282`
`pds-06`	`0.2340`	`1.5630`	`0.150`	`27761037600.00000000`	`27761037600.00000000`
`pds-10`	`0.5850`	`6.2070`	`0.094`	`26727094976.00000000`	`26727094976.00000000`
`pilot87`	`6.0440`	`8.5520`	`0.707`	`301.71034744`	`301.71034744`
`qap15`	`1671.1610`	`1456.6680`	`1.147`	`1040.99404096`	`1040.99404096`
`r05`	`0.2070`	`2.9720`	`0.070`	`557831.85904066`	`557831.85904066`
`rat1`	`0.2540`	`0.3470`	`0.732`	`1999531.66287928`	`1999531.66287928`
`rat5`	`0.7780`	`0.9940`	`0.783`	`3083707.01043842`	`3083707.01043842`
`rosen10`	`0.0760`	`0.8860`	`0.086`	`-174215.45613870`	`-174215.45613870`
`scfxm1-2b-64`	`2.5470`	`19.9640`	`0.128`	`2877.56386371`	`2877.56386371`
`scfxm1-2r-64`	`0.7860`	`5.5230`	`0.142`	`2877.56386371`	`2877.56386371`
`scfxm1-2r-96`	`1.5350`	`11.8810`	`0.129`	`2891.70611371`	`2891.70611371`
`scrs8-2r-512`	`0.0700`	`7.7260`	`0.009`	`1074.09934157`	`1074.09934157`
`scsd8-2b-64`	`0.2430`	`1.8000`	`0.135`	`15.99866803`	`15.99866803`
`scsd8-2c-64`	`0.2390`	`1.6800`	`0.142`	`14.99923200`	`14.99923200`
`scsd8-2r-108`	`0.0530`	`1.4420`	`0.037`	`23.69999434`	`23.69999434`
`scsd8-2r-216`	`0.1780`	`4.1710`	`0.043`	`23.39998388`	`23.39998388`
`sctap1-2b-64`	`0.2890`	`4.7980`	`0.060`	`484.56000000`	`484.56000000`
`slptsk`	`1.2010`	`2.1470`	`0.559`	`29.89536602`	`29.89536602`
`south31`	`16.9350`	`50.0990`	`0.338`	`1818940197.10106000`	`1818940197.10106000`
`stocfor3`	`0.7150`	`4.2780`	`0.167`	`-39976.78394365`	`-39976.78394365`
`testbig`	`0.3800`	`5.4650`	`0.070`	`-60.42296073`	`-60.42296073`
`ulevimin`	`24.5030`	`44.7330`	`0.548`	`-5191101861.43197000`	`-5191101861.43197000`
`wood1p`	`0.0500`	`0.1150`	`0.435`	`1.44290241`	`1.44290241`
`world`	`4.0640`	`130.5960`	`0.031`	`40364873.11417420`	`40364873.11045990`
`bas1lp`	`0.8850`	`2.8320`	`0.313`	`363.00000000`	`363.00000000`
`cre-b`	`2.2780`	`12.7800`	`0.178`	`23129639.88683230`	`23129639.88683240`
`cre-d`	`1.4730`	`8.4760`	`0.174`	`24454969.76454920`	`24454969.76454920`
`fome13`	`0.3010`	`0.8920`	`0.337`	`0.00000000`	`0.00000000`
`fome20`	`2.6300`	`95.6780`	`0.027`	`23821658640.00000000`	`23821658640.00000000`
`fome21`	`7.4650`	`652.3130`	`0.011`	`47346318912.00000000`	`47346318912.00000000`
`ken-18`	`7.1440`	`721.0200`	`0.010`	`-5.2217025287397E+10`	`-5.2217025287397E+10`
`kl02`	`0.3450`	`0.6010`	`0.574`	`215.25000000`	`215.25000000`
`lpl1`	`3600.1990`	`0.2630`	---	`mstat(14) sstat(3)`	`mstat(19) sstat(1)`
`nemsemm2`	`0.4710`	`4.8630`	`0.097`	`581079.57090469`	`581079.57097961`
`nsct1`	`0.4770`	`5.8250`	`0.082`	`-38922436.00000000`	`-38922436.00000000`
`nsct2`	`1.1340`	`2.5960`	`0.437`	`-37175082.00000040`	`-37175082.00000000`
`nug20`	`3600.0120`	`3610.1660`	---	`mstat(14) sstat(3)`	`mstat(14) sstat(3)`
`osa-14`	`0.4550`	`1.6340`	`0.278`	`1106462.84473625`	`1106462.84473626`
`osa-30`	`0.8570`	`5.8070`	`0.148`	`2142139.87320979`	`2142139.87320977`
`pds-20`	`2.6380`	`95.9970`	`0.027`	`23821658640.00000000`	`23821658640.00000000`
`pds-30`	`6.9160`	`322.5350`	`0.021`	`21385445736.00000000`	`21385445736.00000000`
`pds-40`	`14.8210`	`1179.3840`	`0.013`	`18855198824.00000000`	`18855198824.00000000`
`pds-50`	`23.3840`	`2567.1170`	`0.009`	`16603525724.00000000`	`16603525724.00000000`
`pds-60`	`37.5860`	`3597.6210`	---	`14265904407.00000000`	`mstat(14) sstat(3)`
`rail507`	`5.7860`	`19.2320`	`0.301`	`172.14556668`	`172.14556668`
`rail516`	`1.5940`	`6.5830`	`0.242`	`182.00000000`	`182.00000000`
`rail582`	`5.3580`	`18.6960`	`0.287`	`209.71223296`	`209.71223296`
`rat7a`	`4.2570`	`7.3300`	`0.581`	`2074371.41572828`	`2074371.41572828`
`rlfddd`	`0.1610`	`56.1570`	`0.003`	`-13.00000000`	`-13.00000000`
`rlfdual`	`22.0990`	`3595.7890`	---	`-1.00000000`	`mstat(14) sstat(3)`
`rlfprim`	`2.9410`	`22.7710`	---	`mstat(19) sstat(1)`	`1.00000000`
`route`	`0.1590`	`12.9360`	`0.012`	`5941.65027667`	`5941.65027667`
`scsd8-2r-432`	`0.6120`	`17.6830`	`0.035`	`25.79996945`	`25.79996945`
`sgpf5y6`	`161.3350`	`0.1200`	---	`mstat(19) sstat(1)`	`mstat(19) sstat(1)`
`t0331-4l`	`8.7820`	`37.7920`	`0.232`	`29730.03335194`	`29730.03335194`
`us04`	`0.1160`	`0.8970`	`0.129`	`17731.66666667`	`17731.66666667`
`watson_1`	`77.2170`	`2241.3510`	`0.034`	`-1609.28069437`	`-1609.28080387`
`dbic1`	`193.5450`	`249.6310`	`0.775`	`-9768973.00000001`	`-9768973.00000001`
`dbir1`	`0.7660`	`16.5750`	`0.046`	`-8106707.00000000`	`-8106707.00000000`
`dbir2`	`2.1360`	`5.2500`	`0.407`	`-6116916.50000043`	`-6116916.50000000`
`nemsemm1`	`1.0380`	`5.6640`	`0.183`	`512959.60078798`	`512959.60091267`
`nug30`	`3601.2970`	`3597.5450`	---	`mstat(14) sstat(3)`	`mstat(14) sstat(3)`
`nw14`	`2.1830`	`2.5560`	`0.854`	`61844.00000000`	`61844.00000000`
`osa-60`	`3.0580`	`25.9990`	`0.118`	`4044072.50315747`	`4044072.50315737`
`pds-100`	`98.7860`	`3595.5320`	---	`10928229968.00000000`	`mstat(14) sstat(3)`
`pds-70`	`52.7540`	`3596.8480`	---	`12241162812.00000000`	`mstat(14) sstat(3)`
`pds-80`	`73.6320`	`3596.5010`	---	`11469077462.00000000`	`mstat(14) sstat(3)`
`pds-90`	`90.1270`	`3597.2690`	---	`11087561635.00000000`	`mstat(14) sstat(3)`
`rail2586`	`1547.3460`	`3605.8470`	---	`935.92182057`	`mstat(14) sstat(3)`
`rail4284`	`3600.4760`	`3608.6250`	---	`mstat(14) sstat(3)`	`mstat(14) sstat(3)`
`self`	`3.7690`	`10.2080`	---	`0.00000000`	`mstat(13) sstat(10)`