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

Subset of the University of Florida sparse matrix collection

module.exports = {"recordsPerEdge":3,"links":[549,1,1,550,2,1,551,3,1,552,4,1,553,5,1,554,6,1,555,7,1,556,8,1,557,9,1,558,10,1,559,11,1,560,12,1,561,13,1,562,14,1,563,15,1,564,16,1,565,17,1,566,18,1,567,19,1,568,20,1,569,21,1,570,22,1,571,23,1,572,24,1,573,25,1,574,26,1,575,27,1,576,28,1,577,29,1,578,30,1,579,31,1,580,32,1,581,33,1,582,34,1,583,35,1,584,36,1,585,37,1,586,38,1,587,39,1,588,40,1,589,41,1,590,42,1,591,43,1,592,44,1,593,45,1,594,46,1,595,47,1,596,48,1,597,49,1,598,50,1,599,51,1,600,52,1,601,53,1,602,54,1,603,55,1,604,56,1,605,57,1,606,58,1,607,59,1,608,60,1,609,61,1,610,62,1,611,63,1,612,64,1,613,65,1,614,66,1,615,67,1,616,68,1,1,69,1,3,69,-1,2,70,1,4,70,-1,3,71,1,5,71,-1,4,72,1,6,72,-1,5,73,1,7,73,-1,6,74,1,8,74,-1,5,75,-1,9,75,1,6,76,-1,10,76,1,9,77,-1,11,77,1,10,78,-1,12,78,1,11,79,-1,13,79,1,12,80,-1,14,80,1,9,81,-1,15,81,1,10,82,-1,16,82,1,7,83,1,17,83,-1,8,84,1,18,84,-1,17,85,1,19,85,-1,18,86,1,20,86,-1,17,87,1,21,87,-1,18,88,1,22,88,-1,17,89,-1,19,89,1,18,90,-1,20,90,1,19,91,1,23,91,-1,20,92,1,24,92,-1,19,93,-1,25,93,1,20,94,-1,26,94,1,13,95,-1,27,95,1,14,96,-1,28,96,1,25,97,-1,29,97,1,26,98,-1,30,98,1,29,99,-1,31,99,1,30,100,-1,32,100,1,31,101,-1,33,101,1,32,102,-1,34,102,1,19,103,-1,23,103,1,20,104,-1,24,104,1,23,105,1,35,105,-1,24,106,1,36,106,-1,23,107,-1,37,107,1,24,108,-1,38,108,1,23,109,-1,35,109,1,24,110,-1,36,110,1,35,111,1,39,111,-1,36,112,1,40,112,-1,35,113,1,41,113,-1,36,114,1,42,114,-1,35,115,-1,39,115,1,36,116,-1,40,116,1,39,117,1,43,117,-1,40,118,1,44,118,-1,35,119,-1,41,119,1,36,120,-1,42,120,1,41,121,1,45,121,-1,42,122,1,46,122,-1,41,123,-1,45,123,1,42,124,-1,46,124,1,45,125,1,47,125,-1,46,126,1,48,126,-1,45,127,-1,49,127,1,46,128,-1,50,128,1,45,129,-1,47,129,1,46,130,-1,48,130,1,47,131,1,51,131,-1,48,132,1,52,132,-1,47,133,1,53,133,-1,48,134,1,54,134,-1,47,135,-1,51,135,1,48,136,-1,52,136,1,51,137,1,55,137,-1,52,138,1,56,138,-1,47,139,-1,53,139,1,48,140,-1,54,140,1,53,141,1,57,141,-1,54,142,1,58,142,-1,53,143,1,59,143,-1,54,144,1,60,144,-1,53,145,-1,57,145,1,54,146,-1,58,146,1,57,147,1,61,147,-1,58,148,1,62,148,-1,57,149,-1,63,149,1,58,150,-1,64,150,1,57,151,-1,61,151,1,58,152,-1,62,152,1,61,153,1,65,153,-1,62,154,1,66,154,-1,61,155,-1,67,155,1,62,156,-1,68,156,1,67,157,-1,69,157,1,68,158,-1,70,158,1,53,159,-1,59,159,1,54,160,-1,60,160,1,59,161,1,71,161,-1,60,162,1,72,162,-1,59,163,-1,71,163,1,60,164,-1,72,164,1,71,165,1,73,165,-1,72,166,1,74,166,-1,71,167,1,75,167,-1,72,168,1,76,168,-1,71,169,-1,73,169,1,72,170,-1,74,170,1,73,171,1,77,171,-1,74,172,1,78,172,-1,73,173,-1,77,173,1,74,174,-1,78,174,1,77,175,1,79,175,-1,78,176,1,80,176,-1,77,177,-1,79,177,1,78,178,-1,80,178,1,79,179,1,81,179,-1,80,180,1,82,180,-1,79,181,-1,81,181,1,80,182,-1,82,182,1,81,183,1,83,183,-1,82,184,1,84,184,-1,71,185,-1,75,185,1,72,186,-1,76,186,1,75,187,1,85,187,-1,76,188,1,86,188,-1,75,189,-1,85,189,1,76,190,-1,86,190,1,85,191,1,87,191,-1,86,192,1,88,192,-1,85,193,-1,87,193,1,86,194,-1,88,194,1,87,195,1,89,195,-1,88,196,1,90,196,-1,87,197,-1,89,197,1,88,198,-1,90,198,1,89,199,1,91,199,-1,90,200,1,92,200,-1,39,201,-1,43,201,1,40,202,-1,44,202,1,43,203,1,93,203,-1,44,204,1,94,204,-1,77,205,-1,95,205,1,78,206,-1,96,206,1,97,207,1,99,207,-1,98,208,1,100,208,-1,1,209,-1,101,209,1,2,210,-1,102,210,1,43,211,-1,93,211,1,44,212,-1,94,212,1,93,213,1,103,213,-1,94,214,1,104,214,-1,93,215,-1,103,215,1,94,216,-1,104,216,1,103,217,1,105,217,-1,104,218,1,106,218,-1,103,219,-1,105,219,1,104,220,-1,106,220,1,105,221,1,107,221,-1,106,222,1,108,222,-1,105,223,-1,107,223,1,106,224,-1,108,224,1,83,225,-1,107,225,1,84,226,-1,108,226,1,81,227,-1,83,227,1,82,228,-1,84,228,1,83,229,1,107,229,-1,84,230,1,108,230,-1,51,231,-1,55,231,1,52,232,-1,56,232,1,55,233,1,109,233,-1,56,234,1,110,234,-1,55,235,-1,109,235,1,56,236,-1,110,236,1,109,237,1,111,237,-1,110,238,1,112,238,-1,109,239,-1,111,239,1,110,240,-1,112,240,1,65,241,-1,111,241,1,66,242,-1,112,242,1,61,243,-1,65,243,1,62,244,-1,66,244,1,65,245,1,111,245,-1,66,246,1,112,246,-1,93,247,-1,113,247,1,94,248,-1,114,248,1,113,249,-1,115,249,1,114,250,-1,116,250,1,117,251,1,119,251,-1,118,252,1,120,252,-1,27,253,-1,121,253,1,28,254,-1,122,254,1,117,255,-1,123,255,1,118,256,-1,124,256,1,123,257,-1,125,257,1,124,258,-1,126,258,1,125,259,-1,127,259,1,126,260,-1,128,260,1,127,261,-1,129,261,1,128,262,-1,130,262,1,131,263,1,133,263,-1,132,264,1,134,264,-1,133,265,1,135,265,-1,134,266,1,136,266,-1,137,267,1,139,267,-1,138,268,1,140,268,-1,139,269,1,141,269,-1,140,270,1,142,270,-1,143,271,1,145,271,-1,144,272,1,146,272,-1,143,273,1,147,273,-1,144,274,1,148,274,-1,149,275,1,151,275,-1,150,276,1,152,276,-1,151,277,1,153,277,-1,152,278,1,154,278,-1,155,279,1,157,279,-1,156,280,1,158,280,-1,157,281,1,159,281,-1,158,282,1,160,282,-1,159,283,1,161,283,-1,160,284,1,162,284,-1,153,285,-1,159,285,1,154,286,-1,160,286,1,159,287,-1,161,287,1,160,288,-1,162,288,1,161,289,1,163,289,-1,162,290,1,164,290,-1,161,291,-1,163,291,1,162,292,-1,164,292,1,163,293,1,165,293,-1,164,294,1,166,294,-1,167,295,1,169,295,-1,168,296,1,170,296,-1,167,297,1,171,297,-1,168,298,1,172,298,-1,167,299,-1,169,299,1,168,300,-1,170,300,1,169,301,1,173,301,-1,170,302,1,174,302,-1,169,303,-1,175,303,1,170,304,-1,176,304,1,99,305,1,101,305,-1,100,306,1,102,306,-1,121,307,-1,177,307,1,122,308,-1,178,308,1,119,309,1,177,309,-1,120,310,1,178,310,-1,97,311,-1,179,311,1,98,312,-1,180,312,1,179,313,1,181,313,-1,180,314,1,182,314,-1,97,315,-1,183,315,1,98,316,-1,184,316,1,183,317,-1,185,317,1,184,318,-1,186,318,1,185,319,-1,187,319,1,186,320,-1,188,320,1,143,321,-1,145,321,1,144,322,-1,146,322,1,145,323,1,189,323,-1,146,324,1,190,324,-1,189,325,-1,191,325,1,190,326,-1,192,326,1,191,327,-1,193,327,1,192,328,-1,194,328,1,193,329,-1,195,329,1,194,330,-1,196,330,1,195,331,-1,197,331,1,196,332,-1,198,332,1,197,333,-1,199,333,1,198,334,-1,200,334,1,199,335,-1,201,335,1,200,336,-1,202,336,1,203,337,1,205,337,-1,204,338,1,206,338,-1,143,339,-1,147,339,1,144,340,-1,148,340,1,147,341,1,207,341,-1,148,342,1,208,342,-1,147,343,-1,207,343,1,148,344,-1,208,344,1,207,345,1,209,345,-1,208,346,1,210,346,-1,207,347,-1,209,347,1,208,348,-1,210,348,1,209,349,1,211,349,-1,210,350,1,212,350,-1,209,351,-1,211,351,1,210,352,-1,212,352,1,211,353,1,213,353,-1,212,354,1,214,354,-1,211,355,-1,213,355,1,212,356,-1,214,356,1,213,357,1,215,357,-1,214,358,1,216,358,-1,213,359,-1,215,359,1,214,360,-1,216,360,1,215,361,1,217,361,-1,216,362,1,218,362,-1,215,363,-1,217,363,1,216,364,-1,218,364,1,217,365,1,219,365,-1,218,366,1,220,366,-1,221,367,1,223,367,-1,222,368,1,224,368,-1,225,369,1,227,369,-1,226,370,1,228,370,-1,227,371,1,229,371,-1,228,372,1,230,372,-1,227,373,1,231,373,-1,228,374,1,232,374,-1,135,375,1,233,375,-1,136,376,1,234,376,-1,137,377,-1,233,377,1,138,378,-1,234,378,1,141,379,1,143,379,-1,142,380,1,144,380,-1,145,381,-1,189,381,1,146,382,-1,190,382,1,189,383,1,235,383,-1,190,384,1,236,384,-1,205,385,1,237,385,-1,206,386,1,238,386,-1,187,387,-1,235,387,1,188,388,-1,236,388,1,201,389,-1,239,389,1,202,390,-1,240,390,1,239,391,-1,241,391,1,240,392,-1,242,392,1,237,393,1,241,393,-1,238,394,1,242,394,-1,89,395,-1,91,395,1,90,396,-1,92,396,1,91,397,1,243,397,-1,92,398,1,244,398,-1,91,399,-1,243,399,1,92,400,-1,244,400,1,153,401,-1,243,401,1,154,402,-1,244,402,1,245,403,1,247,403,-1,246,404,1,248,404,-1,245,405,1,249,405,-1,246,406,1,250,406,-1,245,407,-1,247,407,1,246,408,-1,248,408,1,171,409,-1,247,409,1,172,410,-1,248,410,1,167,411,-1,171,411,1,168,412,-1,172,412,1,171,413,1,247,413,-1,172,414,1,248,414,-1,251,415,1,253,415,-1,252,416,1,254,416,-1,255,417,1,257,417,-1,256,418,1,258,418,-1,169,419,-1,173,419,1,170,420,-1,174,420,1,173,421,1,259,421,-1,174,422,1,260,422,-1,89,423,-1,261,423,1,90,424,-1,262,424,1,153,425,1,159,425,-1,154,426,1,160,426,-1,153,427,1,243,427,-1,154,428,1,244,428,-1,243,429,-1,263,429,1,244,430,-1,264,430,1,263,431,-1,265,431,1,264,432,-1,266,432,1,245,433,-1,249,433,1,246,434,-1,250,434,1,249,435,1,261,435,-1,250,436,1,262,436,-1,249,437,-1,253,437,1,250,438,-1,254,438,1,253,439,-1,267,439,1,254,440,-1,268,440,1,257,441,1,267,441,-1,258,442,1,268,442,-1,163,443,-1,165,443,1,164,444,-1,166,444,1,165,445,1,229,445,-1,166,446,1,230,446,-1,269,447,1,271,447,-1,270,448,1,272,448,-1,271,449,1,273,449,-1,272,450,1,274,450,-1,271,451,1,275,451,-1,272,452,1,276,452,-1,175,453,-1,273,453,1,176,454,-1,274,454,1,173,455,-1,259,455,1,174,456,-1,260,456,1,259,457,1,277,457,-1,260,458,1,278,458,-1,227,459,-1,229,459,1,228,460,-1,230,460,1,165,461,-1,229,461,1,166,462,-1,230,462,1,269,463,-1,279,463,1,270,464,-1,280,464,1,281,465,1,283,465,-1,282,466,1,284,466,-1,285,467,1,287,467,-1,286,468,1,288,468,-1,285,469,-1,289,469,1,286,470,-1,290,470,1,255,471,-1,291,471,1,256,472,-1,292,472,1,291,473,-1,293,473,1,292,474,-1,294,474,1,293,475,-1,295,475,1,294,476,-1,296,476,1,295,477,-1,297,477,1,296,478,-1,298,478,1,295,479,-1,299,479,1,296,480,-1,300,480,1,291,481,-1,301,481,1,292,482,-1,302,482,1,301,483,-1,303,483,1,302,484,-1,304,484,1,305,485,1,307,485,-1,306,486,1,308,486,-1,305,487,1,309,487,-1,306,488,1,310,488,-1,305,489,-1,307,489,1,306,490,-1,308,490,1,307,491,1,311,491,-1,308,492,1,312,492,-1,307,493,-1,311,493,1,308,494,-1,312,494,1,277,495,-1,311,495,1,278,496,-1,312,496,1,259,497,-1,277,497,1,260,498,-1,278,498,1,277,499,1,311,499,-1,278,500,1,312,500,-1,275,501,-1,277,501,1,276,502,-1,278,502,1,271,503,-1,275,503,1,272,504,-1,276,504,1,275,505,1,277,505,-1,276,506,1,278,506,-1,231,507,-1,313,507,1,232,508,-1,314,508,1,313,509,1,315,509,-1,314,510,1,316,510,-1,227,511,-1,231,511,1,228,512,-1,232,512,1,231,513,1,313,513,-1,232,514,1,314,514,-1,231,515,1,317,515,-1,232,516,1,318,516,-1,231,517,-1,317,517,1,232,518,-1,318,518,1,219,519,-1,317,519,1,220,520,-1,318,520,1,217,521,-1,219,521,1,218,522,-1,220,522,1,219,523,1,317,523,-1,220,524,1,318,524,-1,223,525,1,281,525,-1,224,526,1,282,526,-1,283,527,1,319,527,-1,284,528,1,320,528,-1,319,529,1,321,529,-1,320,530,1,322,530,-1,321,531,1,323,531,-1,322,532,1,324,532,-1,323,533,-1,325,533,1,324,534,-1,326,534,1,287,535,1,327,535,-1,288,536,1,328,536,-1,329,537,1,331,537,-1,330,538,1,332,538,-1,329,539,1,333,539,-1,330,540,1,334,540,-1,329,541,-1,331,541,1,330,542,-1,332,542,1,331,543,1,335,543,-1,332,544,1,336,544,-1,331,545,1,337,545,-1,332,546,1,338,546,-1,305,547,-1,309,547,1,306,548,-1,310,548,1,309,549,1,339,549,-1,310,550,1,340,550,-1,309,551,-1,339,551,1,310,552,-1,340,552,1,339,553,1,341,553,-1,340,554,1,342,554,-1,339,555,-1,341,555,1,340,556,-1,342,556,1,341,557,1,343,557,-1,342,558,1,344,558,-1,341,559,-1,343,559,1,342,560,-1,344,560,1,343,561,1,345,561,-1,344,562,1,346,562,-1,347,563,1,349,563,-1,348,564,1,350,564,-1,347,565,-1,351,565,1,348,566,-1,352,566,1,351,567,-1,353,567,1,352,568,-1,354,568,1,353,569,-1,355,569,1,354,570,-1,356,570,1,355,571,-1,357,571,1,356,572,-1,358,572,1,357,573,-1,359,573,1,358,574,-1,360,574,1,353,575,-1,361,575,1,354,576,-1,362,576,1,361,577,-1,363,577,1,362,578,-1,364,578,1,361,579,-1,365,579,1,362,580,-1,366,580,1,365,581,-1,367,581,1,366,582,-1,368,582,1,313,583,-1,315,583,1,314,584,-1,316,584,1,315,585,1,369,585,-1,316,586,1,370,586,-1,315,587,-1,369,587,1,316,588,-1,370,588,1,369,589,1,371,589,-1,370,590,1,372,590,-1,369,591,-1,371,591,1,370,592,-1,372,592,1,371,593,1,373,593,-1,372,594,1,374,594,-1,371,595,-1,373,595,1,372,596,-1,374,596,1,373,597,1,375,597,-1,374,598,1,376,598,-1,323,599,1,377,599,-1,324,600,1,378,600,-1,375,601,-1,377,601,1,376,602,-1,378,602,1,373,603,-1,375,603,1,374,604,-1,376,604,1,375,605,1,379,605,-1,376,606,1,380,606,-1,375,607,-1,379,607,1,376,608,-1,380,608,1,379,609,1,381,609,-1,380,610,1,382,610,-1,379,611,-1,381,611,1,380,612,-1,382,612,1,381,613,1,383,613,-1,382,614,1,384,614,-1,381,615,-1,383,615,1,382,616,-1,384,616,1,383,617,1,385,617,-1,384,618,1,386,618,-1,383,619,-1,385,619,1,384,620,-1,386,620,1,333,621,-1,385,621,1,334,622,-1,386,622,1,329,623,-1,333,623,1,330,624,-1,334,624,1,333,625,1,385,625,-1,334,626,1,386,626,-1,333,627,1,387,627,-1,334,628,1,388,628,-1,329,629,-1,389,629,1,330,630,-1,390,630,1,391,631,1,393,631,-1,392,632,1,394,632,-1,391,633,1,395,633,-1,392,634,1,396,634,-1,391,635,-1,393,635,1,392,636,-1,394,636,1,393,637,1,397,637,-1,394,638,1,398,638,-1,393,639,-1,399,639,1,394,640,-1,400,640,1,399,641,-1,401,641,1,400,642,-1,402,642,1,393,643,-1,397,643,1,394,644,-1,398,644,1,397,645,1,403,645,-1,398,646,1,404,646,-1,405,647,1,407,647,-1,406,648,1,408,648,-1,409,649,1,411,649,-1,410,650,1,412,650,-1,411,651,1,413,651,-1,412,652,1,414,652,-1,409,653,-1,415,653,1,410,654,-1,416,654,1,417,655,1,419,655,-1,418,656,1,420,656,-1,417,657,-1,421,657,1,418,658,-1,422,658,1,343,659,-1,345,659,1,344,660,-1,346,660,1,345,661,1,423,661,-1,346,662,1,424,662,-1,345,663,-1,349,663,1,346,664,-1,350,664,1,345,665,-1,423,665,1,346,666,-1,424,666,1,423,667,1,425,667,-1,424,668,1,426,668,-1,423,669,-1,425,669,1,424,670,-1,426,670,1,425,671,1,427,671,-1,426,672,1,428,672,-1,425,673,-1,427,673,1,426,674,-1,428,674,1,427,675,1,429,675,-1,428,676,1,430,676,-1,427,677,1,431,677,-1,428,678,1,432,678,-1,427,679,-1,429,679,1,428,680,-1,430,680,1,429,681,1,433,681,-1,430,682,1,434,682,-1,429,683,1,435,683,-1,430,684,1,436,684,-1,429,685,-1,433,685,1,430,686,-1,434,686,1,433,687,1,437,687,-1,434,688,1,438,688,-1,427,689,-1,431,689,1,428,690,-1,432,690,1,431,691,1,439,691,-1,432,692,1,440,692,-1,431,693,1,437,693,-1,432,694,1,438,694,-1,431,695,-1,439,695,1,432,696,-1,440,696,1,439,697,1,441,697,-1,440,698,1,442,698,-1,21,699,-1,441,699,1,22,700,-1,442,700,1,439,701,-1,441,701,1,440,702,-1,442,702,1,441,703,-1,443,703,1,442,704,-1,444,704,1,443,705,-1,445,705,1,444,706,-1,446,706,1,445,707,-1,447,707,1,446,708,-1,448,708,1,447,709,-1,449,709,1,448,710,-1,450,710,1,449,711,-1,451,711,1,450,712,-1,452,712,1,451,713,1,453,713,-1,452,714,1,454,714,-1,451,715,-1,455,715,1,452,716,-1,456,716,1,433,717,-1,437,717,1,434,718,-1,438,718,1,431,719,-1,437,719,1,432,720,-1,438,720,1,437,721,1,457,721,-1,438,722,1,458,722,-1,437,723,1,459,723,-1,438,724,1,460,724,-1,437,725,-1,457,725,1,438,726,-1,458,726,1,457,727,1,461,727,-1,458,728,1,462,728,-1,457,729,-1,461,729,1,458,730,-1,462,730,1,453,731,-1,461,731,1,454,732,-1,462,732,1,461,733,1,463,733,-1,462,734,1,464,734,-1,451,735,-1,453,735,1,452,736,-1,454,736,1,453,737,1,461,737,-1,454,738,1,462,738,-1,437,739,-1,459,739,1,438,740,-1,460,740,1,459,741,1,465,741,-1,460,742,1,466,742,-1,459,743,1,467,743,-1,460,744,1,468,744,-1,459,745,-1,465,745,1,460,746,-1,466,746,1,465,747,1,469,747,-1,466,748,1,470,748,-1,465,749,-1,471,749,1,466,750,-1,472,750,1,471,751,-1,473,751,1,472,752,-1,474,752,1,391,753,-1,395,753,1,392,754,-1,396,754,1,395,755,1,467,755,-1,396,756,1,468,756,-1,459,757,-1,467,757,1,460,758,-1,468,758,1,395,759,-1,467,759,1,396,760,-1,468,760,1,467,761,1,475,761,-1,468,762,1,476,762,-1,429,763,-1,435,763,1,430,764,-1,436,764,1,403,765,-1,435,765,1,404,766,-1,436,766,1,397,767,-1,403,767,1,398,768,-1,404,768,1,403,769,1,435,769,-1,404,770,1,436,770,-1,203,771,-1,477,771,1,204,772,-1,478,772,1,203,773,-1,479,773,1,204,774,-1,480,774,1,479,775,-1,481,775,1,480,776,-1,482,776,1,481,777,-1,483,777,1,482,778,-1,484,778,1,483,779,-1,485,779,1,484,780,-1,486,780,1,327,781,-1,487,781,1,328,782,-1,488,782,1,335,783,-1,487,783,1,336,784,-1,488,784,1,327,785,1,487,785,-1,328,786,1,488,786,-1,327,787,1,489,787,-1,328,788,1,490,788,-1,327,789,-1,489,789,1,328,790,-1,490,790,1,489,791,1,491,791,-1,490,792,1,492,792,-1,489,793,-1,491,793,1,490,794,-1,492,794,1,491,795,1,493,795,-1,492,796,1,494,796,-1,491,797,-1,493,797,1,492,798,-1,494,798,1,181,799,-1,493,799,1,182,800,-1,494,800,1,331,801,-1,335,801,1,332,802,-1,336,802,1,335,803,1,487,803,-1,336,804,1,488,804,-1,487,805,-1,495,805,1,488,806,-1,496,806,1,495,807,-1,497,807,1,496,808,-1,498,808,1,497,809,-1,499,809,1,498,810,-1,500,810,1,499,811,-1,501,811,1,500,812,-1,502,812,1,497,813,-1,503,813,1,498,814,-1,504,814,1,505,815,1,507,815,-1,506,816,1,508,816,-1,407,817,1,505,817,-1,408,818,1,506,818,-1,407,819,-1,509,819,1,408,820,-1,510,820,1,421,821,-1,511,821,1,422,822,-1,512,822,1,179,823,-1,181,823,1,180,824,-1,182,824,1,331,825,-1,337,825,1,332,826,-1,338,826,1,337,827,1,513,827,-1,338,828,1,514,828,-1,337,829,-1,513,829,1,338,830,-1,514,830,1,513,831,1,515,831,-1,514,832,1,516,832,-1,513,833,-1,515,833,1,514,834,-1,516,834,1,515,835,1,517,835,-1,516,836,1,518,836,-1,515,837,-1,517,837,1,516,838,-1,518,838,1,507,839,-1,517,839,1,508,840,-1,518,840,1,507,841,1,517,841,-1,508,842,1,518,842,-1,507,843,1,519,843,-1,508,844,1,520,844,-1,333,845,-1,387,845,1,334,846,-1,388,846,1,387,847,1,475,847,-1,388,848,1,476,848,-1,387,849,-1,521,849,1,388,850,-1,522,850,1,521,851,-1,523,851,1,522,852,-1,524,852,1,523,853,-1,525,853,1,524,854,-1,526,854,1,519,855,1,525,855,-1,520,856,1,526,856,-1,467,857,-1,475,857,1,468,858,-1,476,858,1,387,859,-1,475,859,1,388,860,-1,476,860,1,473,861,-1,527,861,1,474,862,-1,528,862,1,529,863,1,531,863,-1,530,864,1,532,864,-1,469,865,-1,531,865,1,470,866,-1,532,866,1,465,867,-1,469,867,1,466,868,-1,470,868,1,469,869,1,533,869,-1,470,870,1,534,870,-1,469,871,-1,533,871,1,470,872,-1,534,872,1,533,873,1,535,873,-1,534,874,1,536,874,-1,533,875,-1,535,875,1,534,876,-1,536,876,1,535,877,1,537,877,-1,536,878,1,538,878,-1,535,879,-1,537,879,1,536,880,-1,538,880,1,537,881,1,539,881,-1,538,882,1,540,882,-1,537,883,-1,539,883,1,538,884,-1,540,884,1,463,885,-1,539,885,1,464,886,-1,540,886,1,461,887,-1,463,887,1,462,888,-1,464,888,1,463,889,1,539,889,-1,464,890,1,540,890,-1,455,891,-1,541,891,1,456,892,-1,542,892,1,541,893,-1,543,893,1,542,894,-1,544,894,1,413,895,1,543,895,-1,414,896,1,544,896,-1,419,897,1,545,897,-1,420,898,1,546,898,-1,545,899,1,547,899,-1,546,900,1,548,900,-1,455,901,-1,547,901,1,456,902,-1,548,902,1,15,903,-640.25,16,903,-640.25,13,904,-640.25,14,904,-640.25,549,904,640.25,13,905,-1095.2,14,905,-1095.2,549,905,1095.2,25,906,-640.25,26,906,-640.25,33,907,-640.25,34,907,-640.25,23,908,-640.25,24,908,-640.25,37,909,-640.25,38,909,-640.25,43,910,-640.25,44,910,-640.25,49,911,-640.25,50,911,-640.25,53,912,-505,54,912,-505,550,912,505,53,913,-711.75,54,913,-711.75,550,913,711.75,53,914,-782.92,54,914,-782.92,550,914,782.92,53,915,-861.21,54,915,-861.21,550,915,861.21,53,916,-947.33,54,916,-947.33,550,916,947.33,53,917,-1095.19,54,917,-1095.19,550,917,1095.19,63,918,-640.25,64,918,-640.25,61,919,-505,62,919,-505,551,919,505,61,920,-711.75,62,920,-711.75,551,920,711.75,61,921,-782.92,62,921,-782.92,551,921,782.92,61,922,-861.21,62,922,-861.21,551,922,861.21,61,923,-947.33,62,923,-947.33,551,923,947.33,61,924,-1095.19,62,924,-1095.19,551,924,1095.19,59,925,-640.25,60,925,-640.25,552,925,640.25,59,926,-1095.2,60,926,-1095.2,552,926,1095.2,73,927,-640.25,74,927,-640.25,553,927,640.25,73,928,-1095.2,74,928,-1095.2,553,928,1095.2,77,929,-640.25,78,929,-640.25,554,929,640.25,77,930,-1095.2,78,930,-1095.2,554,930,1095.2,81,931,-640.25,82,931,-640.25,555,931,640.25,81,932,-1095.2,82,932,-1095.2,555,932,1095.2,89,933,-505,90,933,-505,556,933,505,89,934,-711.75,90,934,-711.75,556,934,711.75,89,935,-782.92,90,935,-782.92,556,935,782.92,89,936,-861.21,90,936,-861.21,556,936,861.21,89,937,-947.33,90,937,-947.33,556,937,947.33,89,938,-1095.19,90,938,-1095.19,556,938,1095.19,95,939,-711.75,96,939,-711.75,557,939,711.75,95,940,-782.92,96,940,-782.92,557,940,782.92,95,941,-861.21,96,941,-861.21,557,941,861.21,95,942,-1095.19,96,942,-1095.19,557,942,1095.19,87,943,-640.25,88,943,-640.25,558,943,640.25,87,944,-1095.2,88,944,-1095.2,558,944,1095.2,85,945,-505,86,945,-505,559,945,505,85,946,-711.75,86,946,-711.75,559,946,711.75,85,947,-782.92,86,947,-782.92,559,947,782.92,85,948,-861.21,86,948,-861.21,559,948,861.21,85,949,-947.33,86,949,-947.33,559,949,947.33,85,950,-1095.19,86,950,-1095.19,559,950,1095.19,121,951,-640.25,122,951,-640.25,113,952,-640.25,114,952,-640.25,560,952,640.25,113,953,-1095.2,114,953,-1095.2,560,953,1095.2,133,954,-640.25,134,954,-640.25,117,955,-640.25,118,955,-640.25,55,956,-640.25,56,956,-640.25,111,957,-640.25,112,957,-640.25,115,958,-640.25,116,958,-640.25,131,959,-640.25,132,959,-640.25,127,960,-640.25,128,960,-640.25,137,961,-711.75,138,961,-711.75,561,961,711.75,137,962,-782.92,138,962,-782.92,561,962,782.92,137,963,-861.21,138,963,-861.21,561,963,861.21,137,964,-1095.19,138,964,-1095.19,561,964,1095.19,143,965,-640.25,144,965,-640.25,562,965,640.25,143,966,-1095.2,144,966,-1095.2,562,966,1095.2,139,967,-640.25,140,967,-640.25,129,968,-711.75,130,968,-711.75,563,968,711.75,129,969,-782.92,130,969,-782.92,563,969,782.92,129,970,-861.21,130,970,-861.21,563,970,861.21,129,971,-1095.19,130,971,-1095.19,563,971,1095.19,151,972,-640.25,152,972,-640.25,564,972,640.25,151,973,-1095.2,152,973,-1095.2,564,973,1095.2,157,974,-640.25,158,974,-640.25,565,974,640.25,157,975,-1095.2,158,975,-1095.2,565,975,1095.2,159,976,-640.25,160,976,-640.25,169,977,-640.25,170,977,-640.25,566,977,640.25,169,978,-1095.2,170,978,-1095.2,566,978,1095.2,99,979,-640.25,100,979,-640.25,177,980,-640.25,178,980,-640.25,567,980,640.25,177,981,-1095.2,178,981,-1095.2,567,981,1095.2,119,982,-640.25,120,982,-640.25,183,983,-711.75,184,983,-711.75,568,983,711.75,183,984,-782.92,184,984,-782.92,568,984,782.92,183,985,-861.21,184,985,-861.21,568,985,861.21,97,986,-640.25,98,986,-640.25,569,986,640.25,97,987,-1095.2,98,987,-1095.2,569,987,1095.2,185,988,-711.75,186,988,-711.75,570,988,711.75,185,989,-782.92,186,989,-782.92,570,989,782.92,185,990,-861.21,186,990,-861.21,570,990,861.21,185,991,-1095.19,186,991,-1095.19,570,991,1095.19,187,992,-711.75,188,992,-711.75,571,992,711.75,187,993,-782.92,188,993,-782.92,571,993,782.92,187,994,-861.21,188,994,-861.21,571,994,861.21,187,995,-1095.19,188,995,-1095.19,571,995,1095.19,233,996,-711.75,234,996,-711.75,572,996,711.75,233,997,-782.92,234,997,-782.92,572,997,782.92,233,998,-861.21,234,998,-861.21,572,998,861.21,233,999,-1095.19,234,999,-1095.19,572,999,1095.19,141,1000,-640.25,142,1000,-640.25,189,1001,-711.75,190,1001,-711.75,573,1001,711.75,189,1002,-782.92,190,1002,-782.92,573,1002,782.92,189,1003,-861.21,190,1003,-861.21,573,1003,861.21,189,1004,-1095.19,190,1004,-1095.19,573,1004,1095.19,179,1005,-640.25,180,1005,-640.25,574,1005,640.25,179,1006,-1095.2,180,1006,-1095.2,574,1006,1095.2,193,1007,-640.25,194,1007,-640.25,575,1007,640.25,193,1008,-1095.2,194,1008,-1095.2,575,1008,1095.2,209,1009,-640.25,210,1009,-640.25,576,1009,640.25,209,1010,-1095.2,210,1010,-1095.2,576,1010,1095.2,215,1011,-640.25,216,1011,-640.25,577,1011,640.25,215,1012,-1095.2,216,1012,-1095.2,577,1012,1095.2,217,1013,-640.25,218,1013,-640.25,578,1013,640.25,217,1014,-1095.2,218,1014,-1095.2,578,1014,1095.2,225,1015,-640.25,226,1015,-640.25,221,1016,-640.25,222,1016,-640.25,579,1016,640.25,221,1017,-1095.2,222,1017,-1095.2,579,1017,1095.2,205,1018,-640.25,206,1018,-640.25,203,1019,-640.25,204,1019,-640.25,235,1020,-640.25,236,1020,-640.25,241,1021,-640.25,242,1021,-640.25,255,1022,-505,256,1022,-505,580,1022,505,255,1023,-711.75,256,1023,-711.75,580,1023,711.75,255,1024,-782.92,256,1024,-782.92,580,1024,782.92,255,1025,-861.21,256,1025,-861.21,580,1025,861.21,255,1026,-947.33,256,1026,-947.33,580,1026,947.33,255,1027,-1095.19,256,1027,-1095.19,580,1027,1095.19,243,1028,-711.75,244,1028,-711.75,581,1028,711.75,243,1029,-782.92,244,1029,-782.92,581,1029,782.92,243,1030,-861.21,244,1030,-861.21,581,1030,861.21,243,1031,-1095.19,244,1031,-1095.19,581,1031,1095.19,261,1032,-640.25,262,1032,-640.25,582,1032,640.25,261,1033,-1095.2,262,1033,-1095.2,582,1033,1095.2,247,1034,-711.75,248,1034,-711.75,583,1034,711.75,247,1035,-782.92,248,1035,-782.92,583,1035,782.92,247,1036,-861.21,248,1036,-861.21,583,1036,861.21,247,1037,-1095.19,248,1037,-1095.19,583,1037,1095.19,249,1038,-640.25,250,1038,-640.25,584,1038,640.25,249,1039,-1095.2,250,1039,-1095.2,584,1039,1095.2,171,1040,-640.25,172,1040,-640.25,251,1041,-640.25,252,1041,-640.25,263,1042,-640.25,264,1042,-640.25,265,1043,-711.75,266,1043,-711.75,585,1043,711.75,265,1044,-782.92,266,1044,-782.92,585,1044,782.92,265,1045,-861.21,266,1045,-861.21,585,1045,861.21,265,1046,-1095.19,266,1046,-1095.19,585,1046,1095.19,267,1047,-640.25,268,1047,-640.25,586,1047,640.25,267,1048,-1095.2,268,1048,-1095.2,586,1048,1095.2,273,1049,-640.25,274,1049,-640.25,587,1049,640.25,273,1050,-1095.2,274,1050,-1095.2,587,1050,1095.2,259,1051,-640.25,260,1051,-640.25,279,1052,-640.25,280,1052,-640.25,281,1053,-640.25,282,1053,-640.25,289,1054,-640.25,290,1054,-640.25,293,1055,-640.25,294,1055,-640.25,588,1055,640.25,293,1056,-1095.2,294,1056,-1095.2,588,1056,1095.2,297,1057,-640.25,298,1057,-640.25,311,1058,-640.25,312,1058,-640.25,589,1058,640.25,311,1059,-1095.2,312,1059,-1095.2,589,1059,1095.2,219,1060,-640.25,220,1060,-640.25,231,1061,-640.25,232,1061,-640.25,590,1061,640.25,231,1062,-1095.2,232,1062,-1095.2,590,1062,1095.2,319,1063,-640.25,320,1063,-640.25,321,1064,-640.25,322,1064,-640.25,591,1064,640.25,321,1065,-1095.2,322,1065,-1095.2,591,1065,1095.2,325,1066,-640.25,326,1066,-640.25,329,1067,-640.25,330,1067,-640.25,359,1068,-640.25,360,1068,-640.25,369,1069,-640.25,370,1069,-640.25,357,1070,-711.75,358,1070,-711.75,592,1070,711.75,357,1071,-782.92,358,1071,-782.92,592,1071,782.92,357,1072,-861.21,358,1072,-861.21,592,1072,861.21,357,1073,-1095.19,358,1073,-1095.19,592,1073,1095.19,309,1074,-640.25,310,1074,-640.25,593,1074,640.25,309,1075,-1095.2,310,1075,-1095.2,593,1075,1095.2,355,1076,-711.75,356,1076,-711.75,594,1076,711.75,355,1077,-782.92,356,1077,-782.92,594,1077,782.92,355,1078,-861.21,356,1078,-861.21,594,1078,861.21,355,1079,-1095.19,356,1079,-1095.19,594,1079,1095.19,361,1080,-640.25,362,1080,-640.25,595,1080,640.25,361,1081,-1095.2,362,1081,-1095.2,595,1081,1095.2,323,1082,-640.25,324,1082,-640.25,363,1083,-640.25,364,1083,-640.25,341,1084,-640.25,342,1084,-640.25,596,1084,640.25,341,1085,-1095.2,342,1085,-1095.2,596,1085,1095.2,351,1086,-640.25,352,1086,-640.25,597,1086,640.25,351,1087,-1095.2,352,1087,-1095.2,597,1087,1095.2,367,1088,-640.25,368,1088,-640.25,401,1089,-640.25,402,1089,-640.25,399,1090,-640.25,400,1090,-640.25,389,1091,-640.25,390,1091,-640.25,385,1092,-640.25,386,1092,-640.25,391,1093,-640.25,392,1093,-640.25,397,1094,-640.25,398,1094,-640.25,393,1095,-640.25,394,1095,-640.25,405,1096,-640.25,406,1096,-640.25,598,1096,640.25,405,1097,-1095.2,406,1097,-1095.2,598,1097,1095.2,415,1098,-711.75,416,1098,-711.75,599,1098,711.75,415,1099,-782.92,416,1099,-782.92,599,1099,782.92,415,1100,-861.21,416,1100,-861.21,599,1100,861.21,415,1101,-1095.19,416,1101,-1095.19,599,1101,1095.19,421,1102,-505,422,1102,-505,600,1102,505,421,1103,-711.75,422,1103,-711.75,600,1103,711.75,421,1104,-782.92,422,1104,-782.92,600,1104,782.92,421,1105,-861.21,422,1105,-861.21,600,1105,861.21,421,1106,-947.33,422,1106,-947.33,600,1106,947.33,421,1107,-1095.19,422,1107,-1095.19,600,1107,1095.19,411,1108,-711.75,412,1108,-711.75,601,1108,711.75,411,1109,-782.92,412,1109,-782.92,601,1109,782.92,411,1110,-861.21,412,1110,-861.21,601,1110,861.21,411,1111,-1095.19,412,1111,-1095.19,601,1111,1095.19,417,1112,-640.25,418,1112,-640.25,602,1112,640.25,417,1113,-1095.2,418,1113,-1095.2,602,1113,1095.2,429,1114,-640.25,430,1114,-640.25,603,1114,640.25,429,1115,-1095.2,430,1115,-1095.2,603,1115,1095.2,439,1116,-640.25,440,1116,-640.25,604,1116,640.25,439,1117,-1095.2,440,1117,-1095.2,604,1117,1095.2,461,1118,-640.25,462,1118,-640.25,449,1119,-640.25,450,1119,-640.25,605,1119,640.25,449,1120,-1095.2,450,1120,-1095.2,605,1120,1095.2,451,1121,-640.25,452,1121,-640.25,441,1122,-640.25,442,1122,-640.25,606,1122,640.25,441,1123,-1095.2,442,1123,-1095.2,606,1123,1095.2,445,1124,-640.25,446,1124,-640.25,607,1124,640.25,445,1125,-1095.2,446,1125,-1095.2,607,1125,1095.2,403,1126,-640.25,404,1126,-640.25,349,1127,-640.25,350,1127,-640.25,467,1128,-640.25,468,1128,-640.25,477,1129,-640.25,478,1129,-640.25,479,1130,-640.25,480,1130,-640.25,483,1131,-640.25,484,1131,-640.25,485,1132,-640.25,486,1132,-640.25,497,1133,-640.25,498,1133,-640.25,608,1133,640.25,497,1134,-1095.2,498,1134,-1095.2,608,1134,1095.2,503,1135,-640.25,504,1135,-640.25,407,1136,-711.75,408,1136,-711.75,609,1136,711.75,407,1137,-782.92,408,1137,-782.92,609,1137,782.92,407,1138,-861.21,408,1138,-861.21,609,1138,861.21,407,1139,-1095.19,408,1139,-1095.19,609,1139,1095.19,491,1140,-640.25,492,1140,-640.25,610,1140,640.25,491,1141,-1095.2,492,1141,-1095.2,610,1141,1095.2,505,1142,-711.75,506,1142,-711.75,611,1142,711.75,505,1143,-782.92,506,1143,-782.92,611,1143,782.92,505,1144,-861.21,506,1144,-861.21,611,1144,861.21,505,1145,-1095.19,506,1145,-1095.19,611,1145,1095.19,511,1146,-711.75,512,1146,-711.75,612,1146,711.75,511,1147,-782.92,512,1147,-782.92,612,1147,782.92,511,1148,-861.21,512,1148,-861.21,612,1148,861.21,511,1149,-1095.19,512,1149,-1095.19,612,1149,1095.19,517,1150,-640.25,518,1150,-640.25,613,1150,640.25,517,1151,-1095.2,518,1151,-1095.2,613,1151,1095.2,525,1152,-640.25,526,1152,-640.25,614,1152,640.25,525,1153,-1095.2,526,1153,-1095.2,614,1153,1095.2,529,1154,-640.25,530,1154,-640.25,615,1154,640.25,529,1155,-1095.2,530,1155,-1095.2,615,1155,1095.2,539,1156,-640.25,540,1156,-640.25,543,1157,-640.25,544,1157,-640.25,616,1157,640.25,543,1158,-1095.2,544,1158,-1095.2,616,1158,1095.2,21,1159,1,22,1160,1],"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_gfrd_pnc\n name: LPnetlib/lp_gfrd_pnc\n [Netlib LP problem gfrd_pnc: minimize c'*x, where Ax=b, lo<=x<=hi]\n id: 629\n date: \n author: R. Helgason, J. Kennington, P. Wong\n ed: R. Fourer\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                                                                           \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\".  The BOUND-TYPE TABLE below shows the bound types       \n present in those problems that have bounds.                               \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 GFRD-PNC    617   1092     3467      24476  B     6.9022359995E+06        \n                                                                           \n         BOUND-TYPE TABLE                                                  \n GFRD-PNC   UP LO                                                          \n                                                                           \n Supplied by Bob Fourer.                                                   \n                                                                           \n Source: GFRD-PNC, SIERRA: R. Helgason, J. Kennington, and P. Wong,        \n \"An Application of Network Programming for National Forest Planning\",     \n Technical Report OR 81006, Dept. of Operations Research, Southern         \n Methodist University.                                                     \n                                                                           \n-------------------------------------------------------------------------------"};