ngraph.sparse-collection
Version:
Subset of the University of Florida sparse matrix collection
1 lines • 35.5 kB
JavaScript
module.exports = {"recordsPerEdge":3,"links":[10,2,1,75,3,-1,303,4,1,4,5,1,4,6,1,92,7,1,75,8,1,176,8,-1,176,9,1,96,10,1,97,11,1,98,12,1,99,13,1,103,14,1,87,15,1,304,16,1,104,17,1,105,18,1,74,19,1,110,20,1,83,21,1,111,22,1,81,23,1,106,24,1,107,25,1,114,26,1,115,27,1,79,28,1,50,29,-100,55,29,1,141,30,-1,143,31,-1,35,32,1,36,33,1,41,34,1,37,35,1,58,36,1,39,37,1,33,38,1,67,39,1,55,40,1,250,41,1,69,42,1,192,43,1,193,44,100,198,44,-100,199,44,-43.53,54,45,-100,56,45,100,257,45,-43.53,194,46,1,24,47,1,63,48,1,64,49,1,27,50,1,57,51,1,25,52,1,26,53,1,29,54,1,65,55,1,28,56,1,150,57,1,30,58,1,31,59,1,32,60,1,43,61,1,52,62,-0.22,53,62,0.22,151,62,-1,130,63,1,132,64,1,211,65,1,138,66,1,139,67,1,140,68,1,121,69,1,298,70,1,123,71,1,124,72,1,141,73,1,142,74,1,143,74,1,143,75,1,136,76,1,137,77,1,125,78,1,126,79,1,144,80,1,154,81,1,155,82,1,152,83,1,156,84,1,158,85,1,160,86,1,161,87,1,162,88,1,163,89,1,164,90,1,165,91,1,166,92,1,169,93,1,170,94,1,171,95,1,174,96,1,175,97,1,168,98,1,149,99,1,35,100,-1,52,100,1,209,101,1,200,102,10,256,103,10,251,104,1,199,105,10,228,106,1,252,107,1,257,108,10,75,109,1,224,109,1,228,109,-0.26,305,109,-0.95,225,110,1,219,111,1,183,112,1,184,113,1,220,114,1,221,115,1,305,116,1,89,117,1,215,117,-1,226,117,1,228,117,-0.2995,227,118,1,216,119,1,181,120,1,182,121,1,217,122,1,222,123,1,176,124,1,228,124,-0.26,230,124,-1,233,124,1,234,125,1,231,126,1,185,127,1,186,128,1,232,129,1,101,130,1,178,130,-1,180,130,-1,228,130,-0.322,236,130,1,237,131,1,235,132,1,187,133,1,188,134,1,238,135,1,240,136,1,241,137,1,242,138,1,294,139,1,243,140,1,244,141,1,245,142,1,295,143,1,246,144,1,247,145,1,248,146,1,296,147,1,297,148,1,249,149,1,212,150,1,199,151,-6,213,151,1,157,152,1,257,152,-6,70,153,1.3699,104,153,0.3425,120,153,1,71,154,1.5385,73,154,0.5385,119,154,1,198,155,100,54,156,1,254,157,1,205,158,100,255,159,1,171,160,1,253,160,1,299,161,1,260,162,1,164,163,1,263,163,1,43,164,0.8,45,164,0.2,87,164,1,87,165,-1,304,165,1,207,166,1,58,167,0.16,59,167,0.6,60,167,0.24,59,168,0.81,60,168,0.09,66,168,0.1,58,169,0.2683,60,169,0.7317,104,170,-1,105,170,1,67,171,1,104,171,1,106,172,-1,107,172,1,66,173,0.72,67,173,0.13,68,173,0.15,106,173,1,41,174,100,303,174,1,73,175,-1,74,175,1,44,176,0.75,73,176,1,301,176,0.25,44,177,0.75,46,177,0.15,73,177,1,301,177,0.1,44,178,0.7,73,178,1,300,178,0.14,301,178,0.16,41,179,55,44,179,0.45,80,179,1,41,180,55,44,180,0.35,46,180,0.1,80,180,1,80,181,-1,81,181,1,41,182,35,44,182,0.65,82,182,1,41,183,35,44,183,0.6,46,183,0.05,82,183,1,82,184,-1,83,184,1,190,185,1,200,185,-1.66,29,186,194.15,31,186,-63.26,84,186,1,136,186,1.3768,137,186,1.5698,141,186,-2.0876,198,186,13.12,199,186,2.818,200,186,2.057,213,186,1.597,300,186,-0.4401,31,187,-18.67,33,187,27.78,39,187,-0.2022,43,187,1.1111,85,187,1,137,187,0.9201,200,187,-1.05,293,187,-0.3889,7,188,0.28,36,188,0.72,72,188,-1,7,189,0.28,36,189,0.72,77,189,1,36,190,0.4056,37,190,0.21,38,190,19.93,39,190,0.14,79,190,1,207,190,0.0451,208,190,-2.39,209,190,-0.1218,36,191,0.3567,37,191,0.3622,39,191,0.2415,79,191,1,207,191,0.0396,208,191,-2.099,209,191,-0.1069,36,192,0.3567,37,192,0.1522,39,192,0.1015,41,192,35,79,192,1,207,192,0.0396,208,192,-2.099,209,192,-0.1069,110,193,-1,111,193,1,66,194,1,73,194,1,246,194,-6.1,247,194,11,248,194,7.5,249,194,-0.35,296,194,44,297,194,-15,67,195,1,73,195,1,246,195,-5.8,247,195,3.1,249,195,-0.27,296,195,37,297,195,-21,68,196,1,73,196,1,246,196,-6.4,247,196,7.2,248,196,3.3,249,196,0.85,296,196,34,297,196,-19,73,197,1,246,197,1.7,247,197,-2.4,248,197,-4.4,249,197,-0.15,250,197,1,296,197,-35,297,197,5,52,198,0.3116,73,198,1,210,198,2.8,246,198,8.1,247,198,-1.4,248,198,-5.1,249,198,-0.05,250,198,0.6884,296,198,-42,297,198,11,247,199,-3.2,52,200,-1,68,200,1,210,200,-9,52,201,-1,69,201,1,210,201,-9,59,202,1,117,202,1,58,203,1,117,203,0.9346,58,204,0.2,59,204,0.8,117,204,1,59,205,0.54,60,205,0.1,66,205,0.36,116,205,1,66,206,0.3,67,206,0.7,108,206,1,66,207,0.6,67,207,0.4,108,207,1,66,208,1,109,208,1,240,208,-2.1,241,208,4,242,208,-0.7,294,208,8,67,209,1,109,209,1,240,209,-1.8,241,209,-3.9,242,209,-0.62,294,209,4,68,210,1,109,210,1,240,210,-2.4,241,210,0.2,242,210,0.5,294,210,1,69,211,1,109,211,1,240,211,0.9,241,211,-1.4,242,211,1.3,294,211,-74,109,212,1,240,212,5.7,241,212,-9.4,242,212,-0.5,250,212,1,294,212,-65,241,213,-3,66,214,1,110,214,1,243,214,-17.2,244,214,8,245,214,-0.55,295,214,0.32,67,215,1,110,215,1,243,215,-16.9,244,215,0.1,245,215,-0.47,295,215,0.37,68,216,1,110,216,1,243,216,-17.5,244,216,4.2,245,216,0.65,295,216,0.34,69,217,1,110,217,1,243,217,-14.2,244,217,2.6,245,217,1.45,295,217,-0.22,52,218,0.3116,110,218,1,210,218,2.8,243,218,-3,244,218,-4.4,245,218,-0.25,250,218,0.6884,295,218,-0.08,244,219,-3,46,220,0.2,86,220,1,301,220,0.2,302,220,0.6,46,221,0.18,86,221,1,300,221,0.14,301,221,0.08,302,221,0.6,46,222,0.15,86,222,1,300,222,0.23,302,222,0.62,75,223,1,218,223,1.3,220,223,-0.4,224,223,1,225,223,-1,228,223,-0.176,305,223,-0.95,218,224,1.35,225,224,1,228,224,0.063,218,225,1,228,225,0.0323,89,226,1,90,226,0.5649,214,226,0.7,215,226,-1,227,226,-1,228,226,-0.2098,90,227,0.60525,214,227,0.75,228,227,0.0673,90,228,0.807,214,228,1,214,229,0.3,215,229,1,215,230,1,90,231,1,176,232,1,228,232,-0.176,229,232,1.9,230,232,-1,233,232,1,234,232,-1,228,233,0.063,229,233,2.1,234,233,1,228,234,0.024,229,234,1,185,235,-0.05,229,235,0.3,230,235,1,101,236,1,177,236,0.8,178,236,-1,179,236,0.73,180,236,-1,228,236,-0.2323,237,236,-1,177,237,0.8,179,237,0.72,228,237,0.0673,177,238,1,179,238,0.87,228,238,0.0588,177,239,0.3,179,239,0.4556,180,239,1,187,239,0.05,177,240,0.4,178,240,1,178,241,1,179,242,1,35,243,0.3,36,243,0.7,76,243,1,200,243,-0.59,210,243,-0.45,23,244,0.1,35,244,0.08,36,244,0.58,43,244,0.08,44,244,0.25,71,244,-1,210,244,-0.12,35,245,0.18,36,245,0.3932,38,245,19.32,41,245,19,78,245,1,207,245,0.0436,208,245,-2.311,209,245,-0.1177,37,246,-0.3334,39,246,-0.6666,41,246,100,38,247,100,207,247,-1,208,247,-104,209,247,-15.8,36,248,1,207,248,-1,208,248,59,209,248,-1.46,37,249,1,207,249,-1,208,249,-69,209,249,-6.8,39,250,1,207,250,-1,208,250,-99,209,250,-20.8,41,251,100,207,251,-1,208,251,-89,209,251,-16.8,9,252,1,192,252,-40,193,252,-60,200,252,-0.556,22,253,-0.71,34,253,-7,35,253,0.8,145,253,1,189,253,-0.29,264,253,-0.29,265,253,-0.29,266,253,-1,267,253,-0.71,268,253,-0.71,75,254,-1,148,254,1,198,254,-58.33,207,254,-0.4167,56,255,100,102,255,1,238,255,-3.4,239,255,67.5,63,256,1,102,256,1,238,256,-1.8,239,256,5.5,64,257,1,102,257,1,238,257,-1.8,239,257,8.5,54,258,13.15,65,258,0.8685,102,258,1,149,258,-1,150,258,1,157,258,0.66,238,258,-1.8,239,258,-0.2,256,258,1.575,257,258,6.6,54,259,11.2,65,259,0.888,102,259,1,149,259,-1,157,259,0.725,238,259,-1.3,239,259,-1.8,256,259,1.575,257,259,6.6,66,260,1,102,260,1,238,260,3.9,239,260,-2.5,67,261,1,102,261,1,238,261,3.3,239,261,-2.5,28,262,79,102,262,1,142,262,-1,144,262,1,192,262,0.96,193,262,0.32,198,262,19.72,199,262,0.72,200,262,2.239,213,262,0.968,238,262,-1.6,239,262,-0.5,25,263,100,102,263,1,238,263,-2.6,239,263,1.6,31,264,100,102,264,1,238,264,1.2,239,264,-1,102,265,-1,103,265,1,99,266,1,193,266,100,222,266,-4.7,223,266,57.5,25,267,100,99,267,1,222,267,-2.7,223,267,1.6,26,268,100,99,268,1,222,268,-2.7,223,268,1.9,28,269,79,99,269,1,142,269,-1,144,269,1,192,269,0.96,193,269,0.32,198,269,19.72,199,269,0.72,200,269,2.239,213,269,0.968,222,269,-1.7,223,269,-0.5,29,270,93,99,270,1,141,270,-1,198,270,7,199,270,1.35,200,270,2.027,213,270,0.765,222,270,-0.7,223,270,-1.5,31,271,100,99,271,1,222,271,1.1,223,271,-1,43,272,1,99,272,1,222,272,1.8,223,272,-1.5,13,273,1,49,273,-0.3395,50,273,-11.56,118,273,0.5422,21,274,10,28,274,-81.57,124,274,1,142,274,1,192,274,-0.69,193,274,-0.23,198,274,-17.51,199,274,-4.24,200,274,-2.612,212,274,-0.06,213,274,-1.057,273,274,-1,21,275,10,26,275,-100,298,275,1,23,276,10,29,276,-90.3,33,276,-2,123,276,1,141,276,0.98,198,276,-7.7,199,276,-2.201,200,276,-2.385,212,276,-0.21,213,276,-0.843,277,276,-1,278,276,-1,27,277,-4,28,277,-35.4,29,277,-35.7,33,277,-5.3,123,277,0.463,124,277,0.537,141,277,0.41,142,277,0.497,189,277,10,192,277,-0.84,193,277,-0.28,198,277,-18.48,199,277,-3.208,200,277,-2.329,212,277,-0.06,213,277,-0.662,273,277,-1,274,277,-1,275,277,-1,276,277,-1,278,277,-1,22,278,10,27,278,-4,28,278,-40.4,29,278,-37.8,33,278,-5.3,123,278,0.463,124,278,0.537,141,278,0.41,142,278,0.497,192,278,-0.36,193,278,-0.12,198,278,-12.02,199,278,-3.208,200,278,-2.329,212,278,-0.13,213,278,-0.935,273,278,-1,274,278,-1,275,278,-1,276,278,-1,22,279,-0.01,25,279,0.1,267,279,0.1,25,280,0.1,189,280,-0.01,264,280,0.1,22,281,-0.01,34,281,0.01,268,281,200,34,282,0.01,189,282,-0.01,265,282,200,34,283,-0.07,35,283,0.007,210,283,0.007,266,283,0.5,21,284,-0.007,23,284,0.007,269,284,0.0667,23,285,0.01,195,285,-0.01,270,285,0.2,195,286,-0.01,196,286,0.01,271,286,200,35,287,-0.007,196,287,0.07,210,287,-0.007,272,287,0.3333,31,288,-3,39,288,0.03,291,288,0.4,31,289,-0.8,39,289,0.008,292,289,0.2,31,290,-0.8,39,290,0.008,293,290,0.1667,41,291,-0.2,202,291,0.2,285,291,0.2,30,292,-0.1,40,292,0.1,286,292,0.2,40,293,0.101,202,293,-0.101,287,293,0.04,41,294,-0.181,203,294,0.181,288,294,200,29,295,-1.2,33,295,1.3,141,295,0.013,198,295,-0.1,199,295,-0.018,200,295,-0.026,277,295,2,28,296,0.27,33,296,-0.33,123,296,0.0033,124,296,-0.0033,142,296,-0.0033,198,296,0.06,199,296,0.006,200,296,0.007,274,296,200,27,297,1.2,28,297,0.6,29,297,-1.9,123,297,0.02,124,297,-0.02,141,297,0.02,142,297,-0.008,192,297,0.1,199,297,0.032,200,297,-0.023,289,297,2,27,298,-0.7,28,298,-1.3,29,298,2.2,123,298,-0.023,124,298,0.023,141,298,-0.023,142,298,0.016,192,298,-0.12,193,298,-0.04,198,298,-0.04,199,298,-0.041,200,298,0.011,290,298,0.4,275,299,1,276,300,1,28,301,-8,29,301,9.2,123,301,-0.1,124,301,0.1,141,301,-0.1,142,301,0.1,192,301,-0.09,193,301,-0.03,198,301,-1.08,199,301,-0.201,200,301,-0.019,275,301,0.4,28,302,8,29,302,-9.2,123,302,0.1,124,302,-0.1,141,302,0.1,142,302,-0.1,192,302,0.09,193,302,0.03,198,302,1.08,199,302,0.201,200,302,0.019,276,302,0.4,27,303,-2.3,28,303,2,142,303,-0.023,198,303,0.3,199,303,0.017,200,303,0.051,273,303,1,29,304,2.2,33,304,-2.5,141,304,-0.025,198,304,0.3,199,304,0.034,200,304,0.051,278,304,0.6667,22,305,-0.127,35,305,0.0018,43,305,-0.025,44,305,0.0359,210,305,0.0108,279,305,200,22,306,0.011,35,306,-0.018,43,306,0.0073,44,306,0.0096,210,306,-0.108,280,306,0.5,22,307,-0.127,35,307,0.003,43,307,-0.0176,44,307,0.0273,210,307,0.018,283,307,2,35,308,0.144,43,308,-0.027,44,308,-0.117,210,308,0.864,284,308,3.3333,43,309,-0.037,44,309,0.037,281,309,1,35,310,0.017,44,310,-0.017,210,310,0.102,282,310,1,1,311,1,25,311,-7.7,27,311,-1.8,34,311,-2.8,35,311,-0.21,36,311,-0.25,189,311,-1.11,192,311,-0.6,193,311,-1.8,194,311,-1.3,198,311,-1.7,199,311,-0.342,200,311,-0.428,210,311,-0.21,212,311,-0.037,264,311,-1,265,311,-1,266,311,-1,3,312,1,22,312,-1.2,25,312,-7.7,27,312,-0.6,34,312,-2.8,35,312,-0.251,36,312,-0.209,192,312,-0.8,193,312,-1.9,194,312,-1.3,198,312,-1.7,199,312,-0.128,200,312,-0.428,210,312,-0.251,212,312,-0.012,266,312,-1,267,312,-1,268,312,-1,8,313,1,22,313,-0.7,25,313,-4,34,313,-2.6,35,313,-0.313,36,313,-0.3,198,313,-1.7,200,313,-0.46,210,313,0.313,212,313,-0.018,266,313,-1,267,313,-1,268,313,-1,4,314,1,21,314,-0.82,23,314,-0.58,26,314,-7.9,27,314,-0.6,35,314,-0.258,36,314,-0.209,192,314,-0.8,193,314,-1.9,194,314,-1.3,195,314,-1.44,196,314,-1.07,198,314,-1.7,199,314,-0.128,200,314,-0.68,210,314,-0.0155,212,314,-0.0078,269,314,-1,270,314,-1,271,314,-1,272,314,-1,298,314,-0.03,5,315,1,21,315,0.068,23,315,0.068,26,315,1.36,35,315,-0.0748,195,315,0.204,196,315,0.272,200,315,-0.034,210,315,0.2652,6,316,1,35,316,0.097,36,316,0.209,197,316,-0.306,200,316,0.073,210,316,-0.1455,7,317,1,25,317,-11,27,317,-2.5,34,317,-0.66,189,317,-7.24,193,317,-2,194,317,-3.5,198,317,-2,199,317,-0.087,200,317,-0.322,264,317,-2.5,265,317,-3.6,10,318,1,22,318,-0.654,25,318,-11.2,27,318,-2.1,34,318,-3.6,35,318,-0.22,36,318,-0.08,189,318,-0.866,192,318,-0.5,193,318,-2,194,318,-1.3,198,318,-1.7,199,318,-0.427,200,318,-0.394,210,318,-1.76,212,318,-0.001,264,318,-0.57,265,318,-0.57,266,318,-1,267,318,-0.43,268,318,-0.43,2,319,1,22,319,-0.293,25,319,-7.7,27,319,-1.4,34,319,-2.8,35,319,-0.21,36,319,-0.25,189,319,-0.877,192,319,-0.6,193,319,-1.5,194,319,-1.4,198,319,-1.7,199,319,-0.342,200,319,-0.428,210,319,-0.21,212,319,-0.025,264,319,-0.75,265,319,-0.75,266,319,-1,267,319,-0.25,268,319,-0.25,11,320,1,22,320,-0.1,25,320,-10,27,320,-0.2,35,320,-0.1766,190,320,-0.6934,192,320,-0.1,193,320,-0.3,194,320,-0.3,198,320,-1.1,199,320,-0.087,200,320,-0.321,210,320,-1.9426,29,321,100,31,321,-15,39,321,-0.85,147,321,1,200,321,-0.539,293,321,-1,30,322,-7.9,40,322,-15.2,41,322,38.6,129,322,1,130,322,3,198,322,-3,199,322,-4.29,200,322,-0.35,201,322,-3.15,202,322,-3.45,203,322,-2.5,204,322,-2.5,205,322,-0.9,212,322,-0.43,30,323,-10.99,35,323,1,40,323,-17.28,41,323,-39.11,127,323,1,198,323,-0.51,199,323,-4.523,200,323,-1.7,201,323,-6.76,202,323,-4.13,203,323,-3.92,204,323,-13.74,205,323,-3.56,210,323,3,212,323,-0.55,30,324,-8.8,35,324,1,40,324,-14.11,41,324,-56.11,128,324,1,198,324,-0.49,199,324,-1.674,200,324,-1.7,201,324,-4.62,202,324,-5.22,203,324,-3.92,204,324,-5,205,324,-1.73,210,324,3,212,324,-0.55,30,325,-13.42,35,325,1,40,325,-18.96,41,325,-37.42,129,325,1,198,325,-4.4,199,325,-5.14,200,325,-1.825,201,325,-7.37,202,325,-9.31,203,325,-3.4,204,325,-3.4,205,325,-2.32,210,325,3,212,325,-0.514,285,325,-1,286,325,-1,287,325,-1,30,326,-1.93,35,326,1,40,326,2.09,41,326,-92.02,130,326,1,198,326,-0.39,199,326,-1.029,200,326,-1.21,201,326,-1.49,202,326,-4.92,203,326,-0.07,204,326,-0.07,205,326,-1.2,210,326,3,212,326,0.0283,285,326,-1,286,326,-1,287,326,-1,30,327,-4.68,40,327,-9.36,41,327,20.93,131,327,1,132,327,1,198,327,-1.04,200,327,0.156,201,327,-5.2,202,327,-4.68,203,327,6.76,205,327,-2.73,212,327,-0.169,30,328,-10.57,35,328,1,40,328,-23.88,41,328,-21.61,131,328,1,198,328,-4,199,328,-7.595,200,328,-0.198,201,328,-6.37,202,328,-8.93,203,328,-19.5,205,328,-5.14,211,328,-1.5,212,328,-0.653,285,328,-1,286,328,-1,287,328,-1,288,328,-1,30,329,-5.13,35,329,1,40,329,-10.28,41,329,-47.45,132,329,1,198,329,-1.28,199,329,-7.595,200,329,-0.405,201,329,-1.1,202,329,-3.49,203,329,-29.36,205,329,-1.91,211,329,-1.5,212,329,-0.432,285,329,-1,286,329,-1,287,329,-1,288,329,-1,191,330,-62.5,192,330,-17.3,193,330,-12.3,194,330,-6.1,198,330,-1.8,199,330,-0.695,201,330,100,27,331,-14,28,331,-34.7,29,331,-43,40,331,100,123,331,0.45,124,331,0.55,141,331,0.45,142,331,0.43,192,331,-0.36,193,331,-0.12,198,331,-7.82,199,331,-3.248,200,331,-2.26,212,331,-0.49,213,331,0.054,273,331,-1,275,331,-1,276,331,-1,278,331,-1,289,331,-1,290,331,-1,31,332,-70,39,332,-0.3,125,332,1,199,332,-1.56,200,332,-0.539,202,332,100,212,332,-0.73,213,332,0.45,291,332,-1,292,332,-1,293,332,-1,29,333,-95,31,333,100,123,333,1,125,333,-1,126,333,1,141,333,1,198,333,-5,199,333,-2.228,200,333,-1.887,213,333,-0.405,35,334,-1,204,334,100,210,334,4,41,335,-33,146,335,1,203,335,39,204,335,-6,203,336,100,207,336,-1,208,336,-20,209,336,-0.8,30,337,-0.49,40,337,-0.73,41,337,-1.6,198,337,-0.01,200,337,-0.001,201,337,-0.85,202,337,-0.11,203,337,4,205,337,-0.21,210,337,1,211,337,1,30,338,-0.49,40,338,-0.73,41,338,1.06,200,338,-0.001,201,338,-0.85,202,338,-0.11,203,338,1.33,205,338,-0.21,210,338,1,24,339,-14.17,37,339,-0.136,38,339,-4.54,41,339,100,42,339,-25.85,133,339,1,198,339,-7.96,199,339,-5.668,200,339,-1.571,206,339,-7.84,207,339,-0.2604,208,339,9.37,209,339,2.3957,212,339,-0.3,24,340,-6.43,37,340,-0.4176,38,340,-13.85,41,340,100,42,340,-19.21,134,340,1,198,340,-1.52,199,340,-1.997,200,340,-0.667,206,340,-6.7,207,340,-0.1053,208,340,3.79,209,340,0.9688,212,340,-0.3,24,341,-7.74,37,341,0.2816,38,341,9.31,42,341,-6.64,133,341,1,134,341,3.5,198,341,-6.44,199,341,-3.671,200,341,-0.904,206,341,-1.14,207,341,-0.1551,208,341,5.58,209,341,1.4269,134,342,1,24,343,-6.64,36,343,1,37,343,-0.0146,38,343,-0.49,42,343,-16.24,135,343,1,198,343,0.58,199,343,-3.227,200,343,-1.569,206,343,-3.5,207,343,-0.7225,208,343,37.01,209,343,2.4415,212,343,-0.475,24,344,-7.3,37,344,-0.0796,38,344,-2.64,42,344,-18.18,197,344,1,198,344,0.69,199,344,-3.624,200,344,-1.569,206,344,-4.46,207,344,-0.6015,208,344,21.65,209,344,1.5818,212,344,-0.4116,135,345,1,191,346,-36.9,192,346,-12.2,193,346,-45.9,194,346,-3,198,346,-2,199,346,-0.772,206,346,100,27,347,-2,28,347,-20.7,29,347,-68.3,33,347,-2,42,347,100,123,347,0.74,124,347,0.26,141,347,0.72,142,347,0.25,192,347,-0.18,193,347,-0.06,198,347,-6.76,199,347,-2.717,200,347,-2.411,212,347,-0.69,213,347,-0.281,273,347,-1,275,347,-1,276,347,-1,278,347,-1,22,348,-0.42,34,348,10,35,348,-0.013,43,348,-0.466,44,348,-0.489,121,348,1,122,348,1,198,348,1,199,348,-0.128,200,348,-0.701,210,348,-0.078,212,348,-0.78,213,348,0.1733,279,348,-1,280,348,-1,281,348,-1,282,348,-1,22,349,-0.68,35,349,-0.025,43,349,-0.571,44,349,-0.346,121,349,1,122,349,1,195,349,10,198,349,1,199,349,-0.128,200,349,-0.701,210,349,-0.15,212,349,-0.36,213,349,0.14,281,349,-1,282,349,-1,283,349,-1,35,350,-0.092,43,350,-0.41,44,350,-0.508,121,350,1,122,350,1,196,350,10,198,350,1,199,350,-0.128,200,350,-0.701,210,350,-0.552,212,350,-0.79,213,350,0.18,281,350,-1,282,350,-1,284,350,-1,43,351,-0.198,44,351,0.198,122,351,1,43,352,0.198,44,352,-0.198,122,352,-1,35,353,-1,195,353,10,210,353,-17,35,354,-1,196,354,10,210,354,-10,43,355,1,44,355,-1,35,356,-1,44,356,1,210,356,-13,22,357,0.86,43,357,1,301,357,-1.086,29,358,56.4,46,358,-0.4214,136,358,0.4214,141,358,-0.6064,198,358,3.74,199,358,0.819,200,358,0.817,213,358,0.4639,300,358,-0.18,31,359,-12.48,33,359,30,39,359,-0.1352,43,359,0.7,45,359,-0.74,137,359,0.5579,200,359,-0.745,293,359,-0.26,31,360,-6.72,39,360,-0.0728,43,360,1,45,360,-0.86,137,360,0.5579,200,360,-0.68,293,360,-0.14,31,361,-13.92,33,361,30,39,361,-0.1508,137,361,0.5579,200,361,-0.761,293,361,-0.29,301,361,0.7,302,361,-0.71,31,362,-8.16,39,362,-0.0884,137,362,0.5579,200,362,-0.697,293,362,-0.17,301,362,1,302,362,-0.83,29,363,93,33,363,-100,141,363,-1,198,363,7,199,363,1.35,200,363,2.027,213,363,0.765,43,364,-1,45,364,1,301,365,-1,302,365,1,29,366,-93,141,366,1,198,366,-7,199,366,-1.35,200,366,-2.027,213,366,-0.765,300,366,1,27,367,-0.4,56,367,100,191,367,-37.2,192,367,-9.9,193,367,-47.9,194,367,-1.3,198,367,-3.3,199,367,-1.19,31,368,-4,32,368,-1,39,368,-0.01,138,368,1,191,368,45.45,192,368,58.64,194,368,17.27,198,368,-16.36,200,368,-7.555,293,368,-0.05,31,369,-11.1,32,369,-1,39,369,-0.0277,139,369,1,191,369,70.1,192,369,65.9,194,369,9.31,198,369,-31.44,200,369,-9.255,293,369,-0.1387,31,370,-19.96,32,370,-1,39,370,-0.0499,140,370,1,191,370,100.62,192,370,74.89,194,370,-0.67,198,370,-49.89,200,370,-11.485,293,370,0.2495,192,371,-100,193,371,100,200,371,-2.853,75,372,-1,88,372,1,183,372,-0.35,218,372,-3,220,372,0.5,100,373,1,176,373,-1,185,373,-0.3,229,373,-3,232,373,0.5,183,374,1.8,184,374,65.5,201,374,86,206,374,14,218,374,-18.8,219,374,-4.5,220,374,15.5,221,374,11.3,224,374,-1,183,375,1.8,184,375,50.5,193,375,100,218,375,-12.3,219,375,-4.5,220,375,-1.5,221,375,-2.7,224,375,-1,26,376,100,183,376,0.2,184,376,-5.1,218,376,4.7,219,376,-4.5,220,376,-7.5,221,376,-2.7,224,376,-1,25,377,100,183,377,0.5,184,377,-5.4,218,377,10.2,219,377,-4.5,220,377,-8.5,221,377,-2.7,224,377,-1,27,378,100,183,378,1.4,184,378,5.5,218,378,1.7,219,378,-4.5,220,378,-6,221,378,-2.7,224,378,-1,24,379,100,183,379,1.4,184,379,-0.5,218,379,-3.8,219,379,3.5,220,379,7.5,221,379,5.3,224,379,-1,30,380,100,183,380,1,184,380,1.1,218,380,-15.8,219,380,22.5,220,380,15.5,221,380,11.3,224,380,-1,31,381,100,183,381,-2.5,184,381,-7.5,218,381,-0.3,219,381,-1.5,220,381,-1.5,221,381,-2.1,224,381,-1,305,381,5,29,382,101.75,183,382,-1.33,184,382,-3,198,382,-1.75,200,382,-0.2,218,382,-9.4,219,382,-3.5,220,382,2,221,382,-2.6,224,382,-1,305,382,1,29,383,103.104,183,383,-1.28,184,383,-2,198,383,-3.104,200,383,-0.4,218,383,-10.4,219,383,-3.5,220,383,2,221,383,-2.6,224,383,-1,305,383,1,29,384,100.76,183,384,-1.38,184,384,-4,198,384,-0.76,218,384,-8.4,219,384,-3.5,220,384,2,221,384,-2.6,224,384,-1,305,384,1,32,385,1,184,385,-3,218,385,-11.4,219,385,-4.5,220,385,-0.5,221,385,-2.7,224,385,-1,90,386,1.781,181,386,-2.07,182,386,65.5,201,386,86,206,386,14,214,386,-1.8,216,386,-4.5,217,386,11.3,226,386,-1,90,387,-2.184,181,387,-2.07,182,387,50.5,193,387,100,214,387,-1.8,216,387,-4.5,217,387,-2.7,226,387,-1,90,388,-2.686,181,388,-2.07,182,388,10.5,194,388,100,214,388,-2.8,216,388,-4.5,217,388,-2.7,226,388,-1,26,389,100,90,389,6.4865,181,389,-0.47,182,389,-5.1,214,389,9.7,216,389,-4.5,217,389,-2.7,226,389,-1,29,390,100.76,90,390,0.8114,181,390,1.11,182,390,-4,198,390,-0.76,214,390,0.4,216,390,-3.5,217,390,-2.6,226,390,-1,29,391,101.75,181,391,1.06,182,391,-3,198,391,-1.75,200,391,-0.2,214,391,-0.6,216,391,-3.5,217,391,-2.6,226,391,-1,29,392,103.104,90,392,-0.8026,181,392,1.01,182,392,-2,198,392,-3.104,200,392,-0.4,214,392,-1.6,216,392,-3.5,217,392,-2.6,226,392,-1,32,393,1,90,393,-3.798,181,393,-0.27,182,393,-3,214,393,-3.8,216,393,-4.5,217,393,-2.7,226,393,-1,31,394,100,90,394,4.509,181,394,1.43,182,394,-7.5,214,394,5.7,216,394,-1.5,217,394,-2.1,226,394,-1,28,395,100,90,395,-2.578,181,395,0.48,182,395,-2.4,200,395,-0.3,214,395,-3.8,216,395,-4,217,395,-2.6,226,395,-1,28,396,96.28,90,396,-1.3675,181,396,0.58,182,396,-2.4,192,396,0.23,193,396,0.08,198,396,3.41,214,396,-2.3,216,396,-4,217,396,-2.6,226,396,-1,27,397,100,90,397,2.8995,181,397,-1.67,182,397,5.5,214,397,6.2,216,397,-4.5,217,397,-2.7,226,397,-1,30,398,100,90,398,4.202,181,398,-1.27,182,398,1.1,214,398,1.2,216,398,22.5,217,398,11.3,226,398,-1,88,399,-0.6,89,399,-0.4,96,399,1,75,400,-0.677,89,400,-0.323,97,400,1,75,401,-0.6,89,401,-0.4,98,401,1,26,402,4,28,402,12,32,402,0.82,91,402,1,194,402,2,228,402,-0.3969,91,403,-1,92,403,1,26,404,20,32,404,0.76,93,404,1,194,404,4,228,404,-0.3518,26,405,71,32,405,0.16,94,405,1,194,405,13,228,405,-0.0451,27,406,12,28,406,50.56,29,406,14.25,95,406,1,142,406,-0.64,144,406,0.64,192,406,0.768,193,406,10.006,198,406,12.416,199,406,0.461,200,406,1.433,213,406,0.6195,56,407,100,185,407,1.35,186,407,60.5,229,407,-11.8,231,407,-4.5,232,407,-3,233,407,-1,63,408,1,185,408,0.3,186,408,-1.5,229,408,2.7,231,408,-4.5,232,408,-6.5,233,408,-1,64,409,1,185,409,0.85,186,409,1.5,229,409,2.9,231,409,-4.3,232,409,-6.9,233,409,-1,57,410,1,185,410,1.23,186,410,3.5,229,410,-2.8,231,410,1.5,232,410,3.5,233,410,-1,54,411,2.43,65,411,0.9757,149,411,-0.1844,168,411,-0.1944,185,411,-1.425,186,411,-5.8,229,411,-2.8,231,411,-3.9,232,411,1.3,233,411,-1,256,411,0.229,257,411,1.117,54,412,1.89,65,412,0.9811,149,412,-0.1854,168,412,-0.1389,185,412,-1.39,186,412,-5.6,229,412,-3.8,231,412,-3.9,232,412,1.4,233,412,-1,256,412,0.195,257,412,1.001,65,413,1,185,413,-1.3,186,413,-5,229,413,-6.3,231,413,-3.9,232,413,1.7,233,413,-1,30,414,100,185,414,0.95,186,414,1.1,229,414,-11.8,231,414,25.5,232,414,16,233,414,-1,31,415,100,185,415,-1.65,186,415,-7.5,229,415,0.8,231,415,-2.5,232,415,1.4,233,415,-1,54,416,13.15,65,416,0.8685,149,416,-1,150,416,1,157,416,0.66,185,416,-1.3,186,416,-7.2,229,416,12.2,231,416,-4.5,232,416,-9,233,416,-1,256,416,1.575,257,416,6.6,56,417,100,177,417,-3.9,179,417,-4.703,187,417,-1.62,188,417,60.5,235,417,-4.5,236,417,-1,63,418,1,177,418,10.6,179,418,5.931,187,418,-0.57,188,418,-1.5,235,418,-4.5,236,418,-1,57,419,1,177,419,5.1,179,419,4.5425,187,419,-1.5,188,419,3.5,235,419,1.5,236,419,-1,54,420,1.89,65,420,0.9811,149,420,-0.1854,168,420,-0.1389,177,420,4.1,179,420,3.095,187,420,1.12,188,420,-5.6,235,420,-3.9,236,420,-1,256,420,0.195,257,420,1.001,54,421,-2.68,65,421,1.0268,149,421,0.6216,168,421,0.1389,177,421,-0.9,179,421,-0.7875,187,421,0.95,188,421,-2.6,235,421,-3.9,236,421,-1,256,421,-0.437,257,421,-1.397,65,422,1,177,422,1.6,179,422,1.169,187,422,1.03,188,422,-5,235,422,-3.9,236,422,-1,30,423,100,177,423,2.1,179,423,4.104,187,423,-1.22,188,423,1.1,235,423,25.5,236,423,-1,28,424,100,177,424,-3.9,179,424,-3.178,187,424,0.53,188,424,-2.4,200,424,-0.3,235,424,-4,236,424,-1,28,425,96.28,177,425,-2.4,179,425,-1.9675,187,425,0.63,188,425,-2.4,192,425,0.23,193,425,0.08,198,425,3.41,235,425,-4,236,425,-1,32,426,1,177,426,-4.4,179,426,-6.6315,187,426,-0.22,188,426,-3,235,426,-4.5,236,426,-1,52,427,-1,54,427,-4,66,427,1.04,156,427,-1,157,427,-0.335,168,427,-2.5,210,427,-14,256,427,0.287,257,427,-0.9,47,428,0.75,67,428,0.25,70,428,-1,49,429,1,55,429,-0.35,61,429,-0.65,169,429,0.65,173,429,1,174,429,1,175,429,1,251,429,-0.1,14,430,1,61,430,-1,169,430,1,172,430,1,174,430,1,175,430,1,251,430,-0.1,12,431,0.946,50,431,0.56,55,431,-0.5466,61,431,-0.277,169,431,0.144,170,431,0.6729,174,431,0.353,175,431,1,251,431,-0.1,252,431,-0.26,253,431,-0.122,254,431,-0.1,255,431,-0.7,299,431,-0.538,13,432,1,55,432,-0.5282,61,432,-0.3741,169,432,0.269,170,432,0.5907,174,432,0.432,175,432,1,251,432,-0.1,252,432,-0.194,253,432,-0.0971,254,432,-0.34,255,432,-0.4,299,432,0.24,20,433,1,55,433,-0.768,61,433,-0.153,169,433,0.044,170,433,0.7166,174,433,0.311,175,433,1,251,433,-0.1,252,433,-0.22,253,433,-0.071,254,433,0.64,255,433,-0.16,299,433,0.1,55,434,-0.414,61,434,-0.148,72,434,1,169,434,0.28,170,434,0.7488,174,434,0.28,175,434,1,251,434,-0.1,252,434,-0.32,253,434,-0.156,254,434,-0.25,255,434,-0.45,262,434,-0.28,299,434,1,52,435,0.0737,53,435,0.8886,54,435,-0.29,60,435,-0.583,114,435,0.2964,115,435,0.035,158,435,0.417,210,435,0.4,256,435,-3.178,261,435,-2.35,52,436,-0.0352,53,436,1,54,436,-0.32,60,436,-0.609,114,436,0.2777,115,436,0.0189,158,436,0.391,210,436,-0.2464,256,436,-3.071,261,436,-2.2,52,437,-0.3129,53,437,1,54,437,-0.32,60,437,-0.609,158,437,0.391,210,437,-2.1694,256,437,-3.071,261,437,-2.2,52,438,-1,55,438,1,153,438,1,166,438,1,210,438,-4,153,439,1,54,440,-6.3,55,440,1.0431,59,440,-0.41,62,440,-0.527,154,440,1,256,440,-1.41,257,440,-5.22,259,440,-4.31,54,441,-3,55,441,1.0431,58,441,-0.6,59,441,-0.09,62,441,-0.28,155,441,1,256,441,-0.875,257,441,-2.6,259,441,-4.31,54,442,-6.8,55,442,1.0431,59,442,-0.406,62,442,-0.526,154,442,0.94,155,442,0.0817,256,442,-1.55,257,442,-5.4,259,442,-4.31,54,443,-2,55,443,1.0431,58,443,-0.56,59,443,-0.13,62,443,-0.29,155,443,1.0217,256,443,-1.01,257,443,-3.4,259,443,-4.31,52,444,1,55,444,-1.0431,59,444,-0.12,62,444,0.12,210,444,-5,257,444,0.8,259,444,4.31,54,445,-1.13,56,445,-7.5,57,445,-0.213,62,445,1,65,445,-0.4091,66,445,-0.2766,149,445,0.4638,156,445,0.712,157,445,0.1852,168,445,1.3316,256,445,-1.014,257,445,-3.061,260,445,-1.5,54,446,-4,58,446,-1,66,446,1.04,156,446,-1,157,446,-0.69,168,446,-4,256,446,0.287,257,446,-0.9,47,447,1,113,447,1,258,447,-1.7,47,448,0.2217,48,448,0.72,51,448,0.6,58,448,0.0383,67,448,0.014,112,448,1,256,448,-1.038,258,448,-1.6,13,449,1.0475,47,449,-0.579,51,449,-12.2,52,449,-0.04,54,449,-0.5,64,449,-0.07,68,449,-0.123,69,449,-0.061,152,449,1.1459,210,449,-0.02,256,449,-0.392,259,449,-4.75,13,450,1.0475,48,450,-0.485,51,450,-12.2,52,450,-0.134,54,450,-0.5,64,450,-0.07,68,450,-0.123,69,450,-0.061,152,450,1.3677,210,450,-0.067,256,450,-0.392,259,450,-4.75,14,451,1,51,451,-3.82,64,451,-0.9165,256,451,-0.374,259,451,-4.53,49,452,1,51,452,-16.71,64,452,-0.2625,68,452,-0.2864,69,452,-0.2387,256,452,-0.374,259,452,-4.53,50,453,100,68,453,-0.4773,69,453,-0.4774,256,453,-0.374,259,453,-4.53,152,454,1.713,160,454,-0.1376,161,454,-0.2453,162,454,-0.3566,163,454,-0.1081,165,454,-1.3333,256,454,-1,15,455,1.0122,51,455,-9.2,52,455,-0.143,53,455,-0.327,56,455,-1.3,63,455,-0.2,67,455,-0.125,152,455,1,210,455,-1.2155,250,455,-0.094,256,455,-0.392,259,455,-1.22,51,456,100,54,456,-11.8,65,456,-0.882,149,456,1,156,456,1,157,456,-0.817,168,456,0.1,256,456,-1.862,257,456,-6.6,160,457,0.267,161,457,0.533,162,457,0.2,165,457,1,166,457,-1,160,458,0.25,161,458,0.55,162,458,0.2,166,458,-1,167,458,1,167,459,1,149,460,0.3921,156,460,0.432,157,460,-0.1028,159,460,1,160,460,0.176,161,460,0.287,162,460,0.48,163,460,0.09,165,460,1,168,460,0.3535,256,460,-1.546,257,460,-2.588,16,461,1,52,461,-0.592,54,461,-3.39,56,461,-0.4,57,461,-0.04,65,461,-0.2202,66,461,-0.051,149,461,0.2496,156,461,0.289,157,461,-0.0612,160,461,0.235,161,461,0.3646,162,461,0.4767,163,461,0.31,165,461,1.3333,166,461,-0.3333,168,461,0.267,210,461,-1.184,256,461,-1.283,257,461,-3.517,260,461,-0.09,263,461,-0.058,17,462,1,52,462,-0.554,54,462,-3.75,56,462,-0.5,57,462,-0.048,65,462,-0.2312,66,462,-0.0572,149,462,0.2621,156,462,0.307,157,462,-0.0632,160,462,0.269,161,462,0.3576,162,462,0.4267,163,462,0.37,165,462,1.3333,166,462,-0.3333,168,462,0.291,210,462,-2.216,256,462,-1.31,257,462,-3.93,260,462,-0.11,263,462,-0.066,18,463,1,52,463,-0.564,54,463,-3.5,56,463,-1,57,463,-0.066,65,463,-0.2,66,463,-0.0582,149,463,0.2267,156,463,0.274,157,463,-0.0522,160,463,0.292,161,463,0.3246,162,463,0.4867,163,463,0.36,165,463,1.3333,166,463,-0.3333,168,463,0.277,210,463,-2.82,256,463,-1.251,257,463,-3.696,260,463,-0.08,263,463,-0.066,19,464,1,52,464,-0.615,54,464,-3.61,56,464,-0.8,57,464,-0.05,65,464,-0.1394,66,464,-0.0624,149,464,0.1581,156,464,0.212,157,464,-0.0301,160,464,0.292,161,464,0.2446,162,464,0.4467,163,464,0.52,165,464,1.3333,166,464,-0.3333,168,464,0.256,210,464,-0.615,256,464,-1.121,257,464,-4.013,260,464,-0.11,263,464,-0.088,20,465,1,52,465,-0.622,54,465,-4.13,56,465,-0.8,57,465,-0.042,65,465,-0.1147,66,465,-0.0572,149,465,0.13,156,465,0.18,157,465,-0.0231,160,465,0.279,161,465,0.2176,162,465,0.4667,163,465,0.54,165,465,1.3333,166,465,-0.3333,168,465,0.2275,210,465,1.244,256,465,-1.066,257,465,-4.708,260,465,-0.18,263,465,-0.113,54,466,-3.42,56,466,-5,57,466,-0.2,61,466,1,65,466,-0.5229,66,466,-0.1872,149,466,0.5928,156,466,0.75,157,466,-0.1137,166,466,1,168,466,0.588,256,466,-2.01,257,466,-3.912,260,466,-0.57,54,467,-13.53,56,467,-2,57,467,-0.13,65,467,-0.6097,66,467,-0.1,149,467,0.73,156,467,0.83,157,467,-0.1747,166,467,1,168,467,0.492,256,467,-2.22,257,467,-4.818,260,467,-0.5,262,467,1,52,468,-0.499,53,468,1,54,468,-6.14,56,468,-1.5,57,468,-0.075,65,468,-0.1312,66,468,-0.047,149,468,0.1487,151,468,1,156,468,0.188,157,468,-0.0317,160,468,0.278,163,468,1,165,468,1,168,468,0.2065,210,468,-1.996,256,468,-1.138,257,468,-4.235,260,468,-0.14,263,468,-0.17,52,469,-0.915,54,469,-0.41,56,469,-0.4,57,469,-0.021,65,469,-0.0349,66,469,-0.0125,149,469,0.0395,156,469,0.05,157,469,-0.0084,160,469,0.075,163,469,1,165,469,1,168,469,0.055,210,469,-2.745,256,469,-0.88,257,469,-0.481,260,469,-0.05,261,469,100,263,469,-0.008,52,470,-0.368,54,470,-7.74,56,470,-1.9,57,470,-0.095,60,470,1,65,470,-0.1642,66,470,-0.0593,149,470,0.1862,156,470,0.236,157,470,-0.0396,160,470,0.35,163,470,1,165,470,1,168,470,0.2605,210,470,1.84,256,470,-1.186,257,470,-8.599,260,470,-0.21,263,470,-0.215,47,471,1,52,471,-0.186,54,471,-8.59,56,471,-2.7,57,471,-0.134,65,471,-0.2321,66,471,-0.0832,149,471,0.2631,156,471,0.333,157,471,-0.056,160,471,0.494,163,471,1,165,471,1,168,471,0.3665,210,471,1.116,256,471,-1.347,257,471,-10.096,258,471,100,260,471,-0.78,263,471,-0.244,52,472,-0.45,54,472,-2.78,56,472,-2,57,472,-0.1,65,472,-0.3027,66,472,-0.078,149,472,0.3432,156,472,0.405,157,472,-0.0819,160,472,0.205,161,472,0.32,162,472,0.47,163,472,0.05,165,472,1,168,472,0.39,210,472,-3.6,256,472,-1.483,257,472,-2.815,259,472,100,260,472,-0.15,263,472,-0.02],"description":"%MatrixMarket matrix coordinate real general\n-------------------------------------------------------------------------------\n UF Sparse Matrix Collection, Tim Davis\n http://www.cise.ufl.edu/research/sparse/matrices/LPnetlib/lp_bandm\n name: LPnetlib/lp_bandm\n [Netlib LP problem bandm: minimize c'*x, where Ax=b, lo<=x<=hi]\n id: 601\n date: \n author: M. Saunders\n ed: D. Gay\n fields: title name A b id aux kind date author ed notes\n aux: c lo hi z0\n kind: linear programming problem\n-------------------------------------------------------------------------------\n notes:\n A Netlib LP problem, in lp/data. For more information \n send email to netlib@ornl.gov with the message: \n \n \t send index from lp \n \t send readme from lp/data \n \t send minos from lp/data \n \n The following are relevant excerpts from lp/data/readme (by David M. Gay): \n \n The column and nonzero counts in the PROBLEM SUMMARY TABLE below exclude \n slack and surplus columns and the right-hand side vector, but include \n the cost row. We have omitted other free rows and all but the first \n right-hand side vector, as noted below. The byte count is for the \n MPS compressed file; it includes a newline character at the end of each \n line. These files start with a blank initial line intended to prevent \n mail programs from discarding any of the data. The BR column indicates \n whether a problem has bounds or ranges: B stands for \"has bounds\", R \n for \"has ranges\". \n \n The optimal value is from MINOS version 5.3 (of Sept. 1988) \n running on a VAX with default options. \n \n PROBLEM SUMMARY TABLE \n \n Name Rows Cols Nonzeros Bytes BR Optimal Value \n BANDM 306 472 2659 19460 -1.5862801845E+02 \n \n From Michael Saunders, Systems Optimization Laboratory at Stanford University.\n \n The following are relevant excerts from lp/data/minos (by Michael Saunders), \n regarding experience with MINOS 5.0 on the problems he provided: \n \n (unscaled) (scaled) \n File Name Rows Cols Elems Optimal Objective Itns Time Itns Time \n ---- -------- ---- ---- ----- ----------------- ---- ---- ---- ---- \n 10. BANDM 306 472 2659 -1.5862802E+02 362 7.6 534 10.0 \n \n * Objective is the first row of type N. It is minimized except as shown. \n \n * Itns is the number of iterations required to solve the problem \n by the primal simplex method, as implemented in the Fortran \n code MINOS 5.0 (May 1985), using default values for all \n parameters. (The initial basis is triangular.) \n \n * Time is the processor time required on an IBM 3081K. The MINOS \n source code was compiled with the IBM Fortran 77 compiler \n VS FORTRAN, using the options NOSDUMP, NOSYM and OPT(3). \n \n-------------------------------------------------------------------------------"};