ngraph.sparse-collection/LPnetlib/lp_e226/index.js

Subset of the University of Florida sparse matrix collection

module.exports = {"recordsPerEdge":3,"links":[3,2,1,8,3,1,9,4,1,10,5,1,11,6,1,12,7,1,13,8,1,14,9,1,15,10,1,16,11,1,18,12,1,20,13,1,21,14,1,22,15,1,24,16,1,25,17,1,26,18,1,27,19,1,28,20,1,29,21,1,30,22,1,31,23,1,32,24,1,33,25,1,34,26,1,35,27,1,36,28,1,38,29,1,39,30,1,40,31,1,41,32,1,42,33,1,43,34,1,44,35,1,45,36,1,46,37,1,47,38,1,48,39,1,49,40,1,50,41,1,51,42,1,52,43,1,53,44,1,54,45,1,55,46,1,56,47,1,57,48,1,58,49,1,59,50,1,60,51,1,61,52,1,62,53,1,63,54,1,64,55,1,65,56,1,66,57,1,68,58,1,69,59,1,70,60,1,71,61,1,72,62,1,73,63,1,74,64,1,75,65,1,78,66,1,79,67,1,80,68,1,81,69,1,82,70,1,83,71,1,87,72,1,88,73,1,89,74,1,90,75,1,91,76,1,92,77,1,93,78,1,94,79,1,95,80,1,99,81,1,100,82,1,102,83,1,103,84,1,105,85,1,106,86,1,109,87,1,110,88,1,111,89,-1,112,90,1,113,91,1,114,92,1,115,93,1,116,94,1,117,95,1,118,96,1,119,97,1,120,98,1,121,99,-1,122,100,1,123,101,-1,124,102,1,125,103,1,126,104,1,127,105,1,128,106,1,129,107,1,130,108,1,131,109,1,132,110,1,133,111,1,134,112,1,135,113,1,136,114,1,137,115,1,138,116,1,139,117,1,140,118,1,141,119,1,142,120,1,143,121,1,144,122,1,145,123,1,146,124,1,147,125,1,148,126,1,149,127,1,150,128,1,151,129,1,152,130,1,153,131,1,154,132,1,155,133,1,156,134,1,157,135,1,158,136,1,159,137,1,160,138,1,161,139,1,162,140,1,163,141,1,164,142,1,165,143,1,166,144,1,167,145,1,168,146,1,169,147,1,170,148,1,172,149,1,173,150,1,174,151,1,175,152,1,176,153,1,177,154,1,178,155,1,179,156,1,180,157,1,181,158,1,183,159,1,185,160,1,186,161,1,187,162,1,188,163,1,190,164,1,191,165,1,192,166,1,193,167,1,194,168,1,195,169,1,200,170,1,201,171,1,202,172,1,203,173,1,204,174,1,205,175,1,206,176,1,207,177,1,208,178,1,210,179,1,211,180,1,212,181,-1,213,182,1,215,183,1,216,184,1,217,185,-1,218,186,1,220,187,1,221,188,1,222,189,1,223,190,1,189,191,1,190,191,1,191,192,1,213,192,1,186,193,1,188,193,1,23,194,1,46,194,1,220,195,1,221,195,0.63,222,195,0.37,19,196,1,46,196,1,47,197,2.857,53,197,0.984,60,197,1,209,198,1,210,198,1,89,199,1,93,199,1,94,199,1,24,200,1,36,200,-0.4286,40,200,1,186,201,1,194,201,-1,20,202,1,22,202,1,36,202,-0.2195,1,203,-1,102,204,1,4,205,-0.04,214,205,0.1,42,206,0.362,43,206,1,44,206,0.362,45,206,0.829,47,206,2.127,88,207,1,90,207,-0.25,91,207,0.12,93,207,1,94,207,1,131,208,1,132,208,1,112,209,-0.272,113,209,-0.272,114,209,-0.272,115,209,-0.272,101,210,1,103,210,-1,104,210,-0.1614,105,210,1.1614,106,210,1.1614,41,211,1,42,211,-1,181,212,-2.9155,198,212,1,99,213,1,118,213,-1,199,214,1,205,214,0.6526,153,215,1,154,215,1,17,216,1,46,216,1,142,217,1,143,217,1,109,218,-1,110,218,1,111,218,1,37,219,1,38,219,-0.5,39,219,1,41,219,1,64,220,1,65,220,1,18,221,1.25,21,221,1,36,221,-0.25,42,222,1,109,222,-1,54,223,1,55,223,1,57,223,-1.667,54,224,1,56,224,1,57,224,-1.367,139,225,5.2638,164,225,7.593,139,226,15.7829,165,226,18.5185,25,227,1,41,227,1,221,227,-1,25,228,1,26,228,1,27,228,-0.2,41,228,1,29,229,1,32,229,1,41,229,1,42,230,1,99,230,1,124,230,2,201,230,1,28,231,1,37,231,-1,38,231,1,41,231,-1,32,232,1,33,232,1.062,35,232,0.0638,41,232,1,25,233,-1,27,233,1,28,233,1,41,233,-1,45,234,-11.055,76,234,24.476,77,234,1,201,234,-2.5386,202,234,10.0375,41,235,1,109,235,-1,184,236,-0.42,189,236,1,161,237,75.9202,168,237,19.7239,161,238,151.8405,169,238,12.3305,150,239,14.5377,166,239,14.1044,150,240,25.3995,167,240,12.3305,184,241,-0.66,185,241,0.66,193,241,1,103,242,1,184,242,-0.7,185,242,0.7,76,243,17.372,77,243,1,184,243,-0.9,187,243,1,57,244,8.33,58,244,1,59,244,1.483,182,244,-9.648,184,244,-0.014,185,244,0.014,53,245,0.982,57,245,10,60,245,1,182,245,-9.648,184,245,-0.0126,185,245,0.0126,99,246,1,184,246,-0.78,185,246,0.78,62,247,1,63,247,1,59,248,-1,61,248,1,62,248,1,60,249,-1,62,249,0.7763,76,249,4.401,77,249,0.2237,93,250,-1,120,250,1,67,251,-1,196,251,-6,197,251,-3.3,198,251,-1.6,199,251,-0.916,87,252,1,92,252,1,94,252,1,122,252,1,67,253,-1,68,253,1,196,253,-18.4,197,253,0.462,198,253,-4.2,199,253,-0.966,90,254,1,91,254,-1,92,254,1,93,254,-1,122,254,1,67,255,-1,78,255,1,196,255,-5.4,197,255,-3.96,198,255,-1.68,199,255,-0.927,67,256,-1,79,256,1,196,256,-7.1,197,256,9.9,198,256,-1.97,199,256,-0.946,67,257,-1,69,257,1,196,257,-2.5,197,257,-20.46,198,257,-1.6,199,257,-0.861,67,258,-1,70,258,1,196,258,-2.8,197,258,-14.685,198,258,-2.6,199,258,-0.892,67,259,-1,71,259,1,196,259,-3.7,197,259,3.135,198,259,-2.8,199,259,-0.915,67,260,-1,72,260,1,196,260,-3.4,197,260,9.735,198,260,-3.1,199,260,-0.942,67,261,-1,73,261,1,196,261,-1.1,197,261,-16.5,198,261,-1.74,199,261,-0.862,67,262,-1,74,262,1,196,262,-3.9,197,262,-1.65,198,262,-2.71,199,262,-0.894,95,263,1,180,263,1,65,264,1,67,264,-1,196,264,0.3,197,264,-23.1,198,264,-1.25,199,264,-0.845,180,265,0.00026,181,265,1,183,265,1,180,266,0.00026,182,266,1,183,266,1,122,267,1,184,267,-0.56,67,268,-1,75,268,1,196,268,-1.1,197,268,-9.9,198,268,-2.15,199,268,-0.878,84,269,1,85,269,1,120,270,1,184,270,-0.66,185,270,0.66,77,271,1,84,271,-1,76,272,1,86,272,-1,180,273,-0.0029,203,273,-0.0007,204,273,0.44,205,273,-0.0459,206,273,1,209,273,-0.78,108,274,1,161,274,-1.125,180,275,1,184,275,-1,62,276,1,67,276,-1,196,276,1.2,197,276,-23.1,198,276,-1,199,276,-0.832,131,277,-1,133,277,64,134,277,-66,135,277,73,136,277,-92,137,277,40,138,277,-50,139,277,0.24,140,277,317.5,141,277,-613.2,164,277,-1,165,277,-1,193,277,1,131,278,-1,133,278,1,134,278,-3,135,278,-17,136,278,-2,137,278,-24,138,278,14,139,278,1.29,140,278,-5.1,141,278,-19.2,164,278,-1,165,278,-1,194,278,1,131,279,-1,133,279,-9,134,279,7,135,279,-52,136,279,33,137,279,-70,138,279,60,139,279,-0.7,140,279,-81,141,279,95.8,164,279,-1,165,279,-1,176,279,1,131,280,-1,133,280,-9,134,280,7,135,280,-52,136,280,33,137,280,-69,138,280,59,139,280,-3.23,140,280,-80.6,141,280,95.8,164,280,-1,165,280,-1,177,280,1,131,281,-1,133,281,-9,134,281,7,135,281,-52,136,281,33,137,281,-68,138,281,58,139,281,-4.94,140,281,-80.2,141,281,95.8,164,281,-1,165,281,-1,178,281,1,131,282,-1,133,282,1.1,134,282,-3.1,135,282,22,136,282,-41,137,282,49,138,282,-59,139,282,7.48,140,282,44,141,282,-59,164,282,-1,165,282,-1,175,282,1,131,283,-1,133,283,-9,134,283,7,135,283,-52,136,283,33,137,283,-67,138,283,57,139,283,-6.21,140,283,-79.8,141,283,95.8,164,283,-1,165,283,-1,179,283,1,103,284,1,131,284,-1,133,284,4,134,284,-6,135,284,58,136,284,-77,137,284,40,138,284,-50,139,284,10.99,140,284,70,141,284,-118.2,164,284,-1,165,284,-1,170,284,1,171,284,-1,131,285,-1,133,285,1.5,134,285,-3.5,135,285,40,136,285,-59,137,285,38,138,285,-48,139,285,2.98,140,285,50.2,141,285,-80.2,164,285,-1,165,285,-1,170,285,1,200,285,1,76,286,-0.7977,180,286,-0.0071,200,286,-0.0059,201,286,-0.0039,202,286,-0.0033,203,286,0.0065,204,286,-0.09,205,286,-0.0564,207,286,1,209,286,-0.925,180,287,-0.0017,196,287,1,200,287,0.0036,201,287,0.0024,202,287,0.002,203,287,0.0011,204,287,0.32,205,287,0.0696,76,288,0.152,180,288,-0.0005,197,288,1,200,288,0.0006,201,288,0.0004,202,288,0.00035,203,288,-0.0023,204,288,0.042,76,289,0.6075,77,289,0.05,180,289,0.0006,200,289,-0.00112,201,289,-0.00075,202,289,-0.00063,203,289,-0.039,204,289,1,205,289,0.1969,208,289,1,209,289,2.375,107,290,1,159,290,1,160,290,-1,162,290,0.4,67,291,1,76,291,-7.383,77,291,-0.4,180,291,-0.04495,200,291,-0.19654,201,291,-0.13103,202,291,-0.10919,203,291,-0.22573,204,291,4.569,206,291,-6,207,291,-2,208,291,-2,209,291,1.49,210,291,-1.3,211,291,1,212,291,1,97,292,1,155,292,1,156,292,-1,162,292,4,163,292,-8,98,293,1,157,293,1,158,293,-1,162,293,0.5,163,293,-1,120,294,1,131,294,-1,133,294,53,134,294,-55,135,294,73,136,294,-92,137,294,40,138,294,-50,139,294,7.34,140,294,273.5,141,294,-525.2,164,294,-1,165,294,-1,122,295,1,131,295,-1,133,295,169,134,295,-171,135,295,98,136,295,-117,137,295,70,138,295,-80,139,295,-2.56,140,295,762,141,295,-1478.2,164,295,-1,165,295,-1,84,296,-1,86,296,-20.051,84,297,-1,86,297,-15.911,84,298,-1,86,298,-5.395,80,299,1,84,299,1,86,299,7.925,81,300,1,84,300,1,86,300,3.117,82,301,1,84,301,1,86,301,1.954,83,302,1,84,302,1,86,302,-1.117,68,303,1,84,303,-1,86,303,-6.192,35,304,1,84,304,-1,86,304,-27.4598,36,305,1,84,305,-1,86,305,-28.869,78,306,1,84,306,-1,86,306,-6.248,79,307,1,84,307,-1,86,307,-2.346,69,308,1,84,308,-1,86,308,-15.619,70,309,1,84,309,-1,86,309,-9.972,71,310,1,84,310,-1,86,310,-5.883,72,311,1,84,311,-1,86,311,-0.923,73,312,1,84,312,-1,86,312,-15.292,74,313,1,84,313,-1,86,313,-9.503,65,314,1,84,314,-1,86,314,-15.911,142,315,-1,144,315,-2.5,145,315,0.5,146,315,-14.32,147,315,-5.7,148,315,9,149,315,-19,150,315,2.01,151,315,-4.56,152,315,16.1,166,315,-1,167,315,-1,223,315,1,142,316,-1,144,316,-0.2,145,316,-1.8,146,316,1.64,147,316,-21.6,148,316,30,149,316,-40,150,316,6.61,151,316,21.02,152,316,-18.2,166,316,-1,167,316,-1,195,316,1,153,317,-1,155,317,-0.2,156,317,-1.8,157,317,9,158,317,-29,159,317,30,160,317,-40,161,317,-2.38,162,317,24.7,163,317,-25.6,168,317,-1,169,317,-1,195,317,1,153,318,-1,155,318,-2.5,156,318,0.5,157,318,-12,158,318,-8,159,318,9,160,318,-19,161,318,-6.93,162,318,-3.4,163,318,13.8,168,318,-1,169,318,-1,223,318,1,142,319,-1,144,319,66,145,319,-68,146,319,51.8,147,319,-71.8,148,319,40,149,319,-50,150,319,-3.78,151,319,314.9,152,319,-598,166,319,-1,167,319,-1,193,319,1,142,320,-1,144,320,3,145,320,-5,146,320,-16.6,147,320,-3.4,148,320,-24,149,320,14,150,320,-2.69,151,320,3.1,152,320,-25.6,166,320,-1,167,320,-1,194,320,1,153,321,-1,155,321,66,156,321,-68,157,321,75,158,321,-95,159,321,40,160,321,-50,161,321,-12.74,162,321,326.5,163,321,-621.2,168,321,-1,169,321,-1,193,321,1,153,322,-1,155,322,3,156,322,-5,157,322,-15,158,322,-5,159,322,-24,160,322,14,161,322,-6.68,162,322,3.9,163,322,-27.2,168,322,-1,169,322,-1,194,322,1,142,323,-1,145,323,-2,146,323,-0.64,147,323,-19.4,148,323,45,149,323,-55,150,323,5.74,151,323,26.68,152,323,-17.6,166,323,-1,167,323,-1,172,323,1,142,324,-1,144,324,1,145,324,-3,146,324,3.16,147,324,-23.2,148,324,46,149,324,-56,150,324,5.55,151,324,32.98,152,324,-29.4,166,324,-1,167,324,-1,173,324,1,142,325,-1,144,325,2,145,325,-4,146,325,6.96,147,325,-27,148,325,47,149,325,-57,150,325,5.15,151,325,39.28,152,325,-41.2,166,325,-1,167,325,-1,174,325,1,153,326,-1,156,326,-2,157,326,6,158,326,-26,159,326,45,160,326,-55,161,326,-1.05,162,326,30,163,326,-24.2,168,326,-1,169,326,-1,172,326,1,153,327,-1,155,327,1,156,327,-3,157,327,11,158,327,-31,159,327,46,160,327,-56,161,327,-1.27,162,327,36.9,163,327,-37.2,168,327,-1,169,327,-1,173,327,1,153,328,-1,155,328,2,156,328,-4,157,328,16,158,328,-36,159,328,47,160,328,-57,161,328,-1.71,162,328,43.8,163,328,-50.2,168,328,-1,169,328,-1,174,328,1,84,329,1,184,329,-1,142,330,-1,144,330,-7,145,330,5,146,330,-43.2,147,330,23.2,148,330,-70,149,330,60,150,330,-3.65,151,330,-68.6,152,330,81,166,330,-1,167,330,-1,176,330,1,142,331,-1,144,331,-7,145,331,5,146,331,-43.2,147,331,23.2,148,331,-69,149,331,59,150,331,-5.85,151,331,-68.2,152,331,81,166,331,-1,167,331,-1,177,331,1,142,332,-1,144,332,-7,145,332,5,146,332,-43.2,147,332,23.2,148,332,-68,149,332,58,150,332,-7.63,151,332,-67.8,152,332,81,166,332,-1,167,332,-1,178,332,1,142,333,-1,144,333,3.5,145,333,-5.5,146,333,13.04,147,333,-33,148,333,49,149,333,-59,150,333,4.43,151,333,49.12,152,333,-59.2,166,333,-1,167,333,-1,175,333,1,142,334,-1,144,334,-7,145,334,5,146,334,-43.2,147,334,23.2,148,334,-67,149,334,57,150,334,-8.38,151,334,-67.4,152,334,81,166,334,-1,167,334,-1,179,334,1,153,335,-1,155,335,-7,156,335,5,157,335,-50,158,335,30,159,335,-70,160,335,60,161,335,-10.34,162,335,-72,163,335,87.8,168,335,-1,169,335,-1,176,335,1,153,336,-1,155,336,-7,156,336,5,157,336,-50,158,336,30,159,336,-69,160,336,59,161,336,-12.38,162,336,-71.6,163,336,87.8,168,336,-1,169,336,-1,177,336,1,153,337,-1,155,337,-7,156,337,5,157,337,-50,158,337,30,159,337,-68,160,337,58,161,337,-14.06,162,337,-71.2,163,337,87.8,168,337,-1,169,337,-1,178,337,1,153,338,-1,155,338,3.5,156,338,-5.5,157,338,24,158,338,-44,159,338,49,160,338,-59,161,338,-2.38,162,338,54.6,163,338,-70.2,168,338,-1,169,338,-1,175,338,1,153,339,-1,155,339,-7,156,339,5,157,339,-50,158,339,30,159,339,-67,160,339,57,161,339,-14.97,162,339,-70.8,163,339,87.8,168,339,-1,169,339,-1,179,339,1,75,340,1,84,340,-1,86,340,-13.855,142,341,-1,144,341,-6.5,145,341,4.5,146,341,-34.08,147,341,14.1,148,341,-50,149,341,40,150,341,2.44,151,341,-54.04,152,341,67.9,166,341,-1,167,341,-1,202,341,1,153,342,-1,155,342,-6.5,156,342,4.5,157,342,-38,158,342,18,159,342,-50,160,342,40,161,342,-6.68,162,342,-56,163,342,71.8,168,342,-1,169,342,-1,202,342,1,142,343,-1,144,343,-8,145,343,6,146,343,-29.52,147,343,21.7,148,343,-56,149,343,46,150,343,1.92,151,343,-60.16,152,343,87.5,166,343,-1,167,343,-1,201,343,1,153,344,-1,155,344,-8,156,344,6,157,344,-48,158,344,28,159,344,-56,160,344,46,161,344,-7.02,162,344,-69.4,163,344,93.8,168,344,-1,169,344,-1,201,344,1,103,345,1,142,345,-1,144,345,6,145,345,-8,146,345,40.4,147,345,-60.4,148,345,40,149,345,-50,150,345,6.96,151,345,69.2,152,345,-106.6,166,345,-1,167,345,-1,170,345,1,171,345,0.20083,142,346,-1,144,346,3.5,145,346,-5.5,146,346,26.72,147,346,-46.7,148,346,38,149,346,-48,150,346,-1.19,151,346,51.56,152,346,-72.9,166,346,-1,167,346,-1,170,346,1,200,346,1,153,347,-1,155,347,3.5,156,347,-5.5,157,347,42,158,347,-62,159,347,38,160,347,-48,161,347,-10.17,162,347,59.2,163,347,-88.2,168,347,-1,169,347,-1,170,347,1,200,347,1,62,348,1,66,348,-1,84,348,-1,86,348,-20.051,52,349,2.63,67,349,-0.33,84,349,0.33,86,349,0.49,196,349,-2.013,197,349,3.267,198,349,-1.0164,199,349,-0.3102,120,350,1,142,350,-1,144,350,55,145,350,-57,146,350,51.8,147,350,-71.8,148,350,40,149,350,-50,150,350,3.25,151,350,270.9,152,350,-510,166,350,-1,167,350,-1,122,351,1,142,351,-1,144,351,171,145,351,-173,146,351,70.8,147,351,-90.8,148,351,70,149,351,-80,150,351,-6.36,151,351,756.4,152,351,-1457,166,351,-1,167,351,-1,120,352,1,121,352,1,153,352,-1,155,352,55,156,352,-57,157,352,75,158,352,-95,159,352,40,160,352,-50,161,352,-5.81,162,352,282.5,163,352,-533.2,168,352,-1,169,352,-1,122,353,1,123,353,1,153,353,-1,155,353,171,156,353,-173,157,353,100,158,353,-120,159,353,70,160,353,-80,161,353,-15.15,162,353,771,163,353,-1486.2,168,353,-1,169,353,-1,84,354,-0.033,86,354,-0.007,100,354,1,102,354,1,106,354,1,180,354,-0.079,189,354,-0.3351,191,354,-0.0347,195,354,-0.3769,84,355,-0.0059,86,355,-0.114,180,355,-0.0802,186,355,-0.0427,191,355,-0.0586,193,355,-0.1917,194,355,-0.4058,203,355,1,96,356,1,109,356,1,153,356,-1,155,356,-9,156,356,7,157,356,-40,158,356,20,159,356,-60,160,356,50,161,356,65.12,162,356,-71,163,356,93.8,168,356,-1,169,356,-1,54,357,-5.7,84,357,-0.01,86,357,-0.151,116,357,1,119,357,0.4762,180,357,-0.315,184,357,0.085,222,357,-0.198,223,357,-0.462,54,358,-5.05,84,358,-0.005,86,358,-0.076,119,358,0.4673,172,358,-0.34,176,358,-0.413,180,358,-0.219,184,358,0.085,54,359,-5.38,84,359,-0.005,86,359,-0.076,119,359,0.4673,173,359,-0.316,177,359,-0.401,180,359,-0.259,184,359,0.085,54,360,-5.7,84,360,-0.01,86,360,-0.151,119,360,0.657,174,360,-0.288,178,360,-0.372,180,360,-0.315,184,360,0.085,54,361,-5.7,84,361,-0.01,86,361,-0.151,119,361,1.2129,175,361,-0.235,179,361,-0.349,180,361,-0.395,184,361,0.085,54,362,-5.47,84,362,-0.005,86,362,-0.076,117,362,1,119,362,0.4673,172,362,-0.209,176,362,-0.561,180,362,-0.2,184,362,0.085,54,363,-6.13,84,363,-0.01,86,363,-0.151,117,363,1,119,363,0.4673,173,363,-0.212,177,363,-0.521,180,363,-0.235,184,363,0.085,54,364,-6.79,84,364,-0.01,86,364,-0.151,117,364,1,119,364,0.4932,174,364,-0.222,178,364,-0.471,180,364,-0.282,184,364,0.085,54,365,-5.8,84,365,-0.052,86,365,-0.786,118,365,1,119,365,0.4673,172,365,-0.218,176,365,-0.538,180,365,-0.167,184,365,0.085,54,366,-6.51,84,366,-0.057,86,366,-0.861,118,366,1,119,366,0.4673,173,366,-0.231,177,366,-0.502,180,366,-0.188,184,366,0.085,54,367,-7.21,84,367,-0.081,86,367,-1.224,118,367,1,119,367,0.5055,174,367,-0.231,178,367,-0.442,180,367,-0.225,184,367,0.085,54,368,-5.05,84,368,-0.005,86,368,-0.076,116,368,1,119,368,0.4673,172,368,-0.34,176,368,-0.413,180,368,-0.219,184,368,0.085,54,369,-5.38,84,369,-0.005,86,369,-0.076,116,369,1,119,369,0.4673,173,369,-0.316,177,369,-0.401,180,369,-0.259,184,369,0.085,54,370,-5.7,84,370,-0.01,86,370,-0.151,116,370,1,119,370,0.657,174,370,-0.288,178,370,-0.372,180,370,-0.315,184,370,0.085,54,371,-7.45,84,371,-0.015,86,371,-0.227,117,371,1,119,371,1.1306,175,371,-0.216,179,371,-0.427,180,371,-0.331,184,371,0.085,54,372,-7.92,84,372,-0.086,86,372,-1.299,118,372,1,119,372,0.8789,175,372,-0.23,179,372,-0.394,180,372,-0.279,184,372,0.085,54,373,-5.7,84,373,-0.01,86,373,-0.151,116,373,1,119,373,1.2129,175,373,-0.235,179,373,-0.349,180,373,-0.395,184,373,0.085,96,374,-1,97,374,-8.5,98,374,-62.5,107,374,-100,108,374,-55.95,96,375,-1,97,375,-0.9,98,375,16,107,375,20,108,375,-46.04,96,376,1,97,376,64,98,376,115,104,376,1,107,376,100,108,376,64,14,377,0.92,15,377,1,16,377,1,96,377,-0.08,97,377,-0.856,98,377,-3.72,107,377,-4.656,108,377,-4.4312,96,378,-1,97,378,-15,98,378,-100,103,378,1,104,378,0.1614,107,378,-100,108,378,-60.28,34,379,1,35,379,-0.7,36,379,1,96,379,-0.3,98,379,6.3,107,379,6,108,379,-19.314,96,380,1,97,380,8.5,98,380,62.5,100,380,-0.62,101,380,-0.38,107,380,100,108,380,55.95,113,380,0.652,114,380,0.652,96,381,-1,97,381,-0.9,98,381,16,99,381,1,107,381,20,108,381,-46.04,96,382,1,97,382,2.2,98,382,-16,107,382,22.4,108,382,49.12,114,382,0.43,115,382,0.43,116,382,-1,96,383,1,97,383,1.1,98,383,-30,107,383,-7.4,108,383,48.08,112,383,0.534,115,383,0.534,117,383,-1,96,384,1,97,384,11,98,384,94,100,384,-0.419,101,384,-0.581,107,384,100,108,384,59,112,384,0.742,113,384,0.742,96,385,1,97,385,64,98,385,115,107,385,100,108,385,64,109,385,1,130,385,1,96,386,1,97,386,15,98,386,100,107,386,100,108,386,60.28,109,386,1,130,386,1,96,387,1,97,387,2.2,98,387,-16,107,387,22.4,108,387,49.12,109,387,1,130,387,1,96,388,1,97,388,1.1,98,388,-30,107,388,-7.4,108,388,48.08,109,388,1,130,388,1,96,389,1,97,389,0.9,98,389,-16,107,389,-20,108,389,46.04,109,389,1,130,389,1,96,390,1,97,390,8.5,98,390,62.5,107,390,100,108,390,55.95,109,390,1,130,390,1,96,391,1,97,391,11,98,391,94,107,391,100,108,391,59,184,391,-0.71,185,391,0.71,96,392,1,97,392,2.2,98,392,-16,107,392,22.4,108,392,49.12,184,392,-0.74,185,392,0.74,96,393,1,97,393,1.1,98,393,-30,107,393,-7.4,108,393,48.08,184,393,-0.75,185,393,0.75,96,394,1,97,394,8.5,98,394,62.5,107,394,100,108,394,55.95,184,394,-0.72,185,394,0.72,96,395,1,97,395,64,98,395,115,107,395,100,108,395,64,109,395,1,125,395,1,126,395,0.096,127,395,-0.126,128,395,55,129,395,-50,192,395,50.5,96,396,1,97,396,15,98,396,100,107,396,100,108,396,60.28,109,396,1,125,396,1,126,396,0.05,127,396,-0.08,128,396,50,129,396,-50,192,396,1.5,96,397,1,97,397,11,98,397,94,107,397,100,108,397,59,109,397,1,125,397,1,126,397,0.03,127,397,-0.06,128,397,47,129,397,-50,192,397,-2.5,96,398,1,97,398,2.2,98,398,-16,107,398,22.4,108,398,49.12,109,398,1,125,398,1,126,398,-0.06,127,398,0.03,128,398,-50,129,398,14,192,398,-11.3,96,399,1,97,399,1.1,98,399,-30,107,399,-7.4,108,399,48.08,109,399,1,125,399,1,126,399,-0.069,127,399,0.039,128,399,-73,129,399,45,192,399,-12.4,96,400,1,97,400,0.9,98,400,-16,107,400,-20,108,400,46.04,109,400,1,125,400,1,126,400,-0.083,127,400,0.053,128,400,-68,129,400,60,192,400,-12.6,96,401,1,97,401,8.5,98,401,62.5,107,401,100,108,401,55.95,109,401,1,125,401,1,126,401,0.006,127,401,-0.036,128,401,15,129,401,-50,192,401,-5,30,402,3.6,31,402,-4.4,32,402,-1,41,402,-1,96,402,1,97,402,6,98,402,26,107,402,54,108,402,53.08,109,402,1,30,403,4.6,31,403,-5.4,32,403,-1,41,403,-1,96,403,1,97,403,7,98,403,27.5,107,403,54.8,108,403,53.27,109,403,1,30,404,5.6,31,404,-6.4,32,404,-1,41,404,-1,96,404,1,97,404,8,98,404,29,107,404,55.6,108,404,53.46,109,404,1,96,405,1,97,405,10.7,98,405,46.5,107,405,58.2,108,405,55.39,109,405,1,142,405,-1,144,405,1.7,145,405,-3.7,146,405,-0.26,147,405,-19.7,148,405,-1.8,149,405,-8.2,150,405,12.86,151,405,14.95,152,405,-31.5,166,405,-1,167,405,-1,5,406,1,12,406,1,62,406,-0.34,84,406,-0.366,86,406,-0.091,96,406,-0.2857,97,406,-1.9999,98,406,-5.3997,107,406,-11.5709,108,406,-15.105,120,406,-0.0043,122,406,-0.002,180,406,-0.00112,4,407,1,12,407,1,62,407,-0.34,84,407,-0.366,86,407,-0.9088,96,407,-0.2856,97,407,-1.9992,98,407,-5.3978,107,407,-11.5382,108,407,-15.105,120,407,-0.0044,122,407,-0.002,180,407,-0.00112,2,408,1,10,408,1,25,408,-0.135,65,408,-0.266,74,408,-0.152,84,408,-0.21,86,408,1.4839,96,408,-0.2018,97,408,-1.4126,98,408,-3.814,107,408,-11.7448,108,408,-10.7963,120,408,-0.0172,122,408,-0.008,180,408,-0.00504,8,409,0.746,49,409,-0.29,62,409,-0.238,65,409,-0.035,78,409,-0.242,79,409,-0.048,84,409,-0.29,86,409,3.69,96,409,-0.1292,97,409,-0.9044,98,409,-2.1189,107,409,-5.5427,108,409,-7.2107,120,409,-0.0058,122,409,-0.006,180,409,-0.00336,8,410,1.111,48,410,-0.205,62,410,-0.238,65,410,-0.035,78,410,-0.237,79,410,-0.138,84,410,-0.205,86,410,2.714,96,410,-0.1292,97,410,-0.9044,98,410,-2.1189,107,410,-5.5427,108,410,-7.2107,120,410,-0.0058,122,410,-0.006,180,410,-0.00336,3,411,-1,12,411,1,62,411,-0.28,84,411,-0.467,86,411,0.601,96,411,-0.2321,97,411,-1.6247,98,411,-4.4099,107,411,-8.9823,108,411,-12.0181,120,411,-0.0069,122,411,-0.005,180,411,-0.00504,219,411,1,3,412,-1,13,412,1,62,412,-0.28,66,412,0.28,84,412,-0.467,86,412,0.601,96,412,-0.2321,97,412,-1.6247,98,412,-4.4099,107,412,-8.9823,108,412,-12.0181,120,412,-0.0069,122,412,-0.005,180,412,-0.00504,219,412,1,8,413,0.746,50,413,-0.29,51,413,-0.03,62,413,-0.238,65,413,-0.035,78,413,-0.26,79,413,-0.03,84,413,-0.29,86,413,3.69,96,413,-0.1292,97,413,-0.9044,98,413,-2.1189,107,413,-5.5427,108,413,-7.2107,120,413,-0.0058,122,413,-0.006,180,413,-0.00336,1,414,1,11,414,0.111,37,414,-0.126,65,414,-0.222,75,414,-0.019,84,414,-0.36,86,414,0.3341,96,414,-0.2729,97,414,-1.9103,98,414,-3.8479,107,414,-8.9328,108,414,-13.9793,120,414,0.0039,122,414,-0.001,180,414,-0.0017,2,415,1,11,415,0.111,37,415,-0.116,65,415,-0.16,75,415,-0.025,84,415,-0.39,86,415,0.0148,96,415,-0.2847,97,415,-1.9929,98,415,-3.8435,107,415,-10.9325,108,415,-14.8044,120,415,-0.0083,122,415,-0.008,180,415,-0.00504,8,416,0.746,28,416,-0.15,49,416,-0.29,62,416,-0.088,65,416,-0.035,78,416,-0.242,79,416,-0.048,84,416,-0.29,86,416,3.69,96,416,-0.1292,97,416,-0.9044,98,416,-2.1189,107,416,-5.5427,108,416,-7.2107,120,416,-0.0058,122,416,-0.006,180,416,-0.00336,8,417,1.111,28,417,-0.15,48,417,-0.205,62,417,-0.088,65,417,-0.035,78,417,-0.237,79,417,-0.138,84,417,-0.205,86,417,2.724,96,417,-0.1292,97,417,-0.9044,98,417,-2.1189,107,417,-5.5427,108,417,-7.2107,120,417,-0.0058,122,417,-0.006,180,417,-0.00336,8,418,0.746,28,418,-0.15,50,418,-0.29,51,418,-0.03,62,418,-0.088,65,418,-0.035,78,418,-0.26,79,418,-0.03,84,418,-0.29,86,418,3.69,96,418,-0.1292,97,418,-0.9044,98,418,-2.1189,107,418,-5.5427,108,418,-7.2107,120,418,-0.0058,122,418,-0.006,180,418,-0.00336,2,419,1,11,419,0.111,25,419,-0.116,65,419,-0.306,84,419,-0.342,86,419,0.5595,96,419,-0.2018,97,419,-1.4126,98,419,-3.814,107,419,-11.7448,108,419,-10.7963,120,419,-0.0172,122,419,-0.008,180,419,-0.00504,7,420,1,10,420,1,17,420,-0.1343,18,420,-0.235,65,420,-0.115,73,420,-0.062,74,420,-0.146,84,420,-0.14,86,420,0.5247,96,420,-0.2755,97,420,-1.9285,98,420,-5.2345,107,420,-6.9977,108,420,-14.5023,120,420,-0.0125,122,420,-0.009,180,420,-0.0028,4,421,1,10,421,1,17,421,-0.1293,18,421,-0.19,65,421,-0.19,73,421,-0.037,74,421,-0.193,84,421,-0.16,86,421,1.589,96,421,-0.2165,97,421,-1.5155,98,421,-6.5167,107,421,-13.8127,108,421,-11.6585,120,421,-0.0095,122,421,-0.002,180,421,-0.00112,6,422,1,10,422,1,62,422,-0.299,73,422,-0.05,74,422,-0.175,84,422,-0.18,86,422,1.787,96,422,-0.1965,97,422,-1.3755,98,422,-5.8164,99,422,-0.085,107,422,-12.3599,108,422,-10.5776,120,422,-0.0065,122,422,-0.004,180,422,-0.00224,1,423,1,10,423,1,17,423,-0.1143,18,423,-0.2,65,423,-0.16,73,423,-0.052,74,423,-0.2,84,423,-0.16,86,423,1.5197,96,423,-0.2232,97,423,-1.5624,98,423,-6.071,107,423,-9.7315,108,423,-11.3765,120,423,-0.0008,122,423,-0.001,180,423,-0.00168,3,424,-1,11,424,0.132,23,424,-0.7,24,424,-0.196,75,424,-0.06,84,424,-0.437,86,424,1.0927,96,424,-0.1429,97,424,-1.0003,98,424,-4.2156,99,424,-0.08,107,424,-9.7029,108,424,-7.638,120,424,-0.0161,122,424,-0.005,180,424,-0.00504,219,424,1,2,425,1,10,425,1,17,425,-0.1086,18,425,-0.19,65,425,-0.14,73,425,-0.042,74,425,-0.187,84,425,-0.21,86,425,1.484,96,425,-0.1963,97,425,-1.3741,98,425,-4.829,107,425,-11.7976,108,425,-10.5256,120,425,-0.0177,122,425,-0.008,180,425,-0.00504,3,426,-1,10,426,1,19,426,-0.0777,20,426,-0.11152,65,426,-0.12,73,426,-0.08,74,426,-0.182,84,426,-0.255,86,426,2.274,96,426,-0.2015,97,426,-1.4105,98,426,-3.9091,107,426,-9.1481,108,426,-10.4982,120,426,-0.0115,122,426,-0.005,180,426,-0.00504,219,426,1,7,427,1,11,427,0.118,17,427,-0.1229,18,427,-0.215,65,427,-0.155,75,427,-0.075,84,427,-0.253,86,427,-0.3722,96,427,-0.2755,97,427,-1.9285,98,427,-5.2345,107,427,-6.9977,108,427,-14.5023,120,427,-0.0125,122,427,-0.009,180,427,-0.0028,1,428,1,10,428,1,25,428,-0.141,62,428,-0.212,73,428,-0.054,74,428,-0.2,84,428,-0.16,86,428,1.5197,96,428,-0.2286,97,428,-1.6002,98,428,-3.7033,107,428,-9.5326,108,428,-11.8026,120,428,-0.0004,122,428,-0.001,180,428,-0.00168,2,429,1,10,429,1,25,429,-0.135,62,429,-0.216,73,429,-0.015,74,429,-0.187,84,429,-0.21,86,429,1.4839,96,429,-0.2018,97,429,-1.4126,98,429,-3.814,107,429,-11.7448,108,429,-10.7963,120,429,-0.0172,122,429,-0.008,180,429,-0.00504,4,430,1,11,430,0.111,19,430,-0.1086,20,430,-0.1558,62,430,-0.15,75,430,-0.075,84,430,-0.355,86,430,0.5765,96,430,-0.2165,97,430,-1.5155,98,430,-6.6249,107,430,-13.8127,108,430,-11.6585,120,430,-0.0095,122,430,-0.002,180,430,-0.00112,4,431,1,11,431,0.118,17,431,-0.0983,18,431,-0.172,65,431,-0.216,75,431,-0.035,84,431,-0.323,86,431,0.435,96,431,-0.2424,97,431,-1.6968,98,431,-6.3266,107,431,-13.2108,108,431,-12.9563,120,431,-0.0076,122,431,-0.002,180,431,-0.00112,4,432,1,11,432,0.139,17,432,-0.0983,18,432,-0.172,65,432,-0.216,75,432,-0.118,84,432,-0.24,86,432,1.6186,96,432,-0.2421,97,432,-1.6947,98,432,-6.3914,107,432,-13.1702,108,432,-12.9378,120,432,-0.0079,122,432,-0.002,180,432,-0.00112,1,433,1,11,433,0.111,17,433,-0.1143,18,433,-0.2,65,433,-0.16,75,433,-0.052,84,433,-0.36,86,433,0.3341,96,433,-0.2232,97,433,-1.5624,98,433,-6.071,107,433,-9.7315,108,433,-11.3765,120,433,-0.0008,122,433,-0.001,180,433,-0.00168,11,434,0.114,62,434,-0.252,75,434,-0.081,84,434,-0.493,86,434,3.436,96,434,-0.1409,97,434,-0.9863,98,434,-2.8462,99,434,-0.026,107,434,-7.045,108,434,-7.7143,120,434,-0.0031,122,434,-0.003,180,434,-0.00056,214,434,1,1,435,1,11,435,0.111,37,435,-0.126,62,435,-0.164,75,435,-0.077,84,435,-0.36,86,435,0.3341,96,435,-0.2729,97,435,-1.9103,98,435,-3.8479,107,435,-8.9238,108,435,-13.9397,120,435,0.0039,122,435,-0.001,180,435,-0.0017,2,436,1,11,436,0.111,37,436,-0.116,62,436,-0.11,75,436,-0.075,84,436,-0.39,86,436,0.0148,96,436,-0.2847,97,436,-1.9929,98,436,-3.8435,107,436,-10.9325,108,436,-14.8044,120,436,-0.0083,122,436,-0.008,180,436,-0.00504,4,437,1,11,437,0.115,62,437,-0.306,75,437,-0.066,84,437,-0.334,86,437,0.346,96,437,-0.1882,97,437,-1.3174,98,437,-6.7376,99,437,-0.09,107,437,-14.2279,108,437,-10.2381,120,437,-0.0118,122,437,-0.002,180,437,-0.00112,1,438,1,11,438,0.111,25,438,-0.141,62,438,-0.212,75,438,-0.054,84,438,-0.36,86,438,0.3341,96,438,-0.2286,97,438,-1.6002,98,438,-3.7033,107,438,-9.5326,108,438,-11.8026,120,438,-0.0004,122,438,-0.001,180,438,-0.00168,2,439,1,11,439,0.111,25,439,-0.135,62,439,-0.216,75,439,-0.022,84,439,-0.39,86,439,0.0148,96,439,-0.2018,97,439,-1.4126,98,439,-3.814,107,439,-11.7448,108,439,-10.7963,120,439,-0.0172,122,439,-0.008,180,439,-0.00504,3,440,-1,9,440,1,44,440,-0.152,62,440,-0.143,69,440,-0.046,70,440,-0.105,71,440,-0.065,72,440,-0.065,84,440,-0.255,86,440,2.274,96,440,-0.1388,97,440,-0.9716,98,440,-4.2334,107,440,-9.6882,108,440,-7.423,120,440,-0.0162,122,440,-0.005,180,440,-0.00504,219,440,1,3,441,-1,9,441,1,16,441,-0.05,61,441,-0.245,62,441,-0.245,70,441,-0.1,71,441,-0.065,72,441,-0.065,84,441,-0.255,86,441,2.274,96,441,-0.1938,97,441,-1.3566,98,441,-3.9148,107,441,-9.1474,108,441,-10.144,120,441,-0.0122,122,441,-0.005,180,441,-0.00504,219,441,1,3,442,-1,9,442,1,17,442,-0.0777,18,442,-0.136,65,442,-0.12,69,442,-0.027,70,442,-0.105,71,442,-0.065,72,442,-0.065,84,442,-0.255,86,442,2.274,96,442,-0.2015,97,442,-1.4105,98,442,-3.9091,107,442,-9.1481,108,442,-10.4982,120,442,-0.0115,122,442,-0.005,180,442,-0.00504,219,442,1,3,443,-1,9,443,1,37,443,-0.1,62,443,-0.07,69,443,-0.082,70,443,-0.105,71,443,-0.065,72,443,-0.065,84,443,-0.255,86,443,2.274,96,443,-0.2377,97,443,-1.6639,98,443,-4.5638,107,443,-8.9851,108,443,-12.2986,120,443,-0.0063,122,443,-0.005,180,443,-0.00504,219,443,1,7,444,1,10,444,1,17,444,-0.1343,18,444,-0.235,62,444,-0.09,73,444,-0.087,74,444,-0.146,84,444,-0.14,86,444,0.5247,96,444,-0.2755,97,444,-1.9285,98,444,-5.2345,107,444,-6.9977,108,444,-14.5023,120,444,-0.0125,122,444,-0.009,180,444,-0.0028,3,445,-1,9,445,1,25,445,-0.11,62,445,-0.129,69,445,-0.052,70,445,-0.105,71,445,-0.065,72,445,-0.065,84,445,-0.255,86,445,2.274,96,445,-0.1928,97,445,-1.3494,98,445,-3.8946,107,445,-9.1474,108,445,-10.0719,120,445,-0.0122,122,445,-0.005,180,445,-0.00504,219,445,1,4,446,1,10,446,1,17,446,-0.1293,18,446,-0.19,62,446,-0.15,73,446,-0.077,74,446,-0.193,84,446,-0.16,86,446,1.589,96,446,-0.2165,97,446,-1.5155,98,446,-6.5167,107,446,-13.8127,108,446,-11.6585,120,446,-0.0095,122,446,-0.002,180,446,-0.00112,3,447,-1,9,447,1,62,447,-0.28,70,447,-0.082,71,447,-0.065,72,447,-0.065,84,447,-0.255,86,447,2.274,96,447,-0.1429,97,447,-1.0003,98,447,-4.2156,99,447,-0.08,107,447,-9.7029,108,447,-7.638,120,447,-0.0161,122,447,-0.005,180,447,-0.00504,219,447,1,1,448,1,10,448,1,30,448,-0.4248,31,448,0.2832,32,448,-0.177,74,448,-0.2,84,448,-0.16,86,448,1.5197,96,448,-0.1792,97,448,-1.2544,98,448,-3.7811,107,448,-10.4474,108,448,-9.3901,120,448,-0.0048,122,448,-0.001,180,448,-0.00168,1,449,1,10,449,1,17,449,-0.1143,18,449,-0.2,62,449,-0.104,73,449,-0.108,74,449,-0.2,84,449,-0.16,86,449,1.52,96,449,-0.2232,97,449,-1.5624,98,449,-4.955,107,449,-9.7315,108,449,-11.5484,120,449,-0.0008,122,449,-0.001,180,449,-0.00168,2,450,1,10,450,1,17,450,-0.1086,18,450,-0.19,62,450,-0.09,73,450,-0.092,74,450,-0.187,84,450,-0.21,86,450,1.4839,96,450,-0.1964,97,450,-1.3748,98,450,-4.8511,107,450,-11.8036,108,450,-10.531,120,450,-0.0176,122,450,-0.008,180,450,-0.00504,2,451,1,10,451,1,30,451,-0.3984,31,451,0.2656,32,451,-0.166,62,451,-0.094,73,451,-0.045,74,451,-0.283,84,451,-0.21,86,451,1.4839,96,451,-0.146,97,451,-1.022,98,451,-6.5846,107,451,-12.2932,108,451,-7.976,120,451,-0.021,122,451,-0.008,180,451,-0.00504,11,452,0.114,30,452,-0.3504,31,452,0.2336,32,452,-0.146,62,452,-0.124,75,452,-0.118,84,452,-0.493,86,452,3.436,96,452,-0.1089,97,452,-0.7623,98,452,-2.5918,107,452,-7.2527,108,452,-6.0178,120,452,-0.0061,122,452,-0.003,180,452,-0.00056,214,452,1,7,453,1,11,453,0.118,17,453,-0.1343,18,453,-0.235,62,453,-0.09,75,453,-0.12,84,453,-0.253,86,453,-0.28,96,453,-0.2756,97,453,-1.9292,98,453,-5.264,107,453,-7.0278,108,453,-14.5076,120,453,-0.0124,122,453,-0.009,180,453,-0.0028,7,454,1,11,454,0.139,17,454,-0.1343,18,454,-0.235,62,454,-0.09,75,454,-0.203,84,454,-0.17,86,454,0.3468,96,454,-0.2755,97,454,-1.9285,98,454,-4.408,107,454,-6.9977,108,454,-14.5023,120,454,-0.0125,122,454,-0.009,180,454,-0.0028,1,455,1,11,455,0.111,30,455,-0.4248,31,455,0.2832,32,455,-0.177,62,455,-0.23,75,455,-0.045,84,455,-0.36,86,455,0.3341,96,455,-0.1792,97,455,-1.2544,98,455,-3.7811,107,455,-10.4474,108,455,-9.3901,120,455,-0.0048,122,455,-0.001,180,455,-0.00168,2,456,1,11,456,0.111,17,456,-0.1086,18,456,-0.19,62,456,-0.09,75,456,-0.099,84,456,-0.39,86,456,1.5031,96,456,-0.1964,97,456,-1.3748,98,456,-4.8511,107,456,-11.8036,108,456,-10.531,120,456,-0.0176,122,456,-0.008,180,456,-0.00504,2,457,1,11,457,0.111,30,457,-0.3984,31,457,0.2656,32,457,-0.166,62,457,-0.094,75,457,-0.148,84,457,-0.39,86,457,1.5031,96,457,-0.146,97,457,-1.022,98,457,-6.5846,107,457,-12.2932,108,457,-7.976,120,457,-0.021,122,457,-0.008,180,457,-0.00504,3,458,-1,10,458,1,62,458,-0.28,74,458,-0.212,84,458,-0.255,86,458,0.2274,96,458,-0.1429,97,458,-1.0003,98,458,-4.2156,99,458,-0.08,107,458,-9.7029,108,458,-7.638,120,458,-0.0161,122,458,-0.005,180,458,-0.00504,219,458,1,3,459,-1,11,459,0.114,37,459,-0.1,62,459,-0.07,75,459,-0.12,84,459,-0.452,86,459,0.786,96,459,-0.2377,97,459,-1.6639,98,459,-4.5638,107,459,-8.9851,108,459,-12.2986,120,459,-0.0063,122,459,-0.005,180,459,-0.00504,219,459,1,3,460,-1,11,460,0.139,37,460,-0.1,62,460,-0.07,75,460,-0.242,84,460,-0.33,86,460,2.897,96,460,-0.2377,97,460,-1.6639,98,460,-4.5638,107,460,-8.9851,108,460,-12.2986,120,460,-0.0063,122,460,-0.005,180,460,-0.00504,219,460,1,3,461,-1,11,461,0.116,25,461,-0.11,62,461,-0.129,75,461,-0.142,84,461,-0.4,86,461,1.249,96,461,-0.1928,97,461,-1.3496,98,461,-3.8946,107,461,-9.1474,108,461,-10.0719,120,461,-0.0122,122,461,-0.005,180,461,-0.00504,219,461,1,3,462,-1,11,462,0.139,25,462,-0.11,62,462,-0.129,75,462,-0.212,84,462,-0.33,86,462,2.897,96,462,-0.1928,97,462,-1.3496,98,462,-3.8946,107,462,-9.1002,108,462,-10.0719,120,462,-0.0122,122,462,-0.005,180,462,-0.00504,219,462,1,3,463,-1,11,463,0.118,62,463,-0.25,75,463,-0.06,84,463,-0.437,86,463,0.955,96,463,-0.1429,97,463,-1.0003,98,463,-4.2156,99,463,-0.08,107,463,-9.7029,108,463,-7.638,120,463,-0.0161,122,463,-0.005,180,463,-0.00504,219,463,1,3,464,-1,11,464,0.139,62,464,-0.25,75,464,-0.167,84,464,-0.33,86,464,2.897,96,464,-0.1429,97,464,-1.0003,98,464,-4.2156,99,464,-0.08,107,464,-9.7029,108,464,-7.638,120,464,-0.0161,122,464,-0.005,180,464,-0.00504,219,464,1,3,465,-1,9,465,1,30,465,-0.3648,31,465,0.2432,32,465,-0.152,62,465,-0.143,69,465,-0.046,70,465,-0.105,71,465,-0.065,72,465,-0.065,84,465,-0.255,86,465,2.274,96,465,-0.1388,97,465,-0.9716,98,465,-4.2334,107,465,-9.6882,108,465,-7.43,120,465,-0.0162,122,465,-0.005,180,465,-0.00504,219,465,1,3,466,-1,10,466,1,30,466,-0.3648,31,466,0.2432,32,466,-0.152,62,466,-0.143,73,466,-0.096,74,466,-0.185,84,466,-0.255,86,466,2.274,96,466,-0.1388,97,466,-0.9716,98,466,-4.2334,107,466,-9.6882,108,466,-7.43,120,466,-0.0162,122,466,-0.005,180,466,-0.00504,219,466,1,3,467,-1,11,467,0.114,30,467,-0.3648,31,467,0.2432,32,467,-0.152,62,467,-0.143,75,467,-0.12,84,467,-0.416,86,467,1.192,96,467,-0.1388,97,467,-0.9716,98,467,-4.2334,107,467,-9.6882,108,467,-7.43,120,467,-0.0162,122,467,-0.005,180,467,-0.00504,219,467,1,3,468,-1,11,468,0.118,17,468,-0.0777,18,468,-0.136,62,468,-0.117,75,468,-0.11,84,468,-0.41,86,468,1.216,96,468,-0.2015,97,468,-1.4105,98,468,-3.9091,107,468,-9.1481,108,468,-10.4982,120,468,-0.0115,122,468,-0.005,180,468,-0.00504,219,468,1,3,469,-1,11,469,0.139,30,469,-0.3648,31,469,0.2432,32,469,-0.152,62,469,-0.143,75,469,-0.206,84,469,-0.33,86,469,2.897,96,469,-0.1388,97,469,-0.9716,98,469,-4.2334,107,469,-9.6882,108,469,-7.43,120,469,-0.0162,122,469,-0.005,180,469,-0.00504,219,469,1,3,470,-1,11,470,0.139,17,470,-0.0777,18,470,-0.136,62,470,-0.117,75,470,-0.19,84,470,-0.33,86,470,2.897,96,470,-0.2015,97,470,-1.4105,98,470,-3.9091,107,470,-9.1481,108,470,-10.4982,120,470,-0.0115,122,470,-0.005,180,470,-0.00504,219,470,1,96,471,1,97,471,1.1,98,471,-30,107,471,-7.4,108,471,48.08,112,471,0.534,115,471,0.534,215,471,-1,54,472,-1.25,84,472,-0.03,86,472,-0.4092,180,472,-0.246,215,472,1,216,472,1,217,472,1,218,472,-0.62],"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_e226\n name: LPnetlib/lp_e226\n [Netlib LP problem e226: minimize c'*x, where Ax=b, lo<=x<=hi]\n id: 620\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 E226        224    282     2767      17749       -1.8751929066E+01            \n                                                                               \n From Michael Saunders, Systems Optimization Laboratory at Stanford University.\n When included in Netlib: Extra free rows 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   8. E226       226   282   3038 -1.8751929E+01       570   9.4   471   7.5   \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-------------------------------------------------------------------------------"};