KNITRO Report for the problems LISTampl in AMPL. Sun Oct 28 18:15:02 CST 2001 Name n m iter f c CPU(s) f* inf Output 3pk 30 0 28 29 29 0.200 1.72011856964773D+00 1.1E-16 Optimal solution aircrfta 5 0 5 6 6 0.010 4.02398546608988D-20 0.0E+00 Optimal solution aircrftb 5 0 21 22 22 0.030 2.67263974754194D-20 0.0E+00 Optimal solution airport 84 42 11 12 12 0.300 4.79527083944910D+04 1.7E-09 Optimal solution aljazzaf 3 1 144 145 145 0.200 7.50050224853330D+01 1.6E-07 Optimal solution allinit 3 0 18 24 24 0.040 1.67059684328799D+01 8.3E-17 Optimal solution allinitc 3 1 16 19 19 0.040 3.04631685604797D+01 1.4E-06 Optimal solution allinitu 4 0 6 7 7 0.010 5.74438491032037D+00 0.0E+00 Optimal solution alsotame 2 1 12 13 13 0.030 8.20852546370807D-02 2.2E-16 Optimal solution argauss 3 0 2 3 3 0.010 1.12793277048757D-08 0.0E+00 Optimal solution arglina 100 0 3 4 4 16.070 1.00000000000000D+02 0.0E+00 Optimal solution arglinb 10 0 2 3 3 0.010 4.63414634146342D+00 0.0E+00 Optimal solution arglinc 8 0 2 3 3 0.010 6.13513513513514D+00 0.0E+00 Optimal solution argtrig 100 0 9 10 10 6.520 4.32284357495149D-19 0.0E+00 Optimal solution artif 5000 0 138 139 139 19.720 5.41986139737221D-13 0.0E+00 Optimal solution arwhead 5000 0 31 32 32 1.340 -4.84044271331641D-09 0.0E+00 EXIT: Trust region radius < 10*mac aug2d 20192 9996 7 8 8 8.810 1.68741175361249D+06 1.4E-14 Optimal solution aug2dc 20200 9996 7 8 8 1508.830 1.81839317245152D+06 7.1E-15 Optimal solution aug2dcqp 20200 9996 0 0 0 1800.000 0 0 Time limit reached aug2dqp 20192 9996 0 0 0 1800.000 0 0 Time limit reached aug3d 3873 1000 6 7 7 1.320 5.54067725792549D+02 1.3E-15 Optimal solution aug3dc 3873 1000 4 5 5 0.950 7.71262438688964D+02 5.1E-15 Optimal solution aug3dcqp 3873 1000 25 26 26 53.230 9.93363492652990D+02 3.1E-15 Optimal solution aug3dqp 3873 1000 24 25 25 31.120 6.75240635119769D+02 4.2E-15 Optimal solution avgasa 6 6 19 20 20 0.050 -4.16869951501378D+00 4.9E-16 Optimal solution avgasb 6 6 20 21 21 0.050 -4.13281847056070D+00 1.6E-14 Optimal solution avion2 49 15 9 10 10 0.060 9.46801258640628D+07 2.7E-05 Optimal solution bard 3 0 10 11 11 0.020 8.21487730658473D-03 0.0E+00 Optimal solution batch 46 69 378 392 392 1.470 2.59868416456300D+05 1.4E-11 Optimal solution bdexp 5000 0 15 16 16 1.700 2.10640548953033D-04 0.0E+00 Optimal solution bdqrtic 1000 0 12 13 13 0.700 3.98381795057647D+03 0.0E+00 Optimal solution bdvalue 5000 0 1 2 2 53.060 9.91776968976618D-12 0.0E+00 Optimal solution beale 2 0 7 8 8 0.010 1.95086426524441D-16 0.0E+00 Optimal solution bigbank 1773 814 661 662 662 178.920 -4.20569614871584D+06 2.4E-07 Optimal solution biggs3 3 0 9 10 10 0.020 7.06725744510216D-16 0.0E+00 Optimal solution biggs5 5 0 51 52 52 0.050 6.69246913537145D-12 0.0E+00 Optimal solution biggs6 6 0 43 44 44 0.050 9.99346063279519D-12 0.0E+00 Optimal solution biggsb1 1000 0 21 22 22 40.880 1.51255663705293D-02 3.3E-16 Optimal solution biggsc4 4 7 27 28 28 0.060 -2.44999989622181D+01 8.9E-16 Optimal solution blockqp1 2005 1001 7 8 8 1.980 -9.96493887750872D+02 1.4E-11 Optimal solution blockqp2 2005 1001 8 9 9 2.780 -9.96094883827395D+02 1.6E-15 Optimal solution blockqp3 2005 1001 7 8 8 2.460 -4.97494221257665D+02 8.9E-14 Optimal solution blockqp4 2005 1001 12 15 15 13.590 -4.98091780075017D+02 7.7E-13 Optimal solution blockqp5 2005 1001 13 14 14 37.090 -4.97498712586399D+02 5.7E-13 Optimal solution bloweya 2002 1002 34 35 35 142.010 -2.10188409512814D-02 1.9E-08 Optimal solution bloweyb 2002 1002 8 9 9 2.040 -2.71267954863339D-02 2.8E-10 Optimal solution bloweyc 2002 1002 4 5 5 0.880 -1.85588030398941D-02 9.5E-09 Optimal solution booth 2 0 2 3 3 0.010 1.26217744835362D-29 0.0E+00 Optimal solution box2 2 0 6 7 7 0.010 1.60561599227456D-13 0.0E+00 Optimal solution box3 3 0 8 9 9 0.010 8.91965004009513D-21 0.0E+00 Optimal solution bqp1var 1 0 8 9 9 0.020 1.28010001606055D-06 7.9E-17 Optimal solution bqpgabim 46 0 18 19 19 0.240 -3.53459049165203D-05 1.4E-17 Optimal solution bqpgasim 50 0 16 17 17 0.240 -5.25683055136753D-05 4.2E-17 Optimal solution brainpc0 6905 6900 116 129 129 182.410 3.40424683196464D-01 5.8E-06 Optimal solution brainpc1 6905 6900 143 147 147 514.600 4.06975013724636D-04 3.3E-07 Optimal solution brainpc2 13805 0 0 0 0 1800.000 0 0 Time limit reached brainpc3 6905 6900 81 82 82 279.500 3.64781095012728D-04 1.1E-06 Optimal solution brainpc4 6905 6900 133 135 135 446.670 3.48759054557737D-04 1.1E-05 Optimal solution brainpc5 6905 0 0 0 0 1800.000 0 0 Time limit reached brainpc6 6905 6900 141 142 142 565.110 3.46509695621739D-04 1.3E-07 Optimal solution brainpc7 6905 6900 149 150 150 665.810 3.51921711128031D-04 1.6E-07 Optimal solution brainpc8 6905 6900 256 258 258 885.760 3.54862680024024D-04 2.1E-09 Optimal solution brainpc9 6905 6900 0 0 0 1800.000 0 0 Time limit reached bratu1d 1001 0 9 10 10 3.400 -8.51892727229487D+00 0.0E+00 Optimal solution bratu2d 4900 0 4 5 5 19.660 1.93244208710928D-10 0.0E+00 Optimal solution bratu2dt 4900 0 6 7 7 45.900 2.70318607400845D-06 0.0E+00 Optimal solution bratu3d 3375 0 5 6 6 3.000 2.90877657818669D-12 0.0E+00 Optimal solution britgas 450 360 32 50 50 1.780 1.23338055339155D-05 2.8E-06 Optimal solution brkmcc 2 0 3 4 4 0.010 1.69042679196450D-01 0.0E+00 Optimal solution brownal 10 0 7 8 8 0.010 1.06009025459491D-14 0.0E+00 Optimal solution brownbs 2 0 30 31 31 0.030 0.00000000000000D+00 0.0E+00 Optimal solution brownden 4 0 12 13 13 0.020 8.58222016263563D+04 0.0E+00 Optimal solution broydn3d 10000 0 8 9 9 2.760 2.04415296565439D-17 0.0E+00 Optimal solution broydn7d 1000 0 164 165 165 3.610 3.84024329028704D+02 0.0E+00 Optimal solution broydnbd 5000 0 10 11 11 5.390 1.44218202735659D-16 0.0E+00 Optimal solution brybnd 5000 0 10 11 11 5.390 1.44218202735659D-16 0.0E+00 Optimal solution bt1 2 1 5 6 6 0.020 -9.99992615138948D-01 7.4E-08 Optimal solution bt10 2 2 6 7 7 0.010 -1.00000000278531D+00 4.2E-09 Optimal solution bt11 5 3 7 8 8 0.020 8.24891778277116D-01 8.1E-12 Optimal solution bt12 5 3 5 7 7 0.020 6.18811881188119D+00 2.3E-05 Optimal solution bt13 5 1 39 40 40 0.060 2.56000000000021D-07 1.0E-07 Optimal solution bt2 3 1 12 13 13 0.030 3.25682007036923D-02 2.9E-08 Optimal solution bt3 5 3 4 5 5 0.020 4.09302325581395D+00 3.3E-16 Optimal solution bt4 3 2 6 7 7 0.020 -4.55105507985271D+01 1.8E-08 Optimal solution bt5 3 2 6 7 7 0.020 9.61715172129961D+02 7.4E-11 Optimal solution bt6 5 2 10 12 12 0.020 2.77044788767343D-01 1.4E-11 Optimal solution bt7 5 3 29 30 30 0.040 3.06499960396747D+02 1.7E-08 Optimal solution bt8 5 2 10 11 11 0.020 1.00000095367432D+00 9.5E-07 Optimal solution bt9 4 2 14 15 15 0.030 -1.00000012365715D+00 9.2E-08 Optimal solution byrdsphr 3 2 8 9 9 0.020 -4.68330013350785D+00 3.5E-09 Optimal solution camel6 2 0 14 17 17 0.030 -1.03162845348984D+00 0.0E+00 Optimal solution cantilvr 5 1 18 19 19 0.040 1.33995661659655D+00 4.3E-12 Optimal solution catena 32 11 67 69 69 0.130 -2.30777493092823D+04 3.7E-06 Optimal solution catenary 496 166 1000 1003 1003 10.260 -2.56747429617164D+08 6.8E+06 EXIT: Iteration limit reached cb2 3 3 21 22 22 0.040 1.95222705365647D+00 2.1E-10 Optimal solution cb3 3 3 14 15 15 0.030 2.00000384004129D+00 5.9E-11 Optimal solution cbratu2d 882 0 2 3 3 0.180 1.44770587733122D-12 0.0E+00 Optimal solution cbratu3d 1024 0 2 3 3 0.260 1.05091864178277D-12 0.0E+00 Optimal solution chaconn1 3 3 20 21 21 0.040 1.95222705366289D+00 2.1E-10 Optimal solution chaconn2 3 3 14 15 15 0.030 2.00000384004074D+00 5.8E-11 Optimal solution chainwoo 1000 0 1000 1001 1001 22.690 7.09295061918506D+02 0.0E+00 EXIT: Iteration limit reached chandheq 100 0 22 23 23 49.870 1.81188556506049D-07 4.4E-16 Optimal solution chebyqad 50 0 472 725 725 256.440 5.38656020317027D-03 1.1E-16 Optimal solution chemrcta 5000 0 0 0 0 1800.000 0 0 Time limit reached chemrctb 1000 0 0 0 0 1800.000 0 0 Time limit reached chenhark 1000 0 0 0 0 1800.000 0 0 Time limit reached chnrosnb 50 0 73 74 74 0.120 2.07558051303871D-16 0.0E+00 Optimal solution cliff 2 0 27 28 28 0.030 1.99786613677700D-01 0.0E+00 Optimal solution clnlbeam 1499 1000 93 94 94 75.500 3.95018426311641D+02 2.7E-07 Optimal solution clplatea 4970 0 15 16 16 6.920 -1.25920948451457D-02 0.0E+00 Optimal solution clplateb 4970 0 56 57 57 20.210 -6.98822201233385D+00 0.0E+00 Optimal solution clplatec 4970 0 4 5 5 42.100 -5.02072422682075D-03 0.0E+00 Optimal solution cluster 2 0 17 18 18 0.020 1.02990184328378D-11 0.0E+00 Optimal solution concon 15 11 268 269 269 0.470 -6.23079555687075D+03 1.7E-10 Optimal solution congigmz 3 5 28 29 29 0.050 2.80000006341892D+01 1.5E-07 Optimal solution coolhans 9 0 1 2 2 0.010 0.00000000000000D+00 0.0E+00 EXIT: Halting because ||d|| < mach core1 65 50 727 732 732 4.320 9.10562448713197D+01 2.7E-03 Optimal solution core2 157 122 134 135 135 2.960 7.29000332821589D+01 4.9E-06 Optimal solution corkscrw 8997 7000 1000 1001 1001 1008.270 2.46328871393488D+01 2.3E+00 EXIT: Iteration limit reached coshfun 61 20 1000 1931 1931 3.730 -7.73508367540718D-01 6.5E-08 EXIT: Iteration limit reached cosine 10000 0 51 52 52 6.110 -9.99900000000000D+03 0.0E+00 EXIT: Trust region radius < 10*mac cragglvy 5000 0 51 52 52 5.820 1.68821530971417D+03 0.0E+00 EXIT: Trust region radius < 10*mac cresc100 6 200 1000 1505 1505 11.760 1.74298686843508D+01 2.4E-03 EXIT: Iteration limit reached cresc132 6 2654 1 1 1 68.440 2.88218557889934D+00 1.7E+03 EXIT: MA27BD error cresc4 6 8 1000 1002 1002 1.530 -6.69235682858469D-02 7.7E-03 EXIT: Iteration limit reached cresc50 6 100 1000 1828 1828 5.560 7.42019075577241D+00 4.7E-05 EXIT: Iteration limit reached csfi1 5 4 22 24 24 0.050 -4.90751974501727D+01 3.1E-06 Optimal solution csfi2 5 4 50 51 51 0.090 5.50176184248629D+01 4.3E-07 Optimal solution cube 2 0 38 39 39 0.030 2.10282830457307D-16 0.0E+00 Optimal solution curly10 10000 0 23 24 24 1510.590 -1.00316290241319D+06 0.0E+00 Optimal solution curly20 10000 0 0 0 0 1800.000 0 0 Time limit reached curly30 10000 0 0 0 0 1800.000 0 0 Time limit reached cvxbqp1 10000 0 9 10 10 9.450 2.25031345959136D+06 1.1E-14 Optimal solution cvxqp1 1000 500 10 11 11 8.390 1.08751173123516D+06 4.0E-14 Optimal solution cvxqp2 10000 2500 12 13 13 1089.290 8.18424685229484D+07 3.6E-15 Optimal solution cvxqp3 10000 0 0 0 0 1800.000 0 0 Time limit reached dallasl 837 598 361 364 364 93.590 -2.02604132487321D+05 2.8E-14 Optimal solution dallasm 164 119 203 204 204 4.360 -4.81857084916746D+04 5.7E-14 Optimal solution dallass 44 29 203 208 208 1.080 -3.05535998256614D+04 5.7E-14 Optimal solution deconvb 51 0 893 1210 1210 17.660 3.40702303279476D-03 3.6E-15 Optimal solution deconvc 51 1 86 102 102 2.120 9.68252850646380D-07 2.1E-13 Optimal solution deconvu 51 0 142 143 143 1.670 9.89338220012608D-09 0.0E+00 Optimal solution degenlpa 20 14 157 158 158 0.420 3.02420782551588D+00 7.1E-07 Optimal solution degenlpb 20 15 187 188 188 0.530 -3.09843386367282D+01 6.1E-07 Optimal solution demymalo 3 3 27 30 30 0.050 -2.99999615999995D+00 1.6E-13 Optimal solution denschna 2 0 6 7 7 0.010 1.10283709073358D-23 0.0E+00 Optimal solution denschnb 2 0 5 6 6 0.010 1.30725815944214D-15 0.0E+00 Optimal solution denschnc 2 0 12 13 13 0.020 9.72034407413331D-27 0.0E+00 Optimal solution denschnd 3 0 42 43 43 0.040 1.73172799868768D-10 0.0E+00 Optimal solution denschne 3 0 14 15 15 0.020 9.02606828157350D-24 0.0E+00 Optimal solution denschnf 2 0 6 7 7 0.010 6.51324621982862D-22 0.0E+00 Optimal solution dipigri 7 4 14 17 17 0.040 6.80630059934407D+02 2.9E-12 Optimal solution disc2 28 23 29 33 33 0.080 1.56250051193799D+00 4.3E-06 Optimal solution discs 33 66 1000 1001 1001 4.240 1.45468146173167D+01 6.5E-01 EXIT: Iteration limit reached dittert 327 264 48 50 50 6.330 -1.99759667672659D+00 3.9E-11 Optimal solution dixchlng 10 5 9 10 10 0.030 2.47189781091082D+03 1.2E-11 Optimal solution dixchlnv 100 50 19 20 20 0.550 2.31216068584948D-15 5.3E-14 Optimal solution dixmaana 3000 0 8 9 9 0.590 1.00000000000200D+00 0.0E+00 Optimal solution dixmaanb 3000 0 9 10 10 1.210 1.00000000000000D+00 0.0E+00 Optimal solution dixmaanc 3000 0 9 10 10 1.210 1.00000000013538D+00 0.0E+00 Optimal solution dixmaand 3000 0 10 11 11 1.320 1.00000000003914D+00 0.0E+00 Optimal solution dixmaane 3000 0 36 37 37 3.720 1.00000000042978D+00 0.0E+00 Optimal solution dixmaanf 3000 0 35 36 36 4.440 1.00000000000003D+00 0.0E+00 Optimal solution dixmaang 3000 0 34 35 35 4.490 1.00000000000012D+00 0.0E+00 Optimal solution dixmaanh 3000 0 35 36 36 4.480 1.00000000001394D+00 0.0E+00 Optimal solution dixmaani 3000 0 24 25 25 14.730 1.00000000155532D+00 0.0E+00 Optimal solution dixmaanj 3000 0 63 64 64 20.100 1.00000000970289D+00 0.0E+00 Optimal solution dixmaank 3000 0 64 65 65 29.600 1.00000000270111D+00 0.0E+00 Optimal solution dixmaanl 3000 0 74 75 75 36.640 1.00000001980518D+00 0.0E+00 Optimal solution dixon3dq 10 0 2 3 3 0.010 1.41748443906901D-30 0.0E+00 Optimal solution djtl 2 0 149 150 150 0.110 -8.95154472374743D+03 0.0E+00 EXIT: Trust region radius < 10*mac dnieper 57 24 11 12 12 0.100 1.87441050712317D+04 2.3E-06 Optimal solution dqdrtic 5000 0 8 9 9 0.820 5.73741560116528D-18 0.0E+00 Optimal solution dqrtic 5000 0 40 41 41 2.900 4.61729670970370D-07 0.0E+00 Optimal solution drcav1lq 10000 0 0 0 0 1800.000 0 0 Time limit reached drcav2lq 10000 0 0 0 0 1800.000 0 0 Time limit reached drcav3lq 10000 0 0 0 0 1800.000 0 0 Time limit reached drcavty1 10000 0 0 0 0 1800.000 0 0 Time limit reached drcavty2 10000 0 0 0 0 1800.000 0 0 Time limit reached drcavty3 10000 0 0 0 0 1800.000 0 0 Time limit reached drugdis 0 0 0 0 0 0.000 dtoc1l 14985 9990 8 9 9 9.490 1.25338129735844D+02 2.2E-16 Optimal solution dtoc1na 1485 990 7 8 8 3.920 1.27020299118778D+01 4.0E-11 Optimal solution dtoc1nb 1485 990 6 7 7 3.470 1.59377776538448D+01 1.0E-11 Optimal solution dtoc1nc 1485 990 10 12 12 4.560 2.49698154720460D+01 3.2E-06 Optimal solution dtoc1nd 735 490 23 34 34 4.500 1.26444587503571D+01 1.3E-06 Optimal solution dtoc2 5994 3996 5 6 6 6.010 5.08676185253001D-01 4.4E-07 Optimal solution dtoc3 14996 9997 6 7 7 4.160 2.35262481532183D+02 3.6E-15 Optimal solution dtoc4 14996 9997 4 5 5 3.390 2.92143507376707D+00 3.8E-05 Optimal solution dtoc5 9998 4999 5 6 6 2.070 1.53372830185489D+00 3.7E-07 Optimal solution dtoc6 10000 5000 11 12 12 4.620 1.34826114715470D+05 1.6E-05 Optimal solution dual1 85 1 14 15 15 1.270 3.50186530861816D-02 4.4E-16 Optimal solution dual2 96 1 14 15 15 1.680 3.37347237968078D-02 4.4E-16 Optimal solution dual3 111 1 16 17 17 3.270 1.35759644947644D-01 2.2E-16 Optimal solution dual4 75 1 12 13 13 0.730 7.46094218603210D-01 2.2E-16 Optimal solution dualc1 9 13 14 15 15 0.060 9.21092521119565D+03 1.6E-13 Optimal solution dualc2 7 9 15 16 16 0.050 3.57712099117269D+03 2.8E-14 Optimal solution dualc5 8 1 8 9 9 0.030 4.27233100870155D+02 5.6E-16 Optimal solution dualc8 8 15 21 22 22 0.080 1.83093620335661D+04 7.3E-13 Optimal solution edensch 2000 0 9 10 10 0.540 1.20032845920208D+04 0.0E+00 Optimal solution eg1 3 0 11 12 12 0.030 -1.42930547356875D+00 2.2E-16 Optimal solution eg2 1000 0 3 4 4 0.070 -9.98947393300945D+02 0.0E+00 Optimal solution eg3 101 200 30 31 31 0.540 1.27861420056772D-01 4.8E-08 Optimal solution eigena 110 0 61 81 81 3.030 1.15382889445584D-05 8.9E-16 Optimal solution eigena2 110 55 32 34 34 0.440 8.25000000791979D+01 2.7E-08 Optimal solution eigenaco 110 55 3 4 4 0.180 0.00000000000000D+00 0.0E+00 Optimal solution eigenals 110 0 33 34 34 1.620 1.05539689819133D-13 0.0E+00 Optimal solution eigenb 110 0 115 116 116 6.210 6.81143912806253D-13 0.0E+00 Optimal solution eigenb2 110 55 93 97 97 1.020 1.60000000028887D+00 1.6E-11 Optimal solution eigenbco 110 55 2 3 3 0.140 9.00000000000000D+00 0.0E+00 Optimal solution eigenbls 110 0 120 121 121 7.910 1.27366524966136D-14 0.0E+00 Optimal solution eigenc 462 0 260 261 261 255.070 5.67214849392996D-15 0.0E+00 Optimal solution eigenc2 462 231 143 158 158 43.800 7.71810438000292D+02 4.8E-09 Optimal solution eigencco 30 15 13 17 17 0.060 3.82039290755886D-17 5.4E-12 Optimal solution eigencls 462 0 254 255 255 311.440 3.86603020151626D-12 0.0E+00 Optimal solution eigmaxa 101 101 24 25 25 0.140 -1.00000000281895D+00 3.6E-07 Optimal solution eigmaxb 101 101 34 36 36 0.150 -7.78581192087801D-02 1.5E-10 Optimal solution eigmaxc 22 22 5 6 6 0.020 -9.99999999021674D-01 3.4E-08 Optimal solution eigmina 101 101 24 25 25 0.150 1.00000000369353D+00 5.0E-07 Optimal solution eigminb 101 101 34 36 36 0.150 7.78581192087801D-02 1.5E-10 Optimal solution eigminc 22 22 19 20 20 0.050 9.99999958018022D-01 1.3E-06 Optimal solution engval1 5000 0 13 14 14 1.150 5.54866841941011D+03 0.0E+00 Optimal solution engval2 3 0 17 18 18 0.020 9.86520701974370D-17 0.0E+00 Optimal solution errinros 50 0 86 87 87 0.130 3.99041539201272D+01 0.0E+00 Optimal solution expfit 2 0 12 13 13 0.020 2.40510593999058D-01 0.0E+00 Optimal solution expfita 5 21 33 35 35 0.090 1.13765765581173D-03 1.7E-15 Optimal solution expfitb 5 101 42 43 43 0.240 5.02046794365040D-03 2.3E-14 Optimal solution expfitc 5 501 188 189 189 4.610 2.33035191237842D-02 3.4E-14 Optimal solution explin 120 0 57 61 61 1.040 -7.23756262159907D+05 4.0E-14 Optimal solution explin2 120 0 65 71 71 1.020 -7.24459094162847D+05 1.8E-15 Optimal solution expquad 120 0 23 24 24 0.120 -3.62459988796030D+06 1.8E-15 Optimal solution extrasim 2 1 11 12 12 0.030 1.00000128000000D+00 2.5E-20 Optimal solution extrosnb 10 0 1 2 2 0.010 0.00000000000000D+00 0.0E+00 EXIT: Halting because ||d|| < mach fccu 19 8 6 7 7 0.020 1.11491091414845D+01 4.4E-15 Optimal solution fletcbv2 100 0 3 4 4 0.030 -5.14006786111515D-01 0.0E+00 Optimal solution fletcbv3 10000 0 1000 1001 1001 272.350 -1.85207690596981D+11 0.0E+00 EXIT: Iteration limit reached fletchbv 10000 0 1000 1001 1001 271.950 -1.83879785953664D+19 0.0E+00 EXIT: Iteration limit reached fletchcr 100 0 99 100 100 0.200 7.81221865928540D-15 0.0E+00 Optimal solution fletcher 4 4 62 110 110 0.100 1.95253792307259D+01 4.4E-16 Optimal solution flosp2hh 650 0 1000 1001 1001 899.900 3.88722560987768D+01 0.0E+00 EXIT: Iteration limit reached flosp2hl 650 0 1000 1001 1001 1557.930 3.88705439937637D+01 0.0E+00 EXIT: Iteration limit reached flosp2hm 650 0 1000 1001 1001 1021.160 3.88712574509616D+01 0.0E+00 EXIT: Iteration limit reached flosp2th 650 0 1000 1001 1001 982.160 1.00016257285496D+01 0.0E+00 EXIT: Iteration limit reached flosp2tl 650 0 1000 1001 1001 1742.980 1.00000006364915D+01 0.0E+00 EXIT: Iteration limit reached flosp2tm 650 0 1000 1001 1001 1312.630 1.00000536791140D+01 0.0E+00 EXIT: Iteration limit reached fminsrf2 1024 0 167 168 168 3.210 1.00000000000050D+00 0.0E+00 Optimal solution fminsurf 1024 0 293 294 294 142.840 1.00000000004539D+00 0.0E+00 Optimal solution freuroth 5000 0 11 12 12 2.650 6.08159189046331D+05 0.0E+00 Optimal solution gausselm 1495 3690 311 334 334 151.270 -1.50968603864930D+01 4.3E-06 Optimal solution genhs28 10 8 2 3 3 0.010 9.27173693766392D-01 3.1E-15 Optimal solution genhumps 5 0 55 56 56 0.050 1.94091130309313D-13 0.0E+00 Optimal solution genrose 500 0 1000 1001 1001 9.710 1.78343238110198D+01 0.0E+00 EXIT: Iteration limit reached gigomez1 3 3 28 29 29 0.050 -2.99999616000000D+00 3.3E-16 Optimal solution gilbert 1000 1 33 34 34 1.170 4.82027298824852D+02 3.8E-08 Optimal solution goffin 51 50 45 46 46 0.790 1.28002611658910D-05 1.2E-18 Optimal solution gottfr 2 0 11 12 12 0.020 5.99375082121826D-14 0.0E+00 Optimal solution gouldqp2 699 349 11 12 12 4.750 1.93996779931418D-04 7.1E-15 Optimal solution gouldqp3 699 349 16 17 17 2.390 2.06520059685226D+00 4.6E-15 Optimal solution gpp 250 498 14 15 15 19.540 1.44009275459180D+04 5.4E-07 Optimal solution gridneta 8964 6724 22 23 23 32.050 3.04985709223050D+02 1.2E-15 Optimal solution gridnetb 13284 6724 4 5 5 5.030 1.43323230292957D+02 4.4E-16 Optimal solution gridnetc 7564 3844 23 24 24 115.140 1.61880061233635D+02 3.0E-14 Optimal solution gridnetd 3945 2644 18 19 19 16.730 5.66444690183198D+02 4.4E-15 Optimal solution gridnete 7565 3844 7 8 8 5.990 2.06554698517698D+02 4.4E-16 Optimal solution gridnetf 7565 3844 23 24 24 220.470 2.42113298589642D+02 1.6E-14 Optimal solution gridnetg 44 34 15 16 16 0.080 7.33170324407211D+01 8.9E-16 Optimal solution gridneth 61 36 11 12 12 0.070 3.96262686232415D+01 8.9E-16 Optimal solution gridneti 61 36 13 14 14 0.100 4.02476014716115D+01 2.2E-15 Optimal solution grouping 0 0 0 0 0 0.000 growth 3 0 164 165 165 0.150 1.00404058410540D+00 0.0E+00 Optimal solution growthls 3 0 164 165 165 0.160 1.00404058410543D+00 0.0E+00 Optimal solution gulf 3 0 32 33 33 0.090 4.74613198974602D-15 0.0E+00 Optimal solution hadamals 90 0 45 47 47 1.880 2.63088393311188D+01 6.7E-16 Optimal solution hadamard 65 256 1000 1001 1001 56.810 1.00231698202254D+00 7.0E-04 EXIT: Iteration limit reached hager1 10000 5000 4 5 5 1.440 8.80797814122663D-01 4.1E-12 Optimal solution hager2 10000 5000 4 5 5 2.020 4.32082254174870D-01 2.3E-12 Optimal solution hager3 10000 5000 4 5 5 2.390 1.40961262651139D-01 2.4E-12 Optimal solution hager4 10000 5000 16 17 17 11.410 2.79480335522059D+00 8.0E-12 Optimal solution haifam 85 150 144 262 262 1.590 -4.50003503144763D+01 2.9E-05 Optimal solution haifas 7 9 52 75 75 0.080 -4.49996163249411D-01 4.6E-07 Optimal solution hairy 2 0 59 60 60 0.050 2.00000000000000D+01 0.0E+00 EXIT: Trust region radius < 10*mac haldmads 6 42 39 50 50 0.140 1.24191972793599D-04 8.1E-11 Optimal solution hanging 288 180 36 37 37 1.400 -6.20174889513745D+02 1.1E-06 Optimal solution harkerp2 100 0 21 22 22 0.520 -4.99735969577950D-01 5.9E-21 Optimal solution hart6 6 0 14 17 17 0.040 -3.32288689158924D+00 1.1E-16 Optimal solution hatflda 4 0 42 51 51 0.070 1.88706276786806D-10 0.0E+00 Optimal solution hatfldb 4 0 15 16 16 0.040 5.57306525587453D-03 1.1E-16 Optimal solution hatfldc 4 0 9 10 10 0.030 7.68648152274513D-13 1.8E-15 Optimal solution hatfldd 3 0 28 29 29 0.030 6.61615518700840D-08 0.0E+00 Optimal solution hatflde 3 0 24 25 25 0.030 5.12037724740217D-07 0.0E+00 Optimal solution hatfldf 3 0 19 20 20 0.020 7.03817658743961D-13 0.0E+00 Optimal solution hatfldg 25 0 15 16 16 0.030 5.65450021400495D-14 0.0E+00 Optimal solution hatfldh 4 7 31 33 33 0.070 -2.44999989616346D+01 8.9E-16 Optimal solution heart6 6 0 1000 1001 1001 0.930 5.04320479091616D-02 0.0E+00 EXIT: Iteration limit reached heart6ls 6 0 1000 1001 1001 0.930 5.04320479091616D-02 0.0E+00 EXIT: Iteration limit reached heart8 8 0 1000 1001 1001 1.030 1.13045520874073D+00 0.0E+00 EXIT: Iteration limit reached heart8ls 8 0 1000 1001 1001 1.330 1.11688275451752D+00 0.0E+00 EXIT: Iteration limit reached helix 3 0 17 18 18 0.020 1.53736013037336D-21 0.0E+00 Optimal solution hilberta 10 0 4 5 5 0.010 5.75871746156921D-10 0.0E+00 Optimal solution hilbertb 50 0 5 6 6 0.060 2.06637507868653D-13 0.0E+00 Optimal solution himmelba 2 0 2 3 3 0.010 5.04870979341448D-29 0.0E+00 Optimal solution himmelbb 2 0 12 13 13 0.020 1.95193304938576D-20 0.0E+00 Optimal solution himmelbc 2 0 8 9 9 0.010 1.54037710589364D-15 0.0E+00 Optimal solution himmelbd 2 0 53 54 54 0.040 5.92256276124403D+00 0.0E+00 EXIT: Trust region radius < 10*mac himmelbe 3 0 7 8 8 0.010 4.97209090675555D-18 0.0E+00 Optimal solution himmelbf 4 0 14 15 15 0.020 3.18571748791123D+02 0.0E+00 Optimal solution himmelbg 2 0 7 8 8 0.010 1.20187231225465D-18 0.0E+00 Optimal solution himmelbh 2 0 4 5 5 0.010 -1.00000000000000D+00 0.0E+00 Optimal solution himmelbi 100 12 26 29 29 0.220 -1.75499999673250D+03 9.1E-13 Optimal solution himmelbj 43 14 142 143 143 0.250 0.00000000000000D+00 4.5E+01 EXIT: Trust region radius < 10*mac himmelbk 24 14 24 27 27 0.130 5.18398050241941D-02 5.7E-07 Optimal solution himmelp1 2 0 18 19 19 0.040 -6.20538693754249D+01 5.3E-15 Optimal solution himmelp2 2 1 18 21 21 0.040 -6.20538693754261D+01 1.4E-14 Optimal solution himmelp3 2 2 12 13 13 0.030 -5.90131209490015D+01 4.4E-13 Optimal solution himmelp4 2 3 13 14 14 0.030 -5.90131209489877D+01 4.8E-13 Optimal solution himmelp5 2 3 35 40 40 0.070 -5.90131209489861D+01 4.9E-13 Optimal solution himmelp6 2 4 15 16 16 0.040 -5.90131209489859D+01 4.7E-13 Optimal solution hong 4 1 11 12 12 0.030 1.34733223358411D+00 2.2E-16 Optimal solution hs001 2 0 39 48 48 0.060 2.62796463929042D-13 0.0E+00 Optimal solution hs002 2 0 18 20 20 0.040 4.94123059798706D+00 7.7E-17 Optimal solution hs003 2 0 9 10 10 0.020 1.27999986623580D-06 3.4E-20 Optimal solution hs004 2 0 8 9 9 0.020 2.66666922667302D+00 1.6E-16 Optimal solution hs005 2 0 11 12 12 0.030 -1.91322295498063D+00 8.9E-16 Optimal solution hs006 2 1 11 13 13 0.020 5.29762360916421D-16 2.9E-07 Optimal solution hs007 2 1 7 8 8 0.020 -1.73205096736187D+00 5.5E-07 Optimal solution hs008 2 2 5 6 6 0.010 -1.00000000000000D+00 3.3E-07 Optimal solution hs009 2 1 6 7 7 0.020 -5.00000000000000D-01 0.0E+00 Optimal solution hs010 2 1 15 16 16 0.030 -9.99998719987709D-01 2.6E-11 Optimal solution hs011 2 1 11 12 12 0.030 -8.49846294315301D+00 1.7E-13 Optimal solution hs012 2 1 12 13 13 0.030 -2.99999987199993D+01 1.1E-12 Optimal solution hs013 2 1 21 22 22 0.040 1.01674931920499D+00 3.9E-20 Optimal solution hs014 2 2 12 13 13 0.030 1.39346626070375D+00 2.2E-12 Optimal solution hs015 2 2 12 13 13 0.030 3.60379927170671D+02 4.3E-12 Optimal solution hs016 2 2 14 15 15 0.030 2.31447249374292D+01 1.1E-16 Optimal solution hs017 2 2 25 27 27 0.050 1.00000044605160D+00 0.0E+00 Optimal solution hs018 2 2 32 48 48 0.060 5.00000025599963D+00 7.1E-15 Optimal solution hs019 2 2 26 27 27 0.050 -6.96181297026876D+03 1.9E-08 Optimal solution hs020 2 3 12 13 13 0.030 4.01987938098537D+01 1.6E-16 Optimal solution hs021 2 1 13 14 14 0.030 -9.99599997440114D+01 7.1E-15 Optimal solution hs022 2 2 12 13 13 0.030 1.00000256008424D+00 2.6E-11 Optimal solution hs023 2 5 11 12 12 0.030 2.00000255968192D+00 7.1E-15 Optimal solution hs024 2 2 16 20 20 0.030 -9.99997440051026D-01 9.4E-16 Optimal solution hs025 3 0 35 39 39 0.120 2.24915495381335D-10 7.8E-16 Optimal solution hs026 3 1 17 18 18 0.030 5.08560202401078D-12 1.3E-06 Optimal solution hs027 3 1 22 33 33 0.040 4.00000000000009D-02 0.0E+00 Optimal solution hs028 3 1 2 3 3 0.010 6.40949485492072D-31 1.1E-15 Optimal solution hs029 3 1 13 14 14 0.030 -2.26274157179701D+01 2.6E-13 Optimal solution hs030 3 1 229 230 230 0.280 9.99998779905025D-01 6.4E-07 Optimal solution hs031 3 1 12 13 13 0.030 6.00000127999561D+00 3.1E-14 Optimal solution hs032 3 2 13 14 14 0.030 1.00000251046059D+00 3.7E-10 Optimal solution hs033 3 2 22 24 24 0.040 -4.58578259767669D+00 0.0E+00 Optimal solution hs034 3 2 21 23 23 0.040 -8.34031677229019D-01 1.2E-10 Optimal solution hs035 3 1 12 13 13 0.030 1.11111367121378D-01 5.6E-17 Optimal solution hs036 3 1 10 11 11 0.030 -3.29999990399984D+03 1.8E-15 Optimal solution hs037 3 1 9 10 10 0.030 -3.45599996800000D+03 0.0E+00 Optimal solution hs038 4 0 62 83 83 0.090 2.37276171906018D-14 1.8E-15 Optimal solution hs039 4 2 14 15 15 0.030 -1.00000012365715D+00 9.2E-08 Optimal solution hs040 4 3 3 4 4 0.010 -2.50000000502348D-01 5.4E-10 Optimal solution hs041 4 1 17 18 18 0.040 1.92592618192187D+00 6.7E-16 Optimal solution hs042 3 1 9 10 10 0.030 1.38578643762689D+01 8.9E-14 Optimal solution hs043 4 3 12 13 13 0.030 -4.39999974400399D+01 1.2E-11 Optimal solution hs044 4 6 18 19 19 0.040 -1.49999948798038D+01 3.6E-15 Optimal solution hs045 5 0 17 18 18 0.040 1.00000639962830D+00 1.8E-15 Optimal solution hs046 5 2 16 17 17 0.030 1.32941767862814D-10 2.9E-06 Optimal solution hs047 5 3 17 19 19 0.030 6.23031713711236D-11 1.6E-07 Optimal solution hs048 5 2 2 3 3 0.010 2.46519032881566D-31 8.9E-16 Optimal solution hs049 5 2 16 17 17 0.030 4.59963481208943D-09 0.0E+00 Optimal solution hs050 5 3 9 10 10 0.020 4.97968446420764D-30 0.0E+00 Optimal solution hs051 5 3 2 3 3 0.010 1.23259516440783D-32 2.2E-16 Optimal solution hs052 5 3 2 3 3 0.010 5.32664756446991D+00 1.1E-15 Optimal solution hs053 5 3 6 7 7 0.020 4.09302325581572D+00 1.8E-15 Optimal solution hs054 6 1 12 13 13 0.030 1.92857142859989D-01 1.8E-15 Optimal solution hs055 6 6 5 6 6 0.020 6.66667528369071D+00 4.4E-16 Optimal solution hs056 7 4 22 23 23 0.050 -3.45600000000014D+00 1.8E-13 Optimal solution hs057 2 1 8 9 9 0.030 3.06476190570382D-02 0.0E+00 Optimal solution hs059 2 3 22 26 26 0.050 -6.74950527364632D+00 1.2E-09 Optimal solution hs060 3 1 8 9 9 0.020 3.25682002552792D-02 5.7E-12 Optimal solution hs061 3 2 6 7 7 0.020 -1.43646142200584D+02 2.6E-09 Optimal solution hs062 3 1 6 7 7 0.020 -2.62725144873177D+04 2.2E-16 Optimal solution hs063 3 2 10 11 11 0.030 9.61715172130030D+02 1.9E-11 Optimal solution hs064 3 1 15 16 16 0.030 6.29984258627407D+03 7.2E-10 Optimal solution hs065 3 1 24 25 25 0.050 9.53529112803421D-01 8.3E-13 Optimal solution hs066 3 2 19 20 20 0.040 5.18165833896055D-01 1.3E-09 Optimal solution hs067 10 7 8 10 10 0.030 -1.16202699233980D+03 9.4E-07 Optimal solution hs068 0 0 0 0 0 1800.000 0 0 Time limit reached hs069 0 0 0 0 0 1800.000 0 0 Time limit reached hs070 4 1 22 26 26 0.100 9.40197328450604D-03 0.0E+00 Optimal solution hs071 4 2 12 13 13 0.030 1.70140198489202D+01 6.4E-10 Optimal solution hs072 4 2 13 14 14 0.030 7.27677589177878D+02 4.1E-08 Optimal solution hs073 4 3 12 13 13 0.030 2.98943973565537D+01 1.6E-09 Optimal solution hs074 4 4 18 19 19 0.040 5.12649810959488D+03 5.8E-11 Optimal solution hs075 4 4 97 98 98 0.170 5.17441285538345D+03 3.3E-11 Optimal solution hs076 4 3 11 12 12 0.030 -4.68181562176743D+00 6.5E-16 Optimal solution hs077 5 2 10 12 12 0.020 2.41505128788354D-01 2.1E-11 Optimal solution hs078 5 3 4 5 5 0.020 -2.91970040904403D+00 6.1E-11 Optimal solution hs079 5 3 6 7 7 0.020 7.87768208715095D-02 1.3E-11 Optimal solution hs080 5 3 10 11 11 0.030 5.39498477429530D-02 5.4E-10 Optimal solution hs081 5 3 10 11 11 0.030 5.39498477429529D-02 5.4E-10 Optimal solution hs083 5 3 10 11 11 0.030 -3.06655378716954D+04 1.4E-12 Optimal solution hs084 5 3 8 9 9 0.030 -5.28033512920248D+06 2.3E-09 Optimal solution hs085 5 0 0 0 0 1800.000 0 0 Time limit reached hs086 5 6 16 17 17 0.040 -3.23486533168354D+01 3.2E-15 Optimal solution hs087 11 6 196 197 197 0.370 8.82759776109427D+03 5.5E-10 Optimal solution hs088 2 1 87 91 91 0.340 1.36276458127246D+00 4.2E-11 Optimal solution hs089 3 1 17 19 19 0.140 1.36266336543027D+00 8.5E-11 Optimal solution hs090 4 1 35 43 43 0.300 1.36271013738571D+00 1.4E-08 Optimal solution hs091 5 1 29 31 31 0.370 1.36266682100376D+00 3.1E-09 Optimal solution hs092 6 1 50 58 58 0.740 1.36284903367350D+00 2.4E-10 Optimal solution hs093 6 2 7 8 8 0.030 1.35076026828977D+02 9.2E-11 Optimal solution hs095 6 4 8 9 9 0.030 1.56578743070827D-02 4.3E-07 Optimal solution hs096 6 4 8 9 9 0.030 1.56578753408441D-02 4.2E-07 Optimal solution hs097 6 4 18 19 19 0.040 3.13584754533471D+00 5.3E-08 Optimal solution hs098 6 4 13 14 14 0.040 3.13600130380312D+00 3.4E-08 Optimal solution hs099 19 14 10 11 11 0.040 -8.31079892307354D+08 2.8E-04 Optimal solution hs100 7 4 14 17 17 0.040 6.80630059934407D+02 2.9E-12 Optimal solution hs100lnp 7 2 9 12 12 0.020 6.80630057368397D+02 4.7E-09 Optimal solution hs100mod 7 4 15 19 19 0.040 6.78754729953446D+02 7.4E-11 Optimal solution hs101 7 6 288 326 326 0.570 1.80976482957141D+03 4.7E-11 Optimal solution hs102 7 6 245 252 252 0.470 9.11882973941787D+02 1.1E-06 Optimal solution hs103 7 6 322 326 326 0.630 5.43668304473517D+02 1.4E-06 Optimal solution hs104 8 6 33 34 34 0.070 3.95116856261446D+00 7.0E-11 Optimal solution hs105 8 0 25 26 26 1.080 1.15139633580408D+03 1.2E-14 Optimal solution hs106 8 6 1000 1005 1005 1.410 6.17210118455824D+03 1.2E-01 EXIT: Iteration limit reached hs107 9 6 165 166 166 0.330 5.05501278718625D+03 4.8E-07 Optimal solution hs108 9 13 36 42 42 0.080 -6.74979906926863D-01 1.9E-10 Optimal solution hs109 9 10 118 119 119 0.240 5.32685133264621D+03 4.7E-10 Optimal solution hs110 10 0 10 11 11 0.030 -4.57784697074438D+01 0.0E+00 Optimal solution hs111 10 3 17 18 18 0.050 -4.77611137605738D+01 1.0E-06 Optimal solution hs111lnp 10 3 12 15 15 0.040 -4.77610911681441D+01 1.4E-08 Optimal solution hs112 10 3 8 9 9 0.030 -4.77610907901473D+01 1.1E-16 Optimal solution hs113 10 8 14 15 15 0.040 2.43062167492035D+01 1.0E-10 Optimal solution hs114 10 11 17 18 18 0.050 -1.76880677314313D+03 8.4E-07 Optimal solution hs116 13 15 31 33 33 0.100 9.75869440093112D+01 1.2E-04 Optimal solution hs117 15 5 60 68 68 0.140 3.23486937903281D+01 1.8E-15 Optimal solution hs118 15 17 16 17 17 0.060 6.64820469199185D+02 4.1E-14 Optimal solution hs119 16 8 35 36 36 0.120 2.44899857521047D+02 3.2E-14 Optimal solution hs21mod 7 1 19 23 23 0.040 -9.59599991232930D+01 7.1E-15 Optimal solution hs268 5 5 30 31 31 0.060 2.55879854194063D-07 1.8E-15 Optimal solution hs35mod 2 1 16 17 17 0.030 2.50000255749046D-01 1.1E-16 Optimal solution hs3mod 2 0 12 13 13 0.030 1.27999999999954D-06 4.6E-19 Optimal solution hs44new 4 5 11 12 12 0.030 -1.49999948790753D+01 1.8E-15 Optimal solution hs99exp 28 21 15 16 16 0.050 -1.00806988349321D+09 4.5E-02 Optimal solution hubfit 2 1 22 24 24 0.040 1.68937500003015D-02 1.1E-16 Optimal solution hues-mod 10000 2 1000 1001 1001 763.230 5.26020679160062D+06 1.1E+03 EXIT: Iteration limit reached huestis 10000 2 1000 1001 1001 1784.980 8.77140629916415D+10 9.0E+02 EXIT: Iteration limit reached humps 2 0 235 236 236 0.180 1.99079731691227D-15 0.0E+00 Optimal solution hvycrash 201 150 36 37 37 0.490 -2.18500698504174D-01 2.0E-05 Optimal solution hydroell 1007 1006 12 13 13 3.260 -3.32944146061894D+06 1.2E-10 Optimal solution hydroelm 503 502 13 14 14 2.080 -3.33319896376785D+06 1.2E-10 Optimal solution hydroels 167 166 10 11 11 0.270 -3.33223667881255D+06 1.2E-10 Optimal solution hypcir 2 0 5 6 6 0.010 1.00224174822975D-17 0.0E+00 Optimal solution indef 1000 0 1000 1001 1001 13.580 -5.10182593873433D+09 0.0E+00 EXIT: Iteration limit reached integreq 100 0 3 4 4 12.350 8.94886930343389D-13 0.0E+00 Optimal solution jensmp 2 0 10 11 11 0.020 1.24362182355615D+02 0.0E+00 Optimal solution kissing 127 903 64 75 75 16.510 8.44670332242628D-01 6.5E-07 Optimal solution kiwcresc 3 2 19 21 21 0.040 2.56001635327309D-06 1.2E-11 Optimal solution kowosb 4 0 14 15 15 0.020 3.07505603849257D-04 0.0E+00 Optimal solution ksip 20 1000 30 31 31 28.130 5.75801310405817D-01 5.9E-16 Optimal solution lakes 90 78 131 132 132 0.440 7.34585760977153D+11 5.5E+02 EXIT: Trust region radius < 10*mac launch 25 29 1000 1001 1001 3.450 4.20574354800373D-01 7.5E+02 EXIT: Iteration limit reached lch 600 1 1000 1032 1032 28.030 5.37242877304735D+15 1.6E+02 EXIT: Iteration limit reached lewispol 0 0 0 0 0 0.000 liarwhd 10000 0 14 15 15 4.290 4.84230273235472D-22 0.0E+00 Optimal solution linspanh 72 32 6 7 7 0.080 -7.69999993917544D+01 6.4E-06 Optimal solution liswet1 10002 10000 5 6 6 4.410 2.51050669059101D+01 1.2E-05 Optimal solution liswet10 10002 10000 5 6 6 4.340 2.51126387574162D+01 1.2E-05 Optimal solution liswet11 10002 10000 5 6 6 4.360 2.50897484247949D+01 1.2E-05 Optimal solution liswet12 10002 10000 5 6 6 4.360 -5.02625608306114D+03 1.3E-05 Optimal solution liswet2 10002 10000 5 6 6 4.320 2.51131421856985D+01 1.2E-05 Optimal solution liswet3 10002 10000 5 6 6 4.410 2.50799017671011D+01 1.2E-05 Optimal solution liswet4 10002 10000 5 6 6 4.470 2.50737754301729D+01 1.2E-05 Optimal solution liswet5 10002 10000 5 6 6 4.220 2.52078063937934D+01 1.2E-05 Optimal solution liswet6 10002 10000 5 6 6 4.320 2.51130617201946D+01 1.2E-05 Optimal solution liswet7 10002 10000 5 6 6 4.320 2.51126790795471D+01 1.2E-05 Optimal solution liswet8 10002 10000 5 6 6 4.320 2.51121787919328D+01 1.2E-05 Optimal solution liswet9 10002 10000 5 6 6 4.360 2.50848672134189D+01 1.3E-05 Optimal solution lminsurf 15129 0 1000 1001 1001 541.840 2.53449541337737D+01 0.0E+00 EXIT: Iteration limit reached loadbal 31 31 22 23 23 0.100 4.52853517224541D-01 1.8E-12 Optimal solution loghairy 2 0 1000 1001 1001 0.740 5.46697116137719D+00 0.0E+00 EXIT: Iteration limit reached logros 2 0 65 87 87 0.090 1.47437617670210D-13 2.2E-16 Optimal solution lootsma 3 2 22 24 24 0.050 1.41421740232331D+00 0.0E+00 Optimal solution lotschd 12 7 12 13 13 0.040 2.39841599874127D+03 1.4E-14 Optimal solution lsnnodoc 5 4 13 14 14 0.030 1.23112544800015D+02 1.8E-15 Optimal solution lsqfit 2 1 22 23 23 0.040 3.37872439092057D-02 3.4E-17 Optimal solution madsen 3 6 18 23 23 0.040 6.16434994842415D-01 8.7E-10 Optimal solution madsschj 81 158 43 50 50 6.640 -7.97283682412725D+02 1.1E-11 Optimal solution makela1 3 2 19 20 20 0.040 -1.41421100235532D+00 2.6E-11 Optimal solution makela2 3 3 13 14 14 0.030 7.20000256003826D+00 6.7E-12 Optimal solution makela3 21 20 17 18 18 0.050 5.11999999999657D-06 3.4E-17 Optimal solution makela4 21 40 19 22 22 0.060 1.02401573919422D-05 1.3E-17 Optimal solution mancino 100 0 10 11 11 3.110 2.32728678980536D-21 0.0E+00 Optimal solution manne 1094 730 80 92 92 5.750 -9.74568260811129D-01 1.4E-06 Optimal solution maratos 2 1 3 4 4 0.010 -1.00000000792715D+00 1.6E-08 Optimal solution maratosb 2 0 2 3 3 0.010 -1.00000006249999D+00 0.0E+00 Optimal solution matrix2 6 2 30 39 39 0.050 1.36021254610151D-06 5.4E-19 Optimal solution maxlika 8 0 25 26 26 1.080 1.15139633580408D+03 1.2E-14 Optimal solution mccormck 0 0 0 0 0 0.000 mconcon 15 11 268 269 269 0.480 -6.23079555687075D+03 1.7E-10 Optimal solution mdhole 2 0 30 38 38 0.050 1.27999999999182D-06 3.1E-19 Optimal solution methanb8 31 0 181 182 182 1.220 3.60808627058265D-07 0.0E+00 Optimal solution methanl8 31 0 452 453 453 2.910 9.75372389786497D-08 0.0E+00 Optimal solution mexhat 2 0 4 5 5 0.010 -4.00999999999998D-02 0.0E+00 Optimal solution meyer3 3 0 552 553 553 0.480 8.79458551708532D+01 0.0E+00 EXIT: Trust region radius < 10*mac mifflin1 3 2 10 11 11 0.030 -9.99997439957681D-01 1.7E-15 Optimal solution mifflin2 3 2 26 30 30 0.050 -9.99997439957549D-01 3.4E-10 Optimal solution minc44 303 262 49 67 67 5.280 2.57463695822335D-03 1.0E-08 Optimal solution minmaxbd 5 20 84 85 85 0.200 1.15706440289005D+02 2.0E-13 Optimal solution minmaxrb 3 4 31 32 32 0.050 5.12000939837419D-06 3.0E-15 Optimal solution minperm 1113 1033 75 77 77 121.260 NaN EXIT: Trust region radius < 10*mac minsurf 36 0 14 15 15 0.030 1.00000000000001D+00 0.0E+00 Optimal solution mistake 9 13 29 32 32 0.070 -9.99999033702462D-01 1.9E-07 Optimal solution model 60 32 70 71 71 0.340 5.74216366754426D+03 6.0E-13 Optimal solution morebv 5000 0 1 2 2 51.900 9.91980889987470D-12 0.0E+00 Optimal solution mosarqp1 2500 700 10 11 11 28.080 -9.52872744119465D+02 2.2E-15 Optimal solution mosarqp2 900 600 11 12 12 17.500 -1.59748165498397D+03 8.9E-16 Optimal solution msqrta 1024 0 48 49 49 741.920 5.16901905806867D-12 0.0E+00 Optimal solution msqrtals 1024 0 48 49 49 741.910 5.16901905806867D-12 0.0E+00 Optimal solution msqrtb 1024 0 48 49 49 548.320 5.46062142682744D-13 0.0E+00 Optimal solution msqrtbls 1024 0 48 49 49 547.620 5.46062142682744D-13 0.0E+00 Optimal solution mwright 5 3 6 7 7 0.020 2.49788094172125D+01 1.4E-08 Optimal solution nasty 2 0 1 2 2 0.010 2.08745124490597D-33 0.0E+00 Optimal solution ncvxbqp1 10000 0 39 40 40 29.630 -1.98554161820936D+10 1.8E-15 Optimal solution ncvxbqp2 10000 0 66 67 67 63.390 -1.33212163132370D+10 1.4E-14 Optimal solution ncvxbqp3 10000 0 104 105 105 124.420 -6.46608810646374D+09 2.3E-14 Optimal solution ncvxqp1 1000 500 54 55 55 35.080 -7.15855649999752D+07 2.3E-14 Optimal solution ncvxqp2 1000 500 49 50 50 11.020 -5.77880265861474D+07 1.8E-15 Optimal solution ncvxqp3 1000 500 59 61 61 12.800 -3.08077492199152D+07 4.2E-13 Optimal solution ncvxqp4 1000 250 49 50 50 3.160 -9.39671876628804D+07 1.3E-12 Optimal solution ncvxqp5 1000 250 53 54 54 3.500 -6.62514429682256D+07 2.4E-13 Optimal solution ncvxqp6 1000 250 88 89 89 8.730 -3.46203633345262D+07 6.2E-15 Optimal solution ncvxqp7 1000 750 39 40 40 12.330 -4.33862002134907D+07 1.8E-15 Optimal solution ncvxqp8 1000 750 50 51 51 15.020 -3.04724113314937D+07 1.8E-15 Optimal solution ncvxqp9 1000 750 347 401 401 48.810 -2.15392194902801D+07 4.7E-10 Optimal solution ngone 97 1273 138 245 245 18.590 -6.40947156752804D-01 4.1E-07 Optimal solution noncvxu2 1000 0 38 39 39 0.330 2.31680841978823D+03 0.0E+00 Optimal solution noncvxun 1000 0 38 39 39 0.330 2.31680841978823D+03 0.0E+00 Optimal solution nondia 9999 0 5 6 6 1.200 5.75552788651079D-10 0.0E+00 Optimal solution nondquar 10000 0 391 392 392 132.790 5.74514538662645D-07 0.0E+00 Optimal solution nonmsqrt 9 0 152 153 153 0.140 7.51850149542800D-01 0.0E+00 Optimal solution nonscomp 10000 0 739 984 984 1126.630 4.25920061391212D-04 1.4E-14 Optimal solution obstclal 64 0 24 25 25 0.260 1.39790447221999D+00 4.5E-13 Optimal solution obstclbl 64 0 14 15 15 0.140 2.87505060936705D+00 4.4E-16 Optimal solution obstclbu 64 0 11 12 12 0.110 2.87510163796817D+00 4.4E-16 Optimal solution odfits 10 6 12 13 13 0.030 -2.38002677436883D+03 2.3E-13 Optimal solution oet1 3 1002 28 29 29 17.490 5.38244823029468D-01 7.5E-16 Optimal solution oet2 3 1002 144 250 250 51.480 8.71603198824373D-02 1.1E-14 Optimal solution oet3 4 1002 22 23 23 29.070 4.51214487831314D-03 2.6E-16 Optimal solution oet7 7 1002 97 126 126 92.350 2.08890687931628D-03 3.3E-07 Optimal solution optcdeg2 1198 799 39 40 40 4.370 2.29575847982714D+02 2.9E-08 Optimal solution optcdeg3 1198 799 27 28 28 3.100 4.61481420598654D+01 1.4E-08 Optimal solution optcntrl 28 20 35 36 36 0.110 5.49997020746596D+02 1.6E-05 Optimal solution optctrl3 118 80 33 34 34 0.170 2.04801653909117D+03 6.7E-11 Optimal solution optctrl6 118 80 33 34 34 0.170 2.04801653909117D+03 6.7E-11 Optimal solution optmass 66 55 21 22 22 0.090 -1.89539683681506D-01 1.5E-07 Optimal solution optprloc 30 29 104 122 122 0.380 -1.64197367205453D+01 7.9E-09 Optimal solution orthrdm2 4003 2000 6 7 7 49.620 1.55532815356743D+02 7.6E-10 Optimal solution orthrds2 203 100 54 61 61 0.340 3.05400435841015D+01 1.7E-13 EXIT: Trust region radius < 10*mac orthrega 517 256 7 8 8 0.270 1.66480113899955D+03 1.1E-06 Optimal solution orthregb 27 6 3 4 4 0.020 4.05749338311131D-17 1.2E-07 Optimal solution orthregc 10005 5000 20 26 26 14.000 1.89594706661609D+02 5.2E-05 Optimal solution orthregd 10003 5000 26 27 27 17.890 2.28221512795839D+03 2.2E-11 Optimal solution orthrege 36 20 486 487 487 0.980 3.66214160741292D+00 2.2E-12 Optimal solution orthrgdm 10003 5000 9 10 10 323.940 1.51380232345310D+03 2.0E-09 Optimal solution orthrgds 10003 5000 30 31 31 20.960 2.86015265282229D+03 1.7E-11 Optimal solution osbornea 5 0 65 66 66 0.100 5.46489599730368D-05 0.0E+00 Optimal solution osborneb 11 0 22 23 23 0.180 4.01377362935482D-02 0.0E+00 Optimal solution oslbqp 8 0 14 15 15 0.040 6.25000151709337D+00 9.8E-15 Optimal solution palmer1 4 0 1000 1337 1337 1.550 1.17546025453495D+04 1.8E-15 EXIT: Iteration limit reached palmer1a 6 0 100 128 128 0.170 8.98836290429997D-02 0.0E+00 Optimal solution palmer1b 4 0 34 42 42 0.070 3.44735461906203D+00 0.0E+00 Optimal solution palmer1c 8 0 12 13 13 0.020 9.75979912630433D-02 0.0E+00 Optimal solution palmer1d 7 0 20 21 21 0.020 6.52682594373536D-01 0.0E+00 EXIT: Trust region radius < 10*mac palmer1e 8 0 122 123 123 0.160 8.35268277169957D-04 0.0E+00 Optimal solution palmer2 4 0 113 175 175 0.160 3.65108950041912D+03 0.0E+00 Optimal solution palmer2a 6 0 128 170 170 0.200 1.71607394342811D-02 0.0E+00 Optimal solution palmer2b 4 0 34 42 42 0.060 6.23394652332945D-01 0.0E+00 Optimal solution palmer2c 8 0 6 7 7 0.010 1.44213911928073D-02 0.0E+00 Optimal solution palmer2e 8 0 295 296 296 0.300 2.15352625039280D-04 0.0E+00 Optimal solution palmer3 4 0 88 132 132 0.130 2.26595821828243D+03 0.0E+00 Optimal solution palmer3a 6 0 107 142 142 0.170 2.04314230197368D-02 0.0E+00 Optimal solution palmer3b 4 0 29 36 36 0.060 4.22764725086971D+00 2.8E-17 Optimal solution palmer3c 8 0 7 8 8 0.010 1.95376385131000D-02 0.0E+00 Optimal solution palmer3e 8 0 274 275 275 0.260 5.07427506263864D-05 0.0E+00 Optimal solution palmer4 4 0 143 208 208 0.210 2.28538322544955D+03 0.0E+00 Optimal solution palmer4a 6 0 126 170 170 0.200 4.06061393785250D-02 5.6E-17 Optimal solution palmer4b 4 0 28 35 35 0.050 6.83513859986905D+00 0.0E+00 Optimal solution palmer4c 8 0 8 9 9 0.020 5.03106958207418D-02 0.0E+00 Optimal solution palmer4e 8 0 89 90 90 0.100 1.48005594524158D-04 0.0E+00 Optimal solution palmer5a 8 0 1000 1334 1334 1.460 8.30679087624180D-02 0.0E+00 EXIT: Iteration limit reached palmer5b 9 0 1000 1310 1310 1.540 1.31010786711114D-02 1.1E-16 EXIT: Iteration limit reached palmer5c 6 0 6 7 7 0.010 2.12808666605509D+00 0.0E+00 Optimal solution palmer5d 4 0 4 5 5 0.010 8.73393995278484D+01 0.0E+00 Optimal solution palmer5e 8 0 1000 1271 1271 1.480 2.84130299286746D-02 2.2E-16 EXIT: Iteration limit reached palmer6a 6 0 228 324 324 0.320 5.59488390207415D-02 7.1E-15 Optimal solution palmer6c 8 0 6 7 7 0.010 1.63874216198411D-02 0.0E+00 Optimal solution palmer6e 8 0 102 153 153 0.160 2.23955522510697D-04 0.0E+00 Optimal solution palmer7a 6 0 23 27 27 0.050 2.79293918543832D+01 0.0E+00 Optimal solution palmer7c 8 0 10 11 11 0.020 6.01985672314267D-01 0.0E+00 Optimal solution palmer7e 8 0 872 1169 1169 1.270 1.01538989060825D+01 0.0E+00 Optimal solution palmer8a 6 0 72 92 92 0.110 7.40096979556510D-02 0.0E+00 Optimal solution palmer8c 8 0 8 9 9 0.020 1.59768063470254D-01 0.0E+00 Optimal solution palmer8e 8 0 49 70 70 0.080 6.33930751431900D-03 0.0E+00 Optimal solution penalty1 1000 0 48 49 49 61.700 9.68617543319385D-03 0.0E+00 Optimal solution penalty2 100 0 19 20 20 0.410 9.70960839546879D+04 0.0E+00 Optimal solution pentagon 6 12 36 47 47 0.070 1.37877380575639D-04 7.7E-17 Optimal solution pentdi 1000 0 11 12 12 0.640 -7.48536904693498D-01 5.2E-15 Optimal solution pfit1 3 0 610 611 611 0.500 3.67460432209343D-09 0.0E+00 Optimal solution pfit1ls 3 0 610 611 611 0.500 3.67460432209343D-09 0.0E+00 Optimal solution pfit2 3 0 59 60 60 0.040 0.00000000000000D+00 0.0E+00 EXIT: Trust region radius < 10*mac pfit2ls 3 0 59 60 60 0.040 0.00000000000000D+00 0.0E+00 EXIT: Trust region radius < 10*mac pfit3 3 0 272 273 273 0.230 2.86164879950849D-14 0.0E+00 Optimal solution pfit3ls 3 0 272 273 273 0.230 2.86164879950849D-14 0.0E+00 Optimal solution pfit4 3 0 58 59 59 0.040 0.00000000000000D+00 0.0E+00 EXIT: Trust region radius < 10*mac pfit4ls 3 0 58 59 59 0.040 0.00000000000000D+00 0.0E+00 EXIT: Trust region radius < 10*mac polak1 3 2 14 15 15 0.030 2.71828438848985D+00 1.6E-16 Optimal solution polak2 11 2 73 87 87 0.110 5.45981525932052D+01 5.8E-12 Optimal solution polak3 12 10 85 101 101 0.200 5.93300413927291D+00 8.9E-08 Optimal solution polak4 3 3 679 862 862 0.890 3.84000894519336D-06 5.8E-07 Optimal solution polak5 3 2 15 16 16 0.030 5.00000025605978D+01 5.8E-07 Optimal solution polak6 5 4 24 28 28 0.050 -4.39999961600491D+01 1.3E-10 Optimal solution porous1 4900 0 186 187 187 1171.630 1.19067018778823D-18 0.0E+00 Optimal solution porous2 4900 0 345 346 346 238.220 2.82014093481411D-20 0.0E+00 EXIT: Trust region radius < 10*mac portfl1 12 1 12 13 13 0.050 2.04878815285206D-02 1.1E-16 Optimal solution portfl2 12 1 11 12 12 0.050 2.96912494254514D-02 8.9E-16 Optimal solution portfl3 12 1 12 13 13 0.050 3.27512667407811D-02 1.1E-16 Optimal solution portfl4 12 1 12 13 13 0.050 2.63085445999515D-02 2.8E-16 Optimal solution portfl6 12 1 11 12 12 0.050 2.57934223159631D-02 2.2E-16 Optimal solution powell20 1000 1000 47 48 48 5.150 5.21456400809484D+07 7.4E-06 Optimal solution powellbs 2 0 70 71 71 0.060 3.88658851054572D-07 0.0E+00 Optimal solution powellsq 2 0 18 19 19 0.020 6.23939933946244D-23 0.0E+00 Optimal solution power 1000 0 9 10 10 3.080 3.55766367021546D-18 0.0E+00 Optimal solution probpenl 500 0 6 7 7 0.760 3.99198403825209D-07 0.0E+00 Optimal solution prodpl0 60 29 27 28 28 0.140 6.09192876770743D+01 1.1E-10 Optimal solution prodpl1 60 29 18 19 19 0.110 5.30372710632498D+01 8.6E-10 Optimal solution pspdoc 4 0 17 19 19 0.030 2.41421484239105D+00 0.0E+00 Optimal solution pt 2 501 24 26 26 17.100 1.78394870562121D-01 1.1E-16 Optimal solution qpcboei1 372 288 136 137 137 30.370 1.44338672347670D+07 4.3E-06 Optimal solution qpcboei2 143 125 145 146 146 5.290 8.29366987939865D+06 1.2E-04 Optimal solution qpcstair 385 356 342 343 343 35.490 6.20439117365318D+06 1.5E-06 Optimal solution qpnboei1 372 288 508 509 509 49.320 8.52218607293577D+06 7.4E-06 Optimal solution qpnboei2 143 125 240 241 241 5.270 NaN EXIT: Trust region radius < 10*mac qpnstair 385 356 265 266 266 26.440 5.14603253187942D+06 1.9E-06 Optimal solution qr3d 155 0 72 95 95 5.110 1.23899322895063D-12 0.0E+00 Optimal solution qr3dbd 127 0 51 60 60 2.770 1.06096259656694D-12 2.8E-17 Optimal solution qr3dls 155 0 71 93 93 5.770 1.28136745679553D-12 0.0E+00 Optimal solution qrtquad 120 0 43 54 54 0.170 -3.64808836382309D+06 6.0E-15 Optimal solution quartc 10000 0 42 43 43 6.080 1.44023873530693D-06 0.0E+00 Optimal solution qudlin 12 0 21 22 22 0.050 -7.19999964529253D+03 1.8E-15 Optimal solution reading1 10001 5000 42 68 68 52.410 -1.58266085759856D-01 5.8E-07 Optimal solution reading2 15001 10000 16 24 24 1077.400 -1.13788819760437D-02 2.4E-11 Optimal solution reading3 202 102 36 37 37 0.600 -1.15649767293980D-07 2.7E-07 Optimal solution recipe 3 0 17 18 18 0.020 1.39576081026632D-09 0.0E+00 Optimal solution res 18 2 29 30 30 0.090 1.27965105946833D-06 5.7E-14 Optimal solution rk23 17 11 31 38 38 0.060 8.33397332246950D-02 2.7E-11 Optimal solution robot 7 2 6 7 7 0.020 6.59329884102712D+00 5.2E-08 Optimal solution rosenbr 2 0 26 27 27 0.030 5.37138236872188D-21 0.0E+00 Optimal solution rosenmmx 5 4 28 32 32 0.050 -4.39999961600489D+01 1.3E-10 Optimal solution s332 2 100 17 18 18 0.150 2.99243508522596D+01 1.2E-11 Optimal solution s365mod 7 5 28 29 29 0.060 1.24238828932821D+02 3.1E-12 Optimal solution s368 100 0 7 8 8 2.230 0.00000000000000D+00 1.1E-16 Optimal solution sawpath 589 782 11 12 12 56.650 1.81576879748739D+02 1.5E-06 Optimal solution scon1dls 1000 0 0 0 0 1800.000 0 0 Time limit reached scosine 10000 0 0 0 0 1800.000 0 0 Time limit reached scurly10 10000 0 0 0 0 1800.000 0 0 Time limit reached scurly20 10000 0 0 0 0 1800.000 0 0 Time limit reached scurly30 10000 0 0 0 0 1800.000 0 0 Time limit reached semicon1 1000 0 0 0 0 1800.000 0 0 Time limit reached semicon2 1000 0 0 0 0 1800.000 0 0 Time limit reached sensors 0 0 0 0 0 0.000 sim2bqp 2 0 10 11 11 0.030 1.28015091555608D-06 3.0E-17 Optimal solution simbqp 2 0 11 12 12 0.030 1.28014073179008D-06 0.0E+00 Optimal solution simpllpa 2 2 19 20 20 0.040 1.00000255995315D+00 3.3E-16 Optimal solution simpllpb 2 3 20 22 22 0.040 1.10000255978834D+00 1.1E-16 Optimal solution sineali 20 0 1000 1350 1350 2.870 -1.90096167848385D+03 4.4E-16 EXIT: Iteration limit reached sineval 2 0 64 65 65 0.050 1.49835152548018D-16 0.0E+00 Optimal solution sinquad 10000 0 299 300 300 87.690 1.27751646775309D-08 0.0E+00 Optimal solution sinrosnb 1000 999 39 73 73 4.020 -9.99010000000000D+04 4.4E-16 EXIT: Trust region radius < 10*mac sipow1 2 10000 18 20 20 78.770 -9.99998383349206D-01 3.6E-11 Optimal solution sipow1m 2 10000 19 22 22 76.070 -9.99999056507076D-01 2.0E-11 Optimal solution sipow2 2 5000 23 24 24 16.590 -9.99999580492464D-01 4.4E-16 Optimal solution sipow2m 2 5000 24 25 25 14.590 -9.99999073885222D-01 2.5E-10 Optimal solution sipow3 4 9998 34 36 36 53.540 5.35652243276914D-01 2.2E-16 Optimal solution sipow4 4 10000 34 35 35 54.640 2.73328893825803D-01 3.1E-16 EXIT: MA27BD error sisser 2 0 15 16 16 0.020 3.97524800097024D-10 0.0E+00 Optimal solution smbank 117 64 22 23 23 0.650 -7.12929200000000D+06 3.5E-10 Optimal solution smmpsf 720 263 79 80 80 7.920 1.04824552745628D+06 4.4E-05 Optimal solution snake 2 2 1000 1001 1001 1.320 -2.95562886260743D+08 6.8E+06 EXIT: Iteration limit reached sosqp1 0 0 0 0 0 0.000 sosqp2 0 0 0 0 0 0.000 spanhyd 72 32 27 32 32 0.370 2.39738000658399D+02 9.5E-11 Optimal solution spiral 3 2 161 194 194 0.210 2.55999867656803D-06 1.6E-12 Optimal solution sreadin3 10000 5000 2 3 3 3.400 -2.83198562329420D-05 1.4E-05 Optimal solution srosenbr 10000 0 27 28 28 3.670 1.48166963429185D-18 0.0E+00 Optimal solution sseblin 192 72 205 206 206 2.450 1.61706000039589D+07 4.1E-10 Optimal solution ssebnln 192 96 96 97 97 2.440 1.84704447250569D+07 1.1E-05 Optimal solution ssnlbeam 31 20 11 12 12 0.050 3.37772528117024D+02 4.2E-08 Optimal solution stancmin 3 2 150 151 151 0.160 1.35596656619040D+15 4.1E+00 EXIT: Trust region radius < 10*mac static3 434 96 1000 1001 1001 17.800 -1.24069333841044D+22 7.9E-18 EXIT: Iteration limit reached steenbra 432 108 57 58 58 7.360 1.69576771027957D+04 4.5E-13 Optimal solution steenbrb 468 108 175 181 181 11.290 9.19318475838583D+03 1.5E-11 Optimal solution steenbrc 540 126 394 510 510 9.760 1.87563343645340D+04 1.8E-12 Optimal solution steenbrd 468 108 159 161 161 15.140 9.21990272808909D+03 5.5E-12 Optimal solution steenbre 540 126 346 351 351 33.450 2.85673401698443D+04 1.5E-11 Optimal solution steenbrf 468 108 92 105 105 2.000 2.82872345140736D+02 4.5E-13 Optimal solution steenbrg 540 126 418 420 420 37.380 2.75040877008293D+04 1.2E-09 Optimal solution supersim 2 2 2 3 3 0.010 6.66666666666667D-01 0.0E+00 Optimal solution svanberg 5000 5000 16 17 17 1475.150 8.36142378226837D+03 4.9E-06 Optimal solution swopf 82 91 14 18 18 0.100 6.78609545681972D-02 6.4E-07 Optimal solution synthes1 6 6 19 20 20 0.050 7.59290792685510D-01 2.0E-12 Optimal solution tame 2 1 2 3 3 0.010 0.00000000000000D+00 0.0E+00 Optimal solution tfi2 3 0 0 0 0 1800.000 0 0 Time limit reached tointqor 50 0 6 7 7 0.020 1.17547222214617D+03 0.0E+00 Optimal solution trainf 20000 10002 30 31 31 116.880 1.68032698042861D+00 7.6E-05 Optimal solution trainh 20000 10002 0 0 0 1800.000 0 0 Time limit reached tridia 10000 0 9 10 10 18.030 9.52515188576801D-17 0.0E+00 Optimal solution trimloss 142 72 47 60 60 0.970 9.06013575291779D+00 3.9E-07 Optimal solution try-b 2 1 15 16 16 0.030 4.09608580127819D-13 6.6E-12 Optimal solution twirism1 343 313 1000 1001 1001 122.980 -7.83765869529720D-02 1.2E-02 EXIT: Iteration limit reached twobars 2 2 13 14 14 0.030 1.50865369749178D+00 1.1E-11 Optimal solution ubh1 17997 12000 0 0 0 1800.000 0 0 Time limit reached ubh5 19997 14000 1000 1001 1001 945.590 -1.00039192870878D+03 2.1E+02 EXIT: Iteration limit reached vanderm1 100 99 27 28 28 19.090 8.12812971562057D-08 8.5E-17 Optimal solution vanderm2 100 99 26 27 27 18.480 8.33336192972199D-08 8.0E-17 Optimal solution vanderm3 100 99 35 38 38 23.200 9.90449024731841D-08 1.0E-16 Optimal solution vanderm4 9 8 30 31 31 0.080 8.36830945842877D-08 1.4E-17 Optimal solution vardim 100 0 26 27 27 0.110 8.27184076145440D-25 0.0E+00 Optimal solution watson 31 0 13 14 14 0.080 1.13614205689939D-08 0.0E+00 Optimal solution weeds 0 0 0 0 0 0.000 womflet 3 3 19 22 22 0.040 3.84000000111150D-06 5.0E-12 Optimal solution woods 10000 0 63 64 64 10.970 1.64105288490012D-14 0.0E+00 Optimal solution yao 2000 1999 15 16 16 2.750 1.16066534565115D+02 7.3E-06 Optimal solution yfit 3 0 76 100 100 0.120 2.19697409604472D-10 0.0E+00 Optimal solution yfitu 3 0 73 74 74 0.080 1.40712265838945D-12 0.0E+00 Optimal solution zangwil2 2 0 2 3 3 0.010 -1.82000000000000D+01 0.0E+00 Optimal solution zangwil3 3 0 4 5 5 0.010 1.38839519318898D-28 0.0E+00 Optimal solution zecevic2 2 2 20 21 21 0.040 -4.12499872000407D+00 1.8E-15 Optimal solution zecevic3 2 2 110 111 111 0.160 3.00440011648751D+02 1.0E+00 EXIT: Halting because ||d|| < mach zecevic4 2 2 16 17 17 0.040 7.55750904893789D+00 1.8E-15 Optimal solution zigzag 58 50 40 43 43 0.180 3.16173844539553D+00 3.9E-07 Optimal solution zy2 3 1 11 13 13 0.030 2.00000384002829D+00 5.2E-11 Optimal solution END of KNITRO Report. Sun Oct 28 18:17:24 CST 2001