ngraph.sparse-collection/LPnetlib/lpi_klein2/index.js

Subset of the University of Florida sparse matrix collection

module.exports = {"recordsPerEdge":3,"links":[102,478,9,103,478,9,104,478,-36,105,478,-36,106,478,84,107,478,84,108,478,-126,463,478,-9,464,478,-9,465,478,36,466,478,36,467,478,-84,468,478,-84,469,478,126,470,478,1,471,478,-1,472,478,-9,473,478,9,474,478,36,475,478,-36,476,478,-84,477,478,84,91,479,-14,92,479,-14,93,479,42,94,479,42,95,479,-70,96,479,-12,97,479,-16,98,479,28,99,479,56,100,479,-28,101,479,-112,102,479,-7,103,479,-9,104,479,22,105,479,36,106,479,-42,107,479,-84,108,479,56,457,479,-8,458,479,-6,459,479,28,460,479,14,461,479,-56,462,479,-14,463,479,2,464,479,2,465,479,-16,466,479,-16,467,479,56,468,479,56,469,479,-112,471,479,1,472,479,1,473,479,-9,474,479,-8,475,479,36,476,479,28,477,479,-84,102,480,9,103,480,9,104,480,-36,105,480,-36,106,480,84,107,480,84,108,480,-126,446,480,-7,447,480,-7,448,480,21,449,480,21,450,480,-35,451,480,-3,452,480,21,453,480,21,454,480,-63,455,480,-63,456,480,105,471,480,-1,472,480,-3,473,480,9,474,480,22,475,480,-36,476,480,-70,477,480,49,91,481,7,92,481,7,93,481,-21,94,481,-21,95,481,35,96,481,6,97,481,8,98,481,-14,99,481,-28,100,481,14,101,481,56,102,481,-1,104,481,7,106,481,-21,108,481,35,451,481,1,452,481,-7,453,481,-7,454,481,21,455,481,21,456,481,-35,457,481,1,458,481,-1,459,481,-7,460,481,7,461,481,21,462,481,-21,464,481,-1,465,481,1,466,481,8,467,481,-7,468,481,-28,469,481,21,472,481,1,474,481,-7,476,481,21,59,482,60,60,482,60,61,482,-120,68,482,-10,69,482,-10,70,482,20,71,482,40,72,482,40,73,482,-80,74,482,20,75,482,20,76,482,-40,77,482,1000,78,482,1000,79,482,-2000,80,482,980,81,482,980,82,482,-1960,83,482,-8,84,482,-12,85,482,10,86,482,30,87,482,24,88,482,36,89,482,-30,90,482,-90,102,482,-9,103,482,-9,104,482,30,105,482,36,106,482,-54,107,482,-64,108,482,66,409,482,36,410,482,24,411,482,-90,412,482,-30,422,482,-6,423,482,-4,424,482,15,425,482,5,426,482,-4,427,482,24,428,482,16,429,482,-60,430,482,-20,431,482,-2,432,482,12,433,482,8,434,482,-30,435,482,-10,436,482,-100,437,482,600,438,482,400,439,482,-1500,440,482,-500,441,482,-98,442,482,588,443,482,392,444,482,-1470,445,482,-490,446,482,2,447,482,2,448,482,-12,449,482,-12,450,482,30,452,482,-6,453,482,-6,454,482,36,455,482,36,456,482,-90,471,482,1,473,482,-9,474,482,-4,475,482,36,476,482,25,477,482,-49,59,483,-30,60,483,-30,61,483,60,65,483,30,66,483,30,67,483,-60,71,483,-10,72,483,-10,73,483,20,74,483,10,75,483,10,76,483,-20,77,483,-10,78,483,-10,79,483,20,80,483,10,81,483,10,82,483,-20,83,483,4,84,483,6,85,483,-5,86,483,-15,87,483,-12,88,483,-18,89,483,15,90,483,45,96,483,-8,97,483,-8,98,483,22,99,483,28,100,483,-24,101,483,-36,102,483,1,104,483,-5,106,483,11,108,483,-15,409,483,-18,410,483,-12,411,483,45,412,483,15,417,483,-3,418,483,18,419,483,12,420,483,-45,421,483,-15,426,483,1,427,483,-6,428,483,-4,429,483,15,430,483,5,431,483,-1,432,483,6,433,483,4,434,483,-15,435,483,-5,436,483,1,437,483,-6,438,483,-4,439,483,15,440,483,5,441,483,-1,442,483,6,443,483,4,444,483,-15,445,483,-5,446,483,-1,447,483,-1,448,483,6,449,483,6,450,483,-15,452,483,3,453,483,3,454,483,-18,455,483,-18,456,483,45,464,483,1,465,483,-3,466,483,-8,467,483,19,468,483,28,469,483,-51,474,483,1,476,483,-6,477,483,-15,59,484,10,60,484,10,61,484,-20,62,484,-10,63,484,-10,64,484,20,65,484,-20,66,484,-20,67,484,40,74,484,-10,75,484,-10,76,484,20,80,484,-10,81,484,-10,82,484,20,83,484,-4,84,484,-6,85,484,5,86,484,15,87,484,4,88,484,6,89,484,-5,90,484,-15,91,484,-5,92,484,-7,93,484,11,94,484,21,95,484,-15,96,484,2,98,484,-8,100,484,10,409,484,6,410,484,4,411,484,-15,412,484,-5,413,484,-6,414,484,-4,415,484,15,416,484,5,417,484,2,418,484,-12,419,484,-8,420,484,30,421,484,10,431,484,1,432,484,-6,433,484,-4,434,484,15,435,484,5,441,484,1,442,484,-6,443,484,-4,444,484,15,445,484,5,446,484,1,447,484,1,448,484,-6,449,484,-6,450,484,15,452,484,-1,453,484,-1,454,484,6,455,484,6,456,484,-15,458,484,1,459,484,1,460,484,-7,461,484,-6,462,484,21,465,484,2,467,484,-12,469,484,30,477,484,15,102,485,9,103,485,9,104,485,-36,105,485,-36,106,485,84,107,485,84,108,485,-126,394,485,-5,395,485,-5,396,485,10,397,485,-5,398,485,25,399,485,25,400,485,-50,401,485,-5,402,485,25,403,485,25,404,485,-50,405,485,10,406,485,-50,407,485,-50,408,485,100,471,485,-1,473,485,9,474,485,10,475,485,-26,476,485,-55,477,485,29,65,486,-30,66,486,-30,67,486,60,68,486,5,69,486,5,70,486,-10,71,486,-10,72,486,-10,73,486,20,74,486,-20,75,486,-20,76,486,40,77,486,-490,78,486,-490,79,486,980,80,486,-500,81,486,-500,82,486,1000,96,486,8,97,486,8,98,486,-22,99,486,-28,100,486,24,101,486,36,102,486,-1,104,486,8,106,486,-26,107,486,-10,108,486,45,357,486,30,358,486,30,359,486,-60,360,486,10,361,486,10,362,486,-20,363,486,20,364,486,20,365,486,-40,366,486,490,367,486,490,368,486,-980,369,486,500,370,486,500,371,486,-1000,386,486,-4,387,486,20,388,486,20,389,486,-40,390,486,-2,391,486,10,392,486,10,393,486,-20,397,486,1,398,486,-5,399,486,-5,400,486,10,401,486,1,402,486,-5,403,486,-5,404,486,10,405,486,-4,406,486,20,407,486,20,408,486,-40,418,486,-6,419,486,6,420,486,30,421,486,-30,422,486,1,423,486,-1,424,486,-5,425,486,5,427,486,-2,428,486,2,429,486,10,430,486,-10,432,486,-4,433,486,4,434,486,20,435,486,-20,437,486,-98,438,486,98,439,486,490,440,486,-490,442,486,-100,443,486,100,444,486,500,445,486,-500,464,486,-1,466,486,8,467,486,-4,468,486,-18,469,486,21,474,486,-4,476,486,21,477,486,5,65,487,30,66,487,30,67,487,-60,68,487,-5,69,487,-5,70,487,10,71,487,10,72,487,10,73,487,-20,74,487,20,75,487,20,76,487,-40,77,487,490,78,487,490,79,487,-980,80,487,500,81,487,500,82,487,-1000,91,487,7,92,487,7,93,487,-21,94,487,-21,95,487,35,96,487,-2,98,487,8,100,487,-10,101,487,20,104,487,-1,106,487,5,107,487,10,108,487,-10,357,487,-30,358,487,-30,359,487,60,360,487,-10,361,487,-10,362,487,20,363,487,-20,364,487,-20,365,487,40,366,487,-490,367,487,-490,368,487,980,369,487,-500,370,487,-500,371,487,1000,379,487,-5,380,487,-5,381,487,10,382,487,-3,383,487,15,384,487,15,385,487,-30,386,487,2,387,487,-10,388,487,-10,389,487,20,390,487,-2,391,487,10,392,487,10,393,487,-20,401,487,-1,402,487,5,403,487,5,404,487,-10,405,487,1,406,487,-5,407,487,-5,408,487,10,418,487,6,419,487,-6,420,487,-30,421,487,30,422,487,-1,423,487,1,424,487,5,425,487,-5,427,487,2,428,487,-2,429,487,-10,430,487,10,432,487,4,433,487,-4,434,487,-20,435,487,20,437,487,98,438,487,-98,439,487,-490,440,487,490,442,487,100,443,487,-100,444,487,-500,445,487,500,458,487,-1,459,487,-3,460,487,7,461,487,16,462,487,-11,467,487,2,469,487,-10,474,487,1,476,487,-5,477,487,-5,59,488,-30,60,488,-30,61,488,60,68,488,5,69,488,5,70,488,-10,71,488,-20,72,488,-20,73,488,40,74,488,-10,75,488,-10,76,488,20,77,488,-500,78,488,-500,79,488,1000,80,488,-490,81,488,-490,82,488,980,83,488,4,84,488,6,85,488,-5,86,488,-15,87,488,-12,88,488,-18,89,488,15,90,488,45,104,488,3,106,488,-15,107,488,-10,108,488,30,360,488,20,361,488,20,362,488,-40,363,488,10,364,488,10,365,488,-20,366,488,500,367,488,500,368,488,-1000,369,488,490,370,488,490,371,488,-980,372,488,-5,373,488,-5,374,488,10,375,488,-3,376,488,15,377,488,15,378,488,-30,401,488,1,402,488,-5,403,488,-5,404,488,10,405,488,-3,406,488,15,407,488,15,408,488,-30,409,488,-6,410,488,6,411,488,30,412,488,-30,422,488,1,423,488,-1,424,488,-5,425,488,5,427,488,-4,428,488,4,429,488,20,430,488,-20,432,488,-2,433,488,2,434,488,10,435,488,-10,437,488,-100,438,488,100,439,488,500,440,488,-500,442,488,-98,443,488,98,444,488,490,445,488,-490,447,488,-1,448,488,1,449,488,6,450,488,-5,453,488,3,454,488,-3,455,488,-18,456,488,15,474,488,-3,476,488,15,59,489,10,60,489,10,61,489,-20,62,489,5,63,489,5,64,489,-10,65,489,-5,66,489,-5,67,489,10,71,489,5,72,489,5,73,489,-10,77,489,5,78,489,5,79,489,-10,87,489,4,88,489,6,89,489,-5,90,489,-15,91,489,-1,93,489,5,95,489,-10,101,489,-10,104,489,-1,106,489,5,108,489,-10,357,489,5,358,489,5,359,489,-10,360,489,-5,361,489,-5,362,489,10,366,489,-5,367,489,-5,368,489,10,375,489,1,376,489,-5,377,489,-5,378,489,10,382,489,1,383,489,-5,384,489,-5,385,489,10,390,489,1,391,489,-5,392,489,-5,393,489,10,405,489,1,406,489,-5,407,489,-5,408,489,10,409,489,2,410,489,-2,411,489,-10,412,489,10,413,489,1,414,489,-1,415,489,-5,416,489,5,418,489,-1,419,489,1,420,489,5,421,489,-5,427,489,1,428,489,-1,429,489,-5,430,489,5,437,489,1,438,489,-1,439,489,-5,440,489,5,453,489,-1,454,489,1,455,489,6,456,489,-5,459,489,1,461,489,-5,474,489,1,476,489,-5,4,490,60,5,490,60,6,490,-120,24,490,-6,25,490,36,26,490,24,27,490,-90,28,490,-30,51,490,-4,52,490,-8,53,490,20,54,490,40,55,490,20,56,490,40,57,490,-40,58,490,-80,102,490,-9,103,490,-9,104,490,36,105,490,30,106,490,-64,107,490,-54,108,490,66,290,490,40,291,490,20,292,490,40,293,490,20,294,490,-80,295,490,-40,343,490,-4,344,490,-2,345,490,-6,346,490,24,347,490,12,348,490,-4,349,490,16,350,490,8,351,490,15,352,490,-60,353,490,-30,354,490,5,355,490,-20,356,490,-10,394,490,2,395,490,2,396,490,-8,398,490,-10,399,490,-10,400,490,40,402,490,-10,403,490,-10,404,490,40,406,490,20,407,490,20,408,490,-80,471,490,1,473,490,-9,475,490,26,476,490,15,477,490,-29,4,491,-30,5,491,-30,6,491,60,21,491,30,22,491,30,23,491,-60,25,491,-6,26,491,6,27,491,30,28,491,-30,51,491,2,52,491,4,53,491,-10,54,491,-20,55,491,-10,56,491,-20,57,491,20,58,491,40,96,491,-8,97,491,-8,98,491,28,99,491,22,100,491,-36,101,491,-24,102,491,1,104,491,-8,106,491,18,107,491,4,108,491,-21,290,491,-20,291,491,-10,292,491,-20,293,491,-10,294,491,40,295,491,20,334,491,-5,335,491,20,336,491,10,337,491,-5,338,491,20,339,491,10,340,491,10,341,491,-40,342,491,-20,345,491,1,346,491,-4,347,491,-2,348,491,-1,349,491,4,350,491,2,351,491,-5,352,491,20,353,491,10,354,491,5,355,491,-20,356,491,-10,394,491,-1,395,491,-1,396,491,4,398,491,5,399,491,5,400,491,-20,402,491,5,403,491,5,404,491,-20,406,491,-10,407,491,-10,408,491,40,464,491,1,466,491,-8,467,491,10,468,491,26,469,491,-45,475,491,4,476,491,-5,477,491,-21,1,492,36,2,492,24,3,492,48,4,492,18,5,492,30,6,492,-24,18,492,-6,19,492,24,20,492,12,21,492,-12,22,492,-12,23,492,48,26,492,-6,27,492,-6,28,492,30,43,492,-4,44,492,-8,45,492,12,46,492,24,47,492,8,48,492,16,49,492,16,50,492,32,51,492,-2,52,492,-4,53,492,6,54,492,12,55,492,10,56,492,20,57,492,-8,58,492,-16,91,492,-7,92,492,-7,93,492,15,94,492,15,95,492,-17,96,492,2,98,492,-14,100,492,22,101,492,-8,104,492,1,106,492,-3,107,492,-4,108,492,4,284,492,24,285,492,12,286,492,16,287,492,8,288,492,32,289,492,16,290,492,12,291,492,6,292,492,20,293,492,10,294,492,-16,295,492,-8,326,492,-4,327,492,-2,328,492,-4,329,492,16,330,492,8,331,492,-2,332,492,8,333,492,4,334,492,2,335,492,-8,336,492,-4,337,492,2,338,492,-8,339,492,-4,340,492,-8,341,492,32,342,492,16,348,492,1,349,492,-4,350,492,-2,351,492,1,352,492,-4,353,492,-2,354,492,-5,355,492,20,356,492,10,379,492,2,380,492,2,381,492,-8,383,492,-6,384,492,-6,385,492,24,387,492,-4,388,492,-4,389,492,16,391,492,-8,392,492,-8,393,492,32,394,492,1,395,492,1,396,492,-4,398,492,-3,399,492,-3,400,492,12,402,492,-5,403,492,-5,404,492,20,406,492,4,407,492,4,408,492,-16,458,492,1,460,492,-7,461,492,-4,462,492,11,467,492,-8,468,492,-8,469,492,34,475,492,-4,476,492,1,477,492,21,4,493,-30,5,493,-30,6,493,60,14,493,-6,15,493,18,16,493,18,17,493,-54,26,493,6,27,493,18,28,493,-12,51,493,2,52,493,4,53,493,-10,54,493,-20,55,493,-10,56,493,-20,57,493,20,58,493,40,83,493,-6,84,493,-6,85,493,9,86,493,9,87,493,18,88,493,18,89,493,-27,90,493,-27,104,493,-3,106,493,9,107,493,4,108,493,-12,290,493,-20,291,493,-10,292,493,-20,293,493,-10,294,493,40,295,493,20,315,493,-4,316,493,-2,317,493,-3,318,493,12,319,493,6,320,493,-3,321,493,12,322,493,6,323,493,9,324,493,-36,325,493,-18,348,493,-1,349,493,4,350,493,2,351,493,-3,352,493,12,353,493,6,354,493,2,355,493,-8,356,493,-4,394,493,-1,395,493,-1,396,493,4,398,493,5,399,493,5,400,493,-20,402,493,5,403,493,5,404,493,-20,406,493,-10,407,493,-10,408,493,40,447,493,1,448,493,-3,449,493,-6,450,493,13,453,493,-3,454,493,9,455,493,18,456,493,-39,475,493,4,476,493,-3,477,493,-8,1,494,-18,2,494,-12,3,494,-24,4,494,6,6,494,-18,16,494,-6,17,494,18,19,494,-6,20,494,6,22,494,6,23,494,-6,27,494,-6,43,494,2,44,494,4,45,494,-6,46,494,-12,47,494,-4,48,494,-8,49,494,-8,50,494,-16,53,494,2,54,494,4,57,494,-6,58,494,-12,87,494,-6,88,494,-6,89,494,9,90,494,9,91,494,1,93,494,-3,95,494,4,98,494,1,100,494,-2,101,494,4,104,494,1,106,494,-3,108,494,4,284,494,-12,285,494,-6,286,494,-8,287,494,-4,288,494,-16,289,494,-8,290,494,4,291,494,2,294,494,-12,295,494,-6,320,494,1,321,494,-4,322,494,-2,323,494,-3,324,494,12,325,494,6,328,494,1,329,494,-4,330,494,-2,331,494,-1,332,494,4,333,494,2,337,494,-1,338,494,4,339,494,2,340,494,1,341,494,-4,342,494,-2,351,494,1,352,494,-4,353,494,-2,379,494,-1,380,494,-1,381,494,4,383,494,3,384,494,3,385,494,-12,387,494,2,388,494,2,389,494,-8,391,494,4,392,494,4,393,494,-16,398,494,-1,399,494,-1,400,494,4,406,494,3,407,494,3,408,494,-12,453,494,1,454,494,-3,455,494,-6,456,494,13,461,494,1,462,494,4,467,494,1,468,494,4,469,494,-4,476,494,1,4,495,30,5,495,18,6,495,-24,9,495,-6,10,495,24,11,495,12,12,495,600,13,495,588,15,495,-12,17,495,36,26,495,-6,28,495,12,31,495,16,32,495,32,33,495,8,34,495,16,35,495,400,36,495,800,37,495,392,38,495,784,39,495,-4,40,495,-8,41,495,12,42,495,24,51,495,-2,52,495,-4,53,495,10,54,495,20,55,495,6,56,495,12,57,495,-8,58,495,-16,59,495,18,60,495,30,61,495,-24,68,495,-3,69,495,-5,70,495,4,71,495,12,72,495,20,73,495,-16,74,495,6,75,495,10,76,495,-8,77,495,300,78,495,500,79,495,-400,80,495,294,81,495,490,82,495,-392,83,495,2,85,495,-4,87,495,-6,89,495,12,290,495,20,291,495,10,292,495,12,293,495,6,294,495,-16,295,495,-8,301,495,-4,302,495,-2,303,495,-4,304,495,16,305,495,8,306,495,-2,307,495,8,308,495,4,309,495,-100,310,495,400,311,495,200,312,495,-98,313,495,392,314,495,196,317,495,2,318,495,-8,319,495,-4,323,495,-6,324,495,24,325,495,12,348,495,1,349,495,-4,350,495,-2,354,495,-2,355,495,8,356,495,4,360,495,-8,361,495,-8,362,495,32,363,495,-4,364,495,-4,365,495,16,366,495,-200,367,495,-200,368,495,800,369,495,-196,370,495,-196,371,495,784,372,495,2,373,495,2,374,495,-8,376,495,-6,377,495,-6,378,495,24,394,495,1,395,495,1,396,495,-4,398,495,-5,399,495,-5,400,495,20,402,495,-3,403,495,-3,404,495,12,406,495,4,407,495,4,408,495,-16,410,495,-6,411,495,-6,412,495,30,423,495,1,424,495,1,425,495,-5,428,495,-4,429,495,-4,430,495,20,433,495,-2,434,495,-2,435,495,10,438,495,-100,439,495,-100,440,495,500,443,495,-98,444,495,-98,445,495,490,448,495,2,450,495,-8,454,495,-6,456,495,24,475,495,-4,477,495,8,2,496,24,3,496,12,4,496,-6,6,496,6,8,496,18,10,496,-6,11,496,6,12,496,-6,13,496,6,15,496,6,17,496,-18,22,496,-6,23,496,18,28,496,6,29,496,12,30,496,24,31,496,-4,32,496,-8,33,496,4,34,496,8,35,496,-4,36,496,-8,37,496,4,38,496,8,39,496,2,40,496,4,41,496,-6,42,496,-12,47,496,8,48,496,16,49,496,4,50,496,8,53,496,-2,54,496,-4,57,496,2,58,496,4,59,496,-9,60,496,-15,61,496,12,65,496,9,66,496,15,67,496,-12,71,496,-3,72,496,-5,73,496,4,74,496,3,75,496,5,76,496,-4,77,496,-3,78,496,-5,79,496,4,80,496,3,81,496,5,82,496,-4,83,496,-1,85,496,2,87,496,3,89,496,-6,98,496,-3,100,496,6,286,496,16,287,496,8,288,496,8,289,496,4,290,496,-4,291,496,-2,294,496,4,295,496,2,298,496,-3,299,496,12,300,496,6,303,496,1,304,496,-4,305,496,-2,306,496,-1,307,496,4,308,496,2,309,496,1,310,496,-4,311,496,-2,312,496,-1,313,496,4,314,496,2,317,496,-1,318,496,4,319,496,2,323,496,3,324,496,-12,325,496,-6,337,496,1,338,496,-4,339,496,-2,340,496,-3,341,496,12,342,496,6,354,496,-1,355,496,4,356,496,2,357,496,-6,358,496,-6,359,496,24,360,496,2,361,496,2,362,496,-8,363,496,-2,364,496,-2,365,496,8,366,496,2,367,496,2,368,496,-8,369,496,-2,370,496,-2,371,496,8,372,496,-1,373,496,-1,374,496,4,376,496,3,377,496,3,378,496,-12,387,496,-4,388,496,-4,389,496,16,391,496,-2,392,496,-2,393,496,8,398,496,1,399,496,1,400,496,-4,406,496,-1,407,496,-1,408,496,4,410,496,3,411,496,3,412,496,-15,419,496,-3,420,496,-3,421,496,15,428,496,1,429,496,1,430,496,-5,433,496,-1,434,496,-1,435,496,5,438,496,1,439,496,1,440,496,-5,443,496,-1,444,496,-1,445,496,5,448,496,-1,450,496,4,454,496,3,456,496,-12,467,496,-3,468,496,-4,469,496,12,477,496,4,1,497,6,2,497,-12,7,497,-6,8,497,-12,11,497,-6,13,497,-6,15,497,-6,17,497,6,20,497,-6,23,497,-12,28,497,-6,29,497,-8,30,497,-16,33,497,-4,34,497,-8,37,497,-4,38,497,-8,39,497,-2,40,497,-4,41,497,2,42,497,4,43,497,-2,44,497,-4,45,497,2,46,497,4,47,497,-4,48,497,-8,59,497,3,60,497,5,61,497,-4,62,497,-3,63,497,-5,64,497,4,65,497,-6,66,497,-10,67,497,8,74,497,-3,75,497,-5,76,497,4,80,497,-3,81,497,-5,82,497,4,83,497,1,85,497,-2,87,497,-1,89,497,2,98,497,2,100,497,-4,284,497,4,285,497,2,286,497,-8,287,497,-4,296,497,-4,297,497,-2,298,497,2,299,497,-8,300,497,-4,306,497,1,307,497,-4,308,497,-2,312,497,1,313,497,-4,314,497,-2,317,497,1,318,497,-4,319,497,-2,323,497,-1,324,497,4,325,497,2,331,497,1,332,497,-4,333,497,-2,340,497,2,341,497,-8,342,497,-4,354,497,1,355,497,-4,356,497,-2,357,497,4,358,497,4,359,497,-16,363,497,2,364,497,2,365,497,-8,369,497,2,370,497,2,371,497,-8,372,497,1,373,497,1,374,497,-4,376,497,-1,377,497,-1,378,497,4,379,497,1,380,497,1,381,497,-4,383,497,-1,384,497,-1,385,497,4,387,497,2,388,497,2,389,497,-8,410,497,-1,411,497,-1,412,497,5,414,497,1,415,497,1,416,497,-5,419,497,2,420,497,2,421,497,-10,433,497,1,434,497,1,435,497,-5,443,497,1,444,497,1,445,497,-5,448,497,1,450,497,-4,454,497,-1,456,497,4,462,497,-4,467,497,2,469,497,-8,477,497,-4,102,498,9,103,498,9,104,498,-36,105,498,-36,106,498,84,107,498,84,108,498,-126,273,498,-3,274,498,-7,275,498,21,276,498,-7,277,498,21,278,498,21,279,498,-63,280,498,21,281,498,-63,282,498,-35,283,498,105,471,498,-1,473,498,6,475,498,-14,476,498,-35,477,498,14,21,499,-30,22,499,-30,23,499,60,24,499,3,25,499,-12,26,499,-18,27,499,15,28,499,45,96,499,8,97,499,8,98,499,-28,99,499,-22,100,499,36,101,499,24,102,499,-1,104,499,8,105,499,3,106,499,-28,107,499,-19,108,499,51,195,499,30,196,499,30,197,499,-60,198,499,12,199,499,18,200,499,-15,201,499,-45,265,499,-6,266,499,18,267,499,-4,268,499,12,269,499,15,270,499,-45,271,499,5,272,499,-15,274,499,1,275,499,-3,276,499,1,277,499,-3,278,499,-6,279,499,18,280,499,-6,281,499,18,282,499,15,283,499,-45,335,499,-10,336,499,10,338,499,-10,339,499,10,341,499,20,342,499,-20,343,499,1,344,499,-1,346,499,-4,347,499,4,349,499,-6,350,499,6,352,499,5,353,499,-5,355,499,15,356,499,-15,464,499,-1,466,499,5,468,499,-11,469,499,15,475,499,-1,476,499,15,477,499,6,21,500,30,22,500,30,23,500,-60,24,500,-3,25,500,12,26,500,18,27,500,-15,28,500,-45,91,500,7,92,500,7,93,500,-21,94,500,-21,95,500,35,96,500,-2,98,500,14,99,500,-6,100,500,-22,101,500,32,104,500,-1,105,500,-3,106,500,7,107,500,19,108,500,-16,195,500,-30,196,500,-30,197,500,60,198,500,-12,199,500,-18,200,500,15,201,500,45,258,500,-3,259,500,-5,260,500,15,261,500,-5,262,500,15,263,500,10,264,500,-30,265,500,2,266,500,-6,267,500,-2,268,500,6,269,500,-10,270,500,30,271,500,10,272,500,-30,276,500,-1,277,500,3,278,500,1,279,500,-3,280,500,6,281,500,-18,282,500,-5,283,500,15,335,500,10,336,500,-10,338,500,10,339,500,-10,341,500,-20,342,500,20,343,500,-1,344,500,1,346,500,4,347,500,-4,349,500,6,350,500,-6,352,500,-5,353,500,5,355,500,-15,356,500,15,458,500,-1,460,500,4,461,500,10,462,500,-5,468,500,2,469,500,-10,475,500,1,476,500,-5,477,500,-6,14,501,6,15,501,-18,16,501,-18,17,501,54,24,501,3,25,501,-18,26,501,-18,27,501,27,28,501,27,83,501,6,84,501,6,85,501,-9,86,501,-9,87,501,-18,88,501,-18,89,501,27,90,501,27,104,501,3,105,501,3,106,501,-19,107,501,-19,108,501,42,191,501,18,192,501,-54,198,501,18,199,501,18,200,501,-27,201,501,-27,247,501,-3,248,501,-4,249,501,12,250,501,-2,251,501,6,252,501,-3,253,501,9,254,501,12,255,501,-36,256,501,6,257,501,-18,276,501,1,277,501,-3,278,501,-3,279,501,9,280,501,-6,281,501,18,282,501,13,283,501,-39,315,501,2,316,501,-2,318,501,-6,319,501,6,321,501,-6,322,501,6,324,501,18,325,501,-18,343,501,1,344,501,-1,346,501,-6,347,501,6,349,501,-6,350,501,6,352,501,9,353,501,-9,355,501,9,356,501,-9,447,501,-1,449,501,3,450,501,-4,453,501,3,455,501,-9,456,501,12,475,501,-1,476,501,13,477,501,2,16,502,6,17,502,-18,18,502,3,19,502,-6,20,502,-12,21,502,-9,22,502,-15,23,502,12,25,502,3,27,502,-6,87,502,6,88,502,6,89,502,-9,90,502,-9,91,502,-1,93,502,6,94,502,3,95,502,-13,98,502,-1,99,502,3,100,502,2,101,502,-16,104,502,-1,106,502,6,108,502,-13,192,502,18,193,502,6,194,502,12,195,502,9,196,502,15,197,502,-12,198,502,-3,200,502,6,252,502,1,253,502,-3,254,502,-4,255,502,12,256,502,-2,257,502,6,259,502,1,260,502,-3,261,502,1,262,502,-3,263,502,-4,264,502,12,267,502,1,268,502,-3,269,502,1,270,502,-3,271,502,-5,272,502,15,278,502,1,279,502,-3,282,502,-4,283,502,12,321,502,2,322,502,-2,324,502,-6,325,502,6,326,502,1,327,502,-1,329,502,-2,330,502,2,332,502,-4,333,502,4,335,502,-3,336,502,3,338,502,-5,339,502,5,341,502,4,342,502,-4,346,502,1,347,502,-1,352,502,-2,353,502,2,453,502,-1,455,502,3,456,502,-4,461,502,-4,462,502,-1,468,502,-1,469,502,1,476,502,-4,14,503,-6,15,503,18,16,503,18,17,503,-54,24,503,-3,25,503,18,26,503,18,27,503,-27,28,503,-27,59,503,-30,60,503,-30,61,503,60,68,503,5,69,503,5,70,503,-10,71,503,-20,72,503,-20,73,503,40,74,503,-10,75,503,-10,76,503,20,77,503,-500,78,503,-500,79,503,1000,80,503,-490,81,503,-490,82,503,980,83,503,-2,85,503,4,86,503,-6,87,503,6,89,503,-12,90,503,18,105,503,-3,106,503,4,107,503,9,108,503,-12,191,503,-18,192,503,54,198,503,-18,199,503,-18,200,503,27,201,503,27,219,503,18,220,503,-54,228,503,-3,229,503,-3,230,503,9,231,503,-4,232,503,12,233,503,12,234,503,-36,235,503,-2,236,503,6,237,503,6,238,503,-18,239,503,-100,240,503,300,241,503,300,242,503,-900,243,503,-98,244,503,294,245,503,294,246,503,-882,248,503,2,249,503,-6,250,503,-2,251,503,6,254,503,-6,255,503,18,256,503,6,257,503,-18,276,503,-1,277,503,3,280,503,3,281,503,-9,282,503,-4,283,503,12,315,503,-2,316,503,2,318,503,6,319,503,-6,321,503,6,322,503,-6,324,503,-18,325,503,18,343,503,-1,344,503,1,346,503,6,347,503,-6,349,503,6,350,503,-6,352,503,-9,353,503,9,355,503,-9,356,503,9,410,503,6,411,503,18,412,503,-12,423,503,-1,424,503,-3,425,503,2,428,503,4,429,503,12,430,503,-8,433,503,2,434,503,6,435,503,-4,438,503,100,439,503,300,440,503,-200,443,503,98,444,503,294,445,503,-196,450,503,2,456,503,-6,475,503,1,476,503,-4,477,503,-2,14,504,3,15,504,-9,16,504,-9,17,504,27,21,504,15,22,504,15,23,504,-30,25,504,-3,27,504,6,28,504,-9,59,504,15,60,504,15,61,504,-30,65,504,-15,66,504,-15,67,504,30,71,504,5,72,504,5,73,504,-10,74,504,-5,75,504,-5,76,504,10,77,504,5,78,504,5,79,504,-10,80,504,-5,81,504,-5,82,504,10,83,504,1,85,504,-2,86,504,3,87,504,-3,89,504,6,90,504,-9,98,504,3,99,504,-3,100,504,-6,101,504,6,106,504,-1,108,504,3,191,504,9,192,504,-27,195,504,-15,196,504,-15,197,504,30,198,504,3,200,504,-6,201,504,9,219,504,-9,220,504,27,224,504,-3,225,504,9,226,504,9,227,504,-27,231,504,1,232,504,-3,233,504,-3,234,504,9,235,504,-1,236,504,3,237,504,3,238,504,-9,239,504,1,240,504,-3,241,504,-3,242,504,9,243,504,-1,244,504,3,245,504,3,246,504,-9,248,504,-1,249,504,3,250,504,1,251,504,-3,254,504,3,255,504,-9,256,504,-3,257,504,9,267,504,-1,268,504,3,269,504,-3,270,504,9,271,504,2,272,504,-6,282,504,1,283,504,-3,315,504,1,316,504,-1,318,504,-3,319,504,3,321,504,-3,322,504,3,324,504,9,325,504,-9,335,504,5,336,504,-5,338,504,5,339,504,-5,341,504,-10,342,504,10,346,504,-1,347,504,1,352,504,2,353,504,-2,355,504,-3,356,504,3,410,504,-3,411,504,-9,412,504,6,419,504,3,420,504,9,421,504,-6,428,504,-1,429,504,-3,430,504,2,433,504,1,434,504,3,435,504,-2,438,504,-1,439,504,-3,440,504,2,443,504,1,444,504,3,445,504,-2,450,504,-1,456,504,3,468,504,1,469,504,-3,476,504,1,477,504,-1,14,505,-3,15,505,9,16,505,3,17,505,-9,18,505,-3,19,505,6,20,505,12,21,505,-6,23,505,18,28,505,9,59,505,-5,60,505,-5,61,505,10,62,505,5,63,505,5,64,505,-10,65,505,10,66,505,10,67,505,-20,74,505,5,75,505,5,76,505,-10,80,505,5,81,505,5,82,505,-10,83,505,-1,85,505,2,86,505,-3,87,505,1,89,505,-2,90,505,3,93,505,-1,94,505,-3,95,505,3,98,505,-2,100,505,4,191,505,-9,192,505,9,193,505,-6,194,505,-12,195,505,6,197,505,-18,201,505,-9,219,505,3,220,505,-9,221,505,-3,222,505,-3,223,505,9,224,505,2,225,505,-6,226,505,-6,227,505,18,235,505,1,236,505,-3,237,505,-3,238,505,9,243,505,1,244,505,-3,245,505,-3,246,505,9,248,505,1,249,505,-3,250,505,-1,251,505,3,254,505,-1,255,505,3,256,505,1,257,505,-3,261,505,-1,262,505,3,263,505,1,264,505,-3,269,505,2,270,505,-6,315,505,-1,316,505,1,318,505,3,319,505,-3,321,505,1,322,505,-1,324,505,-3,325,505,3,326,505,-1,327,505,1,329,505,2,330,505,-2,332,505,4,333,505,-4,335,505,-2,336,505,2,341,505,6,342,505,-6,355,505,3,356,505,-3,410,505,1,411,505,3,412,505,-2,414,505,-1,415,505,-3,416,505,2,419,505,-2,420,505,-6,421,505,4,433,505,-1,434,505,-3,435,505,2,443,505,-1,444,505,-3,445,505,2,450,505,1,456,505,-1,461,505,1,462,505,1,469,505,2,477,505,1,4,506,-30,5,506,-30,6,506,60,24,506,3,25,506,-18,26,506,-12,27,506,45,28,506,15,51,506,2,52,506,4,53,506,-10,54,506,-20,55,506,-10,56,506,-20,57,506,20,58,506,40,105,506,3,106,506,-10,107,506,-15,108,506,30,198,506,18,199,506,12,200,506,-45,201,506,-15,212,506,-3,213,506,-5,214,506,15,215,506,-5,216,506,15,217,506,10,218,506,-30,276,506,1,277,506,-3,280,506,-5,281,506,15,282,506,10,283,506,-30,290,506,-10,291,506,10,292,506,-10,293,506,10,294,506,20,295,506,-20,343,506,1,344,506,-1,346,506,-6,347,506,6,349,506,-4,350,506,4,352,506,15,353,506,-15,355,506,5,356,506,-5,395,506,-1,396,506,1,399,506,5,400,506,-5,403,506,5,404,506,-5,407,506,-10,408,506,10,476,506,10,2,507,-24,3,507,-12,4,507,6,5,507,6,6,507,-24,8,507,-18,9,507,3,10,507,-6,11,507,-12,12,507,-294,13,507,-300,21,507,-15,22,507,-9,23,507,12,25,507,3,27,507,-15,28,507,3,29,507,-12,30,507,-24,31,507,-4,32,507,-8,33,507,-8,34,507,-16,35,507,-196,36,507,-392,37,507,-200,38,507,-400,47,507,-8,48,507,-16,49,507,-4,50,507,-8,53,507,2,54,507,4,55,507,2,56,507,4,57,507,-8,58,507,-16,65,507,6,67,507,-18,68,507,-1,70,507,3,71,507,2,73,507,-6,74,507,4,76,507,-12,77,507,98,79,507,-294,80,507,100,82,507,-300,99,507,3,101,507,-6,106,507,4,107,507,3,108,507,-12,195,507,15,196,507,9,197,507,-12,198,507,-3,200,507,15,201,507,-3,208,507,-4,209,507,12,210,507,-2,211,507,6,213,507,1,214,507,-3,215,507,1,216,507,-3,217,507,-4,218,507,12,226,507,-6,227,507,18,229,507,1,230,507,-3,233,507,-2,234,507,6,237,507,-4,238,507,12,241,507,-98,242,507,294,245,507,-100,246,507,300,267,507,1,268,507,-3,271,507,-2,272,507,6,280,507,1,281,507,-3,282,507,-4,283,507,12,286,507,-8,287,507,8,288,507,-4,289,507,4,290,507,2,291,507,-2,292,507,2,293,507,-2,294,507,-8,295,507,8,299,507,-6,300,507,6,301,507,1,302,507,-1,304,507,-2,305,507,2,307,507,-4,308,507,4,310,507,-98,311,507,98,313,507,-100,314,507,100,335,507,-5,336,507,5,338,507,-3,339,507,3,341,507,4,342,507,-4,346,507,1,347,507,-1,352,507,-5,353,507,5,355,507,1,356,507,-1,358,507,6,359,507,-6,361,507,2,362,507,-2,364,507,4,365,507,-4,367,507,98,368,507,-98,370,507,100,371,507,-100,388,507,4,389,507,-4,392,507,2,393,507,-2,399,507,-1,400,507,1,403,507,-1,404,507,1,407,507,4,408,507,-4,420,507,-6,424,507,1,429,507,-2,434,507,-4,439,507,-98,444,507,-100,476,507,-4,1,508,-18,2,508,12,3,508,-12,5,508,-6,6,508,6,8,508,18,9,508,-3,10,508,6,11,508,12,12,508,294,13,508,300,18,508,3,19,508,-12,20,508,-6,21,508,6,23,508,-6,27,508,3,28,508,-3,29,508,12,30,508,24,31,508,4,32,508,8,33,508,8,34,508,16,35,508,196,36,508,392,37,508,200,38,508,400,43,508,2,44,508,4,45,508,-6,46,508,-12,47,508,4,48,508,8,49,508,-4,50,508,-8,55,508,-2,56,508,-4,57,508,2,58,508,4,65,508,-6,67,508,18,68,508,1,70,508,-3,71,508,-2,73,508,6,74,508,-4,76,508,12,77,508,-98,79,508,294,80,508,-100,82,508,300,93,508,3,94,508,3,95,508,-9,101,508,-6,106,508,-1,107,508,-3,108,508,3,193,508,12,194,508,6,195,508,-6,197,508,6,200,508,-3,201,508,3,205,508,-3,206,508,-3,207,508,9,208,508,2,209,508,-6,210,508,-2,211,508,6,215,508,-1,216,508,3,217,508,1,218,508,-3,226,508,6,227,508,-18,229,508,-1,230,508,3,233,508,2,234,508,-6,237,508,4,238,508,-12,241,508,98,242,508,-294,245,508,100,246,508,-300,261,508,1,262,508,-3,263,508,-3,264,508,9,271,508,-2,272,508,6,280,508,-1,281,508,3,282,508,1,283,508,-3,284,508,-6,285,508,6,286,508,4,287,508,-4,288,508,-4,289,508,4,292,508,-2,293,508,2,294,508,2,295,508,-2,299,508,6,300,508,-6,301,508,-1,302,508,1,304,508,2,305,508,-2,307,508,4,308,508,-4,310,508,98,311,508,-98,313,508,100,314,508,-100,326,508,1,327,508,-1,329,508,-4,330,508,4,332,508,-2,333,508,2,335,508,2,336,508,-2,341,508,-2,342,508,2,352,508,1,353,508,-1,355,508,-1,356,508,1,358,508,-6,359,508,6,361,508,-2,362,508,2,364,508,-4,365,508,4,367,508,-98,368,508,98,370,508,-100,371,508,100,380,508,-1,381,508,1,384,508,3,385,508,-3,388,508,-2,389,508,2,392,508,2,393,508,-2,403,508,1,404,508,-1,407,508,-1,408,508,1,420,508,6,424,508,-1,429,508,2,434,508,4,439,508,98,444,508,100,461,508,-3,476,508,1,5,509,6,6,509,-18,9,509,3,10,509,-12,11,509,-6,12,509,-300,13,509,-294,14,509,3,15,509,-3,16,509,-9,17,509,9,27,509,-9,31,509,-8,32,509,-16,33,509,-4,34,509,-8,35,509,-200,36,509,-400,37,509,-196,38,509,-392,39,509,2,40,509,4,41,509,-6,42,509,-12,55,509,2,56,509,4,57,509,-6,58,509,-12,59,509,6,61,509,-18,68,509,-1,70,509,3,71,509,4,73,509,-12,74,509,2,76,509,-6,77,509,100,79,509,-300,80,509,98,82,509,-294,86,509,3,90,509,-9,106,509,3,107,509,3,108,509,-9,191,509,3,192,509,-9,200,509,9,202,509,-3,203,509,-3,204,509,9,215,509,1,216,509,-3,217,509,-3,218,509,9,219,509,-6,220,509,18,229,509,1,230,509,-3,233,509,-4,234,509,12,237,509,-2,238,509,6,241,509,-100,242,509,300,245,509,-98,246,509,294,250,509,1,251,509,-3,256,509,-3,257,509,9,280,509,1,281,509,-3,282,509,-3,283,509,9,292,509,2,293,509,-2,294,509,-6,295,509,6,301,509,1,302,509,-1,304,509,-4,305,509,4,307,509,-2,308,509,2,310,509,-100,311,509,100,313,509,-98,314,509,98,315,509,1,316,509,-1,318,509,-1,319,509,1,321,509,-3,322,509,3,324,509,3,325,509,-3,352,509,-3,353,509,3,361,509,4,362,509,-4,364,509,2,365,509,-2,367,509,100,368,509,-100,370,509,98,371,509,-98,373,509,-1,374,509,1,377,509,3,378,509,-3,403,509,-1,404,509,1,407,509,3,408,509,-3,411,509,-6,424,509,1,429,509,-4,434,509,-2,439,509,-100,444,509,-98,476,509,-3,1,510,6,3,510,6,6,510,6,7,510,3,8,510,-3,10,510,3,12,510,3,16,510,3,17,510,-3,19,510,3,27,510,3,29,510,-2,30,510,-4,31,510,2,32,510,4,35,510,2,36,510,4,41,510,2,42,510,4,45,510,2,46,510,4,49,510,2,50,510,4,57,510,2,58,510,4,59,510,-2,61,510,6,62,510,-1,64,510,3,65,510,1,67,510,-3,71,510,-1,73,510,3,77,510,-1,79,510,3,90,510,3,93,510,-1,95,510,3,101,510,3,106,510,-1,108,510,3,192,510,3,193,510,-3,200,510,-3,203,510,1,204,510,-3,206,510,1,207,510,-3,210,510,1,211,510,-3,217,510,1,218,510,-3,219,510,2,220,510,-6,222,510,1,223,510,-3,226,510,-1,227,510,3,233,510,1,234,510,-3,241,510,1,242,510,-3,256,510,1,257,510,-3,263,510,1,264,510,-3,271,510,1,272,510,-3,282,510,1,283,510,-3,284,510,2,285,510,-2,288,510,2,289,510,-2,294,510,2,295,510,-2,296,510,1,297,510,-1,299,510,-1,300,510,1,304,510,1,305,510,-1,310,510,1,311,510,-1,321,510,1,322,510,-1,324,510,-1,325,510,1,329,510,1,330,510,-1,352,510,1,353,510,-1,358,510,1,359,510,-1,361,510,-1,362,510,1,367,510,-1,368,510,1,377,510,-1,378,510,1,384,510,-1,385,510,1,392,510,-1,393,510,1,407,510,-1,408,510,1,411,510,2,415,510,1,420,510,-1,429,510,1,439,510,1,461,510,1,476,510,1,102,511,-9,103,511,-7,104,511,36,105,511,22,106,511,-84,107,511,-42,108,511,56,185,511,-8,186,511,-6,187,511,28,188,511,14,189,511,-56,190,511,-14,273,511,2,275,511,-14,277,511,-14,279,511,42,281,511,42,283,511,-70,471,511,1,473,511,-6,475,511,14,477,511,-14,96,512,-8,97,512,-6,98,512,28,99,512,14,100,512,-56,101,512,-14,102,512,1,104,512,-8,105,512,-1,106,512,28,107,512,7,108,512,-21,180,512,-7,181,512,-7,182,512,21,183,512,21,184,512,-35,185,512,1,186,512,-1,187,512,-7,188,512,7,189,512,21,190,512,-21,273,512,-1,275,512,7,277,512,7,279,512,-21,281,512,-21,283,512,35,464,512,1,466,512,-7,468,512,21,469,512,-35,473,512,-1,475,512,7,477,512,-21,91,513,-7,92,513,-5,93,513,21,94,513,11,95,513,-15,96,513,2,98,513,-14,99,513,2,100,513,42,101,513,-12,104,513,1,105,513,1,106,513,-7,107,513,-7,108,513,6,176,513,-6,177,513,-4,178,513,15,179,513,5,180,513,2,181,513,2,182,513,-12,183,513,-12,184,513,30,186,513,1,187,513,1,188,513,-7,189,513,-6,190,513,21,258,513,2,260,513,-10,262,513,-10,264,513,20,266,513,-8,268,513,-12,270,513,10,272,513,30,273,513,1,275,513,-5,277,513,-7,279,513,11,281,513,21,283,513,-15,458,513,1,460,513,-4,462,513,5,466,513,2,468,513,-12,469,513,30,473,513,1,475,513,-7,477,513,21,83,514,-6,84,514,-4,85,514,15,86,514,5,87,514,18,88,514,12,89,514,-45,90,514,-15,104,514,-3,105,514,-1,106,514,19,107,514,7,108,514,-16,169,514,-5,170,514,-5,171,514,10,172,514,-3,173,514,15,174,514,15,175,514,-30,186,514,-1,187,514,-3,188,514,7,189,514,16,190,514,-11,273,514,-1,275,514,7,277,514,7,279,514,-21,281,514,-21,283,514,35,447,514,1,449,514,-5,450,514,10,453,514,-3,455,514,15,456,514,-30,473,514,-1,475,514,7,477,514,-11,87,515,-6,88,515,-4,89,515,15,90,515,5,91,515,1,93,515,-6,94,515,-1,95,515,5,98,515,1,99,515,-1,100,515,-6,101,515,6,104,515,1,106,515,-6,108,515,5,172,515,1,173,515,-5,174,515,-5,175,515,10,176,515,1,177,515,-1,178,515,-5,179,515,5,181,515,-1,182,515,1,183,515,6,184,515,-5,187,515,1,189,515,-5,258,515,-1,260,515,5,262,515,5,264,515,-10,266,515,4,268,515,6,270,515,-5,272,515,-15,275,515,-1,279,515,5,283,515,-10,453,515,1,455,515,-5,456,515,10,460,515,-1,462,515,5,466,515,-1,468,515,6,469,515,-5,59,516,30,60,516,18,61,516,-24,68,516,-5,69,516,-3,70,516,4,71,516,20,72,516,12,73,516,-16,74,516,10,75,516,6,76,516,-8,77,516,500,78,516,300,79,516,-400,80,516,490,81,516,294,82,516,-392,83,516,2,85,516,-10,86,516,2,87,516,-6,89,516,30,90,516,-6,105,516,1,106,516,-4,107,516,-3,108,516,4,148,516,24,149,516,12,155,516,-4,156,516,-2,157,516,-4,158,516,16,159,516,8,160,516,-2,161,516,8,162,516,4,163,516,-100,164,516,400,165,516,200,166,516,-98,167,516,392,168,516,196,169,516,2,170,516,2,171,516,-8,173,516,-6,174,516,-6,175,516,24,186,516,1,188,516,-7,189,516,-4,190,516,11,220,516,36,228,516,2,230,516,-6,232,516,-8,234,516,24,236,516,-4,238,516,12,240,516,-200,242,516,600,244,516,-196,246,516,588,247,516,2,249,516,-4,251,516,-8,253,516,-6,255,516,12,257,516,24,273,516,1,275,516,-7,277,516,-7,279,516,15,281,516,15,283,516,-17,410,516,-6,412,516,12,423,516,1,425,516,-2,428,516,-4,430,516,8,433,516,-2,435,516,4,438,516,-100,440,516,200,443,516,-98,445,516,196,449,516,2,450,516,-8,455,516,-6,456,516,24,473,516,1,475,516,-7,477,516,11,59,517,-15,60,517,-9,61,517,12,65,517,15,66,517,9,67,517,-12,71,517,-5,72,517,-3,73,517,4,74,517,5,75,517,3,76,517,-4,77,517,-5,78,517,-3,79,517,4,80,517,5,81,517,3,82,517,-4,83,517,-1,85,517,5,86,517,-1,87,517,3,89,517,-15,90,517,3,98,517,-3,99,517,1,100,517,16,101,517,-2,106,517,1,108,517,-1,148,517,-12,149,517,-6,152,517,-3,153,517,12,154,517,6,157,517,1,158,517,-4,159,517,-2,160,517,-1,161,517,4,162,517,2,163,517,1,164,517,-4,165,517,-2,166,517,-1,167,517,4,168,517,2,169,517,-1,170,517,-1,171,517,4,173,517,3,174,517,3,175,517,-12,181,517,1,182,517,-3,183,517,-6,184,517,13,189,517,1,190,517,4,220,517,-18,225,517,-6,227,517,18,232,517,2,234,517,-6,236,517,-2,238,517,6,240,517,2,242,517,-6,244,517,-2,246,517,6,247,517,-1,249,517,2,251,517,4,253,517,3,255,517,-6,257,517,-12,266,517,-6,268,517,-6,270,517,9,272,517,9,275,517,1,279,517,-3,283,517,4,410,517,3,412,517,-6,419,517,-3,421,517,6,428,517,1,430,517,-2,433,517,-1,435,517,2,438,517,1,440,517,-2,443,517,-1,445,517,2,449,517,-1,450,517,4,455,517,3,456,517,-12,466,517,1,468,517,-6,469,517,13,477,517,4,59,518,5,60,518,3,61,518,-4,62,518,-5,63,518,-3,64,518,4,65,518,-10,66,518,-6,67,518,8,74,518,-5,75,518,-3,76,518,4,80,518,-5,81,518,-3,82,518,4,83,518,1,85,518,-5,86,518,1,87,518,-1,89,518,5,90,518,-1,93,518,1,94,518,1,95,518,-1,98,518,2,100,518,-10,148,518,4,149,518,2,150,518,-4,151,518,-2,152,518,2,153,518,-8,154,518,-4,160,518,1,161,518,-4,162,518,-2,166,518,1,167,518,-4,168,518,-2,169,518,1,170,518,1,171,518,-4,173,518,-1,174,518,-1,175,518,4,177,518,1,178,518,1,179,518,-5,182,518,2,184,518,-8,190,518,-4,220,518,6,221,518,2,223,518,-6,225,518,4,227,518,-12,236,518,2,238,518,-6,244,518,2,246,518,-6,247,518,1,249,518,-2,251,518,-4,253,518,-1,255,518,2,257,518,4,258,518,1,260,518,-3,262,518,-5,264,518,4,266,518,2,270,518,-4,410,518,-1,412,518,2,414,518,1,416,518,-2,419,518,2,421,518,-4,433,518,1,435,518,-2,443,518,1,445,518,-2,449,518,1,450,518,-4,455,518,-1,456,518,4,460,518,1,462,518,-5,469,518,-8,477,518,-4,51,519,-4,52,519,-2,53,519,20,54,519,10,55,519,20,56,519,10,57,519,-40,58,519,-20,105,519,-1,106,519,10,107,519,5,108,519,-10,141,519,-3,142,519,-5,143,519,15,144,519,-5,145,519,15,146,519,10,147,519,-30,186,519,-1,188,519,4,189,519,10,190,519,-5,273,519,-1,275,519,7,277,519,7,279,519,-21,281,519,-21,283,519,35,395,519,1,396,519,-3,399,519,-5,400,519,15,403,519,-5,404,519,15,407,519,10,408,519,-30,473,519,-1,475,519,4,477,519,-5,29,520,24,30,520,12,31,520,8,32,520,4,33,520,16,34,520,8,35,520,392,36,520,196,37,520,400,38,520,200,47,520,16,48,520,8,49,520,8,50,520,4,53,520,-4,54,520,-2,55,520,-4,56,520,-2,57,520,16,58,520,8,65,520,-6,67,520,6,68,520,1,70,520,-1,71,520,-2,73,520,2,74,520,-4,76,520,4,77,520,-98,79,520,98,80,520,-100,82,520,100,99,520,-1,100,520,-4,101,520,2,106,520,-4,107,520,-1,108,520,4,126,520,18,127,520,6,128,520,12,129,520,294,130,520,300,137,520,-4,138,520,12,139,520,-2,140,520,6,142,520,1,143,520,-3,144,520,1,145,520,-3,146,520,-4,147,520,12,153,520,-6,154,520,6,155,520,1,156,520,-1,158,520,-2,159,520,2,161,520,-4,162,520,4,164,520,-98,165,520,98,167,520,-100,168,520,100,181,520,-1,183,520,3,184,520,-4,189,520,-4,190,520,-1,225,520,6,227,520,-18,228,520,-1,230,520,3,232,520,2,234,520,-6,236,520,4,238,520,-12,240,520,98,242,520,-294,244,520,100,246,520,-300,266,520,6,268,520,6,270,520,-9,272,520,-9,275,520,-1,279,520,6,281,520,3,283,520,-13,358,520,-6,359,520,18,361,520,-2,362,520,6,364,520,-4,365,520,12,367,520,-98,368,520,294,370,520,-100,371,520,300,388,520,-4,389,520,12,392,520,-2,393,520,6,399,520,1,400,520,-3,403,520,1,404,520,-3,407,520,-4,408,520,12,421,520,6,425,520,-1,430,520,2,435,520,4,440,520,98,445,520,100,466,520,-1,468,520,3,469,520,-4,477,520,-1,29,521,-24,30,521,-12,31,521,-8,32,521,-4,33,521,-16,34,521,-8,35,521,-392,36,521,-196,37,521,-400,38,521,-200,43,521,-4,44,521,-2,45,521,12,46,521,6,47,521,-8,48,521,-4,49,521,8,50,521,4,55,521,4,56,521,2,57,521,-4,58,521,-2,65,521,6,67,521,-6,68,521,-1,70,521,1,71,521,2,73,521,-2,74,521,4,76,521,-4,77,521,98,79,521,-98,80,521,100,82,521,-100,93,521,-3,94,521,-1,95,521,3,100,521,2,101,521,2,106,521,1,107,521,1,108,521,-1,126,521,-18,127,521,-6,128,521,-12,129,521,-294,130,521,-300,134,521,-3,135,521,-3,136,521,9,137,521,2,138,521,-6,139,521,-2,140,521,6,144,521,-1,145,521,3,146,521,1,147,521,-3,153,521,6,154,521,-6,155,521,-1,156,521,1,158,521,2,159,521,-2,161,521,4,162,521,-4,164,521,98,165,521,-98,167,521,100,168,521,-100,177,521,-1,178,521,-3,179,521,2,184,521,2,189,521,1,190,521,1,225,521,-6,227,521,18,228,521,1,230,521,-3,232,521,-2,234,521,6,236,521,-4,238,521,12,240,521,-98,242,521,294,244,521,-100,246,521,300,258,521,-1,260,521,5,262,521,5,264,521,-10,266,521,-2,270,521,4,272,521,-6,279,521,-1,281,521,-3,283,521,3,358,521,6,359,521,-18,361,521,2,362,521,-6,364,521,4,365,521,-12,367,521,98,368,521,-294,370,521,100,371,521,-300,380,521,1,381,521,-3,384,521,-3,385,521,9,388,521,2,389,521,-6,392,521,-2,393,521,6,403,521,-1,404,521,3,407,521,1,408,521,-3,421,521,-6,425,521,1,430,521,-2,435,521,-4,440,521,-98,445,521,-100,460,521,-1,462,521,2,469,521,2,477,521,1,31,522,16,32,522,8,33,522,8,34,522,4,35,522,400,36,522,200,37,522,392,38,522,196,39,522,-4,40,522,-2,41,522,12,42,522,6,55,522,-4,56,522,-2,57,522,12,58,522,6,59,522,-6,61,522,6,68,522,1,70,522,-1,71,522,-4,73,522,4,74,522,-2,76,522,2,77,522,-100,79,522,100,80,522,-98,82,522,98,85,522,1,86,522,-1,89,522,-3,90,522,3,106,522,-3,107,522,-1,108,522,3,127,522,12,128,522,6,129,522,300,130,522,294,131,522,-3,132,522,-3,133,522,9,144,522,1,145,522,-3,146,522,-3,147,522,9,148,522,-6,149,522,6,155,522,1,156,522,-1,158,522,-4,159,522,4,161,522,-2,162,522,2,164,522,-100,165,522,100,167,522,-98,168,522,98,170,522,-1,171,522,1,174,522,3,175,522,-3,189,522,-3,220,522,-18,228,522,-1,230,522,3,232,522,4,234,522,-12,236,522,2,238,522,-6,240,522,100,242,522,-300,244,522,98,246,522,-294,247,522,-1,249,522,2,251,522,4,253,522,3,255,522,-6,257,522,-12,279,522,3,281,522,3,283,522,-9,361,522,-4,362,522,12,364,522,-2,365,522,6,367,522,-100,368,522,300,370,522,-98,371,522,294,373,522,1,374,522,-3,377,522,-3,378,522,9,403,522,1,404,522,-3,407,522,-3,408,522,9,412,522,6,425,522,-1,430,522,4,435,522,2,440,522,100,445,522,98,449,522,-1,450,522,1,455,522,3,456,522,-3,29,523,4,30,523,2,31,523,-4,32,523,-2,35,523,-4,36,523,-2,41,523,-4,42,523,-2,45,523,-4,46,523,-2,49,523,-4,50,523,-2,57,523,-4,58,523,-2,59,523,2,61,523,-2,62,523,1,64,523,-1,65,523,-1,67,523,1,71,523,1,73,523,-1,77,523,1,79,523,-1,89,523,1,90,523,-1,93,523,1,95,523,-1,101,523,-1,106,523,1,108,523,-1,126,523,3,127,523,-3,129,523,-3,132,523,1,133,523,-3,135,523,1,136,523,-3,139,523,1,140,523,-3,146,523,1,147,523,-3,148,523,2,149,523,-2,150,523,1,151,523,-1,153,523,-1,154,523,1,158,523,1,159,523,-1,164,523,1,165,523,-1,174,523,-1,175,523,1,178,523,1,189,523,1,220,523,6,221,523,-1,223,523,3,225,523,1,227,523,-3,232,523,-1,234,523,3,240,523,-1,242,523,3,253,523,-1,255,523,2,257,523,4,260,523,-1,264,523,3,272,523,3,279,523,-1,283,523,3,358,523,-1,359,523,3,361,523,1,362,523,-3,367,523,1,368,523,-3,377,523,1,378,523,-3,384,523,1,385,523,-3,392,523,1,393,523,-3,407,523,1,408,523,-3,412,523,-2,416,523,-1,421,523,1,430,523,-1,440,523,-1,455,523,-1,456,523,1,4,524,10,5,524,10,6,524,-20,24,524,-1,25,524,6,26,524,4,27,524,-15,28,524,-5,51,524,2,53,524,-10,55,524,-10,57,524,20,122,524,-6,123,524,-4,124,524,15,125,524,5,141,524,2,143,524,-10,145,524,-10,147,524,20,186,524,1,188,524,-4,190,524,5,198,524,-12,199,524,-8,200,524,30,201,524,10,212,524,2,214,524,-10,216,524,-10,218,524,20,273,524,1,275,524,-7,277,524,-5,279,524,21,281,524,11,283,524,-15,291,524,-10,293,524,-10,295,524,20,344,524,1,347,524,-6,350,524,-4,353,524,15,356,524,5,396,524,2,400,524,-10,404,524,-10,408,524,20,473,524,1,475,524,-4,477,524,5,4,525,-5,5,525,-5,6,525,10,21,525,5,22,525,5,23,525,-10,25,525,-1,26,525,1,27,525,5,28,525,-5,51,525,-1,53,525,5,55,525,5,57,525,-10,100,525,10,119,525,-5,120,525,-5,121,525,10,122,525,1,123,525,-1,124,525,-5,125,525,5,141,525,-1,143,525,5,145,525,5,147,525,-10,181,525,1,183,525,-5,184,525,10,188,525,-1,190,525,5,195,525,-10,196,525,-10,197,525,20,198,525,2,199,525,-2,200,525,-10,201,525,10,212,525,-1,214,525,5,216,525,5,218,525,-10,266,525,-6,268,525,-4,270,525,15,272,525,5,275,525,1,279,525,-6,281,525,-1,283,525,5,291,525,5,293,525,5,295,525,-10,336,525,-5,339,525,-5,342,525,10,347,525,1,350,525,-1,353,525,-5,356,525,5,396,525,-1,400,525,5,404,525,5,408,525,-10,466,525,1,468,525,-5,469,525,10,475,525,-1,477,525,5,1,526,6,2,526,4,3,526,8,4,526,3,5,526,5,6,526,-4,18,526,-1,19,526,4,20,526,2,21,526,-2,22,526,-2,23,526,8,26,526,-1,27,526,-1,28,526,5,43,526,2,45,526,-6,47,526,-4,49,526,-8,51,526,1,53,526,-3,55,526,-5,57,526,4,100,526,-8,117,526,-4,118,526,-2,119,526,2,120,526,2,121,526,-8,123,526,1,124,526,1,125,526,-5,134,526,2,136,526,-6,138,526,-4,140,526,-8,141,526,1,143,526,-3,145,526,-5,147,526,4,177,526,1,179,526,-2,183,526,2,184,526,-8,188,526,1,190,526,-5,193,526,-8,194,526,-4,195,526,4,196,526,4,197,526,-16,199,526,2,200,526,2,201,526,-10,205,526,2,207,526,-6,209,526,-4,211,526,-8,212,526,1,214,526,-3,216,526,-5,218,526,4,258,526,1,260,526,-5,262,526,-3,264,526,4,266,526,2,270,526,-10,272,526,2,279,526,1,281,526,1,283,526,-1,285,526,-6,287,526,-4,289,526,-8,291,526,-3,293,526,-5,295,526,4,327,526,1,330,526,-4,333,526,-2,336,526,2,339,526,2,342,526,-8,350,526,1,353,526,1,356,526,-5,381,526,2,385,526,-6,389,526,-4,393,526,-8,396,526,1,400,526,-3,404,526,-5,408,526,4,460,526,1,462,526,-2,468,526,2,469,526,-8,475,526,1,477,526,-5,4,527,-5,5,527,-5,6,527,10,14,527,-1,15,527,3,16,527,3,17,527,-9,26,527,1,27,527,3,28,527,-2,51,527,-1,53,527,5,55,527,5,57,527,-10,85,527,-3,89,527,9,114,527,-3,115,527,-3,116,527,9,123,527,-1,124,527,-3,125,527,2,141,527,-1,143,527,5,145,527,5,147,527,-10,170,527,1,171,527,-3,174,527,-3,175,527,9,188,527,-1,190,527,2,191,527,-6,192,527,18,199,527,-2,200,527,-6,201,527,4,212,527,-1,214,527,5,216,527,5,218,527,-10,247,527,1,249,527,-4,251,527,-2,253,527,-3,255,527,12,257,527,6,279,527,-3,281,527,-1,283,527,3,291,527,5,293,527,5,295,527,-10,316,527,1,319,527,-3,322,527,-3,325,527,9,350,527,-1,353,527,-3,356,527,2,396,527,-1,400,527,5,404,527,5,408,527,-10,449,527,1,450,527,-3,455,527,-3,456,527,9,475,527,-1,477,527,2,1,528,-3,2,528,-2,3,528,-4,4,528,1,6,528,-3,16,528,-1,17,528,3,19,528,-1,20,528,1,22,528,1,23,528,-1,27,528,-1,43,528,-1,45,528,3,47,528,2,49,528,4,53,528,-1,57,528,3,89,528,-3,100,528,1,115,528,1,116,528,-3,117,528,1,118,528,-1,120,528,-1,121,528,1,124,528,1,134,528,-1,136,528,3,138,528,2,140,528,4,143,528,-1,147,528,3,174,528,1,175,528,-3,179,528,-1,183,528,-1,184,528,1,192,528,-6,193,528,2,194,528,-2,196,528,-2,197,528,2,200,528,2,205,528,-1,207,528,3,209,528,2,211,528,4,214,528,-1,218,528,3,253,528,1,255,528,-4,257,528,-2,260,528,1,264,528,-1,270,528,1,272,528,-1,279,528,1,283,528,-1,285,528,3,287,528,2,289,528,4,291,528,-1,295,528,3,322,528,1,325,528,-3,330,528,1,333,528,-1,339,528,-1,342,528,1,353,528,1,381,528,-1,385,528,3,389,528,2,393,528,4,400,528,-1,408,528,3,455,528,1,456,528,-3,462,528,-1,468,528,-1,469,528,1,4,529,5,5,529,3,6,529,-4,9,529,-1,10,529,4,11,529,2,12,529,100,13,529,98,15,529,-2,17,529,6,26,529,-1,28,529,2,31,529,-8,33,529,-4,35,529,-200,37,529,-196,39,529,2,41,529,-6,51,529,1,53,529,-5,55,529,-3,57,529,4,85,529,2,89,529,-6,110,529,-4,111,529,-2,112,529,-100,113,529,-98,114,529,2,116,529,-6,123,529,1,125,529,-2,127,529,-8,128,529,-4,129,529,-200,130,529,-196,131,529,2,133,529,-6,141,529,1,143,529,-5,145,529,-3,147,529,4,149,529,-6,156,529,1,159,529,-4,162,529,-2,165,529,-100,168,529,-98,171,529,2,175,529,-6,188,529,1,190,529,-2,191,529,4,192,529,-12,199,529,2,201,529,-4,202,529,2,204,529,-6,212,529,1,214,529,-5,216,529,-3,218,529,4,220,529,6,228,529,1,230,529,-1,232,529,-4,234,529,4,236,529,-2,238,529,2,240,529,-100,242,529,100,244,529,-98,246,529,98,249,529,2,255,529,-6,291,529,-5,293,529,-3,295,529,4,302,529,1,305,529,-4,308,529,-2,311,529,-100,314,529,-98,319,529,2,325,529,-6,350,529,1,356,529,-2,362,529,-8,365,529,-4,368,529,-200,371,529,-196,374,529,2,378,529,-6,396,529,1,400,529,-5,404,529,-3,408,529,4,412,529,-6,425,529,1,430,529,-4,435,529,-2,440,529,-100,445,529,-98,450,529,2,456,529,-6,475,529,1,477,529,-2,2,530,4,3,530,2,4,530,-1,6,530,1,8,530,3,10,530,-1,11,530,1,12,530,-1,13,530,1,15,530,1,17,530,-3,22,530,-1,23,530,3,28,530,1,29,530,-6,31,530,2,33,530,-2,35,530,2,37,530,-2,39,530,-1,41,530,3,47,530,-4,49,530,-2,53,530,1,57,530,-1,85,530,-1,89,530,3,100,530,-3,109,530,-3,110,530,1,111,530,-1,112,530,1,113,530,-1,114,530,-1,116,530,3,120,530,1,121,530,-3,125,530,-1,126,530,-6,127,530,2,128,530,-2,129,530,2,130,530,-2,131,530,-1,133,530,3,138,530,-4,140,530,-2,143,530,1,147,530,-1,149,530,3,154,530,-3,159,530,1,162,530,-1,165,530,1,168,530,-1,171,530,-1,175,530,3,183,530,1,184,530,-3,190,530,-1,191,530,-2,192,530,6,196,530,2,197,530,-6,201,530,-2,202,530,-1,204,530,3,209,530,-4,211,530,-2,214,530,1,218,530,-1,220,530,-3,225,530,-3,227,530,3,232,530,1,234,530,-1,236,530,-1,238,530,1,240,530,1,242,530,-1,244,530,-1,246,530,1,249,530,-1,255,530,3,270,530,-3,287,530,-4,289,530,-2,291,530,1,295,530,-1,300,530,-3,305,530,1,308,530,-1,311,530,1,314,530,-1,319,530,-1,325,530,3,339,530,1,342,530,-3,356,530,-1,359,530,-6,362,530,2,365,530,-2,368,530,2,371,530,-2,374,530,-1,378,530,3,389,530,-4,393,530,-2,400,530,1,408,530,-1,412,530,3,421,530,-3,430,530,1,435,530,-1,440,530,1,445,530,-1,450,530,-1,456,530,3,468,530,1,469,530,-3,477,530,-1,1,531,1,2,531,-2,7,531,-1,8,531,-2,11,531,-1,13,531,-1,15,531,-1,17,531,1,20,531,-1,23,531,-2,28,531,-1,29,531,4,33,531,2,37,531,2,39,531,1,41,531,-1,43,531,1,45,531,-1,47,531,2,85,531,1,89,531,-1,100,531,2,109,531,2,111,531,1,113,531,1,114,531,1,116,531,-1,118,531,1,121,531,2,125,531,1,126,531,4,128,531,2,130,531,2,131,531,1,133,531,-1,134,531,1,136,531,-1,138,531,2,149,531,-1,151,531,1,154,531,2,162,531,1,168,531,1,171,531,1,175,531,-1,179,531,1,184,531,2,190,531,1,191,531,2,192,531,-2,194,531,2,197,531,4,201,531,2,202,531,1,204,531,-1,205,531,1,207,531,-1,209,531,2,220,531,1,221,531,1,223,531,-1,225,531,2,227,531,-2,236,531,1,238,531,-1,244,531,1,246,531,-1,249,531,1,255,531,-1,270,531,2,285,531,-1,287,531,2,297,531,1,300,531,2,308,531,1,314,531,1,319,531,1,325,531,-1,333,531,1,342,531,2,356,531,1,359,531,4,365,531,2,371,531,2,374,531,1,378,531,-1,381,531,1,385,531,-1,389,531,2,412,531,-1,416,531,1,421,531,2,435,531,1,445,531,1,450,531,1,456,531,-1,462,531,1,469,531,2,477,531,1],"description":"%MatrixMarket matrix coordinate integer general\n-------------------------------------------------------------------------------\n UF Sparse Matrix Collection, Tim Davis\n http://www.cise.ufl.edu/research/sparse/matrices/LPnetlib/lpi_klein2\n name: LPnetlib/lpi_klein2\n [Netlib LP problem klein2: minimize c'*x, where Ax=b, lo<=x<=hi]\n id: 722\n date: \n author: E. Klotz\n ed: J. Chinneck\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 An infeasible Netlib LP problem, in lp/infeas.  For more information        \n send email to netlib@ornl.gov with the message:                             \n                                                                             \n \tsend index from lp                                                         \n \tsend readme from lp/infeas                                                 \n                                                                             \n The lp/infeas directory contains infeasible linear programming test problems\n collected by John W. Chinneck, Carleton Univ, Ontario Canada.  The following\n are relevant excerpts from lp/infeas/readme (by John W. Chinneck):          \n