ngraph.sparse-collection/LPnetlib/lp_israel/index.js

Subset of the University of Florida sparse matrix collection

module.exports = {"recordsPerEdge":3,"links":[21,175,1,22,175,0.75,28,175,12.396,29,175,1.033,30,175,1.033,31,175,1.033,32,175,1.033,33,175,1.033,34,175,1.033,35,175,1.033,36,175,1.033,37,175,1.033,38,175,1.033,39,175,1.033,40,175,1.033,41,175,12.396,42,175,1.033,43,175,1.033,44,175,1.033,45,175,1.033,46,175,1.033,47,175,1.033,48,175,1.033,49,175,1.032,50,175,1.033,51,175,1.033,52,175,1.033,53,175,1.033,63,175,120,64,175,120,65,175,120,66,175,127.5,67,175,127.5,68,175,135,69,175,135,70,175,135,71,175,135,72,175,135,73,175,135,74,175,120,75,175,60,76,175,60,77,175,60,78,175,67.5,79,175,67.5,80,175,75,81,175,75,82,175,75,83,175,75,84,175,75,85,175,75,86,175,60,87,175,-15,88,175,-15,89,175,-15,90,175,-22.5,91,175,-22.5,92,175,-30,93,175,-22.5,94,175,-15,95,175,-15,96,175,-15,97,175,-15,98,175,-15,99,175,-45,100,175,-45,101,175,-15,102,175,-15,103,175,-15,104,175,-15,105,175,-15,106,175,-30,107,175,-30,108,175,-30,109,175,-37.5,110,175,-45,111,175,45,112,175,45,113,175,45,114,175,45,115,175,22.5,116,175,-90,117,175,-90,118,175,-90,119,175,-90,120,175,-45,121,175,-30,122,175,-30,123,175,-30,124,175,-30,125,175,-30,126,175,-30,127,175,-30,128,175,-30,129,175,-30,130,175,-30,131,175,-30,132,175,-30,133,175,-60,134,175,-60,135,175,-45,136,175,-45,137,175,-45,138,175,-45,139,175,-45,140,175,-45,141,175,-45,142,175,-45,143,175,-60,144,175,-60,145,175,15,146,175,15,147,175,15,148,175,15,149,175,15,150,175,15,151,175,-60,152,175,-60,153,175,-60,154,175,-60,155,175,-75,156,175,-75,157,175,-75,158,175,-75,159,175,-75,160,175,-60,161,175,-60,162,175,-60,163,175,-60,164,175,30,165,175,45,166,175,45,167,175,45,168,175,45,169,175,45,174,175,-1247,22,176,-1,23,176,1,28,176,1.596,29,176,0.133,30,176,0.133,31,176,0.133,32,176,0.133,33,176,0.133,34,176,0.133,35,176,0.133,36,176,0.133,37,176,0.133,38,176,0.133,39,176,0.133,40,176,0.133,41,176,1.596,42,176,0.133,43,176,0.133,44,176,0.133,45,176,0.133,46,176,0.133,47,176,0.133,48,176,0.133,49,176,0.133,50,176,0.133,51,176,0.133,52,176,0.133,53,176,0.133,63,176,63,64,176,63,65,176,63,66,176,63,67,176,63,68,176,63,69,176,63,70,176,63,71,176,63,72,176,63,73,176,63,74,176,63,87,176,-34,88,176,-30,89,176,-30,90,176,-30,91,176,-30,92,176,-30,93,176,-30,94,176,-30,95,176,-30,96,176,-30,97,176,-30,98,176,-30,99,176,-0.01,100,176,-0.01,101,176,-0.01,102,176,-0.01,103,176,-0.01,104,176,-0.01,105,176,-0.01,106,176,-0.01,107,176,-0.01,108,176,-0.01,109,176,-0.01,110,176,-0.01,116,176,-15,117,176,-15,118,176,-15,119,176,-15,120,176,-15,121,176,-30,122,176,-22.5,123,176,-22.5,124,176,-22.5,125,176,-22.5,126,176,-22.5,127,176,-22.5,128,176,-22.5,129,176,-22.5,130,176,-22.5,131,176,-22.5,132,176,-22.5,133,176,-30,134,176,-22.5,135,176,-22.5,136,176,-22.5,137,176,-22.5,138,176,-22.5,139,176,-22.5,140,176,-22.5,141,176,-22.5,142,176,-22.5,143,176,-22.5,144,176,-22.5,151,176,-22.5,152,176,-22.5,153,176,-22.5,154,176,-22.5,155,176,-30,156,176,-30,157,176,-30,158,176,-30,159,176,-30,160,176,-45,161,176,-63,162,176,-63,163,176,-63,174,176,-288,24,177,1,28,177,1.596,29,177,0.133,30,177,0.133,31,177,0.133,32,177,0.133,33,177,0.133,34,177,0.133,35,177,0.133,36,177,0.133,37,177,0.133,38,177,0.133,39,177,0.133,40,177,0.133,41,177,1.596,42,177,0.133,43,177,0.133,44,177,0.133,45,177,0.133,46,177,0.133,47,177,0.133,48,177,0.133,49,177,0.133,50,177,0.133,51,177,0.133,52,177,0.133,53,177,0.133,63,177,22.5,64,177,22.5,65,177,22.5,66,177,22.5,67,177,22.5,68,177,22.5,69,177,22.5,70,177,22.5,71,177,22.5,72,177,22.5,73,177,22.5,74,177,22.5,87,177,-22.5,88,177,-22.5,89,177,-22.5,90,177,-22.5,91,177,-22.5,92,177,-22.5,93,177,-22.5,94,177,-22.5,95,177,-22.5,96,177,-22.5,97,177,-22.5,98,177,-22.5,99,177,-0.01,100,177,-0.01,101,177,-0.01,102,177,-0.01,103,177,-0.01,104,177,-0.01,105,177,-0.01,106,177,-0.01,107,177,-0.01,108,177,-0.01,109,177,-0.01,110,177,-0.01,121,177,-22.5,122,177,-22.5,123,177,-22.5,124,177,-22.5,125,177,-22.5,126,177,-22.5,127,177,-22.5,128,177,-22.5,129,177,-22.5,130,177,-22.5,131,177,-22.5,132,177,-22.5,133,177,-22.5,134,177,-22.5,135,177,-22.5,136,177,-22.5,137,177,-22.5,138,177,-22.5,139,177,-22.5,140,177,-22.5,141,177,-22.5,142,177,-22.5,143,177,-22.5,144,177,-22.5,155,177,-22.5,156,177,-22.5,157,177,-22.5,158,177,-22.5,159,177,-22.5,160,177,-22.5,161,177,-22.5,162,177,-22.5,163,177,-22.5,174,177,-418,22,178,-1,25,178,1,21,179,-1,26,179,1,23,180,-1,24,181,-1,27,181,1,1,182,1,2,182,1,3,182,1,28,182,2.39,29,182,0.255,30,182,0.216,32,182,0.05,33,182,0.063,34,182,0.065,35,182,0.104,36,182,0.21,37,182,0.365,38,182,0.395,39,182,0.429,40,182,0.238,41,182,2.39,42,182,0.255,43,182,0.216,45,182,0.05,46,182,0.063,47,182,0.065,48,182,0.104,49,182,0.21,50,182,0.365,51,182,0.395,52,182,0.429,53,182,0.238,54,182,366,55,182,15,56,182,20,58,182,23,59,182,75,60,182,88,61,182,100,62,182,45,63,182,-70,66,182,-50,67,182,-60,68,182,-80,69,182,-95,70,182,-130,71,182,-190,72,182,-250,73,182,-205,74,182,-170,75,182,-70,78,182,-50,79,182,-60,80,182,-80,81,182,-95,82,182,-130,83,182,-190,84,182,-250,85,182,-205,86,182,-170,156,182,50,157,182,60,158,182,80,159,182,95,160,182,130,161,182,190,162,182,250,163,182,205,164,182,-80,165,182,-95,166,182,-130,167,182,-190,168,182,-250,169,182,-205,174,182,159,1,183,1,2,183,1,28,183,2.39,29,183,0.255,30,183,0.216,32,183,0.05,33,183,0.063,34,183,0.065,35,183,0.104,36,183,0.21,37,183,0.365,38,183,0.395,39,183,0.429,40,183,0.238,41,183,2.39,42,183,0.255,43,183,0.216,45,183,0.05,46,183,0.063,47,183,0.065,48,183,0.104,49,183,0.21,50,183,0.365,51,183,0.395,52,183,0.429,53,183,0.238,54,183,980,55,183,40,56,183,80,58,183,110,59,183,210,60,183,200,61,183,200,62,183,140,63,183,-70,66,183,-50,67,183,-60,68,183,-80,69,183,-95,70,183,-130,71,183,-190,72,183,-250,73,183,-205,74,183,-170,75,183,-70,78,183,-50,79,183,-60,80,183,-80,81,183,-95,82,183,-130,83,183,-190,84,183,-250,85,183,-205,86,183,-170,156,183,50,157,183,60,158,183,80,159,183,95,160,183,130,161,183,190,162,183,250,163,183,205,164,183,-80,165,183,-95,166,183,-130,167,183,-190,168,183,-250,169,183,-205,174,183,200,1,184,1,2,184,1,28,184,0.815,29,184,0.049,30,184,0.026,33,184,0.195,34,184,0.132,35,184,0.146,36,184,0.245,37,184,0.022,41,184,0.815,42,184,0.049,43,184,0.026,46,184,0.195,47,184,0.132,48,184,0.146,49,184,0.245,50,184,0.022,58,184,70,59,184,30,67,184,-95,68,184,-94,69,184,-90,70,184,-160,71,184,-26,79,184,-95,80,184,-94,81,184,-90,82,184,-160,83,184,-26,157,184,95,158,184,94,159,184,90,160,184,160,161,184,26,164,184,-94,165,184,-90,166,184,-160,167,184,-26,174,184,42,1,185,1,2,185,1,28,185,1.577,29,185,0.147,30,185,0.17,31,185,0.05,32,185,0.63,33,185,0.15,34,185,0.022,35,185,0.106,36,185,0.147,37,185,0.035,38,185,0.04,40,185,0.05,41,185,1.577,42,185,0.147,43,185,0.17,44,185,0.05,45,185,0.63,46,185,0.15,47,185,0.022,48,185,0.106,49,185,0.147,50,185,0.035,51,185,0.04,53,185,0.05,54,185,295,55,185,65,56,185,50,58,185,50,59,185,40,62,185,90,64,185,-100,65,185,-50,66,185,-45,67,185,-35,68,185,-110,69,185,-115,70,185,-110,71,185,-35,76,185,-100,77,185,-50,78,185,-45,79,185,-35,80,185,-110,81,185,-115,82,185,-110,83,185,-35,155,185,50,156,185,45,157,185,35,158,185,110,159,185,115,160,185,110,161,185,35,164,185,-110,165,185,-115,166,185,-110,167,185,-35,174,185,72,1,186,1,2,186,1,28,186,1.607,29,186,0.188,30,186,0.09,31,186,0.56,32,186,0.19,33,186,0.105,34,186,0.056,35,186,0.06,36,186,0.06,39,186,0.075,40,186,0.217,41,186,1.607,42,186,0.188,43,186,0.09,44,186,0.56,45,186,0.196,46,186,0.105,47,186,0.056,48,186,0.06,49,186,0.06,52,186,0.075,53,186,0.217,54,186,260,55,186,170,56,186,90,65,186,-230,66,186,-25,67,186,-105,68,186,-30,69,186,-55,70,186,-55,77,186,-230,78,186,-25,79,186,-105,80,186,-30,81,186,-55,82,186,-55,155,186,230,156,186,25,157,186,105,158,186,30,159,186,55,160,186,55,164,186,-30,165,186,-55,166,186,-55,174,186,78,1,187,1,2,187,1,28,187,4.74,29,187,1.96,30,187,0.56,31,187,0.2,32,187,0.23,33,187,0.16,34,187,0.35,35,187,0.33,37,187,0.32,38,187,0.05,39,187,0.21,40,187,0.37,41,187,2.136,42,187,0.5,43,187,0.16,44,187,0.12,45,187,0.02,46,187,0.01,47,187,0.04,48,187,0.33,50,187,0.32,51,187,0.05,52,187,0.21,53,187,0.37,54,187,330,55,187,50,56,187,50,61,187,180,62,187,50,69,187,-1000,111,187,-1000,116,187,1000,174,187,170,1,188,1,2,188,1,28,188,4.78,29,188,1.96,30,188,0.56,31,188,0.2,32,188,0.23,33,188,0.16,34,188,0.35,35,188,0.03,36,188,0.34,37,188,0.32,38,188,0.05,39,188,0.21,40,188,0.37,41,188,2.17,42,188,0.5,43,188,0.16,44,188,0.12,45,188,0.02,46,188,0.01,47,188,0.04,48,188,0.03,49,188,0.34,50,188,0.32,51,188,0.05,52,188,0.21,53,188,0.37,54,188,400,55,188,50,56,188,50,58,188,70,61,188,180,62,188,50,70,188,-1600,112,188,-1600,117,188,1600,174,188,185,1,189,1,2,189,1,28,189,4.78,29,189,1.96,30,189,0.56,31,189,0.2,32,189,0.23,33,189,0.16,34,189,0.35,35,189,0.03,36,189,0.13,37,189,0.53,38,189,0.05,39,189,0.21,40,189,0.37,41,189,2.17,42,189,0.5,43,189,0.16,44,189,0.12,45,189,0.02,46,189,0.01,47,189,0.04,48,189,0.03,49,189,0.13,50,189,0.53,51,189,0.05,52,189,0.21,53,189,0.37,54,189,490,55,189,50,56,189,50,58,189,90,59,189,70,61,189,180,62,189,50,71,189,-1300,113,189,-1300,118,189,1300,174,189,200,1,190,1,2,190,1,28,190,5.03,29,190,1.96,30,190,0.56,31,190,0.2,32,190,0.23,33,190,0.16,34,190,0.35,35,190,0.03,36,190,0.13,37,190,0.44,38,190,0.39,39,190,0.21,40,190,0.37,41,190,2.42,42,190,0.5,43,190,0.16,44,190,0.12,45,190,0.02,46,190,0.01,47,190,0.04,48,190,0.03,49,190,0.13,50,190,0.44,51,190,0.39,52,190,0.21,53,190,0.37,54,190,600,55,190,50,56,190,50,58,190,90,59,190,120,60,190,60,61,190,180,62,190,50,72,190,-1370,114,190,-1370,119,190,1370,174,190,215,1,191,1,2,191,1,28,191,5.13,29,191,1.96,30,191,0.56,31,191,0.2,32,191,0.23,33,191,0.16,34,191,0.35,35,191,0.03,36,191,0.13,37,191,0.44,38,191,0.39,39,191,0.31,40,191,0.37,41,191,2.52,42,191,0.5,43,191,0.16,44,191,0.16,45,191,0.02,46,191,0.01,47,191,0.04,48,191,0.03,49,191,0.13,50,191,0.44,51,191,0.39,52,191,0.31,53,191,0.37,54,191,670,55,191,50,56,191,50,58,191,90,59,191,120,60,191,120,61,191,180,62,191,50,73,191,-1200,115,191,-1200,120,191,1200,174,191,230,1,192,1,2,192,1,28,192,0.373,29,192,0.002,32,192,0.001,35,192,0.15,36,192,0.06,37,192,0.01,38,192,0.15,41,192,0.373,42,192,0.002,45,192,0.001,48,192,0.15,49,192,0.06,50,192,0.01,51,192,0.15,54,192,170,59,192,170,170,192,-480,174,192,75,1,193,1,2,193,1,28,193,0.453,29,193,0.002,32,193,0.001,36,193,0.2,37,193,0.07,38,193,0.02,39,193,0.16,41,193,0.453,42,193,0.002,45,193,0.001,49,193,0.2,50,193,0.07,51,193,0.02,52,193,0.16,54,193,260,58,193,60,59,193,100,60,193,100,170,193,-480,174,193,85,1,194,1,2,194,1,28,194,0.52,29,194,0.002,32,194,0.001,37,194,0.02,38,194,0.25,39,194,0.07,40,194,0.2,41,194,0.52,42,194,0.002,45,194,0.001,50,194,0.02,51,194,0.25,52,194,0.07,53,194,0.2,54,194,260,60,194,100,61,194,100,62,194,60,170,194,-480,174,194,85,4,195,1,28,195,0.47,35,195,0.02,36,195,0.2,37,195,0.07,38,195,0.02,39,195,0.16,41,195,0.47,48,195,0.02,49,195,0.2,50,195,0.07,51,195,0.02,52,195,0.16,54,195,260,58,195,60,59,195,100,60,195,100,170,195,-480,174,195,85,4,196,1,28,196,0.56,36,196,0.02,37,196,0.02,38,196,0.25,39,196,0.07,40,196,0.2,41,196,0.56,49,196,0.02,50,196,0.02,51,196,0.25,52,196,0.07,53,196,0.2,54,196,260,60,196,100,61,196,100,62,196,60,170,196,-480,174,196,85,5,197,1,28,197,0.62,37,197,0.1,38,197,0.25,39,197,0.07,40,197,0.2,41,197,0.62,50,197,0.1,51,197,0.25,52,197,0.07,53,197,0.2,54,197,260,60,197,100,61,197,100,62,197,60,170,197,-480,174,197,85,1,198,1,2,198,1,4,198,-1,6,198,-0.8,28,198,0.209,29,198,0.01,30,198,0.03,31,198,0.026,35,198,0.088,38,198,0.025,39,198,0.025,40,198,0.005,41,198,0.209,42,198,0.01,43,198,0.03,44,198,0.026,48,198,0.088,51,198,0.025,52,198,0.025,53,198,0.005,171,198,-220,174,198,36,1,199,1,2,199,1,5,199,-1,28,199,0.209,29,199,0.01,30,199,0.03,31,199,0.026,35,199,0.088,38,199,0.025,39,199,0.025,40,199,0.005,41,199,0.209,42,199,0.01,43,199,0.03,44,199,0.026,48,199,0.088,51,199,0.025,52,199,0.025,53,199,0.005,171,199,-220,174,199,36,1,200,1,7,200,-1,28,200,0.209,29,200,0.01,30,200,0.03,31,200,0.026,35,200,0.088,38,200,0.025,39,200,0.025,40,200,0.005,41,200,0.209,42,200,0.01,43,200,0.03,44,200,0.026,48,200,0.088,51,200,0.025,52,200,0.025,53,200,0.005,171,200,-220,174,200,36,1,201,1,2,201,1,5,201,-0.6,12,201,1,28,201,3.214,29,201,1.2,30,201,0.22,31,201,0.378,32,201,0.012,33,201,0.2,34,201,0.252,35,201,0.207,36,201,0.201,37,201,0.083,38,201,0.185,39,201,0.142,40,201,0.134,41,201,1.547,42,201,0.4,43,201,0.11,44,201,0.12,45,201,0.012,46,201,0.05,47,201,0.06,48,201,0.05,49,201,0.201,50,201,0.083,51,201,0.185,52,201,0.142,53,201,0.134,54,201,380,55,201,90,56,201,20,58,201,110,59,201,20,61,201,40,62,201,100,172,201,-100,174,201,-140,1,202,1,2,202,1,28,202,0.679,29,202,0.031,30,202,0.016,31,202,0.015,32,202,0.01,33,202,0.015,34,202,0.017,35,202,0.056,36,202,0.049,37,202,0.15,38,202,0.007,39,202,0.003,40,202,0.31,41,202,0.679,42,202,0.031,43,202,0.016,44,202,0.015,45,202,0.01,46,202,0.015,47,202,0.017,48,202,0.056,49,202,0.049,50,202,0.15,51,202,0.007,52,202,0.003,53,202,0.031,54,202,160,58,202,10,59,202,150,173,202,-100,174,202,-34,4,203,1,6,203,1,28,203,1.575,35,203,0.056,36,203,0.049,37,203,0.15,38,203,0.007,39,203,0.003,40,203,0.31,41,203,0.575,48,203,0.056,49,203,0.049,50,203,0.15,51,203,0.007,52,203,0.003,53,203,0.31,54,203,160,58,203,10,59,203,150,173,203,-100,174,203,-34,1,204,1,2,204,1,28,204,0.426,29,204,0.031,30,204,0.016,31,204,0.015,32,204,0.01,33,204,0.015,34,204,0.017,35,204,0.056,36,204,0.049,37,204,0.15,38,204,0.007,39,204,0.003,40,204,0.057,41,204,0.426,42,204,0.031,43,204,0.016,44,204,0.015,45,204,0.01,46,204,0.015,47,204,0.017,48,204,0.056,49,204,0.049,50,204,0.15,51,204,0.007,52,204,0.003,53,204,0.057,54,204,160,58,204,10,59,204,150,174,204,-60,4,205,1,6,205,1,28,205,0.426,29,205,0.031,30,205,0.016,31,205,0.015,32,205,0.01,33,205,0.015,34,205,0.017,35,205,0.056,36,205,0.049,37,205,0.15,38,205,0.007,39,205,0.003,40,205,0.057,41,205,0.42,42,205,0.031,43,205,0.016,44,205,0.015,45,205,0.01,46,205,0.015,47,205,0.017,48,205,0.056,49,205,0.049,50,205,0.15,51,205,0.007,52,205,0.003,53,205,0.057,54,205,160,58,205,10,59,205,150,174,205,-60,1,206,1,28,206,0.785,29,206,0.019,30,206,0.007,31,206,0.025,33,206,0.015,34,206,0.02,35,206,0.16,36,206,0.13,37,206,0.2,38,206,0.06,39,206,0.046,40,206,0.103,41,206,0.565,42,206,0.019,43,206,0.007,44,206,0.025,46,206,0.015,47,206,0.02,48,206,0.16,49,206,0.02,50,206,0.09,51,206,0.06,52,206,0.046,53,206,0.103,174,206,-70,1,207,1,2,207,1,13,207,1,28,207,1.152,29,207,0.033,30,207,0.065,33,207,0.016,34,207,0.067,35,207,0.12,36,207,0.315,37,207,0.02,38,207,0.33,39,207,0.035,40,207,0.151,41,207,0.627,42,207,0.033,43,207,0.065,46,207,0.016,47,207,0.067,48,207,0.064,49,207,0.015,50,207,0.011,51,207,0.17,52,207,0.035,53,207,0.151,54,207,150,60,207,150,174,207,-118,1,208,1,2,208,1,13,208,1,14,208,1,28,208,1.428,29,208,0.015,30,208,0.12,31,208,0.003,33,208,0.025,34,208,0.012,35,208,0.083,36,208,0.41,37,208,0.31,38,208,0.195,39,208,0.105,40,208,0.15,41,208,0.893,42,208,0.015,43,208,0.12,44,208,0.003,46,208,0.025,47,208,0.012,48,208,0.083,49,208,0.08,50,208,0.15,51,208,0.15,52,208,0.105,53,208,0.15,54,208,300,57,208,70,59,208,90,60,208,140,174,208,-137,1,209,1,2,209,1,13,209,1,14,209,1,28,209,1.487,29,209,0.21,30,209,0.14,32,209,0.01,33,209,0.012,34,209,0.05,35,209,0.08,36,209,0.035,37,209,0.33,38,209,0.33,39,209,0.2,40,209,0.09,41,209,1.192,42,209,0.21,43,209,0.14,45,209,0.01,46,209,0.012,47,209,0.05,48,209,0.08,49,209,0.01,50,209,0.13,51,209,0.26,52,209,0.2,53,209,0.09,54,209,420,57,209,70,59,209,60,60,209,160,61,209,130,174,209,-162,1,210,1,2,210,1,13,210,1,14,210,1,28,210,1.577,29,210,0.21,30,210,0.14,32,210,0.01,33,210,0.012,34,210,0.05,35,210,0.08,36,210,0.035,37,210,0.4,38,210,0.35,39,210,0.2,40,210,0.09,41,210,1.207,42,210,0.21,43,210,0.14,45,210,0.01,46,210,0.012,47,210,0.05,48,210,0.08,49,210,0.035,50,210,0.14,51,210,0.24,52,210,0.2,53,210,0.09,54,210,555,57,210,70,59,210,115,60,210,232,61,210,138,174,210,-188,1,211,1,2,211,1,15,211,-1,28,211,7.895,29,211,0.218,30,211,0.5,31,211,1.3,32,211,1.6,33,211,1.4,34,211,1.1,35,211,0.4,36,211,0.248,37,211,0.202,38,211,0.329,39,211,0.319,40,211,0.279,41,211,3.495,42,211,0.218,43,211,0.2,44,211,0.6,45,211,0.3,46,211,0.3,47,211,0.3,48,211,0.2,49,211,0.248,50,211,0.202,51,211,0.329,52,211,0.319,53,211,0.279,54,211,740,55,211,100,58,211,50,59,211,160,60,211,150,61,211,160,62,211,120,174,211,-200,1,212,1,2,212,1,17,212,1,28,212,0.344,29,212,0.027,30,212,0.04,31,212,0.047,32,212,0.008,33,212,0.009,34,212,0.01,35,212,0.045,36,212,0.025,37,212,0.05,38,212,0.04,39,212,0.027,40,212,0.016,41,212,0.344,42,212,0.027,43,212,0.04,44,212,0.047,45,212,0.008,46,212,0.009,47,212,0.01,48,212,0.045,49,212,0.025,50,212,0.05,51,212,0.04,52,212,0.027,53,212,0.016,54,212,130,57,212,130,174,212,-114,1,213,1,16,213,1,17,213,1,28,213,0.298,29,213,0.027,30,213,0.04,31,213,0.047,32,213,0.008,33,213,0.009,34,213,0.01,35,213,0.004,36,213,0.02,37,213,0.05,38,213,0.04,39,213,0.027,40,213,0.016,41,213,0.298,42,213,0.027,43,213,0.04,44,213,0.047,45,213,0.008,46,213,0.009,47,213,0.01,48,213,0.004,49,213,0.02,50,213,0.05,51,213,0.04,52,213,0.027,53,213,0.016,174,213,-61,1,214,1,16,214,1,17,214,-0.2,28,214,0.298,29,214,0.027,30,214,0.04,31,214,0.047,32,214,0.008,33,214,0.009,34,214,0.01,35,214,0.004,36,214,0.02,37,214,0.05,38,214,0.04,39,214,0.027,40,214,0.016,41,214,0.298,42,214,0.027,43,214,0.04,44,214,0.047,45,214,0.008,46,214,0.009,47,214,0.01,48,214,0.004,49,214,0.02,50,214,0.05,51,214,0.04,52,214,0.027,53,214,0.016,174,214,-49,1,215,1,16,215,1,18,215,-1,28,215,0.232,29,215,0.018,30,215,0.017,32,215,0.025,33,215,0.005,34,215,0.004,35,215,0.005,36,215,0.034,37,215,0.052,38,215,0.035,39,215,0.027,40,215,0.01,41,215,0.232,42,215,0.018,43,215,0.017,45,215,0.025,46,215,0.005,47,215,0.004,48,215,0.005,49,215,0.034,50,215,0.052,51,215,0.035,52,215,0.027,53,215,0.01,174,215,-41,1,216,1,7,216,-1,8,216,-1,28,216,0.368,29,216,0.03,30,216,0.017,31,216,0.042,33,216,0.018,34,216,0.014,35,216,0.044,36,216,0.135,37,216,0.024,38,216,0.014,39,216,0.02,40,216,0.01,41,216,0.368,42,216,0.03,43,216,0.017,44,216,0.042,46,216,0.018,47,216,0.014,48,216,0.044,49,216,0.135,50,216,0.024,51,216,0.014,52,216,0.02,53,216,0.01,174,216,-15,1,217,1,7,217,-1,28,217,0.368,29,217,0.03,30,217,0.017,31,217,0.042,33,217,0.018,34,217,0.014,35,217,0.044,36,217,0.135,37,217,0.024,38,217,0.014,39,217,0.02,40,217,0.01,41,217,0.368,42,217,0.03,43,217,0.017,44,217,0.042,46,217,0.018,47,217,0.014,48,217,0.044,49,217,0.135,50,217,0.024,51,217,0.014,52,217,0.02,53,217,0.01,174,217,-35,1,218,1,7,218,-1,9,218,-1,28,218,0.258,29,218,0.03,30,218,0.017,31,218,0.042,32,218,0.015,33,218,0.009,34,218,0.01,35,218,0.004,36,218,0.01,37,218,0.055,38,218,0.03,39,218,0.02,40,218,0.016,41,218,0.258,42,218,0.03,43,218,0.017,44,218,0.042,45,218,0.015,46,218,0.009,47,218,0.01,48,218,0.004,49,218,0.01,50,218,0.055,51,218,0.03,52,218,0.02,53,218,0.016,174,218,-26,1,219,1,7,219,-1,10,219,-1,28,219,0.24,29,219,0.03,30,219,0.017,31,219,0.042,32,219,0.008,33,219,0.009,34,219,0.01,35,219,0.004,36,219,0.01,37,219,0.05,38,219,0.024,39,219,0.02,40,219,0.016,41,219,0.24,42,219,0.03,43,219,0.017,44,219,0.042,45,219,0.008,46,219,0.009,47,219,0.01,48,219,0.004,49,219,0.01,50,219,0.05,51,219,0.024,52,219,0.02,53,219,0.016,174,219,-40,1,220,1,7,220,-1,11,220,-1,28,220,0.33,29,220,0.012,30,220,0.019,31,220,0.003,33,220,0.045,34,220,0.056,35,220,0.046,36,220,0.02,37,220,0.03,38,220,0.03,39,220,0.03,40,220,0.039,41,220,0.33,42,220,0.012,43,220,0.019,44,220,0.003,46,220,0.045,47,220,0.056,48,220,0.046,49,220,0.02,50,220,0.03,51,220,0.03,52,220,0.03,53,220,0.039,174,220,-15,1,221,1,28,221,0.292,29,221,0.015,30,221,0.007,31,221,0.025,32,221,0.008,33,221,0.015,34,221,0.02,35,221,0.04,36,221,0.02,37,221,0.03,38,221,0.03,39,221,0.03,40,221,0.052,41,221,0.292,42,221,0.015,43,221,0.007,44,221,0.025,45,221,0.008,46,221,0.015,47,221,0.02,48,221,0.04,49,221,0.02,50,221,0.03,51,221,0.03,52,221,0.03,53,221,0.052,174,221,-41,2,222,-1,12,222,-0.2,13,222,-1.5,14,222,-1,19,222,-1,20,222,1,174,222,30,28,223,-1,29,223,-1,174,223,11,28,224,-1,30,224,-1,174,224,11,28,225,-1,31,225,-1,174,225,11,28,226,-1,32,226,-1,174,226,11,28,227,-1,33,227,-1,174,227,11,28,228,-1,34,228,-1,174,228,11,28,229,-1,35,229,-1,174,229,11,28,230,-1,36,230,-1,174,230,11,28,231,-1,37,231,-1,174,231,11,28,232,-1,38,232,-1,174,232,11,28,233,-1,39,233,-1,174,233,11,28,234,-1,40,234,-1,174,234,11,63,235,-1,99,235,1,174,235,0.242,64,236,-1,100,236,1,174,236,0.242,65,237,-1,101,237,1,174,237,0.242,66,238,-1,102,238,1,174,238,0.242,67,239,-1,103,239,1,174,239,0.242,68,240,-1,104,240,1,174,240,0.242,69,241,-1,105,241,1,174,241,0.242,70,242,-1,106,242,1,174,242,0.242,71,243,-1,107,243,1,174,243,0.242,72,244,-1,108,244,1,174,244,0.242,73,245,-1,109,245,1,174,245,0.242,74,246,-1,110,246,1,174,246,0.242,28,247,0.001,29,247,0.001,41,247,0.001,42,247,0.001,63,247,-1,75,247,-1,87,247,1,174,247,0.3,28,248,0.001,30,248,0.001,41,248,0.001,43,248,0.001,64,248,-1,76,248,-1,88,248,1,174,248,0.3,28,249,0.001,31,249,0.001,41,249,0.001,44,249,0.001,65,249,-1,77,249,-1,89,249,1,174,249,0.3,28,250,0.001,32,250,0.001,41,250,0.001,45,250,0.001,66,250,-1,78,250,-1,90,250,1,174,250,0.3,28,251,0.001,33,251,0.001,41,251,0.001,46,251,0.001,67,251,-1,79,251,-1,91,251,1,174,251,0.3,28,252,0.001,34,252,0.001,41,252,0.001,47,252,0.001,68,252,-1,80,252,-1,92,252,1,174,252,0.3,28,253,0.001,35,253,0.001,41,253,0.001,48,253,0.001,69,253,-1,81,253,-1,93,253,1,174,253,0.3,28,254,0.001,36,254,0.001,41,254,0.001,49,254,0.001,70,254,-1,82,254,-1,94,254,1,174,254,0.3,28,255,0.001,37,255,0.001,41,255,0.001,50,255,0.001,71,255,-1,83,255,-1,95,255,1,174,255,0.3,28,256,0.001,38,256,0.001,41,256,0.001,51,256,0.001,72,256,-1,84,256,-1,96,256,1,174,256,0.3,28,257,0.001,39,257,0.001,41,257,0.001,52,257,0.001,73,257,-1,85,257,-1,97,257,1,174,257,0.3,28,258,0.001,40,258,0.001,41,258,0.001,53,258,0.001,74,258,-1,86,258,-1,98,258,1,147,258,0.3,28,259,0.88,29,259,0.88,41,259,0.88,42,259,0.88,63,259,-1000,75,259,-1000,133,259,1000,145,259,-1000,170,259,1000,28,260,0.88,30,260,0.88,41,260,0.88,43,260,0.88,64,260,-1000,76,260,-1000,134,260,1000,146,260,-1000,170,260,1000,28,261,0.88,31,261,0.88,41,261,0.88,44,261,0.88,65,261,-1000,77,261,-1000,135,261,1000,147,261,-1000,170,261,1000,28,262,0.88,32,262,0.88,41,262,0.88,45,262,0.88,66,262,-1000,78,262,-1000,136,262,1000,148,262,-1000,170,262,1000,28,263,0.88,33,263,0.88,41,263,0.88,46,263,0.88,67,263,-1000,79,263,-1000,137,263,1000,149,263,-1000,170,263,1000,28,264,0.88,34,264,0.88,41,264,0.88,47,264,0.88,68,264,-1000,80,264,-1000,138,264,1000,164,264,-1000,170,264,1000,28,265,0.88,35,265,0.88,41,265,0.88,48,265,0.88,69,265,-1000,81,265,-1000,139,265,1000,165,265,-1000,170,265,1000,28,266,0.88,36,266,0.88,41,266,0.88,49,266,0.88,70,266,-1000,82,266,-1000,140,266,1000,166,266,-1000,170,266,1000,28,267,0.88,37,267,0.88,41,267,0.88,50,267,0.88,71,267,-1000,83,267,-1000,141,267,1000,167,267,-1000,170,267,1000,28,268,0.88,38,268,0.88,41,268,0.88,51,268,0.88,72,268,-1000,84,268,-1000,142,268,1000,168,268,-1000,170,268,1000,28,269,0.88,39,269,0.88,41,269,0.88,52,269,0.88,73,269,-1000,85,269,-1000,143,269,1000,169,269,-1000,170,269,1000,28,270,0.88,40,270,0.88,41,270,0.88,53,270,0.88,74,270,-1000,86,270,-1000,144,270,1000,150,270,-1000,170,270,1000,28,271,0.88,29,271,0.88,41,271,0.88,42,271,0.88,63,271,-1000,75,271,-1000,121,271,1000,133,271,1000,171,271,1000,28,272,0.88,30,272,0.88,41,272,0.88,43,272,0.88,64,272,-1000,76,272,-1000,122,272,1000,134,272,1000,171,272,1000,28,273,0.88,31,273,0.88,41,273,0.88,44,273,0.88,65,273,-1000,77,273,-1000,123,273,1000,135,273,1000,171,273,1000,28,274,0.88,32,274,0.88,41,274,0.88,45,274,0.88,66,274,-1000,78,274,-1000,124,274,1000,136,274,1000,171,274,1000,28,275,0.88,33,275,0.88,41,275,0.88,46,275,0.88,67,275,-1000,79,275,-1000,125,275,1000,137,275,1000,171,275,1000,28,276,0.88,34,276,0.88,41,276,0.88,47,276,0.88,68,276,-1000,80,276,-1000,126,276,1000,138,276,1000,171,276,1000,28,277,0.88,35,277,0.88,41,277,0.88,48,277,0.88,69,277,-1000,81,277,-1000,127,277,1000,139,277,1000,171,277,1000,28,278,0.88,36,278,0.88,41,278,0.88,49,278,0.88,70,278,-1000,82,278,-1000,128,278,1000,140,278,1000,171,278,1000,28,279,0.88,37,279,0.88,41,279,0.88,50,279,0.88,71,279,-1000,83,279,-1000,129,279,1000,141,279,1000,171,279,1000,28,280,0.88,38,280,0.88,41,280,0.88,51,280,0.88,72,280,-1000,84,280,-1000,130,280,1000,142,280,1000,171,280,1000,28,281,0.88,39,281,0.88,41,281,0.88,52,281,0.88,73,281,-1000,85,281,-1000,131,281,1000,143,281,1000,171,281,1000,28,282,0.88,40,282,0.88,41,282,0.88,53,282,0.88,74,282,-1000,86,282,-1000,132,282,1000,144,282,1000,171,282,1000,28,283,0.88,29,283,0.88,41,283,0.88,42,283,0.88,63,283,-1000,133,283,1000,172,283,1000,28,284,0.88,30,284,0.88,41,284,0.88,43,284,0.88,64,284,-1000,134,284,1000,172,284,1000,28,285,0.88,31,285,0.88,41,285,0.88,44,285,0.88,65,285,-1000,135,285,1000,172,285,1000,28,286,0.88,32,286,0.88,41,286,0.88,45,286,0.88,66,286,-1000,136,286,1000,172,286,1000,28,287,0.88,33,287,0.88,41,287,0.88,46,287,0.88,67,287,-1000,137,287,1000,172,287,1000,28,288,0.88,34,288,0.88,41,288,0.88,47,288,0.88,68,288,-1000,138,288,1000,172,288,1000,28,289,0.88,35,289,0.88,41,289,0.88,48,289,0.88,69,289,-1000,111,289,-1000,116,289,1000,139,289,1000,172,289,1000,28,290,0.88,36,290,0.88,41,290,0.88,49,290,0.88,70,290,-1000,112,290,-1000,117,290,1000,140,290,1000,172,290,1000,28,291,0.88,37,291,0.88,41,291,0.88,50,291,0.88,71,291,-1000,113,291,-1000,118,291,1000,141,291,1000,172,291,1000,28,292,0.88,38,292,0.88,41,292,0.88,51,292,0.88,72,292,-1000,114,292,-1000,119,292,1000,142,292,1000,172,292,1000,28,293,0.88,39,293,0.88,41,293,0.88,52,293,0.88,73,293,-1000,115,293,-1000,120,293,1000,143,293,1000,172,293,1000,28,294,0.88,40,294,0.88,41,294,0.88,53,294,0.88,74,294,-1000,144,294,1000,172,294,1000,28,295,0.88,29,295,0.88,41,295,0.88,42,295,0.88,63,295,-1000,133,295,1000,173,295,1000,28,296,0.88,30,296,0.88,41,296,0.88,43,296,0.88,64,296,-1000,134,296,1000,173,296,1000,31,297,0.88,41,297,0.88,44,297,0.88,65,297,-1000,135,297,1000,173,297,1000,28,298,0.88,32,298,0.88,41,298,0.88,45,298,0.88,66,298,-1000,136,298,1000,173,298,1000,28,299,0.88,33,299,0.88,41,299,0.88,46,299,0.88,67,299,-1000,137,299,1000,173,299,1000,28,300,0.88,34,300,0.88,41,300,0.88,47,300,0.88,68,300,-1000,138,300,1000,173,300,1000,28,301,0.88,35,301,0.88,41,301,0.88,48,301,0.88,69,301,-1000,139,301,1000,173,301,1000,28,302,0.88,36,302,0.88,41,302,0.88,49,302,0.88,70,302,-1000,140,302,1000,173,302,1000,28,303,0.88,37,303,0.88,41,303,0.88,50,303,0.88,71,303,-1000,141,303,1000,173,303,1000,28,304,0.88,38,304,0.88,41,304,0.88,51,304,0.88,72,304,-1000,142,304,1000,173,304,1000,28,305,0.88,39,305,0.88,41,305,0.88,52,305,0.88,73,305,-1000,143,305,1000,173,305,1000,28,306,0.88,40,306,0.88,41,306,0.88,53,306,0.88,74,306,-1000,144,306,1000,173,306,1000,28,307,0.22,31,307,0.22,41,307,0.22,44,307,0.22,65,307,-1000,151,307,1000,174,307,120,28,308,0.22,32,308,0.22,41,308,0.22,45,308,0.22,66,308,-1000,152,308,1000,174,308,120,28,309,0.22,33,309,0.22,41,309,0.22,46,309,0.22,67,309,-1000,153,309,1000,174,309,120,28,310,0.22,34,310,0.22,41,310,0.22,47,310,0.22,68,310,-1000,154,310,1000,174,310,120,2,311,-1,12,311,-0.2,13,311,-0.33,14,311,-1,20,311,1,174,311,20,70,312,1,82,312,1,160,312,-1,166,312,1,71,313,1,83,313,1,161,313,-1,167,313,1,72,314,1,84,314,1,162,314,-1,168,314,1,73,315,1,85,315,1,163,315,-1,169,315,1,74,316,1,86,316,1],"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_israel\n name: LPnetlib/lp_israel\n [Netlib LP problem israel: minimize c'*x, where Ax=b, lo<=x<=hi]\n id: 635\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 ISRAEL      175    142     2358      12109       -8.9664482186E+05            \n                                                                               \n From Michael Saunders, Systems Optimization Laboratory at Stanford University.\n When included in Netlib: Extra right-hand side vectors omitted.               \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   6. ISRAEL     175   142   2358 -8.9664482E+05       345   5.0   231   3.7   \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-------------------------------------------------------------------------------"};