#################################################################################################### # # Invoking X3D model self-test: # # $ python Bluefin21BPAUV.py # # Python package x3d.py package is available on PyPI for import. # This approach simplifies Python X3D deployment and use. # https://pypi.org/project/x3d # # Installation: # pip install x3d # or # python -m pip install x3d # # Developer options for loading x3d package in other Python programs: # # from x3d import * # preferred approach, terser source that avoids x3d.* class prefixes # # or # import x3d # traditional way to subclass x3d package, all classes require x3d.* prefix, # # but python source is very verbose, for example x3d.Material x3d.Shape etc. # # X3dToPython.xslt stylesheet insertPackagePrefix=true supports this option. # #################################################################################################### from x3d import * newModel=X3D(profile='Interactive',version='3.0', head=head( children=[ meta(content='Bluefin21BPAUV.x3d',name='title'), meta(content='Bluefin-21 Battle Space Preparation Autonomous Underwater Vehicle (BPAUV)',name='description'), meta(content='Jeffrey Weekley',name='creator'), meta(content='Xeena VRML importer, X3D-Edit 3.1, https://www.web3d.org/x3d/content/README.X3D-Edit.html',name='translator'), meta(content='21 January 2006',name='created'), meta(content='25 January 2006',name='translated'), meta(content='12 October 2023',name='modified'), meta(content='BlueFin21BPAUV.mb',name='drawing'), meta(content='http://www.bluefinrobotics.com/assets/Sell-Sheets/Bluefin-21-BPAUV-Product-Sheet.pdf',name='reference'), meta(content='https://www.globalsecurity.org/intell/systems/bpauv.htm',name='Image'), meta(content='https://en.wikipedia.org/wiki/File:BPAUV-MP_from_HSV-.jpg',name='Image'), meta(content='Bluefin-21 Battle Space Preparation Autonomous Underwater Vehicle (BPAUV), Underwater Robot',name='subject'), meta(content='https://savage.nps.edu/Savage/Robots/UnmannedUnderwaterVehicles/Bluefin21BPAUV.x3d',name='identifier'), meta(content='X3D-Edit 4.0, https://savage.nps.edu/X3D-Edit',name='generator'), meta(content='Vrml97ToX3dNist, http://ovrt.nist.gov/v2_x3d.html',name='generator'), meta(content='../../license.html',name='license')]), Scene=Scene( children=[ WorldInfo(info=["VRML2.0 created with Version 1.3, from Alias Maya 6.0"],title='Bluefin21BPAUV'), Background(skyColor=[(0,0.2,0.3)]), Viewpoint(description='Bluefin-21 BPAUV',position=(0,0,15)), Transform(DEF='ScaleCorrection',scale=(0.5,0.5,0.5), children=[ TimeSensor(DEF='Clock',cycleInterval=4,loop=True), Switch(whichChoice=-1, children=[ Shape( appearance=Appearance( material=Material(DEF='lambert2_0',diffuseColor=(0.8,0.718638,0.0088),shininess=0.0))), Shape( appearance=Appearance( material=Material(DEF='lambert1_1',diffuseColor=(0.16,0.16,0.16),shininess=0.0))), Shape( appearance=Appearance( material=Material(DEF='lambert7_2',diffuseColor=(0.4,0.4,0.4),shininess=0.0))), Shape( appearance=Appearance( material=Material(DEF='lambert6_3',diffuseColor=(0.4,0.4,0.4),shininess=0.0))), Shape( appearance=Appearance( material=Material(DEF='lambert3_4',diffuseColor=(0.045042,0.076706,0.7384),shininess=0.0))), Shape( appearance=Appearance( material=Material(DEF='blinn1_5',diffuseColor=(0.550464,0.550464,0.550464),shininess=1,specularColor=(0.11,0.11,0.11)))), Shape( appearance=Appearance( material=Material(DEF='Copper_6',diffuseColor=(0.3,0.363134,0.344344),shininess=1,specularColor=(0.4,0.46,0.4)))), Shape( geometry=IndexedFaceSet(DEF='revolvedSurface1_0Geo',convex=False,coordIndex=[7018,1,7019,-1,3533,2,3534,-1,1767,4,1768,-1,885,7,886,-1,445,8,446,-1,226,11,227,-1,124,12,125,-1,72,15,73,-1,46,16,47,-1,33,19,34,-1,26,20,28,-1,24,23,25,-1,0,22,24,-1,27,18,26,-1,22,27,28,-1,24,28,29,-1,31,32,30,-1,21,23,32,-1,20,33,29,-1,23,29,34,-1,32,34,35,-1,40,36,42,-1,39,38,26,-1,18,37,39,-1,41,14,40,-1,37,41,42,-1,39,42,43,-1,33,45,44,-1,20,38,45,-1,36,46,43,-1,38,43,47,-1,45,47,48,-1,62,61,49,-1,55,51,56,-1,53,54,52,-1,17,30,54,-1,35,19,55,-1,30,35,56,-1,54,56,57,-1,59,60,58,-1,50,52,60,-1,57,51,61,-1,52,57,62,-1,60,62,63,-1,67,64,68,-1,55,66,65,-1,19,44,66,-1,16,67,48,-1,44,48,68,-1,66,68,69,-1,61,71,70,-1,51,65,71,-1,64,72,69,-1,65,69,73,-1,71,73,74,-1,101,75,102,-1,88,77,89,-1,82,78,84,-1,81,80,40,-1,14,79,81,-1,83,76,82,-1,79,83,84,-1,81,84,85,-1,46,87,86,-1,36,80,87,-1,78,88,85,-1,80,85,89,-1,87,89,90,-1,95,91,97,-1,94,93,82,-1,76,92,94,-1,96,10,95,-1,92,96,97,-1,94,97,98,-1,88,100,99,-1,78,93,100,-1,91,101,98,-1,93,98,102,-1,100,102,103,-1,114,113,104,-1,108,105,109,-1,67,107,106,-1,16,86,107,-1,90,77,108,-1,86,90,109,-1,107,109,110,-1,72,112,111,-1,64,106,112,-1,110,105,113,-1,106,110,114,-1,112,114,115,-1,119,116,120,-1,108,118,117,-1,77,99,118,-1,75,119,103,-1,99,103,120,-1,118,120,121,-1,113,123,122,-1,105,117,123,-1,116,124,121,-1,117,121,125,-1,123,125,126,-1,180,179,127,-1,153,129,154,-1,142,130,143,-1,136,132,137,-1,134,135,133,-1,13,58,135,-1,63,49,136,-1,58,63,137,-1,135,137,138,-1,140,141,139,-1,131,133,141,-1,138,132,142,-1,133,138,143,-1,141,143,144,-1,148,145,149,-1,147,146,136,-1,49,70,147,-1,74,15,148,-1,70,74,149,-1,147,149,150,-1,142,152,151,-1,132,146,152,-1,145,153,150,-1,146,150,154,-1,152,154,155,-1,169,168,156,-1,162,158,163,-1,160,161,159,-1,128,139,161,-1,144,130,162,-1,139,144,163,-1,161,163,164,-1,166,167,165,-1,157,159,167,-1,164,158,168,-1,159,164,169,-1,167,169,170,-1,174,171,175,-1,162,173,172,-1,130,151,173,-1,155,129,174,-1,151,155,175,-1,173,175,176,-1,168,178,177,-1,158,172,178,-1,176,171,179,-1,172,176,180,-1,178,180,181,-1,203,182,204,-1,193,192,183,-1,187,184,188,-1,148,186,185,-1,15,111,186,-1,115,104,187,-1,111,115,188,-1,186,188,189,-1,153,191,190,-1,145,185,191,-1,189,184,192,-1,185,189,193,-1,191,193,194,-1,198,195,199,-1,187,197,196,-1,104,122,197,-1,12,198,126,-1,122,126,199,-1,197,199,200,-1,192,202,201,-1,184,196,202,-1,195,203,200,-1,196,200,204,-1,202,204,205,-1,216,215,206,-1,210,207,211,-1,174,209,208,-1,129,190,209,-1,194,183,210,-1,190,194,211,-1,209,211,212,-1,179,214,213,-1,171,208,214,-1,212,207,215,-1,208,212,216,-1,214,216,217,-1,221,218,222,-1,210,220,219,-1,183,201,220,-1,182,221,205,-1,201,205,222,-1,220,222,223,-1,215,225,224,-1,207,219,225,-1,218,226,223,-1,219,223,227,-1,225,227,228,-1,342,229,343,-1,281,231,282,-1,258,232,259,-1,245,234,246,-1,239,235,241,-1,238,237,95,-1,10,236,238,-1,240,233,239,-1,236,240,241,-1,238,241,242,-1,101,244,243,-1,91,237,244,-1,235,245,242,-1,237,242,246,-1,244,246,247,-1,252,248,254,-1,251,250,239,-1,233,249,251,-1,253,230,252,-1,249,253,254,-1,251,254,255,-1,245,257,256,-1,235,250,257,-1,248,258,255,-1,250,255,259,-1,257,259,260,-1,271,270,261,-1,265,262,266,-1,119,264,263,-1,75,243,264,-1,247,234,265,-1,243,247,266,-1,264,266,267,-1,124,269,268,-1,116,263,269,-1,267,262,270,-1,263,267,271,-1,269,271,272,-1,276,273,277,-1,265,275,274,-1,234,256,275,-1,232,276,260,-1,256,260,277,-1,275,277,278,-1,270,280,279,-1,262,274,280,-1,273,281,278,-1,274,278,282,-1,280,282,283,-1,315,284,316,-1,297,286,298,-1,291,287,293,-1,290,289,252,-1,230,288,290,-1,292,285,291,-1,288,292,293,-1,290,293,294,-1,258,296,295,-1,248,289,296,-1,287,297,294,-1,289,294,298,-1,296,298,299,-1,307,300,309,-1,303,302,305,-1,304,301,303,-1,285,304,305,-1,291,305,306,-1,308,6,307,-1,301,308,309,-1,303,309,310,-1,313,312,311,-1,306,302,312,-1,287,306,313,-1,297,313,314,-1,300,315,310,-1,302,310,316,-1,312,316,317,-1,328,327,318,-1,322,319,323,-1,276,321,320,-1,232,295,321,-1,299,286,322,-1,295,299,323,-1,321,323,324,-1,281,326,325,-1,273,320,326,-1,324,319,327,-1,320,324,328,-1,326,328,329,-1,335,330,336,-1,333,332,331,-1,314,311,332,-1,286,314,333,-1,322,333,334,-1,284,335,317,-1,311,317,336,-1,332,336,337,-1,340,339,338,-1,334,331,339,-1,319,334,340,-1,327,340,341,-1,330,342,337,-1,331,337,343,-1,339,343,344,-1,391,390,345,-1,367,346,368,-1,356,347,357,-1,351,348,352,-1,198,350,349,-1,12,268,350,-1,272,261,351,-1,268,272,352,-1,350,352,353,-1,203,355,354,-1,195,349,355,-1,353,348,356,-1,349,353,357,-1,355,357,358,-1,362,359,363,-1,361,360,351,-1,261,279,361,-1,283,231,362,-1,279,283,363,-1,361,363,364,-1,356,366,365,-1,348,360,366,-1,359,367,364,-1,360,364,368,-1,366,368,369,-1,380,379,370,-1,374,371,375,-1,221,373,372,-1,182,354,373,-1,358,347,374,-1,354,358,375,-1,373,375,376,-1,226,378,377,-1,218,372,378,-1,376,371,379,-1,372,376,380,-1,378,380,381,-1,385,382,386,-1,374,384,383,-1,347,365,384,-1,369,346,385,-1,365,369,386,-1,384,386,387,-1,379,389,388,-1,371,383,389,-1,387,382,390,-1,383,387,391,-1,389,391,392,-1,418,393,419,-1,404,403,394,-1,398,395,399,-1,362,397,396,-1,231,325,397,-1,329,318,398,-1,325,329,399,-1,397,399,400,-1,367,402,401,-1,359,396,402,-1,400,395,403,-1,396,400,404,-1,402,404,405,-1,411,406,412,-1,409,408,407,-1,341,338,408,-1,318,341,409,-1,398,409,410,-1,229,411,344,-1,338,344,412,-1,408,412,413,-1,416,415,414,-1,410,407,415,-1,395,410,416,-1,403,416,417,-1,406,418,413,-1,407,413,419,-1,415,419,420,-1,431,430,421,-1,425,422,426,-1,385,424,423,-1,346,401,424,-1,405,394,425,-1,401,405,426,-1,424,426,427,-1,390,429,428,-1,382,423,429,-1,427,422,430,-1,423,427,431,-1,429,431,432,-1,438,433,439,-1,436,435,434,-1,417,414,435,-1,394,417,436,-1,425,436,437,-1,393,438,420,-1,414,420,439,-1,435,439,440,-1,443,442,441,-1,437,434,442,-1,422,437,443,-1,430,443,444,-1,433,445,440,-1,434,440,446,-1,442,446,447,-1,666,665,448,-1,550,450,551,-1,503,451,504,-1,477,453,478,-1,466,454,467,-1,460,456,461,-1,458,459,457,-1,9,165,459,-1,170,156,460,-1,165,170,461,-1,459,461,462,-1,464,465,463,-1,455,457,465,-1,462,456,466,-1,457,462,467,-1,465,467,468,-1,472,469,473,-1,471,470,460,-1,156,177,471,-1,181,127,472,-1,177,181,473,-1,471,473,474,-1,466,476,475,-1,456,470,476,-1,469,477,474,-1,470,474,478,-1,476,478,479,-1,492,480,493,-1,486,482,487,-1,484,485,483,-1,452,463,485,-1,468,454,486,-1,463,468,487,-1,485,487,488,-1,490,491,489,-1,481,483,491,-1,488,482,492,-1,483,488,493,-1,491,493,494,-1,498,495,499,-1,497,496,486,-1,454,475,497,-1,479,453,498,-1,475,479,499,-1,497,499,500,-1,492,502,501,-1,482,496,502,-1,495,503,500,-1,496,500,504,-1,502,504,505,-1,527,506,528,-1,516,507,517,-1,511,508,512,-1,510,509,472,-1,127,213,510,-1,217,206,511,-1,213,217,512,-1,510,512,513,-1,477,515,514,-1,469,509,515,-1,508,516,513,-1,509,513,517,-1,515,517,518,-1,522,519,523,-1,521,520,511,-1,206,224,521,-1,228,11,522,-1,224,228,523,-1,521,523,524,-1,516,526,525,-1,508,520,526,-1,519,527,524,-1,520,524,528,-1,526,528,529,-1,540,539,530,-1,534,531,535,-1,498,533,532,-1,453,514,533,-1,518,507,534,-1,514,518,535,-1,533,535,536,-1,503,538,537,-1,495,532,538,-1,536,531,539,-1,532,536,540,-1,538,540,541,-1,545,542,546,-1,534,544,543,-1,507,525,544,-1,506,545,529,-1,525,529,546,-1,544,546,547,-1,539,549,548,-1,531,543,549,-1,542,550,547,-1,543,547,551,-1,549,551,552,-1,613,612,553,-1,579,555,580,-1,568,556,569,-1,562,558,563,-1,560,561,559,-1,449,489,561,-1,494,480,562,-1,489,494,563,-1,561,563,564,-1,566,567,565,-1,557,559,567,-1,564,558,568,-1,559,564,569,-1,567,569,570,-1,574,571,575,-1,573,572,562,-1,480,501,573,-1,505,451,574,-1,501,505,575,-1,573,575,576,-1,568,578,577,-1,558,572,578,-1,571,579,576,-1,572,576,580,-1,578,580,581,-1,599,598,582,-1,588,584,589,-1,586,587,585,-1,554,565,587,-1,570,556,588,-1,565,570,589,-1,587,589,590,-1,590,584,592,-1,583,585,593,-1,585,590,594,-1,596,597,595,-1,591,593,597,-1,594,592,598,-1,593,594,599,-1,597,599,600,-1,604,601,605,-1,588,603,602,-1,556,577,603,-1,581,555,604,-1,577,581,605,-1,603,605,606,-1,606,601,607,-1,584,602,608,-1,602,606,609,-1,598,611,610,-1,592,608,611,-1,609,607,612,-1,608,609,613,-1,611,613,614,-1,636,615,637,-1,625,616,626,-1,620,617,621,-1,574,619,618,-1,451,537,619,-1,541,530,620,-1,537,541,621,-1,619,621,622,-1,579,624,623,-1,571,618,624,-1,622,617,625,-1,618,622,626,-1,624,626,627,-1,631,628,632,-1,630,629,620,-1,530,548,630,-1,552,450,631,-1,548,552,632,-1,630,632,633,-1,625,635,634,-1,617,629,635,-1,628,636,633,-1,629,633,637,-1,635,637,638,-1,652,651,639,-1,643,640,644,-1,604,642,641,-1,555,623,642,-1,627,616,643,-1,623,627,644,-1,642,644,645,-1,645,640,646,-1,601,641,647,-1,641,645,648,-1,612,650,649,-1,607,647,650,-1,648,646,651,-1,647,648,652,-1,650,652,653,-1,657,654,658,-1,643,656,655,-1,616,634,656,-1,638,615,657,-1,634,638,658,-1,656,658,659,-1,659,654,660,-1,640,655,661,-1,655,659,662,-1,651,664,663,-1,646,661,664,-1,662,660,665,-1,661,662,666,-1,664,666,667,-1,769,668,770,-1,715,714,669,-1,691,670,692,-1,680,671,681,-1,675,672,676,-1,522,674,673,-1,11,377,674,-1,381,370,675,-1,377,381,676,-1,674,676,677,-1,527,679,678,-1,519,673,679,-1,677,672,680,-1,673,677,681,-1,679,681,682,-1,686,683,687,-1,685,684,675,-1,370,388,685,-1,392,345,686,-1,388,392,687,-1,685,687,688,-1,680,690,689,-1,672,684,690,-1,683,691,688,-1,684,688,692,-1,690,692,693,-1,704,703,694,-1,698,695,699,-1,545,697,696,-1,506,678,697,-1,682,671,698,-1,678,682,699,-1,697,699,700,-1,550,702,701,-1,542,696,702,-1,700,695,703,-1,696,700,704,-1,702,704,705,-1,709,706,710,-1,698,708,707,-1,671,689,708,-1,693,670,709,-1,689,693,710,-1,708,710,711,-1,703,713,712,-1,695,707,713,-1,711,706,714,-1,707,711,715,-1,713,715,716,-1,742,717,743,-1,728,727,718,-1,722,719,723,-1,686,721,720,-1,345,428,721,-1,432,421,722,-1,428,432,723,-1,721,723,724,-1,691,726,725,-1,683,720,726,-1,724,719,727,-1,720,724,728,-1,726,728,729,-1,735,730,736,-1,733,732,731,-1,444,441,732,-1,421,444,733,-1,722,733,734,-1,8,735,447,-1,441,447,736,-1,732,736,737,-1,740,739,738,-1,734,731,739,-1,719,734,740,-1,727,740,741,-1,730,742,737,-1,731,737,743,-1,739,743,744,-1,755,754,745,-1,749,746,750,-1,709,748,747,-1,670,725,748,-1,729,718,749,-1,725,729,750,-1,748,750,751,-1,714,753,752,-1,706,747,753,-1,751,746,754,-1,747,751,755,-1,753,755,756,-1,762,757,763,-1,760,759,758,-1,741,738,759,-1,718,741,760,-1,749,760,761,-1,717,762,744,-1,738,744,763,-1,759,763,764,-1,767,766,765,-1,761,758,766,-1,746,761,767,-1,754,767,768,-1,757,769,764,-1,758,764,770,-1,766,770,771,-1,824,823,772,-1,794,773,795,-1,783,774,784,-1,778,775,779,-1,631,777,776,-1,450,701,777,-1,705,694,778,-1,701,705,779,-1,777,779,780,-1,636,782,781,-1,628,776,782,-1,780,775,783,-1,776,780,784,-1,782,784,785,-1,789,786,790,-1,788,787,778,-1,694,712,788,-1,716,669,789,-1,712,716,790,-1,788,790,791,-1,783,793,792,-1,775,787,793,-1,786,794,791,-1,787,791,795,-1,793,795,796,-1,810,809,797,-1,801,798,802,-1,657,800,799,-1,615,781,800,-1,785,774,801,-1,781,785,802,-1,800,802,803,-1,803,798,804,-1,654,799,805,-1,799,803,806,-1,665,808,807,-1,660,805,808,-1,806,804,809,-1,805,806,810,-1,808,810,811,-1,815,812,816,-1,801,814,813,-1,774,792,814,-1,796,773,815,-1,792,796,816,-1,814,816,817,-1,817,812,818,-1,798,813,819,-1,813,817,820,-1,809,822,821,-1,804,819,822,-1,820,818,823,-1,819,820,824,-1,822,824,825,-1,851,826,852,-1,837,836,827,-1,831,828,832,-1,789,830,829,-1,669,752,830,-1,756,745,831,-1,752,756,832,-1,830,832,833,-1,794,835,834,-1,786,829,835,-1,833,828,836,-1,829,833,837,-1,835,837,838,-1,844,839,845,-1,842,841,840,-1,768,765,841,-1,745,768,842,-1,831,842,843,-1,668,844,771,-1,765,771,845,-1,841,845,846,-1,849,848,847,-1,843,840,848,-1,828,843,849,-1,836,849,850,-1,839,851,846,-1,840,846,852,-1,848,852,853,-1,867,866,854,-1,858,855,859,-1,815,857,856,-1,773,834,857,-1,838,827,858,-1,834,838,859,-1,857,859,860,-1,860,855,861,-1,812,856,862,-1,856,860,863,-1,823,865,864,-1,818,862,865,-1,863,861,866,-1,862,863,867,-1,865,867,868,-1,874,869,875,-1,872,871,870,-1,850,847,871,-1,827,850,872,-1,858,872,873,-1,826,874,853,-1,847,853,875,-1,871,875,876,-1,881,880,877,-1,873,870,878,-1,855,873,879,-1,879,878,880,-1,861,879,881,-1,866,881,882,-1,869,883,876,-1,870,876,884,-1,883,885,884,-1,878,884,886,-1,880,886,887,-1,1326,888,1327,-1,1107,890,1108,-1,1004,891,1005,-1,943,893,944,-1,920,894,921,-1,907,896,908,-1,901,897,903,-1,900,899,307,-1,6,898,900,-1,902,895,901,-1,898,902,903,-1,900,903,904,-1,315,906,905,-1,300,899,906,-1,897,907,904,-1,899,904,908,-1,906,908,909,-1,914,910,916,-1,913,912,901,-1,895,911,913,-1,915,892,914,-1,911,915,916,-1,913,916,917,-1,907,919,918,-1,897,912,919,-1,910,920,917,-1,912,917,921,-1,919,921,922,-1,933,932,923,-1,927,924,928,-1,335,926,925,-1,284,905,926,-1,909,896,927,-1,905,909,928,-1,926,928,929,-1,342,931,930,-1,330,925,931,-1,929,924,932,-1,925,929,933,-1,931,933,934,-1,938,935,939,-1,927,937,936,-1,896,918,937,-1,894,938,922,-1,918,922,939,-1,937,939,940,-1,932,942,941,-1,924,936,942,-1,935,943,940,-1,936,940,944,-1,942,944,945,-1,977,946,978,-1,959,948,960,-1,953,949,955,-1,952,951,914,-1,892,950,952,-1,954,947,953,-1,950,954,955,-1,952,955,956,-1,920,958,957,-1,910,951,958,-1,949,959,956,-1,951,956,960,-1,958,960,961,-1,969,962,971,-1,965,964,967,-1,966,963,965,-1,947,966,967,-1,953,967,968,-1,970,889,969,-1,963,970,971,-1,965,971,972,-1,975,974,973,-1,968,964,974,-1,949,968,975,-1,959,975,976,-1,962,977,972,-1,964,972,978,-1,974,978,979,-1,990,989,980,-1,984,981,985,-1,938,983,982,-1,894,957,983,-1,961,948,984,-1,957,961,985,-1,983,985,986,-1,943,988,987,-1,935,982,988,-1,986,981,989,-1,982,986,990,-1,988,990,991,-1,997,992,998,-1,995,994,993,-1,976,973,994,-1,948,976,995,-1,984,995,996,-1,946,997,979,-1,973,979,998,-1,994,998,999,-1,1002,1001,1000,-1,996,993,1001,-1,981,996,1002,-1,989,1002,1003,-1,992,1004,999,-1,993,999,1005,-1,1001,1005,1006,-1,1053,1052,1007,-1,1029,1008,1030,-1,1018,1009,1019,-1,1013,1010,1014,-1,411,1012,1011,-1,229,930,1012,-1,934,923,1013,-1,930,934,1014,-1,1012,1014,1015,-1,418,1017,1016,-1,406,1011,1017,-1,1015,1010,1018,-1,1011,1015,1019,-1,1017,1019,1020,-1,1024,1021,1025,-1,1023,1022,1013,-1,923,941,1023,-1,945,893,1024,-1,941,945,1025,-1,1023,1025,1026,-1,1018,1028,1027,-1,1010,1022,1028,-1,1021,1029,1026,-1,1022,1026,1030,-1,1028,1030,1031,-1,1042,1041,1032,-1,1036,1033,1037,-1,438,1035,1034,-1,393,1016,1035,-1,1020,1009,1036,-1,1016,1020,1037,-1,1035,1037,1038,-1,445,1040,1039,-1,433,1034,1040,-1,1038,1033,1041,-1,1034,1038,1042,-1,1040,1042,1043,-1,1047,1044,1048,-1,1036,1046,1045,-1,1009,1027,1046,-1,1031,1008,1047,-1,1027,1031,1048,-1,1046,1048,1049,-1,1041,1051,1050,-1,1033,1045,1051,-1,1049,1044,1052,-1,1045,1049,1053,-1,1051,1053,1054,-1,1080,1055,1081,-1,1066,1065,1056,-1,1060,1057,1061,-1,1024,1059,1058,-1,893,987,1059,-1,991,980,1060,-1,987,991,1061,-1,1059,1061,1062,-1,1029,1064,1063,-1,1021,1058,1064,-1,1062,1057,1065,-1,1058,1062,1066,-1,1064,1066,1067,-1,1073,1068,1074,-1,1071,1070,1069,-1,1003,1000,1070,-1,980,1003,1071,-1,1060,1071,1072,-1,891,1073,1006,-1,1000,1006,1074,-1,1070,1074,1075,-1,1078,1077,1076,-1,1072,1069,1077,-1,1057,1072,1078,-1,1065,1078,1079,-1,1068,1080,1075,-1,1069,1075,1081,-1,1077,1081,1082,-1,1093,1092,1083,-1,1087,1084,1088,-1,1047,1086,1085,-1,1008,1063,1086,-1,1067,1056,1087,-1,1063,1067,1088,-1,1086,1088,1089,-1,1052,1091,1090,-1,1044,1085,1091,-1,1089,1084,1092,-1,1085,1089,1093,-1,1091,1093,1094,-1,1100,1095,1101,-1,1098,1097,1096,-1,1079,1076,1097,-1,1056,1079,1098,-1,1087,1098,1099,-1,1055,1100,1082,-1,1076,1082,1101,-1,1097,1101,1102,-1,1105,1104,1103,-1,1099,1096,1104,-1,1084,1099,1105,-1,1092,1105,1106,-1,1095,1107,1102,-1,1096,1102,1108,-1,1104,1108,1109,-1,1223,1110,1224,-1,1162,1112,1163,-1,1139,1113,1140,-1,1126,1115,1127,-1,1120,1116,1122,-1,1119,1118,969,-1,889,1117,1119,-1,1121,1114,1120,-1,1117,1121,1122,-1,1119,1122,1123,-1,977,1125,1124,-1,962,1118,1125,-1,1116,1126,1123,-1,1118,1123,1127,-1,1125,1127,1128,-1,1133,1129,1135,-1,1132,1131,1120,-1,1114,1130,1132,-1,1134,1111,1133,-1,1130,1134,1135,-1,1132,1135,1136,-1,1126,1138,1137,-1,1116,1131,1138,-1,1129,1139,1136,-1,1131,1136,1140,-1,1138,1140,1141,-1,1152,1151,1142,-1,1146,1143,1147,-1,997,1145,1144,-1,946,1124,1145,-1,1128,1115,1146,-1,1124,1128,1147,-1,1145,1147,1148,-1,1004,1150,1149,-1,992,1144,1150,-1,1148,1143,1151,-1,1144,1148,1152,-1,1150,1152,1153,-1,1157,1154,1158,-1,1146,1156,1155,-1,1115,1137,1156,-1,1113,1157,1141,-1,1137,1141,1158,-1,1156,1158,1159,-1,1151,1161,1160,-1,1143,1155,1161,-1,1154,1162,1159,-1,1155,1159,1163,-1,1161,1163,1164,-1,1196,1165,1197,-1,1178,1167,1179,-1,1172,1168,1174,-1,1171,1170,1133,-1,1111,1169,1171,-1,1173,1166,1172,-1,1169,1173,1174,-1,1171,1174,1175,-1,1139,1177,1176,-1,1129,1170,1177,-1,1168,1178,1175,-1,1170,1175,1179,-1,1177,1179,1180,-1,1188,1181,1190,-1,1184,1183,1186,-1,1185,1182,1184,-1,1166,1185,1186,-1,1172,1186,1187,-1,1189,1,1188,-1,1182,1189,1190,-1,1184,1190,1191,-1,1194,1193,1192,-1,1187,1183,1193,-1,1168,1187,1194,-1,1178,1194,1195,-1,1181,1196,1191,-1,1183,1191,1197,-1,1193,1197,1198,-1,1209,1208,1199,-1,1203,1200,1204,-1,1157,1202,1201,-1,1113,1176,1202,-1,1180,1167,1203,-1,1176,1180,1204,-1,1202,1204,1205,-1,1162,1207,1206,-1,1154,1201,1207,-1,1205,1200,1208,-1,1201,1205,1209,-1,1207,1209,1210,-1,1216,1211,1217,-1,1214,1213,1212,-1,1195,1192,1213,-1,1167,1195,1214,-1,1203,1214,1215,-1,1165,1216,1198,-1,1192,1198,1217,-1,1213,1217,1218,-1,1221,1220,1219,-1,1215,1212,1220,-1,1200,1215,1221,-1,1208,1221,1222,-1,1211,1223,1218,-1,1212,1218,1224,-1,1220,1224,1225,-1,1272,1271,1226,-1,1248,1227,1249,-1,1237,1228,1238,-1,1232,1229,1233,-1,1073,1231,1230,-1,891,1149,1231,-1,1153,1142,1232,-1,1149,1153,1233,-1,1231,1233,1234,-1,1080,1236,1235,-1,1068,1230,1236,-1,1234,1229,1237,-1,1230,1234,1238,-1,1236,1238,1239,-1,1243,1240,1244,-1,1242,1241,1232,-1,1142,1160,1242,-1,1164,1112,1243,-1,1160,1164,1244,-1,1242,1244,1245,-1,1237,1247,1246,-1,1229,1241,1247,-1,1240,1248,1245,-1,1241,1245,1249,-1,1247,1249,1250,-1,1261,1260,1251,-1,1255,1252,1256,-1,1100,1254,1253,-1,1055,1235,1254,-1,1239,1228,1255,-1,1235,1239,1256,-1,1254,1256,1257,-1,1107,1259,1258,-1,1095,1253,1259,-1,1257,1252,1260,-1,1253,1257,1261,-1,1259,1261,1262,-1,1266,1263,1267,-1,1255,1265,1264,-1,1228,1246,1265,-1,1250,1227,1266,-1,1246,1250,1267,-1,1265,1267,1268,-1,1260,1270,1269,-1,1252,1264,1270,-1,1268,1263,1271,-1,1264,1268,1272,-1,1270,1272,1273,-1,1299,1274,1300,-1,1285,1284,1275,-1,1279,1276,1280,-1,1243,1278,1277,-1,1112,1206,1278,-1,1210,1199,1279,-1,1206,1210,1280,-1,1278,1280,1281,-1,1248,1283,1282,-1,1240,1277,1283,-1,1281,1276,1284,-1,1277,1281,1285,-1,1283,1285,1286,-1,1292,1287,1293,-1,1290,1289,1288,-1,1222,1219,1289,-1,1199,1222,1290,-1,1279,1290,1291,-1,1110,1292,1225,-1,1219,1225,1293,-1,1289,1293,1294,-1,1297,1296,1295,-1,1291,1288,1296,-1,1276,1291,1297,-1,1284,1297,1298,-1,1287,1299,1294,-1,1288,1294,1300,-1,1296,1300,1301,-1,1312,1311,1302,-1,1306,1303,1307,-1,1266,1305,1304,-1,1227,1282,1305,-1,1286,1275,1306,-1,1282,1286,1307,-1,1305,1307,1308,-1,1271,1310,1309,-1,1263,1304,1310,-1,1308,1303,1311,-1,1304,1308,1312,-1,1310,1312,1313,-1,1319,1314,1320,-1,1317,1316,1315,-1,1298,1295,1316,-1,1275,1298,1317,-1,1306,1317,1318,-1,1274,1319,1301,-1,1295,1301,1320,-1,1316,1320,1321,-1,1324,1323,1322,-1,1318,1315,1323,-1,1303,1318,1324,-1,1311,1324,1325,-1,1314,1326,1321,-1,1315,1321,1327,-1,1323,1327,1328,-1,1548,1547,1329,-1,1431,1330,1432,-1,1376,1331,1377,-1,1353,1332,1354,-1,1342,1333,1343,-1,1337,1334,1338,-1,735,1336,1335,-1,8,1039,1336,-1,1043,1032,1337,-1,1039,1043,1338,-1,1336,1338,1339,-1,742,1341,1340,-1,730,1335,1341,-1,1339,1334,1342,-1,1335,1339,1343,-1,1341,1343,1344,-1,1348,1345,1349,-1,1347,1346,1337,-1,1032,1050,1347,-1,1054,1007,1348,-1,1050,1054,1349,-1,1347,1349,1350,-1,1342,1352,1351,-1,1334,1346,1352,-1,1345,1353,1350,-1,1346,1350,1354,-1,1352,1354,1355,-1,1365,1356,1366,-1,1360,1357,1361,-1,762,1359,1358,-1,717,1340,1359,-1,1344,1333,1360,-1,1340,1344,1361,-1,1359,1361,1362,-1,769,1364,1363,-1,757,1358,1364,-1,1362,1357,1365,-1,1358,1362,1366,-1,1364,1366,1367,-1,1371,1368,1372,-1,1370,1369,1360,-1,1333,1351,1370,-1,1355,1332,1371,-1,1351,1355,1372,-1,1370,1372,1373,-1,1365,1375,1374,-1,1357,1369,1375,-1,1368,1376,1373,-1,1369,1373,1377,-1,1375,1377,1378,-1,1404,1379,1405,-1,1389,1380,1390,-1,1384,1381,1385,-1,1383,1382,1348,-1,1007,1090,1383,-1,1094,1083,1384,-1,1090,1094,1385,-1,1383,1385,1386,-1,1353,1388,1387,-1,1345,1382,1388,-1,1381,1389,1386,-1,1382,1386,1390,-1,1388,1390,1391,-1,1397,1392,1398,-1,1394,1393,1395,-1,1106,1103,1394,-1,1083,1106,1395,-1,1384,1395,1396,-1,1109,890,1397,-1,1103,1109,1398,-1,1394,1398,1399,-1,1402,1401,1400,-1,1396,1393,1401,-1,1381,1396,1402,-1,1389,1402,1403,-1,1392,1404,1399,-1,1393,1399,1405,-1,1401,1405,1406,-1,1417,1416,1407,-1,1411,1408,1412,-1,1371,1410,1409,-1,1332,1387,1410,-1,1391,1380,1411,-1,1387,1391,1412,-1,1410,1412,1413,-1,1376,1415,1414,-1,1368,1409,1415,-1,1413,1408,1416,-1,1409,1413,1417,-1,1415,1417,1418,-1,1424,1419,1425,-1,1422,1421,1420,-1,1403,1400,1421,-1,1380,1403,1422,-1,1411,1422,1423,-1,1379,1424,1406,-1,1400,1406,1425,-1,1421,1425,1426,-1,1429,1428,1427,-1,1423,1420,1428,-1,1408,1423,1429,-1,1416,1429,1430,-1,1419,1431,1426,-1,1420,1426,1432,-1,1428,1432,1433,-1,1486,1485,1434,-1,1456,1435,1457,-1,1445,1436,1446,-1,1440,1437,1441,-1,844,1439,1438,-1,668,1363,1439,-1,1367,1356,1440,-1,1363,1367,1441,-1,1439,1441,1442,-1,851,1444,1443,-1,839,1438,1444,-1,1442,1437,1445,-1,1438,1442,1446,-1,1444,1446,1447,-1,1451,1448,1452,-1,1450,1449,1440,-1,1356,1374,1450,-1,1378,1331,1451,-1,1374,1378,1452,-1,1450,1452,1453,-1,1445,1455,1454,-1,1437,1449,1455,-1,1448,1456,1453,-1,1449,1453,1457,-1,1455,1457,1458,-1,1472,1471,1459,-1,1463,1460,1464,-1,874,1462,1461,-1,826,1443,1462,-1,1447,1436,1463,-1,1443,1447,1464,-1,1462,1464,1465,-1,1465,1460,1466,-1,869,1461,1467,-1,1461,1465,1468,-1,885,1470,1469,-1,883,1467,1470,-1,1468,1466,1471,-1,1467,1468,1472,-1,1470,1472,1473,-1,1477,1474,1478,-1,1463,1476,1475,-1,1436,1454,1476,-1,1458,1435,1477,-1,1454,1458,1478,-1,1476,1478,1479,-1,1479,1474,1480,-1,1460,1475,1481,-1,1475,1479,1482,-1,1471,1484,1483,-1,1466,1481,1484,-1,1482,1480,1485,-1,1481,1482,1486,-1,1484,1486,1487,-1,1513,1488,1514,-1,1498,1489,1499,-1,1493,1490,1494,-1,1451,1492,1491,-1,1331,1414,1492,-1,1418,1407,1493,-1,1414,1418,1494,-1,1492,1494,1495,-1,1456,1497,1496,-1,1448,1491,1497,-1,1495,1490,1498,-1,1491,1495,1499,-1,1497,1499,1500,-1,1506,1501,1507,-1,1503,1502,1504,-1,1430,1427,1503,-1,1407,1430,1504,-1,1493,1504,1505,-1,1433,1330,1506,-1,1427,1433,1507,-1,1503,1507,1508,-1,1511,1510,1509,-1,1505,1502,1510,-1,1490,1505,1511,-1,1498,1511,1512,-1,1501,1513,1508,-1,1502,1508,1514,-1,1510,1514,1515,-1,1529,1528,1516,-1,1520,1517,1521,-1,1477,1519,1518,-1,1435,1496,1519,-1,1500,1489,1520,-1,1496,1500,1521,-1,1519,1521,1522,-1,1522,1517,1523,-1,1474,1518,1524,-1,1518,1522,1525,-1,1485,1527,1526,-1,1480,1524,1527,-1,1525,1523,1528,-1,1524,1525,1529,-1,1527,1529,1530,-1,1536,1531,1537,-1,1534,1533,1532,-1,1512,1509,1533,-1,1489,1512,1534,-1,1520,1534,1535,-1,1515,1488,1536,-1,1509,1515,1537,-1,1533,1537,1538,-1,1543,1542,1539,-1,1535,1532,1540,-1,1517,1535,1541,-1,1541,1540,1542,-1,1523,1541,1543,-1,1528,1543,1544,-1,1538,1531,1545,-1,1532,1538,1546,-1,1546,1545,1547,-1,1540,1546,1548,-1,1542,1548,1549,-1,1651,1550,1652,-1,1597,1596,1551,-1,1573,1552,1574,-1,1562,1553,1563,-1,1557,1554,1558,-1,1397,1556,1555,-1,890,1258,1556,-1,1262,1251,1557,-1,1258,1262,1558,-1,1556,1558,1559,-1,1404,1561,1560,-1,1392,1555,1561,-1,1559,1554,1562,-1,1555,1559,1563,-1,1561,1563,1564,-1,1568,1565,1569,-1,1567,1566,1557,-1,1251,1269,1567,-1,1273,1226,1568,-1,1269,1273,1569,-1,1567,1569,1570,-1,1562,1572,1571,-1,1554,1566,1572,-1,1565,1573,1570,-1,1566,1570,1574,-1,1572,1574,1575,-1,1586,1585,1576,-1,1580,1577,1581,-1,1424,1579,1578,-1,1379,1560,1579,-1,1564,1553,1580,-1,1560,1564,1581,-1,1579,1581,1582,-1,1431,1584,1583,-1,1419,1578,1584,-1,1582,1577,1585,-1,1578,1582,1586,-1,1584,1586,1587,-1,1591,1588,1592,-1,1580,1590,1589,-1,1553,1571,1590,-1,1575,1552,1591,-1,1571,1575,1592,-1,1590,1592,1593,-1,1585,1595,1594,-1,1577,1589,1595,-1,1593,1588,1596,-1,1589,1593,1597,-1,1595,1597,1598,-1,1624,1599,1625,-1,1610,1609,1600,-1,1604,1601,1605,-1,1568,1603,1602,-1,1226,1309,1603,-1,1313,1302,1604,-1,1309,1313,1605,-1,1603,1605,1606,-1,1573,1608,1607,-1,1565,1602,1608,-1,1606,1601,1609,-1,1602,1606,1610,-1,1608,1610,1611,-1,1617,1612,1618,-1,1615,1614,1613,-1,1325,1322,1614,-1,1302,1325,1615,-1,1604,1615,1616,-1,888,1617,1328,-1,1322,1328,1618,-1,1614,1618,1619,-1,1622,1621,1620,-1,1616,1613,1621,-1,1601,1616,1622,-1,1609,1622,1623,-1,1612,1624,1619,-1,1613,1619,1625,-1,1621,1625,1626,-1,1637,1636,1627,-1,1631,1628,1632,-1,1591,1630,1629,-1,1552,1607,1630,-1,1611,1600,1631,-1,1607,1611,1632,-1,1630,1632,1633,-1,1596,1635,1634,-1,1588,1629,1635,-1,1633,1628,1636,-1,1629,1633,1637,-1,1635,1637,1638,-1,1644,1639,1645,-1,1642,1641,1640,-1,1623,1620,1641,-1,1600,1623,1642,-1,1631,1642,1643,-1,1599,1644,1626,-1,1620,1626,1645,-1,1641,1645,1646,-1,1649,1648,1647,-1,1643,1640,1648,-1,1628,1643,1649,-1,1636,1649,1650,-1,1639,1651,1646,-1,1640,1646,1652,-1,1648,1652,1653,-1,1706,1705,1654,-1,1676,1655,1677,-1,1665,1656,1666,-1,1660,1657,1661,-1,1506,1659,1658,-1,1330,1583,1659,-1,1587,1576,1660,-1,1583,1587,1661,-1,1659,1661,1662,-1,1513,1664,1663,-1,1501,1658,1664,-1,1662,1657,1665,-1,1658,1662,1666,-1,1664,1666,1667,-1,1671,1668,1672,-1,1670,1669,1660,-1,1576,1594,1670,-1,1598,1551,1671,-1,1594,1598,1672,-1,1670,1672,1673,-1,1665,1675,1674,-1,1657,1669,1675,-1,1668,1676,1673,-1,1669,1673,1677,-1,1675,1677,1678,-1,1692,1691,1679,-1,1683,1680,1684,-1,1536,1682,1681,-1,1488,1663,1682,-1,1667,1656,1683,-1,1663,1667,1684,-1,1682,1684,1685,-1,1685,1680,1686,-1,1531,1681,1687,-1,1681,1685,1688,-1,1547,1690,1689,-1,1545,1687,1690,-1,1688,1686,1691,-1,1687,1688,1692,-1,1690,1692,1693,-1,1697,1694,1698,-1,1683,1696,1695,-1,1656,1674,1696,-1,1678,1655,1697,-1,1674,1678,1698,-1,1696,1698,1699,-1,1699,1694,1700,-1,1680,1695,1701,-1,1695,1699,1702,-1,1691,1704,1703,-1,1686,1701,1704,-1,1702,1700,1705,-1,1701,1702,1706,-1,1704,1706,1707,-1,1733,1708,1734,-1,1719,1718,1709,-1,1713,1710,1714,-1,1671,1712,1711,-1,1551,1634,1712,-1,1638,1627,1713,-1,1634,1638,1714,-1,1712,1714,1715,-1,1676,1717,1716,-1,1668,1711,1717,-1,1715,1710,1718,-1,1711,1715,1719,-1,1717,1719,1720,-1,1726,1721,1727,-1,1724,1723,1722,-1,1650,1647,1723,-1,1627,1650,1724,-1,1713,1724,1725,-1,1550,1726,1653,-1,1647,1653,1727,-1,1723,1727,1728,-1,1731,1730,1729,-1,1725,1722,1730,-1,1710,1725,1731,-1,1718,1731,1732,-1,1721,1733,1728,-1,1722,1728,1734,-1,1730,1734,1735,-1,1749,1748,1736,-1,1740,1737,1741,-1,1697,1739,1738,-1,1655,1716,1739,-1,1720,1709,1740,-1,1716,1720,1741,-1,1739,1741,1742,-1,1742,1737,1743,-1,1694,1738,1744,-1,1738,1742,1745,-1,1705,1747,1746,-1,1700,1744,1747,-1,1745,1743,1748,-1,1744,1745,1749,-1,1747,1749,1750,-1,1756,1751,1757,-1,1754,1753,1752,-1,1732,1729,1753,-1,1709,1732,1754,-1,1740,1754,1755,-1,1708,1756,1735,-1,1729,1735,1757,-1,1753,1757,1758,-1,1763,1762,1759,-1,1755,1752,1760,-1,1737,1755,1761,-1,1761,1760,1762,-1,1743,1761,1763,-1,1748,1763,1764,-1,1751,1765,1758,-1,1752,1758,1766,-1,1765,1767,1766,-1,1760,1766,1768,-1,1762,1768,1769,-1,2651,2650,1770,-1,2210,1772,2211,-1,1990,1773,1991,-1,1875,1775,1876,-1,1828,1776,1829,-1,1802,1778,1803,-1,1791,1779,1792,-1,1785,1781,1786,-1,1783,1784,1782,-1,5,595,1784,-1,600,582,1785,-1,595,600,1786,-1,1784,1786,1787,-1,1789,1790,1788,-1,1780,1782,1790,-1,1787,1781,1791,-1,1782,1787,1792,-1,1790,1792,1793,-1,1797,1794,1798,-1,1796,1795,1785,-1,582,610,1796,-1,614,553,1797,-1,610,614,1798,-1,1796,1798,1799,-1,1791,1801,1800,-1,1781,1795,1801,-1,1794,1802,1799,-1,1795,1799,1803,-1,1801,1803,1804,-1,1817,1805,1818,-1,1811,1807,1812,-1,1809,1810,1808,-1,1777,1788,1810,-1,1793,1779,1811,-1,1788,1793,1812,-1,1810,1812,1813,-1,1815,1816,1814,-1,1806,1808,1816,-1,1813,1807,1817,-1,1808,1813,1818,-1,1816,1818,1819,-1,1823,1820,1824,-1,1822,1821,1811,-1,1779,1800,1822,-1,1804,1778,1823,-1,1800,1804,1824,-1,1822,1824,1825,-1,1817,1827,1826,-1,1807,1821,1827,-1,1820,1828,1825,-1,1821,1825,1829,-1,1827,1829,1830,-1,1852,1831,1853,-1,1841,1832,1842,-1,1836,1833,1837,-1,1835,1834,1797,-1,553,649,1835,-1,653,639,1836,-1,649,653,1837,-1,1835,1837,1838,-1,1802,1840,1839,-1,1794,1834,1840,-1,1833,1841,1838,-1,1834,1838,1842,-1,1840,1842,1843,-1,1847,1844,1848,-1,1846,1845,1836,-1,639,663,1846,-1,667,448,1847,-1,663,667,1848,-1,1846,1848,1849,-1,1841,1851,1850,-1,1833,1845,1851,-1,1844,1852,1849,-1,1845,1849,1853,-1,1851,1853,1854,-1,1865,1864,1855,-1,1859,1856,1860,-1,1823,1858,1857,-1,1778,1839,1858,-1,1843,1832,1859,-1,1839,1843,1860,-1,1858,1860,1861,-1,1828,1863,1862,-1,1820,1857,1863,-1,1861,1856,1864,-1,1857,1861,1865,-1,1863,1865,1866,-1,1870,1867,1871,-1,1859,1869,1868,-1,1832,1850,1869,-1,1831,1870,1854,-1,1850,1854,1871,-1,1869,1871,1872,-1,1864,1874,1873,-1,1856,1868,1874,-1,1867,1875,1872,-1,1868,1872,1876,-1,1874,1876,1877,-1,1937,1878,1938,-1,1904,1880,1905,-1,1893,1881,1894,-1,1887,1883,1888,-1,1885,1886,1884,-1,1774,1814,1886,-1,1819,1805,1887,-1,1814,1819,1888,-1,1886,1888,1889,-1,1891,1892,1890,-1,1882,1884,1892,-1,1889,1883,1893,-1,1884,1889,1894,-1,1892,1894,1895,-1,1899,1896,1900,-1,1898,1897,1887,-1,1805,1826,1898,-1,1830,1776,1899,-1,1826,1830,1900,-1,1898,1900,1901,-1,1893,1903,1902,-1,1883,1897,1903,-1,1896,1904,1901,-1,1897,1901,1905,-1,1903,1905,1906,-1,1923,1907,1924,-1,1913,1909,1914,-1,1911,1912,1910,-1,1879,1890,1912,-1,1895,1881,1913,-1,1890,1895,1914,-1,1912,1914,1915,-1,1915,1909,1917,-1,1908,1910,1918,-1,1910,1915,1919,-1,1921,1922,1920,-1,1916,1918,1922,-1,1919,1917,1923,-1,1918,1919,1924,-1,1922,1924,1925,-1,1929,1926,1930,-1,1928,1927,1913,-1,1881,1902,1928,-1,1906,1880,1929,-1,1902,1906,1930,-1,1928,1930,1931,-1,1926,1932,1931,-1,1909,1927,1933,-1,1927,1931,1934,-1,1923,1936,1935,-1,1917,1933,1936,-1,1932,1937,1934,-1,1933,1934,1938,-1,1936,1938,1939,-1,1961,1940,1962,-1,1950,1941,1951,-1,1945,1942,1946,-1,1944,1943,1899,-1,1776,1862,1944,-1,1866,1855,1945,-1,1862,1866,1946,-1,1944,1946,1947,-1,1904,1949,1948,-1,1896,1943,1949,-1,1942,1950,1947,-1,1943,1947,1951,-1,1949,1951,1952,-1,1956,1953,1957,-1,1955,1954,1945,-1,1855,1873,1955,-1,1877,1775,1956,-1,1873,1877,1957,-1,1955,1957,1958,-1,1950,1960,1959,-1,1942,1954,1960,-1,1953,1961,1958,-1,1954,1958,1962,-1,1960,1962,1963,-1,1977,1976,1964,-1,1968,1965,1969,-1,1929,1967,1966,-1,1880,1948,1967,-1,1952,1941,1968,-1,1948,1952,1969,-1,1967,1969,1970,-1,1970,1965,1971,-1,1926,1966,1972,-1,1966,1970,1973,-1,1937,1975,1974,-1,1932,1972,1975,-1,1973,1971,1976,-1,1972,1973,1977,-1,1975,1977,1978,-1,1982,1979,1983,-1,1968,1981,1980,-1,1941,1959,1981,-1,1940,1982,1963,-1,1959,1963,1983,-1,1981,1983,1984,-1,1979,1985,1984,-1,1965,1980,1986,-1,1980,1984,1987,-1,1976,1989,1988,-1,1971,1986,1989,-1,1985,1990,1987,-1,1986,1987,1991,-1,1989,1991,1992,-1,2094,1993,2095,-1,2039,1994,2040,-1,2016,1995,2017,-1,2005,1996,2006,-1,2000,1997,2001,-1,1999,1998,1847,-1,448,807,1999,-1,811,797,2000,-1,807,811,2001,-1,1999,2001,2002,-1,1852,2004,2003,-1,1844,1998,2004,-1,1997,2005,2002,-1,1998,2002,2006,-1,2004,2006,2007,-1,2011,2008,2012,-1,2010,2009,2000,-1,797,821,2010,-1,825,772,2011,-1,821,825,2012,-1,2010,2012,2013,-1,2005,2015,2014,-1,1997,2009,2015,-1,2008,2016,2013,-1,2009,2013,2017,-1,2015,2017,2018,-1,2029,2028,2019,-1,2023,2020,2024,-1,1870,2022,2021,-1,1831,2003,2022,-1,2007,1996,2023,-1,2003,2007,2024,-1,2022,2024,2025,-1,1875,2027,2026,-1,1867,2021,2027,-1,2025,2020,2028,-1,2021,2025,2029,-1,2027,2029,2030,-1,2034,2031,2035,-1,2023,2033,2032,-1,1996,2014,2033,-1,1995,2034,2018,-1,2014,2018,2035,-1,2033,2035,2036,-1,2028,2038,2037,-1,2020,2032,2038,-1,2031,2039,2036,-1,2032,2036,2040,-1,2038,2040,2041,-1,2067,2042,2068,-1,2052,2043,2053,-1,2047,2044,2048,-1,2046,2045,2011,-1,772,864,2046,-1,868,854,2047,-1,864,868,2048,-1,2046,2048,2049,-1,2016,2051,2050,-1,2008,2045,2051,-1,2044,2052,2049,-1,2045,2049,2053,-1,2051,2053,2054,-1,2060,2055,2061,-1,2057,2056,2058,-1,882,877,2057,-1,854,882,2058,-1,2047,2058,2059,-1,887,7,2060,-1,877,887,2061,-1,2057,2061,2062,-1,2065,2064,2063,-1,2059,2056,2064,-1,2044,2059,2065,-1,2052,2065,2066,-1,2055,2067,2062,-1,2056,2062,2068,-1,2064,2068,2069,-1,2080,2079,2070,-1,2074,2071,2075,-1,2034,2073,2072,-1,1995,2050,2073,-1,2054,2043,2074,-1,2050,2054,2075,-1,2073,2075,2076,-1,2039,2078,2077,-1,2031,2072,2078,-1,2076,2071,2079,-1,2072,2076,2080,-1,2078,2080,2081,-1,2087,2082,2088,-1,2085,2084,2083,-1,2066,2063,2084,-1,2043,2066,2085,-1,2074,2085,2086,-1,2042,2087,2069,-1,2063,2069,2088,-1,2084,2088,2089,-1,2092,2091,2090,-1,2086,2083,2091,-1,2071,2086,2092,-1,2079,2092,2093,-1,2082,2094,2089,-1,2083,2089,2095,-1,2091,2095,2096,-1,2149,2148,2097,-1,2119,2098,2120,-1,2108,2099,2109,-1,2103,2100,2104,-1,1956,2102,2101,-1,1775,2026,2102,-1,2030,2019,2103,-1,2026,2030,2104,-1,2102,2104,2105,-1,1961,2107,2106,-1,1953,2101,2107,-1,2105,2100,2108,-1,2101,2105,2109,-1,2107,2109,2110,-1,2114,2111,2115,-1,2113,2112,2103,-1,2019,2037,2113,-1,2041,1994,2114,-1,2037,2041,2115,-1,2113,2115,2116,-1,2108,2118,2117,-1,2100,2112,2118,-1,2111,2119,2116,-1,2112,2116,2120,-1,2118,2120,2121,-1,2135,2134,2122,-1,2126,2123,2127,-1,1982,2125,2124,-1,1940,2106,2125,-1,2110,2099,2126,-1,2106,2110,2127,-1,2125,2127,2128,-1,2128,2123,2129,-1,1979,2124,2130,-1,2124,2128,2131,-1,1990,2133,2132,-1,1985,2130,2133,-1,2131,2129,2134,-1,2130,2131,2135,-1,2133,2135,2136,-1,2140,2137,2141,-1,2126,2139,2138,-1,2099,2117,2139,-1,2121,2098,2140,-1,2117,2121,2141,-1,2139,2141,2142,-1,2142,2137,2143,-1,2123,2138,2144,-1,2138,2142,2145,-1,2134,2147,2146,-1,2129,2144,2147,-1,2145,2143,2148,-1,2144,2145,2149,-1,2147,2149,2150,-1,2176,2151,2177,-1,2162,2161,2152,-1,2156,2153,2157,-1,2114,2155,2154,-1,1994,2077,2155,-1,2081,2070,2156,-1,2077,2081,2157,-1,2155,2157,2158,-1,2119,2160,2159,-1,2111,2154,2160,-1,2158,2153,2161,-1,2154,2158,2162,-1,2160,2162,2163,-1,2169,2164,2170,-1,2167,2166,2165,-1,2093,2090,2166,-1,2070,2093,2167,-1,2156,2167,2168,-1,1993,2169,2096,-1,2090,2096,2170,-1,2166,2170,2171,-1,2174,2173,2172,-1,2168,2165,2173,-1,2153,2168,2174,-1,2161,2174,2175,-1,2164,2176,2171,-1,2165,2171,2177,-1,2173,2177,2178,-1,2192,2191,2179,-1,2183,2180,2184,-1,2140,2182,2181,-1,2098,2159,2182,-1,2163,2152,2183,-1,2159,2163,2184,-1,2182,2184,2185,-1,2185,2180,2186,-1,2137,2181,2187,-1,2181,2185,2188,-1,2148,2190,2189,-1,2143,2187,2190,-1,2188,2186,2191,-1,2187,2188,2192,-1,2190,2192,2193,-1,2199,2194,2200,-1,2197,2196,2195,-1,2175,2172,2196,-1,2152,2175,2197,-1,2183,2197,2198,-1,2151,2199,2178,-1,2172,2178,2200,-1,2196,2200,2201,-1,2206,2205,2202,-1,2198,2195,2203,-1,2180,2198,2204,-1,2204,2203,2205,-1,2186,2204,2206,-1,2191,2206,2207,-1,2194,2208,2201,-1,2195,2201,2209,-1,2208,2210,2209,-1,2203,2209,2211,-1,2205,2211,2212,-1,2431,2430,2213,-1,2315,2215,2316,-1,2268,2216,2269,-1,2242,2218,2243,-1,2231,2219,2232,-1,2225,2221,2226,-1,2223,2224,2222,-1,1771,1920,2224,-1,1925,1907,2225,-1,1920,1925,2226,-1,2224,2226,2227,-1,2229,2230,2228,-1,2220,2222,2230,-1,2227,2221,2231,-1,2222,2227,2232,-1,2230,2232,2233,-1,2237,2234,2238,-1,2236,2235,2225,-1,1907,1935,2236,-1,1939,1878,2237,-1,1935,1939,2238,-1,2236,2238,2239,-1,2231,2241,2240,-1,2221,2235,2241,-1,2234,2242,2239,-1,2235,2239,2243,-1,2241,2243,2244,-1,2257,2245,2258,-1,2251,2247,2252,-1,2249,2250,2248,-1,2217,2228,2250,-1,2233,2219,2251,-1,2228,2233,2252,-1,2250,2252,2253,-1,2255,2256,2254,-1,2246,2248,2256,-1,2253,2247,2257,-1,2248,2253,2258,-1,2256,2258,2259,-1,2263,2260,2264,-1,2262,2261,2251,-1,2219,2240,2262,-1,2244,2218,2263,-1,2240,2244,2264,-1,2262,2264,2265,-1,2257,2267,2266,-1,2247,2261,2267,-1,2260,2268,2265,-1,2261,2265,2269,-1,2267,2269,2270,-1,2292,2271,2293,-1,2281,2272,2282,-1,2276,2273,2277,-1,2275,2274,2237,-1,1878,1974,2275,-1,1978,1964,2276,-1,1974,1978,2277,-1,2275,2277,2278,-1,2242,2280,2279,-1,2234,2274,2280,-1,2273,2281,2278,-1,2274,2278,2282,-1,2280,2282,2283,-1,2287,2284,2288,-1,2286,2285,2276,-1,1964,1988,2286,-1,1992,1773,2287,-1,1988,1992,2288,-1,2286,2288,2289,-1,2281,2291,2290,-1,2273,2285,2291,-1,2284,2292,2289,-1,2285,2289,2293,-1,2291,2293,2294,-1,2305,2304,2295,-1,2299,2296,2300,-1,2263,2298,2297,-1,2218,2279,2298,-1,2283,2272,2299,-1,2279,2283,2300,-1,2298,2300,2301,-1,2268,2303,2302,-1,2260,2297,2303,-1,2301,2296,2304,-1,2297,2301,2305,-1,2303,2305,2306,-1,2310,2307,2311,-1,2299,2309,2308,-1,2272,2290,2309,-1,2271,2310,2294,-1,2290,2294,2311,-1,2309,2311,2312,-1,2304,2314,2313,-1,2296,2308,2314,-1,2307,2315,2312,-1,2308,2312,2316,-1,2314,2316,2317,-1,2378,2377,2318,-1,2344,2320,2345,-1,2333,2321,2334,-1,2327,2323,2328,-1,2325,2326,2324,-1,2214,2254,2326,-1,2259,2245,2327,-1,2254,2259,2328,-1,2326,2328,2329,-1,2331,2332,2330,-1,2322,2324,2332,-1,2329,2323,2333,-1,2324,2329,2334,-1,2332,2334,2335,-1,2339,2336,2340,-1,2338,2337,2327,-1,2245,2266,2338,-1,2270,2216,2339,-1,2266,2270,2340,-1,2338,2340,2341,-1,2333,2343,2342,-1,2323,2337,2343,-1,2336,2344,2341,-1,2337,2341,2345,-1,2343,2345,2346,-1,2364,2363,2347,-1,2353,2349,2354,-1,2351,2352,2350,-1,2319,2330,2352,-1,2335,2321,2353,-1,2330,2335,2354,-1,2352,2354,2355,-1,2355,2349,2357,-1,2348,2350,2358,-1,2350,2355,2359,-1,2361,2362,2360,-1,2356,2358,2362,-1,2359,2357,2363,-1,2358,2359,2364,-1,2362,2364,2365,-1,2369,2366,2370,-1,2353,2368,2367,-1,2321,2342,2368,-1,2346,2320,2369,-1,2342,2346,2370,-1,2368,2370,2371,-1,2371,2366,2372,-1,2349,2367,2373,-1,2367,2371,2374,-1,2363,2376,2375,-1,2357,2373,2376,-1,2374,2372,2377,-1,2373,2374,2378,-1,2376,2378,2379,-1,2401,2380,2402,-1,2390,2381,2391,-1,2385,2382,2386,-1,2339,2384,2383,-1,2216,2302,2384,-1,2306,2295,2385,-1,2302,2306,2386,-1,2384,2386,2387,-1,2344,2389,2388,-1,2336,2383,2389,-1,2387,2382,2390,-1,2383,2387,2391,-1,2389,2391,2392,-1,2396,2393,2397,-1,2395,2394,2385,-1,2295,2313,2395,-1,2317,2215,2396,-1,2313,2317,2397,-1,2395,2397,2398,-1,2390,2400,2399,-1,2382,2394,2400,-1,2393,2401,2398,-1,2394,2398,2402,-1,2400,2402,2403,-1,2417,2416,2404,-1,2408,2405,2409,-1,2369,2407,2406,-1,2320,2388,2407,-1,2392,2381,2408,-1,2388,2392,2409,-1,2407,2409,2410,-1,2410,2405,2411,-1,2366,2406,2412,-1,2406,2410,2413,-1,2377,2415,2414,-1,2372,2412,2415,-1,2413,2411,2416,-1,2412,2413,2417,-1,2415,2417,2418,-1,2422,2419,2423,-1,2408,2421,2420,-1,2381,2399,2421,-1,2403,2380,2422,-1,2399,2403,2423,-1,2421,2423,2424,-1,2424,2419,2425,-1,2405,2420,2426,-1,2420,2424,2427,-1,2416,2429,2428,-1,2411,2426,2429,-1,2427,2425,2430,-1,2426,2427,2431,-1,2429,2431,2432,-1,2534,2433,2535,-1,2479,2434,2480,-1,2456,2435,2457,-1,2445,2436,2446,-1,2440,2437,2441,-1,2287,2439,2438,-1,1773,2132,2439,-1,2136,2122,2440,-1,2132,2136,2441,-1,2439,2441,2442,-1,2292,2444,2443,-1,2284,2438,2444,-1,2442,2437,2445,-1,2438,2442,2446,-1,2444,2446,2447,-1,2451,2448,2452,-1,2450,2449,2440,-1,2122,2146,2450,-1,2150,2097,2451,-1,2146,2150,2452,-1,2450,2452,2453,-1,2445,2455,2454,-1,2437,2449,2455,-1,2448,2456,2453,-1,2449,2453,2457,-1,2455,2457,2458,-1,2468,2459,2469,-1,2463,2460,2464,-1,2310,2462,2461,-1,2271,2443,2462,-1,2447,2436,2463,-1,2443,2447,2464,-1,2462,2464,2465,-1,2315,2467,2466,-1,2307,2461,2467,-1,2465,2460,2468,-1,2461,2465,2469,-1,2467,2469,2470,-1,2474,2471,2475,-1,2473,2472,2463,-1,2436,2454,2473,-1,2458,2435,2474,-1,2454,2458,2475,-1,2473,2475,2476,-1,2468,2478,2477,-1,2460,2472,2478,-1,2471,2479,2476,-1,2472,2476,2480,-1,2478,2480,2481,-1,2507,2482,2508,-1,2492,2483,2493,-1,2487,2484,2488,-1,2486,2485,2451,-1,2097,2189,2486,-1,2193,2179,2487,-1,2189,2193,2488,-1,2486,2488,2489,-1,2456,2491,2490,-1,2448,2485,2491,-1,2484,2492,2489,-1,2485,2489,2493,-1,2491,2493,2494,-1,2500,2495,2501,-1,2497,2496,2498,-1,2207,2202,2497,-1,2179,2207,2498,-1,2487,2498,2499,-1,2212,1772,2500,-1,2202,2212,2501,-1,2497,2501,2502,-1,2505,2504,2503,-1,2499,2496,2504,-1,2484,2499,2505,-1,2492,2505,2506,-1,2495,2507,2502,-1,2496,2502,2508,-1,2504,2508,2509,-1,2520,2519,2510,-1,2514,2511,2515,-1,2474,2513,2512,-1,2435,2490,2513,-1,2494,2483,2514,-1,2490,2494,2515,-1,2513,2515,2516,-1,2479,2518,2517,-1,2471,2512,2518,-1,2516,2511,2519,-1,2512,2516,2520,-1,2518,2520,2521,-1,2527,2522,2528,-1,2525,2524,2523,-1,2506,2503,2524,-1,2483,2506,2525,-1,2514,2525,2526,-1,2482,2527,2509,-1,2503,2509,2528,-1,2524,2528,2529,-1,2532,2531,2530,-1,2526,2523,2531,-1,2511,2526,2532,-1,2519,2532,2533,-1,2522,2534,2529,-1,2523,2529,2535,-1,2531,2535,2536,-1,2589,2588,2537,-1,2559,2538,2560,-1,2548,2539,2549,-1,2543,2540,2544,-1,2396,2542,2541,-1,2215,2466,2542,-1,2470,2459,2543,-1,2466,2470,2544,-1,2542,2544,2545,-1,2401,2547,2546,-1,2393,2541,2547,-1,2545,2540,2548,-1,2541,2545,2549,-1,2547,2549,2550,-1,2554,2551,2555,-1,2553,2552,2543,-1,2459,2477,2553,-1,2481,2434,2554,-1,2477,2481,2555,-1,2553,2555,2556,-1,2548,2558,2557,-1,2540,2552,2558,-1,2551,2559,2556,-1,2552,2556,2560,-1,2558,2560,2561,-1,2575,2574,2562,-1,2566,2563,2567,-1,2422,2565,2564,-1,2380,2546,2565,-1,2550,2539,2566,-1,2546,2550,2567,-1,2565,2567,2568,-1,2568,2563,2569,-1,2419,2564,2570,-1,2564,2568,2571,-1,2430,2573,2572,-1,2425,2570,2573,-1,2571,2569,2574,-1,2570,2571,2575,-1,2573,2575,2576,-1,2580,2577,2581,-1,2566,2579,2578,-1,2539,2557,2579,-1,2561,2538,2580,-1,2557,2561,2581,-1,2579,2581,2582,-1,2582,2577,2583,-1,2563,2578,2584,-1,2578,2582,2585,-1,2574,2587,2586,-1,2569,2584,2587,-1,2585,2583,2588,-1,2584,2585,2589,-1,2587,2589,2590,-1,2616,2591,2617,-1,2601,2592,2602,-1,2596,2593,2597,-1,2554,2595,2594,-1,2434,2517,2595,-1,2521,2510,2596,-1,2517,2521,2597,-1,2595,2597,2598,-1,2559,2600,2599,-1,2551,2594,2600,-1,2598,2593,2601,-1,2594,2598,2602,-1,2600,2602,2603,-1,2609,2604,2610,-1,2606,2605,2607,-1,2533,2530,2606,-1,2510,2533,2607,-1,2596,2607,2608,-1,2536,2433,2609,-1,2530,2536,2610,-1,2606,2610,2611,-1,2614,2613,2612,-1,2608,2605,2613,-1,2593,2608,2614,-1,2601,2614,2615,-1,2604,2616,2611,-1,2605,2611,2617,-1,2613,2617,2618,-1,2632,2631,2619,-1,2623,2620,2624,-1,2580,2622,2621,-1,2538,2599,2622,-1,2603,2592,2623,-1,2599,2603,2624,-1,2622,2624,2625,-1,2625,2620,2626,-1,2577,2621,2627,-1,2621,2625,2628,-1,2588,2630,2629,-1,2583,2627,2630,-1,2628,2626,2631,-1,2627,2628,2632,-1,2630,2632,2633,-1,2639,2634,2640,-1,2637,2636,2635,-1,2615,2612,2636,-1,2592,2615,2637,-1,2623,2637,2638,-1,2618,2591,2639,-1,2612,2618,2640,-1,2636,2640,2641,-1,2646,2645,2642,-1,2638,2635,2643,-1,2620,2638,2644,-1,2644,2643,2645,-1,2626,2644,2646,-1,2631,2646,2647,-1,2641,2634,2648,-1,2635,2641,2649,-1,2649,2648,2650,-1,2643,2649,2651,-1,2645,2651,2652,-1,3092,2653,3093,-1,2873,2872,2654,-1,2756,2655,2757,-1,2701,2656,2702,-1,2678,2657,2679,-1,2667,2658,2668,-1,2662,2659,2663,-1,2060,2661,2660,-1,7,1469,2661,-1,1473,1459,2662,-1,1469,1473,2663,-1,2661,2663,2664,-1,2067,2666,2665,-1,2055,2660,2666,-1,2664,2659,2667,-1,2660,2664,2668,-1,2666,2668,2669,-1,2673,2670,2674,-1,2672,2671,2662,-1,1459,1483,2672,-1,1487,1434,2673,-1,1483,1487,2674,-1,2672,2674,2675,-1,2667,2677,2676,-1,2659,2671,2677,-1,2670,2678,2675,-1,2671,2675,2679,-1,2677,2679,2680,-1,2690,2681,2691,-1,2685,2682,2686,-1,2087,2684,2683,-1,2042,2665,2684,-1,2669,2658,2685,-1,2665,2669,2686,-1,2684,2686,2687,-1,2094,2689,2688,-1,2082,2683,2689,-1,2687,2682,2690,-1,2683,2687,2691,-1,2689,2691,2692,-1,2696,2693,2697,-1,2695,2694,2685,-1,2658,2676,2695,-1,2680,2657,2696,-1,2676,2680,2697,-1,2695,2697,2698,-1,2690,2700,2699,-1,2682,2694,2700,-1,2693,2701,2698,-1,2694,2698,2702,-1,2700,2702,2703,-1,2729,2704,2730,-1,2714,2705,2715,-1,2709,2706,2710,-1,2708,2707,2673,-1,1434,1526,2708,-1,1530,1516,2709,-1,1526,1530,2710,-1,2708,2710,2711,-1,2678,2713,2712,-1,2670,2707,2713,-1,2706,2714,2711,-1,2707,2711,2715,-1,2713,2715,2716,-1,2722,2717,2723,-1,2719,2718,2720,-1,1544,1539,2719,-1,1516,1544,2720,-1,2709,2720,2721,-1,1549,1329,2722,-1,1539,1549,2723,-1,2719,2723,2724,-1,2727,2726,2725,-1,2721,2718,2726,-1,2706,2721,2727,-1,2714,2727,2728,-1,2717,2729,2724,-1,2718,2724,2730,-1,2726,2730,2731,-1,2742,2741,2732,-1,2736,2733,2737,-1,2696,2735,2734,-1,2657,2712,2735,-1,2716,2705,2736,-1,2712,2716,2737,-1,2735,2737,2738,-1,2701,2740,2739,-1,2693,2734,2740,-1,2738,2733,2741,-1,2734,2738,2742,-1,2740,2742,2743,-1,2749,2744,2750,-1,2747,2746,2745,-1,2728,2725,2746,-1,2705,2728,2747,-1,2736,2747,2748,-1,2704,2749,2731,-1,2725,2731,2750,-1,2746,2750,2751,-1,2754,2753,2752,-1,2748,2745,2753,-1,2733,2748,2754,-1,2741,2754,2755,-1,2744,2756,2751,-1,2745,2751,2757,-1,2753,2757,2758,-1,2811,2810,2759,-1,2781,2760,2782,-1,2770,2761,2771,-1,2765,2762,2766,-1,2169,2764,2763,-1,1993,2688,2764,-1,2692,2681,2765,-1,2688,2692,2766,-1,2764,2766,2767,-1,2176,2769,2768,-1,2164,2763,2769,-1,2767,2762,2770,-1,2763,2767,2771,-1,2769,2771,2772,-1,2776,2773,2777,-1,2775,2774,2765,-1,2681,2699,2775,-1,2703,2656,2776,-1,2699,2703,2777,-1,2775,2777,2778,-1,2770,2780,2779,-1,2762,2774,2780,-1,2773,2781,2778,-1,2774,2778,2782,-1,2780,2782,2783,-1,2797,2796,2784,-1,2788,2785,2789,-1,2199,2787,2786,-1,2151,2768,2787,-1,2772,2761,2788,-1,2768,2772,2789,-1,2787,2789,2790,-1,2790,2785,2791,-1,2194,2786,2792,-1,2786,2790,2793,-1,2210,2795,2794,-1,2208,2792,2795,-1,2793,2791,2796,-1,2792,2793,2797,-1,2795,2797,2798,-1,2802,2799,2803,-1,2788,2801,2800,-1,2761,2779,2801,-1,2783,2760,2802,-1,2779,2783,2803,-1,2801,2803,2804,-1,2804,2799,2805,-1,2785,2800,2806,-1,2800,2804,2807,-1,2796,2809,2808,-1,2791,2806,2809,-1,2807,2805,2810,-1,2806,2807,2811,-1,2809,2811,2812,-1,2838,2813,2839,-1,2823,2814,2824,-1,2818,2815,2819,-1,2776,2817,2816,-1,2656,2739,2817,-1,2743,2732,2818,-1,2739,2743,2819,-1,2817,2819,2820,-1,2781,2822,2821,-1,2773,2816,2822,-1,2820,2815,2823,-1,2816,2820,2824,-1,2822,2824,2825,-1,2831,2826,2832,-1,2828,2827,2829,-1,2755,2752,2828,-1,2732,2755,2829,-1,2818,2829,2830,-1,2758,2655,2831,-1,2752,2758,2832,-1,2828,2832,2833,-1,2836,2835,2834,-1,2830,2827,2835,-1,2815,2830,2836,-1,2823,2836,2837,-1,2826,2838,2833,-1,2827,2833,2839,-1,2835,2839,2840,-1,2854,2853,2841,-1,2845,2842,2846,-1,2802,2844,2843,-1,2760,2821,2844,-1,2825,2814,2845,-1,2821,2825,2846,-1,2844,2846,2847,-1,2847,2842,2848,-1,2799,2843,2849,-1,2843,2847,2850,-1,2810,2852,2851,-1,2805,2849,2852,-1,2850,2848,2853,-1,2849,2850,2854,-1,2852,2854,2855,-1,2861,2856,2862,-1,2859,2858,2857,-1,2837,2834,2858,-1,2814,2837,2859,-1,2845,2859,2860,-1,2840,2813,2861,-1,2834,2840,2862,-1,2858,2862,2863,-1,2868,2867,2864,-1,2860,2857,2865,-1,2842,2860,2866,-1,2866,2865,2867,-1,2848,2866,2868,-1,2853,2868,2869,-1,2863,2856,2870,-1,2857,2863,2871,-1,2871,2870,2872,-1,2865,2871,2873,-1,2867,2873,2874,-1,2976,2875,2977,-1,2922,2921,2876,-1,2898,2877,2899,-1,2887,2878,2888,-1,2882,2879,2883,-1,2722,2881,2880,-1,1329,1689,2881,-1,1693,1679,2882,-1,1689,1693,2883,-1,2881,2883,2884,-1,2729,2886,2885,-1,2717,2880,2886,-1,2884,2879,2887,-1,2880,2884,2888,-1,2886,2888,2889,-1,2893,2890,2894,-1,2892,2891,2882,-1,1679,1703,2892,-1,1707,1654,2893,-1,1703,1707,2894,-1,2892,2894,2895,-1,2887,2897,2896,-1,2879,2891,2897,-1,2890,2898,2895,-1,2891,2895,2899,-1,2897,2899,2900,-1,2911,2910,2901,-1,2905,2902,2906,-1,2749,2904,2903,-1,2704,2885,2904,-1,2889,2878,2905,-1,2885,2889,2906,-1,2904,2906,2907,-1,2756,2909,2908,-1,2744,2903,2909,-1,2907,2902,2910,-1,2903,2907,2911,-1,2909,2911,2912,-1,2916,2913,2917,-1,2905,2915,2914,-1,2878,2896,2915,-1,2900,2877,2916,-1,2896,2900,2917,-1,2915,2917,2918,-1,2910,2920,2919,-1,2902,2914,2920,-1,2918,2913,2921,-1,2914,2918,2922,-1,2920,2922,2923,-1,2949,2924,2950,-1,2935,2934,2925,-1,2929,2926,2930,-1,2893,2928,2927,-1,1654,1746,2928,-1,1750,1736,2929,-1,1746,1750,2930,-1,2928,2930,2931,-1,2898,2933,2932,-1,2890,2927,2933,-1,2931,2926,2934,-1,2927,2931,2935,-1,2933,2935,2936,-1,2942,2937,2943,-1,2940,2939,2938,-1,1764,1759,2939,-1,1736,1764,2940,-1,2929,2940,2941,-1,4,2942,1769,-1,1759,1769,2943,-1,2939,2943,2944,-1,2947,2946,2945,-1,2941,2938,2946,-1,2926,2941,2947,-1,2934,2947,2948,-1,2937,2949,2944,-1,2938,2944,2950,-1,2946,2950,2951,-1,2962,2961,2952,-1,2956,2953,2957,-1,2916,2955,2954,-1,2877,2932,2955,-1,2936,2925,2956,-1,2932,2936,2957,-1,2955,2957,2958,-1,2921,2960,2959,-1,2913,2954,2960,-1,2958,2953,2961,-1,2954,2958,2962,-1,2960,2962,2963,-1,2969,2964,2970,-1,2967,2966,2965,-1,2948,2945,2966,-1,2925,2948,2967,-1,2956,2967,2968,-1,2924,2969,2951,-1,2945,2951,2970,-1,2966,2970,2971,-1,2974,2973,2972,-1,2968,2965,2973,-1,2953,2968,2974,-1,2961,2974,2975,-1,2964,2976,2971,-1,2965,2971,2977,-1,2973,2977,2978,-1,3031,3030,2979,-1,3001,2980,3002,-1,2990,2981,2991,-1,2985,2982,2986,-1,2831,2984,2983,-1,2655,2908,2984,-1,2912,2901,2985,-1,2908,2912,2986,-1,2984,2986,2987,-1,2838,2989,2988,-1,2826,2983,2989,-1,2987,2982,2990,-1,2983,2987,2991,-1,2989,2991,2992,-1,2996,2993,2997,-1,2995,2994,2985,-1,2901,2919,2995,-1,2923,2876,2996,-1,2919,2923,2997,-1,2995,2997,2998,-1,2990,3000,2999,-1,2982,2994,3000,-1,2993,3001,2998,-1,2994,2998,3002,-1,3000,3002,3003,-1,3017,3016,3004,-1,3008,3005,3009,-1,2861,3007,3006,-1,2813,2988,3007,-1,2992,2981,3008,-1,2988,2992,3009,-1,3007,3009,3010,-1,3010,3005,3011,-1,2856,3006,3012,-1,3006,3010,3013,-1,2872,3015,3014,-1,2870,3012,3015,-1,3013,3011,3016,-1,3012,3013,3017,-1,3015,3017,3018,-1,3022,3019,3023,-1,3008,3021,3020,-1,2981,2999,3021,-1,3003,2980,3022,-1,2999,3003,3023,-1,3021,3023,3024,-1,3024,3019,3025,-1,3005,3020,3026,-1,3020,3024,3027,-1,3016,3029,3028,-1,3011,3026,3029,-1,3027,3025,3030,-1,3026,3027,3031,-1,3029,3031,3032,-1,3058,3033,3059,-1,3044,3043,3034,-1,3038,3035,3039,-1,2996,3037,3036,-1,2876,2959,3037,-1,2963,2952,3038,-1,2959,2963,3039,-1,3037,3039,3040,-1,3001,3042,3041,-1,2993,3036,3042,-1,3040,3035,3043,-1,3036,3040,3044,-1,3042,3044,3045,-1,3051,3046,3052,-1,3049,3048,3047,-1,2975,2972,3048,-1,2952,2975,3049,-1,3038,3049,3050,-1,2875,3051,2978,-1,2972,2978,3052,-1,3048,3052,3053,-1,3056,3055,3054,-1,3050,3047,3055,-1,3035,3050,3056,-1,3043,3056,3057,-1,3046,3058,3053,-1,3047,3053,3059,-1,3055,3059,3060,-1,3074,3073,3061,-1,3065,3062,3066,-1,3022,3064,3063,-1,2980,3041,3064,-1,3045,3034,3065,-1,3041,3045,3066,-1,3064,3066,3067,-1,3067,3062,3068,-1,3019,3063,3069,-1,3063,3067,3070,-1,3030,3072,3071,-1,3025,3069,3072,-1,3070,3068,3073,-1,3069,3070,3074,-1,3072,3074,3075,-1,3081,3076,3082,-1,3079,3078,3077,-1,3057,3054,3078,-1,3034,3057,3079,-1,3065,3079,3080,-1,3033,3081,3060,-1,3054,3060,3082,-1,3078,3082,3083,-1,3088,3087,3084,-1,3080,3077,3085,-1,3062,3080,3086,-1,3086,3085,3087,-1,3068,3086,3088,-1,3073,3088,3089,-1,3076,3090,3083,-1,3077,3083,3091,-1,3090,3092,3091,-1,3085,3091,3093,-1,3087,3093,3094,-1,3314,3313,3095,-1,3197,3096,3198,-1,3142,3097,3143,-1,3119,3098,3120,-1,3108,3099,3109,-1,3103,3100,3104,-1,2500,3102,3101,-1,1772,2794,3102,-1,2798,2784,3103,-1,2794,2798,3104,-1,3102,3104,3105,-1,2507,3107,3106,-1,2495,3101,3107,-1,3105,3100,3108,-1,3101,3105,3109,-1,3107,3109,3110,-1,3114,3111,3115,-1,3113,3112,3103,-1,2784,2808,3113,-1,2812,2759,3114,-1,2808,2812,3115,-1,3113,3115,3116,-1,3108,3118,3117,-1,3100,3112,3118,-1,3111,3119,3116,-1,3112,3116,3120,-1,3118,3120,3121,-1,3131,3122,3132,-1,3126,3123,3127,-1,2527,3125,3124,-1,2482,3106,3125,-1,3110,3099,3126,-1,3106,3110,3127,-1,3125,3127,3128,-1,2534,3130,3129,-1,2522,3124,3130,-1,3128,3123,3131,-1,3124,3128,3132,-1,3130,3132,3133,-1,3137,3134,3138,-1,3136,3135,3126,-1,3099,3117,3136,-1,3121,3098,3137,-1,3117,3121,3138,-1,3136,3138,3139,-1,3131,3141,3140,-1,3123,3135,3141,-1,3134,3142,3139,-1,3135,3139,3143,-1,3141,3143,3144,-1,3170,3145,3171,-1,3155,3146,3156,-1,3150,3147,3151,-1,3149,3148,3114,-1,2759,2851,3149,-1,2855,2841,3150,-1,2851,2855,3151,-1,3149,3151,3152,-1,3119,3154,3153,-1,3111,3148,3154,-1,3147,3155,3152,-1,3148,3152,3156,-1,3154,3156,3157,-1,3163,3158,3164,-1,3160,3159,3161,-1,2869,2864,3160,-1,2841,2869,3161,-1,3150,3161,3162,-1,2874,2654,3163,-1,2864,2874,3164,-1,3160,3164,3165,-1,3168,3167,3166,-1,3162,3159,3167,-1,3147,3162,3168,-1,3155,3168,3169,-1,3158,3170,3165,-1,3159,3165,3171,-1,3167,3171,3172,-1,3183,3182,3173,-1,3177,3174,3178,-1,3137,3176,3175,-1,3098,3153,3176,-1,3157,3146,3177,-1,3153,3157,3178,-1,3176,3178,3179,-1,3142,3181,3180,-1,3134,3175,3181,-1,3179,3174,3182,-1,3175,3179,3183,-1,3181,3183,3184,-1,3190,3185,3191,-1,3188,3187,3186,-1,3169,3166,3187,-1,3146,3169,3188,-1,3177,3188,3189,-1,3145,3190,3172,-1,3166,3172,3191,-1,3187,3191,3192,-1,3195,3194,3193,-1,3189,3186,3194,-1,3174,3189,3195,-1,3182,3195,3196,-1,3185,3197,3192,-1,3186,3192,3198,-1,3194,3198,3199,-1,3252,3251,3200,-1,3222,3201,3223,-1,3211,3202,3212,-1,3206,3203,3207,-1,2609,3205,3204,-1,2433,3129,3205,-1,3133,3122,3206,-1,3129,3133,3207,-1,3205,3207,3208,-1,2616,3210,3209,-1,2604,3204,3210,-1,3208,3203,3211,-1,3204,3208,3212,-1,3210,3212,3213,-1,3217,3214,3218,-1,3216,3215,3206,-1,3122,3140,3216,-1,3144,3097,3217,-1,3140,3144,3218,-1,3216,3218,3219,-1,3211,3221,3220,-1,3203,3215,3221,-1,3214,3222,3219,-1,3215,3219,3223,-1,3221,3223,3224,-1,3238,3237,3225,-1,3229,3226,3230,-1,2639,3228,3227,-1,2591,3209,3228,-1,3213,3202,3229,-1,3209,3213,3230,-1,3228,3230,3231,-1,3231,3226,3232,-1,2634,3227,3233,-1,3227,3231,3234,-1,2650,3236,3235,-1,2648,3233,3236,-1,3234,3232,3237,-1,3233,3234,3238,-1,3236,3238,3239,-1,3243,3240,3244,-1,3229,3242,3241,-1,3202,3220,3242,-1,3224,3201,3243,-1,3220,3224,3244,-1,3242,3244,3245,-1,3245,3240,3246,-1,3226,3241,3247,-1,3241,3245,3248,-1,3237,3250,3249,-1,3232,3247,3250,-1,3248,3246,3251,-1,3247,3248,3252,-1,3250,3252,3253,-1,3279,3254,3280,-1,3264,3255,3265,-1,3259,3256,3260,-1,3217,3258,3257,-1,3097,3180,3258,-1,3184,3173,3259,-1,3180,3184,3260,-1,3258,3260,3261,-1,3222,3263,3262,-1,3214,3257,3263,-1,3261,3256,3264,-1,3257,3261,3265,-1,3263,3265,3266,-1,3272,3267,3273,-1,3269,3268,3270,-1,3196,3193,3269,-1,3173,3196,3270,-1,3259,3270,3271,-1,3199,3096,3272,-1,3193,3199,3273,-1,3269,3273,3274,-1,3277,3276,3275,-1,3271,3268,3276,-1,3256,3271,3277,-1,3264,3277,3278,-1,3267,3279,3274,-1,3268,3274,3280,-1,3276,3280,3281,-1,3295,3294,3282,-1,3286,3283,3287,-1,3243,3285,3284,-1,3201,3262,3285,-1,3266,3255,3286,-1,3262,3266,3287,-1,3285,3287,3288,-1,3288,3283,3289,-1,3240,3284,3290,-1,3284,3288,3291,-1,3251,3293,3292,-1,3246,3290,3293,-1,3291,3289,3294,-1,3290,3291,3295,-1,3293,3295,3296,-1,3302,3297,3303,-1,3300,3299,3298,-1,3278,3275,3299,-1,3255,3278,3300,-1,3286,3300,3301,-1,3281,3254,3302,-1,3275,3281,3303,-1,3299,3303,3304,-1,3309,3308,3305,-1,3301,3298,3306,-1,3283,3301,3307,-1,3307,3306,3308,-1,3289,3307,3309,-1,3294,3309,3310,-1,3304,3297,3311,-1,3298,3304,3312,-1,3312,3311,3313,-1,3306,3312,3314,-1,3308,3314,3315,-1,3417,3316,3418,-1,3363,3362,3317,-1,3339,3318,3340,-1,3328,3319,3329,-1,3323,3320,3324,-1,3163,3322,3321,-1,2654,3014,3322,-1,3018,3004,3323,-1,3014,3018,3324,-1,3322,3324,3325,-1,3170,3327,3326,-1,3158,3321,3327,-1,3325,3320,3328,-1,3321,3325,3329,-1,3327,3329,3330,-1,3334,3331,3335,-1,3333,3332,3323,-1,3004,3028,3333,-1,3032,2979,3334,-1,3028,3032,3335,-1,3333,3335,3336,-1,3328,3338,3337,-1,3320,3332,3338,-1,3331,3339,3336,-1,3332,3336,3340,-1,3338,3340,3341,-1,3352,3351,3342,-1,3346,3343,3347,-1,3190,3345,3344,-1,3145,3326,3345,-1,3330,3319,3346,-1,3326,3330,3347,-1,3345,3347,3348,-1,3197,3350,3349,-1,3185,3344,3350,-1,3348,3343,3351,-1,3344,3348,3352,-1,3350,3352,3353,-1,3357,3354,3358,-1,3346,3356,3355,-1,3319,3337,3356,-1,3341,3318,3357,-1,3337,3341,3358,-1,3356,3358,3359,-1,3351,3361,3360,-1,3343,3355,3361,-1,3359,3354,3362,-1,3355,3359,3363,-1,3361,3363,3364,-1,3390,3365,3391,-1,3376,3375,3366,-1,3370,3367,3371,-1,3334,3369,3368,-1,2979,3071,3369,-1,3075,3061,3370,-1,3071,3075,3371,-1,3369,3371,3372,-1,3339,3374,3373,-1,3331,3368,3374,-1,3372,3367,3375,-1,3368,3372,3376,-1,3374,3376,3377,-1,3383,3378,3384,-1,3381,3380,3379,-1,3089,3084,3380,-1,3061,3089,3381,-1,3370,3381,3382,-1,2653,3383,3094,-1,3084,3094,3384,-1,3380,3384,3385,-1,3388,3387,3386,-1,3382,3379,3387,-1,3367,3382,3388,-1,3375,3388,3389,-1,3378,3390,3385,-1,3379,3385,3391,-1,3387,3391,3392,-1,3403,3402,3393,-1,3397,3394,3398,-1,3357,3396,3395,-1,3318,3373,3396,-1,3377,3366,3397,-1,3373,3377,3398,-1,3396,3398,3399,-1,3362,3401,3400,-1,3354,3395,3401,-1,3399,3394,3402,-1,3395,3399,3403,-1,3401,3403,3404,-1,3410,3405,3411,-1,3408,3407,3406,-1,3389,3386,3407,-1,3366,3389,3408,-1,3397,3408,3409,-1,3365,3410,3392,-1,3386,3392,3411,-1,3407,3411,3412,-1,3415,3414,3413,-1,3409,3406,3414,-1,3394,3409,3415,-1,3402,3415,3416,-1,3405,3417,3412,-1,3406,3412,3418,-1,3414,3418,3419,-1,3472,3471,3420,-1,3442,3421,3443,-1,3431,3422,3432,-1,3426,3423,3427,-1,3272,3425,3424,-1,3096,3349,3425,-1,3353,3342,3426,-1,3349,3353,3427,-1,3425,3427,3428,-1,3279,3430,3429,-1,3267,3424,3430,-1,3428,3423,3431,-1,3424,3428,3432,-1,3430,3432,3433,-1,3437,3434,3438,-1,3436,3435,3426,-1,3342,3360,3436,-1,3364,3317,3437,-1,3360,3364,3438,-1,3436,3438,3439,-1,3431,3441,3440,-1,3423,3435,3441,-1,3434,3442,3439,-1,3435,3439,3443,-1,3441,3443,3444,-1,3458,3457,3445,-1,3449,3446,3450,-1,3302,3448,3447,-1,3254,3429,3448,-1,3433,3422,3449,-1,3429,3433,3450,-1,3448,3450,3451,-1,3451,3446,3452,-1,3297,3447,3453,-1,3447,3451,3454,-1,3313,3456,3455,-1,3311,3453,3456,-1,3454,3452,3457,-1,3453,3454,3458,-1,3456,3458,3459,-1,3463,3460,3464,-1,3449,3462,3461,-1,3422,3440,3462,-1,3444,3421,3463,-1,3440,3444,3464,-1,3462,3464,3465,-1,3465,3460,3466,-1,3446,3461,3467,-1,3461,3465,3468,-1,3457,3470,3469,-1,3452,3467,3470,-1,3468,3466,3471,-1,3467,3468,3472,-1,3470,3472,3473,-1,3499,3474,3500,-1,3485,3484,3475,-1,3479,3476,3480,-1,3437,3478,3477,-1,3317,3400,3478,-1,3404,3393,3479,-1,3400,3404,3480,-1,3478,3480,3481,-1,3442,3483,3482,-1,3434,3477,3483,-1,3481,3476,3484,-1,3477,3481,3485,-1,3483,3485,3486,-1,3492,3487,3493,-1,3490,3489,3488,-1,3416,3413,3489,-1,3393,3416,3490,-1,3479,3490,3491,-1,3316,3492,3419,-1,3413,3419,3493,-1,3489,3493,3494,-1,3497,3496,3495,-1,3491,3488,3496,-1,3476,3491,3497,-1,3484,3497,3498,-1,3487,3499,3494,-1,3488,3494,3500,-1,3496,3500,3501,-1,3515,3514,3502,-1,3506,3503,3507,-1,3463,3505,3504,-1,3421,3482,3505,-1,3486,3475,3506,-1,3482,3486,3507,-1,3505,3507,3508,-1,3508,3503,3509,-1,3460,3504,3510,-1,3504,3508,3511,-1,3471,3513,3512,-1,3466,3510,3513,-1,3511,3509,3514,-1,3510,3511,3515,-1,3513,3515,3516,-1,3522,3517,3523,-1,3520,3519,3518,-1,3498,3495,3519,-1,3475,3498,3520,-1,3506,3520,3521,-1,3474,3522,3501,-1,3495,3501,3523,-1,3519,3523,3524,-1,3529,3528,3525,-1,3521,3518,3526,-1,3503,3521,3527,-1,3527,3526,3528,-1,3509,3527,3529,-1,3514,3529,3530,-1,3517,3531,3524,-1,3518,3524,3532,-1,3531,3533,3532,-1,3526,3532,3534,-1,3528,3534,3535,-1,5301,3536,5302,-1,4419,4418,3538,-1,3978,3540,3979,-1,3758,3541,3759,-1,3643,3543,3644,-1,3596,3544,3597,-1,3570,3546,3571,-1,3559,3547,3560,-1,3553,3549,3554,-1,3551,3552,3550,-1,3,2360,3552,-1,2365,2347,3553,-1,2360,2365,3554,-1,3552,3554,3555,-1,3557,3558,3556,-1,3548,3550,3558,-1,3555,3549,3559,-1,3550,3555,3560,-1,3558,3560,3561,-1,3565,3562,3566,-1,3564,3563,3553,-1,2347,2375,3564,-1,2379,2318,3565,-1,2375,2379,3566,-1,3564,3566,3567,-1,3559,3569,3568,-1,3549,3563,3569,-1,3562,3570,3567,-1,3563,3567,3571,-1,3569,3571,3572,-1,3585,3573,3586,-1,3579,3575,3580,-1,3577,3578,3576,-1,3545,3556,3578,-1,3561,3547,3579,-1,3556,3561,3580,-1,3578,3580,3581,-1,3583,3584,3582,-1,3574,3576,3584,-1,3581,3575,3585,-1,3576,3581,3586,-1,3584,3586,3587,-1,3591,3588,3592,-1,3590,3589,3579,-1,3547,3568,3590,-1,3572,3546,3591,-1,3568,3572,3592,-1,3590,3592,3593,-1,3585,3595,3594,-1,3575,3589,3595,-1,3588,3596,3593,-1,3589,3593,3597,-1,3595,3597,3598,-1,3620,3599,3621,-1,3609,3600,3610,-1,3604,3601,3605,-1,3603,3602,3565,-1,2318,2414,3603,-1,2418,2404,3604,-1,2414,2418,3605,-1,3603,3605,3606,-1,3570,3608,3607,-1,3562,3602,3608,-1,3601,3609,3606,-1,3602,3606,3610,-1,3608,3610,3611,-1,3615,3612,3616,-1,3614,3613,3604,-1,2404,2428,3614,-1,2432,2213,3615,-1,2428,2432,3616,-1,3614,3616,3617,-1,3609,3619,3618,-1,3601,3613,3619,-1,3612,3620,3617,-1,3613,3617,3621,-1,3619,3621,3622,-1,3633,3632,3623,-1,3627,3624,3628,-1,3591,3626,3625,-1,3546,3607,3626,-1,3611,3600,3627,-1,3607,3611,3628,-1,3626,3628,3629,-1,3596,3631,3630,-1,3588,3625,3631,-1,3629,3624,3632,-1,3625,3629,3633,-1,3631,3633,3634,-1,3638,3635,3639,-1,3627,3637,3636,-1,3600,3618,3637,-1,3599,3638,3622,-1,3618,3622,3639,-1,3637,3639,3640,-1,3632,3642,3641,-1,3624,3636,3642,-1,3635,3643,3640,-1,3636,3640,3644,-1,3642,3644,3645,-1,3705,3646,3706,-1,3672,3648,3673,-1,3661,3649,3662,-1,3655,3651,3656,-1,3653,3654,3652,-1,3542,3582,3654,-1,3587,3573,3655,-1,3582,3587,3656,-1,3654,3656,3657,-1,3659,3660,3658,-1,3650,3652,3660,-1,3657,3651,3661,-1,3652,3657,3662,-1,3660,3662,3663,-1,3667,3664,3668,-1,3666,3665,3655,-1,3573,3594,3666,-1,3598,3544,3667,-1,3594,3598,3668,-1,3666,3668,3669,-1,3661,3671,3670,-1,3651,3665,3671,-1,3664,3672,3669,-1,3665,3669,3673,-1,3671,3673,3674,-1,3691,3675,3692,-1,3681,3677,3682,-1,3679,3680,3678,-1,3647,3658,3680,-1,3663,3649,3681,-1,3658,3663,3682,-1,3680,3682,3683,-1,3683,3677,3685,-1,3676,3678,3686,-1,3678,3683,3687,-1,3689,3690,3688,-1,3684,3686,3690,-1,3687,3685,3691,-1,3686,3687,3692,-1,3690,3692,3693,-1,3697,3694,3698,-1,3696,3695,3681,-1,3649,3670,3696,-1,3674,3648,3697,-1,3670,3674,3698,-1,3696,3698,3699,-1,3694,3700,3699,-1,3677,3695,3701,-1,3695,3699,3702,-1,3691,3704,3703,-1,3685,3701,3704,-1,3700,3705,3702,-1,3701,3702,3706,-1,3704,3706,3707,-1,3729,3708,3730,-1,3718,3709,3719,-1,3713,3710,3714,-1,3712,3711,3667,-1,3544,3630,3712,-1,3634,3623,3713,-1,3630,3634,3714,-1,3712,3714,3715,-1,3672,3717,3716,-1,3664,3711,3717,-1,3710,3718,3715,-1,3711,3715,3719,-1,3717,3719,3720,-1,3724,3721,3725,-1,3723,3722,3713,-1,3623,3641,3723,-1,3645,3543,3724,-1,3641,3645,3725,-1,3723,3725,3726,-1,3718,3728,3727,-1,3710,3722,3728,-1,3721,3729,3726,-1,3722,3726,3730,-1,3728,3730,3731,-1,3745,3744,3732,-1,3736,3733,3737,-1,3697,3735,3734,-1,3648,3716,3735,-1,3720,3709,3736,-1,3716,3720,3737,-1,3735,3737,3738,-1,3738,3733,3739,-1,3694,3734,3740,-1,3734,3738,3741,-1,3705,3743,3742,-1,3700,3740,3743,-1,3741,3739,3744,-1,3740,3741,3745,-1,3743,3745,3746,-1,3750,3747,3751,-1,3736,3749,3748,-1,3709,3727,3749,-1,3708,3750,3731,-1,3727,3731,3751,-1,3749,3751,3752,-1,3747,3753,3752,-1,3733,3748,3754,-1,3748,3752,3755,-1,3744,3757,3756,-1,3739,3754,3757,-1,3753,3758,3755,-1,3754,3755,3759,-1,3757,3759,3760,-1,3862,3761,3863,-1,3807,3762,3808,-1,3784,3763,3785,-1,3773,3764,3774,-1,3768,3765,3769,-1,3767,3766,3615,-1,2213,2572,3767,-1,2576,2562,3768,-1,2572,2576,3769,-1,3767,3769,3770,-1,3620,3772,3771,-1,3612,3766,3772,-1,3765,3773,3770,-1,3766,3770,3774,-1,3772,3774,3775,-1,3779,3776,3780,-1,3778,3777,3768,-1,2562,2586,3778,-1,2590,2537,3779,-1,2586,2590,3780,-1,3778,3780,3781,-1,3773,3783,3782,-1,3765,3777,3783,-1,3776,3784,3781,-1,3777,3781,3785,-1,3783,3785,3786,-1,3797,3796,3787,-1,3791,3788,3792,-1,3638,3790,3789,-1,3599,3771,3790,-1,3775,3764,3791,-1,3771,3775,3792,-1,3790,3792,3793,-1,3643,3795,3794,-1,3635,3789,3795,-1,3793,3788,3796,-1,3789,3793,3797,-1,3795,3797,3798,-1,3802,3799,3803,-1,3791,3801,3800,-1,3764,3782,3801,-1,3763,3802,3786,-1,3782,3786,3803,-1,3801,3803,3804,-1,3796,3806,3805,-1,3788,3800,3806,-1,3799,3807,3804,-1,3800,3804,3808,-1,3806,3808,3809,-1,3835,3810,3836,-1,3820,3811,3821,-1,3815,3812,3816,-1,3814,3813,3779,-1,2537,2629,3814,-1,2633,2619,3815,-1,2629,2633,3816,-1,3814,3816,3817,-1,3784,3819,3818,-1,3776,3813,3819,-1,3812,3820,3817,-1,3813,3817,3821,-1,3819,3821,3822,-1,3828,3823,3829,-1,3825,3824,3826,-1,2647,2642,3825,-1,2619,2647,3826,-1,3815,3826,3827,-1,2652,1770,3828,-1,2642,2652,3829,-1,3825,3829,3830,-1,3833,3832,3831,-1,3827,3824,3832,-1,3812,3827,3833,-1,3820,3833,3834,-1,3823,3835,3830,-1,3824,3830,3836,-1,3832,3836,3837,-1,3848,3847,3838,-1,3842,3839,3843,-1,3802,3841,3840,-1,3763,3818,3841,-1,3822,3811,3842,-1,3818,3822,3843,-1,3841,3843,3844,-1,3807,3846,3845,-1,3799,3840,3846,-1,3844,3839,3847,-1,3840,3844,3848,-1,3846,3848,3849,-1,3855,3850,3856,-1,3853,3852,3851,-1,3834,3831,3852,-1,3811,3834,3853,-1,3842,3853,3854,-1,3810,3855,3837,-1,3831,3837,3856,-1,3852,3856,3857,-1,3860,3859,3858,-1,3854,3851,3859,-1,3839,3854,3860,-1,3847,3860,3861,-1,3850,3862,3857,-1,3851,3857,3863,-1,3859,3863,3864,-1,3917,3916,3865,-1,3887,3866,3888,-1,3876,3867,3877,-1,3871,3868,3872,-1,3724,3870,3869,-1,3543,3794,3870,-1,3798,3787,3871,-1,3794,3798,3872,-1,3870,3872,3873,-1,3729,3875,3874,-1,3721,3869,3875,-1,3873,3868,3876,-1,3869,3873,3877,-1,3875,3877,3878,-1,3882,3879,3883,-1,3881,3880,3871,-1,3787,3805,3881,-1,3809,3762,3882,-1,3805,3809,3883,-1,3881,3883,3884,-1,3876,3886,3885,-1,3868,3880,3886,-1,3879,3887,3884,-1,3880,3884,3888,-1,3886,3888,3889,-1,3903,3902,3890,-1,3894,3891,3895,-1,3750,3893,3892,-1,3708,3874,3893,-1,3878,3867,3894,-1,3874,3878,3895,-1,3893,3895,3896,-1,3896,3891,3897,-1,3747,3892,3898,-1,3892,3896,3899,-1,3758,3901,3900,-1,3753,3898,3901,-1,3899,3897,3902,-1,3898,3899,3903,-1,3901,3903,3904,-1,3908,3905,3909,-1,3894,3907,3906,-1,3867,3885,3907,-1,3889,3866,3908,-1,3885,3889,3909,-1,3907,3909,3910,-1,3910,3905,3911,-1,3891,3906,3912,-1,3906,3910,3913,-1,3902,3915,3914,-1,3897,3912,3915,-1,3913,3911,3916,-1,3912,3913,3917,-1,3915,3917,3918,-1,3944,3919,3945,-1,3930,3929,3920,-1,3924,3921,3925,-1,3882,3923,3922,-1,3762,3845,3923,-1,3849,3838,3924,-1,3845,3849,3925,-1,3923,3925,3926,-1,3887,3928,3927,-1,3879,3922,3928,-1,3926,3921,3929,-1,3922,3926,3930,-1,3928,3930,3931,-1,3937,3932,3938,-1,3935,3934,3933,-1,3861,3858,3934,-1,3838,3861,3935,-1,3924,3935,3936,-1,3761,3937,3864,-1,3858,3864,3938,-1,3934,3938,3939,-1,3942,3941,3940,-1,3936,3933,3941,-1,3921,3936,3942,-1,3929,3942,3943,-1,3932,3944,3939,-1,3933,3939,3945,-1,3941,3945,3946,-1,3960,3959,3947,-1,3951,3948,3952,-1,3908,3950,3949,-1,3866,3927,3950,-1,3931,3920,3951,-1,3927,3931,3952,-1,3950,3952,3953,-1,3953,3948,3954,-1,3905,3949,3955,-1,3949,3953,3956,-1,3916,3958,3957,-1,3911,3955,3958,-1,3956,3954,3959,-1,3955,3956,3960,-1,3958,3960,3961,-1,3967,3962,3968,-1,3965,3964,3963,-1,3943,3940,3964,-1,3920,3943,3965,-1,3951,3965,3966,-1,3919,3967,3946,-1,3940,3946,3968,-1,3964,3968,3969,-1,3974,3973,3970,-1,3966,3963,3971,-1,3948,3966,3972,-1,3972,3971,3973,-1,3954,3972,3974,-1,3959,3974,3975,-1,3962,3976,3969,-1,3963,3969,3977,-1,3976,3978,3977,-1,3971,3977,3979,-1,3973,3979,3980,-1,4199,4198,3981,-1,4083,3983,4084,-1,4036,3984,4037,-1,4010,3986,4011,-1,3999,3987,4000,-1,3993,3989,3994,-1,3991,3992,3990,-1,3539,3688,3992,-1,3693,3675,3993,-1,3688,3693,3994,-1,3992,3994,3995,-1,3997,3998,3996,-1,3988,3990,3998,-1,3995,3989,3999,-1,3990,3995,4000,-1,3998,4000,4001,-1,4005,4002,4006,-1,4004,4003,3993,-1,3675,3703,4004,-1,3707,3646,4005,-1,3703,3707,4006,-1,4004,4006,4007,-1,3999,4009,4008,-1,3989,4003,4009,-1,4002,4010,4007,-1,4003,4007,4011,-1,4009,4011,4012,-1,4025,4013,4026,-1,4019,4015,4020,-1,4017,4018,4016,-1,3985,3996,4018,-1,4001,3987,4019,-1,3996,4001,4020,-1,4018,4020,4021,-1,4023,4024,4022,-1,4014,4016,4024,-1,4021,4015,4025,-1,4016,4021,4026,-1,4024,4026,4027,-1,4031,4028,4032,-1,4030,4029,4019,-1,3987,4008,4030,-1,4012,3986,4031,-1,4008,4012,4032,-1,4030,4032,4033,-1,4025,4035,4034,-1,4015,4029,4035,-1,4028,4036,4033,-1,4029,4033,4037,-1,4035,4037,4038,-1,4060,4039,4061,-1,4049,4040,4050,-1,4044,4041,4045,-1,4043,4042,4005,-1,3646,3742,4043,-1,3746,3732,4044,-1,3742,3746,4045,-1,4043,4045,4046,-1,4010,4048,4047,-1,4002,4042,4048,-1,4041,4049,4046,-1,4042,4046,4050,-1,4048,4050,4051,-1,4055,4052,4056,-1,4054,4053,4044,-1,3732,3756,4054,-1,3760,3541,4055,-1,3756,3760,4056,-1,4054,4056,4057,-1,4049,4059,4058,-1,4041,4053,4059,-1,4052,4060,4057,-1,4053,4057,4061,-1,4059,4061,4062,-1,4073,4072,4063,-1,4067,4064,4068,-1,4031,4066,4065,-1,3986,4047,4066,-1,4051,4040,4067,-1,4047,4051,4068,-1,4066,4068,4069,-1,4036,4071,4070,-1,4028,4065,4071,-1,4069,4064,4072,-1,4065,4069,4073,-1,4071,4073,4074,-1,4078,4075,4079,-1,4067,4077,4076,-1,4040,4058,4077,-1,4039,4078,4062,-1,4058,4062,4079,-1,4077,4079,4080,-1,4072,4082,4081,-1,4064,4076,4082,-1,4075,4083,4080,-1,4076,4080,4084,-1,4082,4084,4085,-1,4146,4145,4086,-1,4112,4088,4113,-1,4101,4089,4102,-1,4095,4091,4096,-1,4093,4094,4092,-1,3982,4022,4094,-1,4027,4013,4095,-1,4022,4027,4096,-1,4094,4096,4097,-1,4099,4100,4098,-1,4090,4092,4100,-1,4097,4091,4101,-1,4092,4097,4102,-1,4100,4102,4103,-1,4107,4104,4108,-1,4106,4105,4095,-1,4013,4034,4106,-1,4038,3984,4107,-1,4034,4038,4108,-1,4106,4108,4109,-1,4101,4111,4110,-1,4091,4105,4111,-1,4104,4112,4109,-1,4105,4109,4113,-1,4111,4113,4114,-1,4132,4131,4115,-1,4121,4117,4122,-1,4119,4120,4118,-1,4087,4098,4120,-1,4103,4089,4121,-1,4098,4103,4122,-1,4120,4122,4123,-1,4123,4117,4125,-1,4116,4118,4126,-1,4118,4123,4127,-1,4129,4130,4128,-1,4124,4126,4130,-1,4127,4125,4131,-1,4126,4127,4132,-1,4130,4132,4133,-1,4137,4134,4138,-1,4121,4136,4135,-1,4089,4110,4136,-1,4114,4088,4137,-1,4110,4114,4138,-1,4136,4138,4139,-1,4139,4134,4140,-1,4117,4135,4141,-1,4135,4139,4142,-1,4131,4144,4143,-1,4125,4141,4144,-1,4142,4140,4145,-1,4141,4142,4146,-1,4144,4146,4147,-1,4169,4148,4170,-1,4158,4149,4159,-1,4153,4150,4154,-1,4107,4152,4151,-1,3984,4070,4152,-1,4074,4063,4153,-1,4070,4074,4154,-1,4152,4154,4155,-1,4112,4157,4156,-1,4104,4151,4157,-1,4155,4150,4158,-1,4151,4155,4159,-1,4157,4159,4160,-1,4164,4161,4165,-1,4163,4162,4153,-1,4063,4081,4163,-1,4085,3983,4164,-1,4081,4085,4165,-1,4163,4165,4166,-1,4158,4168,4167,-1,4150,4162,4168,-1,4161,4169,4166,-1,4162,4166,4170,-1,4168,4170,4171,-1,4185,4184,4172,-1,4176,4173,4177,-1,4137,4175,4174,-1,4088,4156,4175,-1,4160,4149,4176,-1,4156,4160,4177,-1,4175,4177,4178,-1,4178,4173,4179,-1,4134,4174,4180,-1,4174,4178,4181,-1,4145,4183,4182,-1,4140,4180,4183,-1,4181,4179,4184,-1,4180,4181,4185,-1,4183,4185,4186,-1,4190,4187,4191,-1,4176,4189,4188,-1,4149,4167,4189,-1,4171,4148,4190,-1,4167,4171,4191,-1,4189,4191,4192,-1,4192,4187,4193,-1,4173,4188,4194,-1,4188,4192,4195,-1,4184,4197,4196,-1,4179,4194,4197,-1,4195,4193,4198,-1,4194,4195,4199,-1,4197,4199,4200,-1,4302,4201,4303,-1,4247,4202,4248,-1,4224,4203,4225,-1,4213,4204,4214,-1,4208,4205,4209,-1,4055,4207,4206,-1,3541,3900,4207,-1,3904,3890,4208,-1,3900,3904,4209,-1,4207,4209,4210,-1,4060,4212,4211,-1,4052,4206,4212,-1,4210,4205,4213,-1,4206,4210,4214,-1,4212,4214,4215,-1,4219,4216,4220,-1,4218,4217,4208,-1,3890,3914,4218,-1,3918,3865,4219,-1,3914,3918,4220,-1,4218,4220,4221,-1,4213,4223,4222,-1,4205,4217,4223,-1,4216,4224,4221,-1,4217,4221,4225,-1,4223,4225,4226,-1,4236,4227,4237,-1,4231,4228,4232,-1,4078,4230,4229,-1,4039,4211,4230,-1,4215,4204,4231,-1,4211,4215,4232,-1,4230,4232,4233,-1,4083,4235,4234,-1,4075,4229,4235,-1,4233,4228,4236,-1,4229,4233,4237,-1,4235,4237,4238,-1,4242,4239,4243,-1,4241,4240,4231,-1,4204,4222,4241,-1,4226,4203,4242,-1,4222,4226,4243,-1,4241,4243,4244,-1,4236,4246,4245,-1,4228,4240,4246,-1,4239,4247,4244,-1,4240,4244,4248,-1,4246,4248,4249,-1,4275,4250,4276,-1,4260,4251,4261,-1,4255,4252,4256,-1,4254,4253,4219,-1,3865,3957,4254,-1,3961,3947,4255,-1,3957,3961,4256,-1,4254,4256,4257,-1,4224,4259,4258,-1,4216,4253,4259,-1,4252,4260,4257,-1,4253,4257,4261,-1,4259,4261,4262,-1,4268,4263,4269,-1,4265,4264,4266,-1,3975,3970,4265,-1,3947,3975,4266,-1,4255,4266,4267,-1,3980,3540,4268,-1,3970,3980,4269,-1,4265,4269,4270,-1,4273,4272,4271,-1,4267,4264,4272,-1,4252,4267,4273,-1,4260,4273,4274,-1,4263,4275,4270,-1,4264,4270,4276,-1,4272,4276,4277,-1,4288,4287,4278,-1,4282,4279,4283,-1,4242,4281,4280,-1,4203,4258,4281,-1,4262,4251,4282,-1,4258,4262,4283,-1,4281,4283,4284,-1,4247,4286,4285,-1,4239,4280,4286,-1,4284,4279,4287,-1,4280,4284,4288,-1,4286,4288,4289,-1,4295,4290,4296,-1,4293,4292,4291,-1,4274,4271,4292,-1,4251,4274,4293,-1,4282,4293,4294,-1,4250,4295,4277,-1,4271,4277,4296,-1,4292,4296,4297,-1,4300,4299,4298,-1,4294,4291,4299,-1,4279,4294,4300,-1,4287,4300,4301,-1,4290,4302,4297,-1,4291,4297,4303,-1,4299,4303,4304,-1,4357,4356,4305,-1,4327,4306,4328,-1,4316,4307,4317,-1,4311,4308,4312,-1,4164,4310,4309,-1,3983,4234,4310,-1,4238,4227,4311,-1,4234,4238,4312,-1,4310,4312,4313,-1,4169,4315,4314,-1,4161,4309,4315,-1,4313,4308,4316,-1,4309,4313,4317,-1,4315,4317,4318,-1,4322,4319,4323,-1,4321,4320,4311,-1,4227,4245,4321,-1,4249,4202,4322,-1,4245,4249,4323,-1,4321,4323,4324,-1,4316,4326,4325,-1,4308,4320,4326,-1,4319,4327,4324,-1,4320,4324,4328,-1,4326,4328,4329,-1,4343,4342,4330,-1,4334,4331,4335,-1,4190,4333,4332,-1,4148,4314,4333,-1,4318,4307,4334,-1,4314,4318,4335,-1,4333,4335,4336,-1,4336,4331,4337,-1,4187,4332,4338,-1,4332,4336,4339,-1,4198,4341,4340,-1,4193,4338,4341,-1,4339,4337,4342,-1,4338,4339,4343,-1,4341,4343,4344,-1,4348,4345,4349,-1,4334,4347,4346,-1,4307,4325,4347,-1,4329,4306,4348,-1,4325,4329,4349,-1,4347,4349,4350,-1,4350,4345,4351,-1,4331,4346,4352,-1,4346,4350,4353,-1,4342,4355,4354,-1,4337,4352,4355,-1,4353,4351,4356,-1,4352,4353,4357,-1,4355,4357,4358,-1,4384,4359,4385,-1,4369,4360,4370,-1,4364,4361,4365,-1,4322,4363,4362,-1,4202,4285,4363,-1,4289,4278,4364,-1,4285,4289,4365,-1,4363,4365,4366,-1,4327,4368,4367,-1,4319,4362,4368,-1,4366,4361,4369,-1,4362,4366,4370,-1,4368,4370,4371,-1,4377,4372,4378,-1,4374,4373,4375,-1,4301,4298,4374,-1,4278,4301,4375,-1,4364,4375,4376,-1,4304,4201,4377,-1,4298,4304,4378,-1,4374,4378,4379,-1,4382,4381,4380,-1,4376,4373,4381,-1,4361,4376,4382,-1,4369,4382,4383,-1,4372,4384,4379,-1,4373,4379,4385,-1,4381,4385,4386,-1,4400,4399,4387,-1,4391,4388,4392,-1,4348,4390,4389,-1,4306,4367,4390,-1,4371,4360,4391,-1,4367,4371,4392,-1,4390,4392,4393,-1,4393,4388,4394,-1,4345,4389,4395,-1,4389,4393,4396,-1,4356,4398,4397,-1,4351,4395,4398,-1,4396,4394,4399,-1,4395,4396,4400,-1,4398,4400,4401,-1,4407,4402,4408,-1,4405,4404,4403,-1,4383,4380,4404,-1,4360,4383,4405,-1,4391,4405,4406,-1,4386,4359,4407,-1,4380,4386,4408,-1,4404,4408,4409,-1,4414,4413,4410,-1,4406,4403,4411,-1,4388,4406,4412,-1,4412,4411,4413,-1,4394,4412,4414,-1,4399,4414,4415,-1,4409,4402,4416,-1,4403,4409,4417,-1,4417,4416,4418,-1,4411,4417,4419,-1,4413,4419,4420,-1,4860,4421,4861,-1,4641,4640,4422,-1,4524,4423,4525,-1,4469,4424,4470,-1,4446,4425,4447,-1,4435,4426,4436,-1,4430,4427,4431,-1,3828,4429,4428,-1,1770,3235,4429,-1,3239,3225,4430,-1,3235,3239,4431,-1,4429,4431,4432,-1,3835,4434,4433,-1,3823,4428,4434,-1,4432,4427,4435,-1,4428,4432,4436,-1,4434,4436,4437,-1,4441,4438,4442,-1,4440,4439,4430,-1,3225,3249,4440,-1,3253,3200,4441,-1,3249,3253,4442,-1,4440,4442,4443,-1,4435,4445,4444,-1,4427,4439,4445,-1,4438,4446,4443,-1,4439,4443,4447,-1,4445,4447,4448,-1,4458,4449,4459,-1,4453,4450,4454,-1,3855,4452,4451,-1,3810,4433,4452,-1,4437,4426,4453,-1,4433,4437,4454,-1,4452,4454,4455,-1,3862,4457,4456,-1,3850,4451,4457,-1,4455,4450,4458,-1,4451,4455,4459,-1,4457,4459,4460,-1,4464,4461,4465,-1,4463,4462,4453,-1,4426,4444,4463,-1,4448,4425,4464,-1,4444,4448,4465,-1,4463,4465,4466,-1,4458,4468,4467,-1,4450,4462,4468,-1,4461,4469,4466,-1,4462,4466,4470,-1,4468,4470,4471,-1,4497,4472,4498,-1,4482,4473,4483,-1,4477,4474,4478,-1,4476,4475,4441,-1,3200,3292,4476,-1,3296,3282,4477,-1,3292,3296,4478,-1,4476,4478,4479,-1,4446,4481,4480,-1,4438,4475,4481,-1,4474,4482,4479,-1,4475,4479,4483,-1,4481,4483,4484,-1,4490,4485,4491,-1,4487,4486,4488,-1,3310,3305,4487,-1,3282,3310,4488,-1,4477,4488,4489,-1,3315,3095,4490,-1,3305,3315,4491,-1,4487,4491,4492,-1,4495,4494,4493,-1,4489,4486,4494,-1,4474,4489,4495,-1,4482,4495,4496,-1,4485,4497,4492,-1,4486,4492,4498,-1,4494,4498,4499,-1,4510,4509,4500,-1,4504,4501,4505,-1,4464,4503,4502,-1,4425,4480,4503,-1,4484,4473,4504,-1,4480,4484,4505,-1,4503,4505,4506,-1,4469,4508,4507,-1,4461,4502,4508,-1,4506,4501,4509,-1,4502,4506,4510,-1,4508,4510,4511,-1,4517,4512,4518,-1,4515,4514,4513,-1,4496,4493,4514,-1,4473,4496,4515,-1,4504,4515,4516,-1,4472,4517,4499,-1,4493,4499,4518,-1,4514,4518,4519,-1,4522,4521,4520,-1,4516,4513,4521,-1,4501,4516,4522,-1,4509,4522,4523,-1,4512,4524,4519,-1,4513,4519,4525,-1,4521,4525,4526,-1,4579,4578,4527,-1,4549,4528,4550,-1,4538,4529,4539,-1,4533,4530,4534,-1,3937,4532,4531,-1,3761,4456,4532,-1,4460,4449,4533,-1,4456,4460,4534,-1,4532,4534,4535,-1,3944,4537,4536,-1,3932,4531,4537,-1,4535,4530,4538,-1,4531,4535,4539,-1,4537,4539,4540,-1,4544,4541,4545,-1,4543,4542,4533,-1,4449,4467,4543,-1,4471,4424,4544,-1,4467,4471,4545,-1,4543,4545,4546,-1,4538,4548,4547,-1,4530,4542,4548,-1,4541,4549,4546,-1,4542,4546,4550,-1,4548,4550,4551,-1,4565,4564,4552,-1,4556,4553,4557,-1,3967,4555,4554,-1,3919,4536,4555,-1,4540,4529,4556,-1,4536,4540,4557,-1,4555,4557,4558,-1,4558,4553,4559,-1,3962,4554,4560,-1,4554,4558,4561,-1,3978,4563,4562,-1,3976,4560,4563,-1,4561,4559,4564,-1,4560,4561,4565,-1,4563,4565,4566,-1,4570,4567,4571,-1,4556,4569,4568,-1,4529,4547,4569,-1,4551,4528,4570,-1,4547,4551,4571,-1,4569,4571,4572,-1,4572,4567,4573,-1,4553,4568,4574,-1,4568,4572,4575,-1,4564,4577,4576,-1,4559,4574,4577,-1,4575,4573,4578,-1,4574,4575,4579,-1,4577,4579,4580,-1,4606,4581,4607,-1,4591,4582,4592,-1,4586,4583,4587,-1,4544,4585,4584,-1,4424,4507,4585,-1,4511,4500,4586,-1,4507,4511,4587,-1,4585,4587,4588,-1,4549,4590,4589,-1,4541,4584,4590,-1,4588,4583,4591,-1,4584,4588,4592,-1,4590,4592,4593,-1,4599,4594,4600,-1,4596,4595,4597,-1,4523,4520,4596,-1,4500,4523,4597,-1,4586,4597,4598,-1,4526,4423,4599,-1,4520,4526,4600,-1,4596,4600,4601,-1,4604,4603,4602,-1,4598,4595,4603,-1,4583,4598,4604,-1,4591,4604,4605,-1,4594,4606,4601,-1,4595,4601,4607,-1,4603,4607,4608,-1,4622,4621,4609,-1,4613,4610,4614,-1,4570,4612,4611,-1,4528,4589,4612,-1,4593,4582,4613,-1,4589,4593,4614,-1,4612,4614,4615,-1,4615,4610,4616,-1,4567,4611,4617,-1,4611,4615,4618,-1,4578,4620,4619,-1,4573,4617,4620,-1,4618,4616,4621,-1,4617,4618,4622,-1,4620,4622,4623,-1,4629,4624,4630,-1,4627,4626,4625,-1,4605,4602,4626,-1,4582,4605,4627,-1,4613,4627,4628,-1,4608,4581,4629,-1,4602,4608,4630,-1,4626,4630,4631,-1,4636,4635,4632,-1,4628,4625,4633,-1,4610,4628,4634,-1,4634,4633,4635,-1,4616,4634,4636,-1,4621,4636,4637,-1,4631,4624,4638,-1,4625,4631,4639,-1,4639,4638,4640,-1,4633,4639,4641,-1,4635,4641,4642,-1,4744,4643,4745,-1,4690,4689,4644,-1,4666,4645,4667,-1,4655,4646,4656,-1,4650,4647,4651,-1,4490,4649,4648,-1,3095,3455,4649,-1,3459,3445,4650,-1,3455,3459,4651,-1,4649,4651,4652,-1,4497,4654,4653,-1,4485,4648,4654,-1,4652,4647,4655,-1,4648,4652,4656,-1,4654,4656,4657,-1,4661,4658,4662,-1,4660,4659,4650,-1,3445,3469,4660,-1,3473,3420,4661,-1,3469,3473,4662,-1,4660,4662,4663,-1,4655,4665,4664,-1,4647,4659,4665,-1,4658,4666,4663,-1,4659,4663,4667,-1,4665,4667,4668,-1,4679,4678,4669,-1,4673,4670,4674,-1,4517,4672,4671,-1,4472,4653,4672,-1,4657,4646,4673,-1,4653,4657,4674,-1,4672,4674,4675,-1,4524,4677,4676,-1,4512,4671,4677,-1,4675,4670,4678,-1,4671,4675,4679,-1,4677,4679,4680,-1,4684,4681,4685,-1,4673,4683,4682,-1,4646,4664,4683,-1,4668,4645,4684,-1,4664,4668,4685,-1,4683,4685,4686,-1,4678,4688,4687,-1,4670,4682,4688,-1,4686,4681,4689,-1,4682,4686,4690,-1,4688,4690,4691,-1,4717,4692,4718,-1,4703,4702,4693,-1,4697,4694,4698,-1,4661,4696,4695,-1,3420,3512,4696,-1,3516,3502,4697,-1,3512,3516,4698,-1,4696,4698,4699,-1,4666,4701,4700,-1,4658,4695,4701,-1,4699,4694,4702,-1,4695,4699,4703,-1,4701,4703,4704,-1,4710,4705,4711,-1,4708,4707,4706,-1,3530,3525,4707,-1,3502,3530,4708,-1,4697,4708,4709,-1,2,4710,3535,-1,3525,3535,4711,-1,4707,4711,4712,-1,4715,4714,4713,-1,4709,4706,4714,-1,4694,4709,4715,-1,4702,4715,4716,-1,4705,4717,4712,-1,4706,4712,4718,-1,4714,4718,4719,-1,4730,4729,4720,-1,4724,4721,4725,-1,4684,4723,4722,-1,4645,4700,4723,-1,4704,4693,4724,-1,4700,4704,4725,-1,4723,4725,4726,-1,4689,4728,4727,-1,4681,4722,4728,-1,4726,4721,4729,-1,4722,4726,4730,-1,4728,4730,4731,-1,4737,4732,4738,-1,4735,4734,4733,-1,4716,4713,4734,-1,4693,4716,4735,-1,4724,4735,4736,-1,4692,4737,4719,-1,4713,4719,4738,-1,4734,4738,4739,-1,4742,4741,4740,-1,4736,4733,4741,-1,4721,4736,4742,-1,4729,4742,4743,-1,4732,4744,4739,-1,4733,4739,4745,-1,4741,4745,4746,-1,4799,4798,4747,-1,4769,4748,4770,-1,4758,4749,4759,-1,4753,4750,4754,-1,4599,4752,4751,-1,4423,4676,4752,-1,4680,4669,4753,-1,4676,4680,4754,-1,4752,4754,4755,-1,4606,4757,4756,-1,4594,4751,4757,-1,4755,4750,4758,-1,4751,4755,4759,-1,4757,4759,4760,-1,4764,4761,4765,-1,4763,4762,4753,-1,4669,4687,4763,-1,4691,4644,4764,-1,4687,4691,4765,-1,4763,4765,4766,-1,4758,4768,4767,-1,4750,4762,4768,-1,4761,4769,4766,-1,4762,4766,4770,-1,4768,4770,4771,-1,4785,4784,4772,-1,4776,4773,4777,-1,4629,4775,4774,-1,4581,4756,4775,-1,4760,4749,4776,-1,4756,4760,4777,-1,4775,4777,4778,-1,4778,4773,4779,-1,4624,4774,4780,-1,4774,4778,4781,-1,4640,4783,4782,-1,4638,4780,4783,-1,4781,4779,4784,-1,4780,4781,4785,-1,4783,4785,4786,-1,4790,4787,4791,-1,4776,4789,4788,-1,4749,4767,4789,-1,4771,4748,4790,-1,4767,4771,4791,-1,4789,4791,4792,-1,4792,4787,4793,-1,4773,4788,4794,-1,4788,4792,4795,-1,4784,4797,4796,-1,4779,4794,4797,-1,4795,4793,4798,-1,4794,4795,4799,-1,4797,4799,4800,-1,4826,4801,4827,-1,4812,4811,4802,-1,4806,4803,4807,-1,4764,4805,4804,-1,4644,4727,4805,-1,4731,4720,4806,-1,4727,4731,4807,-1,4805,4807,4808,-1,4769,4810,4809,-1,4761,4804,4810,-1,4808,4803,4811,-1,4804,4808,4812,-1,4810,4812,4813,-1,4819,4814,4820,-1,4817,4816,4815,-1,4743,4740,4816,-1,4720,4743,4817,-1,4806,4817,4818,-1,4643,4819,4746,-1,4740,4746,4820,-1,4816,4820,4821,-1,4824,4823,4822,-1,4818,4815,4823,-1,4803,4818,4824,-1,4811,4824,4825,-1,4814,4826,4821,-1,4815,4821,4827,-1,4823,4827,4828,-1,4842,4841,4829,-1,4833,4830,4834,-1,4790,4832,4831,-1,4748,4809,4832,-1,4813,4802,4833,-1,4809,4813,4834,-1,4832,4834,4835,-1,4835,4830,4836,-1,4787,4831,4837,-1,4831,4835,4838,-1,4798,4840,4839,-1,4793,4837,4840,-1,4838,4836,4841,-1,4837,4838,4842,-1,4840,4842,4843,-1,4849,4844,4850,-1,4847,4846,4845,-1,4825,4822,4846,-1,4802,4825,4847,-1,4833,4847,4848,-1,4801,4849,4828,-1,4822,4828,4850,-1,4846,4850,4851,-1,4856,4855,4852,-1,4848,4845,4853,-1,4830,4848,4854,-1,4854,4853,4855,-1,4836,4854,4856,-1,4841,4856,4857,-1,4844,4858,4851,-1,4845,4851,4859,-1,4858,4860,4859,-1,4853,4859,4861,-1,4855,4861,4862,-1,5082,5081,4863,-1,4965,4864,4966,-1,4910,4865,4911,-1,4887,4866,4888,-1,4876,4867,4877,-1,4871,4868,4872,-1,4268,4870,4869,-1,3540,4562,4870,-1,4566,4552,4871,-1,4562,4566,4872,-1,4870,4872,4873,-1,4275,4875,4874,-1,4263,4869,4875,-1,4873,4868,4876,-1,4869,4873,4877,-1,4875,4877,4878,-1,4882,4879,4883,-1,4881,4880,4871,-1,4552,4576,4881,-1,4580,4527,4882,-1,4576,4580,4883,-1,4881,4883,4884,-1,4876,4886,4885,-1,4868,4880,4886,-1,4879,4887,4884,-1,4880,4884,4888,-1,4886,4888,4889,-1,4899,4890,4900,-1,4894,4891,4895,-1,4295,4893,4892,-1,4250,4874,4893,-1,4878,4867,4894,-1,4874,4878,4895,-1,4893,4895,4896,-1,4302,4898,4897,-1,4290,4892,4898,-1,4896,4891,4899,-1,4892,4896,4900,-1,4898,4900,4901,-1,4905,4902,4906,-1,4904,4903,4894,-1,4867,4885,4904,-1,4889,4866,4905,-1,4885,4889,4906,-1,4904,4906,4907,-1,4899,4909,4908,-1,4891,4903,4909,-1,4902,4910,4907,-1,4903,4907,4911,-1,4909,4911,4912,-1,4938,4913,4939,-1,4923,4914,4924,-1,4918,4915,4919,-1,4917,4916,4882,-1,4527,4619,4917,-1,4623,4609,4918,-1,4619,4623,4919,-1,4917,4919,4920,-1,4887,4922,4921,-1,4879,4916,4922,-1,4915,4923,4920,-1,4916,4920,4924,-1,4922,4924,4925,-1,4931,4926,4932,-1,4928,4927,4929,-1,4637,4632,4928,-1,4609,4637,4929,-1,4918,4929,4930,-1,4642,4422,4931,-1,4632,4642,4932,-1,4928,4932,4933,-1,4936,4935,4934,-1,4930,4927,4935,-1,4915,4930,4936,-1,4923,4936,4937,-1,4926,4938,4933,-1,4927,4933,4939,-1,4935,4939,4940,-1,4951,4950,4941,-1,4945,4942,4946,-1,4905,4944,4943,-1,4866,4921,4944,-1,4925,4914,4945,-1,4921,4925,4946,-1,4944,4946,4947,-1,4910,4949,4948,-1,4902,4943,4949,-1,4947,4942,4950,-1,4943,4947,4951,-1,4949,4951,4952,-1,4958,4953,4959,-1,4956,4955,4954,-1,4937,4934,4955,-1,4914,4937,4956,-1,4945,4956,4957,-1,4913,4958,4940,-1,4934,4940,4959,-1,4955,4959,4960,-1,4963,4962,4961,-1,4957,4954,4962,-1,4942,4957,4963,-1,4950,4963,4964,-1,4953,4965,4960,-1,4954,4960,4966,-1,4962,4966,4967,-1,5020,5019,4968,-1,4990,4969,4991,-1,4979,4970,4980,-1,4974,4971,4975,-1,4377,4973,4972,-1,4201,4897,4973,-1,4901,4890,4974,-1,4897,4901,4975,-1,4973,4975,4976,-1,4384,4978,4977,-1,4372,4972,4978,-1,4976,4971,4979,-1,4972,4976,4980,-1,4978,4980,4981,-1,4985,4982,4986,-1,4984,4983,4974,-1,4890,4908,4984,-1,4912,4865,4985,-1,4908,4912,4986,-1,4984,4986,4987,-1,4979,4989,4988,-1,4971,4983,4989,-1,4982,4990,4987,-1,4983,4987,4991,-1,4989,4991,4992,-1,5006,5005,4993,-1,4997,4994,4998,-1,4407,4996,4995,-1,4359,4977,4996,-1,4981,4970,4997,-1,4977,4981,4998,-1,4996,4998,4999,-1,4999,4994,5000,-1,4402,4995,5001,-1,4995,4999,5002,-1,4418,5004,5003,-1,4416,5001,5004,-1,5002,5000,5005,-1,5001,5002,5006,-1,5004,5006,5007,-1,5011,5008,5012,-1,4997,5010,5009,-1,4970,4988,5010,-1,4992,4969,5011,-1,4988,4992,5012,-1,5010,5012,5013,-1,5013,5008,5014,-1,4994,5009,5015,-1,5009,5013,5016,-1,5005,5018,5017,-1,5000,5015,5018,-1,5016,5014,5019,-1,5015,5016,5020,-1,5018,5020,5021,-1,5047,5022,5048,-1,5032,5023,5033,-1,5027,5024,5028,-1,4985,5026,5025,-1,4865,4948,5026,-1,4952,4941,5027,-1,4948,4952,5028,-1,5026,5028,5029,-1,4990,5031,5030,-1,4982,5025,5031,-1,5029,5024,5032,-1,5025,5029,5033,-1,5031,5033,5034,-1,5040,5035,5041,-1,5037,5036,5038,-1,4964,4961,5037,-1,4941,4964,5038,-1,5027,5038,5039,-1,4967,4864,5040,-1,4961,4967,5041,-1,5037,5041,5042,-1,5045,5044,5043,-1,5039,5036,5044,-1,5024,5039,5045,-1,5032,5045,5046,-1,5035,5047,5042,-1,5036,5042,5048,-1,5044,5048,5049,-1,5063,5062,5050,-1,5054,5051,5055,-1,5011,5053,5052,-1,4969,5030,5053,-1,5034,5023,5054,-1,5030,5034,5055,-1,5053,5055,5056,-1,5056,5051,5057,-1,5008,5052,5058,-1,5052,5056,5059,-1,5019,5061,5060,-1,5014,5058,5061,-1,5059,5057,5062,-1,5058,5059,5063,-1,5061,5063,5064,-1,5070,5065,5071,-1,5068,5067,5066,-1,5046,5043,5067,-1,5023,5046,5068,-1,5054,5068,5069,-1,5049,5022,5070,-1,5043,5049,5071,-1,5067,5071,5072,-1,5077,5076,5073,-1,5069,5066,5074,-1,5051,5069,5075,-1,5075,5074,5076,-1,5057,5075,5077,-1,5062,5077,5078,-1,5072,5065,5079,-1,5066,5072,5080,-1,5080,5079,5081,-1,5074,5080,5082,-1,5076,5082,5083,-1,5185,5084,5186,-1,5131,5130,5085,-1,5107,5086,5108,-1,5096,5087,5097,-1,5091,5088,5092,-1,4931,5090,5089,-1,4422,4782,5090,-1,4786,4772,5091,-1,4782,4786,5092,-1,5090,5092,5093,-1,4938,5095,5094,-1,4926,5089,5095,-1,5093,5088,5096,-1,5089,5093,5097,-1,5095,5097,5098,-1,5102,5099,5103,-1,5101,5100,5091,-1,4772,4796,5101,-1,4800,4747,5102,-1,4796,4800,5103,-1,5101,5103,5104,-1,5096,5106,5105,-1,5088,5100,5106,-1,5099,5107,5104,-1,5100,5104,5108,-1,5106,5108,5109,-1,5120,5119,5110,-1,5114,5111,5115,-1,4958,5113,5112,-1,4913,5094,5113,-1,5098,5087,5114,-1,5094,5098,5115,-1,5113,5115,5116,-1,4965,5118,5117,-1,4953,5112,5118,-1,5116,5111,5119,-1,5112,5116,5120,-1,5118,5120,5121,-1,5125,5122,5126,-1,5114,5124,5123,-1,5087,5105,5124,-1,5109,5086,5125,-1,5105,5109,5126,-1,5124,5126,5127,-1,5119,5129,5128,-1,5111,5123,5129,-1,5127,5122,5130,-1,5123,5127,5131,-1,5129,5131,5132,-1,5158,5133,5159,-1,5144,5143,5134,-1,5138,5135,5139,-1,5102,5137,5136,-1,4747,4839,5137,-1,4843,4829,5138,-1,4839,4843,5139,-1,5137,5139,5140,-1,5107,5142,5141,-1,5099,5136,5142,-1,5140,5135,5143,-1,5136,5140,5144,-1,5142,5144,5145,-1,5151,5146,5152,-1,5149,5148,5147,-1,4857,4852,5148,-1,4829,4857,5149,-1,5138,5149,5150,-1,4421,5151,4862,-1,4852,4862,5152,-1,5148,5152,5153,-1,5156,5155,5154,-1,5150,5147,5155,-1,5135,5150,5156,-1,5143,5156,5157,-1,5146,5158,5153,-1,5147,5153,5159,-1,5155,5159,5160,-1,5171,5170,5161,-1,5165,5162,5166,-1,5125,5164,5163,-1,5086,5141,5164,-1,5145,5134,5165,-1,5141,5145,5166,-1,5164,5166,5167,-1,5130,5169,5168,-1,5122,5163,5169,-1,5167,5162,5170,-1,5163,5167,5171,-1,5169,5171,5172,-1,5178,5173,5179,-1,5176,5175,5174,-1,5157,5154,5175,-1,5134,5157,5176,-1,5165,5176,5177,-1,5133,5178,5160,-1,5154,5160,5179,-1,5175,5179,5180,-1,5183,5182,5181,-1,5177,5174,5182,-1,5162,5177,5183,-1,5170,5183,5184,-1,5173,5185,5180,-1,5174,5180,5186,-1,5182,5186,5187,-1,5240,5239,5188,-1,5210,5189,5211,-1,5199,5190,5200,-1,5194,5191,5195,-1,5040,5193,5192,-1,4864,5117,5193,-1,5121,5110,5194,-1,5117,5121,5195,-1,5193,5195,5196,-1,5047,5198,5197,-1,5035,5192,5198,-1,5196,5191,5199,-1,5192,5196,5200,-1,5198,5200,5201,-1,5205,5202,5206,-1,5204,5203,5194,-1,5110,5128,5204,-1,5132,5085,5205,-1,5128,5132,5206,-1,5204,5206,5207,-1,5199,5209,5208,-1,5191,5203,5209,-1,5202,5210,5207,-1,5203,5207,5211,-1,5209,5211,5212,-1,5226,5225,5213,-1,5217,5214,5218,-1,5070,5216,5215,-1,5022,5197,5216,-1,5201,5190,5217,-1,5197,5201,5218,-1,5216,5218,5219,-1,5219,5214,5220,-1,5065,5215,5221,-1,5215,5219,5222,-1,5081,5224,5223,-1,5079,5221,5224,-1,5222,5220,5225,-1,5221,5222,5226,-1,5224,5226,5227,-1,5231,5228,5232,-1,5217,5230,5229,-1,5190,5208,5230,-1,5212,5189,5231,-1,5208,5212,5232,-1,5230,5232,5233,-1,5233,5228,5234,-1,5214,5229,5235,-1,5229,5233,5236,-1,5225,5238,5237,-1,5220,5235,5238,-1,5236,5234,5239,-1,5235,5236,5240,-1,5238,5240,5241,-1,5267,5242,5268,-1,5253,5252,5243,-1,5247,5244,5248,-1,5205,5246,5245,-1,5085,5168,5246,-1,5172,5161,5247,-1,5168,5172,5248,-1,5246,5248,5249,-1,5210,5251,5250,-1,5202,5245,5251,-1,5249,5244,5252,-1,5245,5249,5253,-1,5251,5253,5254,-1,5260,5255,5261,-1,5258,5257,5256,-1,5184,5181,5257,-1,5161,5184,5258,-1,5247,5258,5259,-1,5084,5260,5187,-1,5181,5187,5261,-1,5257,5261,5262,-1,5265,5264,5263,-1,5259,5256,5264,-1,5244,5259,5265,-1,5252,5265,5266,-1,5255,5267,5262,-1,5256,5262,5268,-1,5264,5268,5269,-1,5283,5282,5270,-1,5274,5271,5275,-1,5231,5273,5272,-1,5189,5250,5273,-1,5254,5243,5274,-1,5250,5254,5275,-1,5273,5275,5276,-1,5276,5271,5277,-1,5228,5272,5278,-1,5272,5276,5279,-1,5239,5281,5280,-1,5234,5278,5281,-1,5279,5277,5282,-1,5278,5279,5283,-1,5281,5283,5284,-1,5290,5285,5291,-1,5288,5287,5286,-1,5266,5263,5287,-1,5243,5266,5288,-1,5274,5288,5289,-1,5242,5290,5269,-1,5263,5269,5291,-1,5287,5291,5292,-1,5297,5296,5293,-1,5289,5286,5294,-1,5271,5289,5295,-1,5295,5294,5296,-1,5277,5295,5297,-1,5282,5297,5298,-1,5285,5299,5292,-1,5286,5292,5300,-1,5299,5301,5300,-1,5294,5300,5302,-1,5296,5302,5303,-1,6161,6160,6,-1,5743,5305,5744,-1,5523,5306,5524,-1,5408,5308,5409,-1,5361,5309,5362,-1,5335,5311,5336,-1,5324,5312,5325,-1,5318,5314,5319,-1,5316,5317,5315,-1,3537,4128,5317,-1,4133,4115,5318,-1,4128,4133,5319,-1,5317,5319,5320,-1,5322,5323,5321,-1,5313,5315,5323,-1,5320,5314,5324,-1,5315,5320,5325,-1,5323,5325,5326,-1,5330,5327,5331,-1,5329,5328,5318,-1,4115,4143,5329,-1,4147,4086,5330,-1,4143,4147,5331,-1,5329,5331,5332,-1,5324,5334,5333,-1,5314,5328,5334,-1,5327,5335,5332,-1,5328,5332,5336,-1,5334,5336,5337,-1,5350,5338,5351,-1,5344,5340,5345,-1,5342,5343,5341,-1,5310,5321,5343,-1,5326,5312,5344,-1,5321,5326,5345,-1,5343,5345,5346,-1,5348,5349,5347,-1,5339,5341,5349,-1,5346,5340,5350,-1,5341,5346,5351,-1,5349,5351,5352,-1,5356,5353,5357,-1,5355,5354,5344,-1,5312,5333,5355,-1,5337,5311,5356,-1,5333,5337,5357,-1,5355,5357,5358,-1,5350,5360,5359,-1,5340,5354,5360,-1,5353,5361,5358,-1,5354,5358,5362,-1,5360,5362,5363,-1,5385,5364,5386,-1,5374,5365,5375,-1,5369,5366,5370,-1,5368,5367,5330,-1,4086,4182,5368,-1,4186,4172,5369,-1,4182,4186,5370,-1,5368,5370,5371,-1,5335,5373,5372,-1,5327,5367,5373,-1,5366,5374,5371,-1,5367,5371,5375,-1,5373,5375,5376,-1,5380,5377,5381,-1,5379,5378,5369,-1,4172,4196,5379,-1,4200,3981,5380,-1,4196,4200,5381,-1,5379,5381,5382,-1,5374,5384,5383,-1,5366,5378,5384,-1,5377,5385,5382,-1,5378,5382,5386,-1,5384,5386,5387,-1,5398,5397,5388,-1,5392,5389,5393,-1,5356,5391,5390,-1,5311,5372,5391,-1,5376,5365,5392,-1,5372,5376,5393,-1,5391,5393,5394,-1,5361,5396,5395,-1,5353,5390,5396,-1,5394,5389,5397,-1,5390,5394,5398,-1,5396,5398,5399,-1,5403,5400,5404,-1,5392,5402,5401,-1,5365,5383,5402,-1,5364,5403,5387,-1,5383,5387,5404,-1,5402,5404,5405,-1,5397,5407,5406,-1,5389,5401,5407,-1,5400,5408,5405,-1,5401,5405,5409,-1,5407,5409,5410,-1,5470,5411,5471,-1,5437,5413,5438,-1,5426,5414,5427,-1,5420,5416,5421,-1,5418,5419,5417,-1,5307,5347,5419,-1,5352,5338,5420,-1,5347,5352,5421,-1,5419,5421,5422,-1,5424,5425,5423,-1,5415,5417,5425,-1,5422,5416,5426,-1,5417,5422,5427,-1,5425,5427,5428,-1,5432,5429,5433,-1,5431,5430,5420,-1,5338,5359,5431,-1,5363,5309,5432,-1,5359,5363,5433,-1,5431,5433,5434,-1,5426,5436,5435,-1,5416,5430,5436,-1,5429,5437,5434,-1,5430,5434,5438,-1,5436,5438,5439,-1,5456,5440,5457,-1,5446,5442,5447,-1,5444,5445,5443,-1,5412,5423,5445,-1,5428,5414,5446,-1,5423,5428,5447,-1,5445,5447,5448,-1,5448,5442,5450,-1,5441,5443,5451,-1,5443,5448,5452,-1,5454,5455,5453,-1,5449,5451,5455,-1,5452,5450,5456,-1,5451,5452,5457,-1,5455,5457,5458,-1,5462,5459,5463,-1,5461,5460,5446,-1,5414,5435,5461,-1,5439,5413,5462,-1,5435,5439,5463,-1,5461,5463,5464,-1,5459,5465,5464,-1,5442,5460,5466,-1,5460,5464,5467,-1,5456,5469,5468,-1,5450,5466,5469,-1,5465,5470,5467,-1,5466,5467,5471,-1,5469,5471,5472,-1,5494,5473,5495,-1,5483,5474,5484,-1,5478,5475,5479,-1,5477,5476,5432,-1,5309,5395,5477,-1,5399,5388,5478,-1,5395,5399,5479,-1,5477,5479,5480,-1,5437,5482,5481,-1,5429,5476,5482,-1,5475,5483,5480,-1,5476,5480,5484,-1,5482,5484,5485,-1,5489,5486,5490,-1,5488,5487,5478,-1,5388,5406,5488,-1,5410,5308,5489,-1,5406,5410,5490,-1,5488,5490,5491,-1,5483,5493,5492,-1,5475,5487,5493,-1,5486,5494,5491,-1,5487,5491,5495,-1,5493,5495,5496,-1,5510,5509,5497,-1,5501,5498,5502,-1,5462,5500,5499,-1,5413,5481,5500,-1,5485,5474,5501,-1,5481,5485,5502,-1,5500,5502,5503,-1,5503,5498,5504,-1,5459,5499,5505,-1,5499,5503,5506,-1,5470,5508,5507,-1,5465,5505,5508,-1,5506,5504,5509,-1,5505,5506,5510,-1,5508,5510,5511,-1,5515,5512,5516,-1,5501,5514,5513,-1,5474,5492,5514,-1,5473,5515,5496,-1,5492,5496,5516,-1,5514,5516,5517,-1,5512,5518,5517,-1,5498,5513,5519,-1,5513,5517,5520,-1,5509,5522,5521,-1,5504,5519,5522,-1,5518,5523,5520,-1,5519,5520,5524,-1,5522,5524,5525,-1,5627,5526,5628,-1,5572,5527,5573,-1,5549,5528,5550,-1,5538,5529,5539,-1,5533,5530,5534,-1,5532,5531,5380,-1,3981,4340,5532,-1,4344,4330,5533,-1,4340,4344,5534,-1,5532,5534,5535,-1,5385,5537,5536,-1,5377,5531,5537,-1,5530,5538,5535,-1,5531,5535,5539,-1,5537,5539,5540,-1,5544,5541,5545,-1,5543,5542,5533,-1,4330,4354,5543,-1,4358,4305,5544,-1,4354,4358,5545,-1,5543,5545,5546,-1,5538,5548,5547,-1,5530,5542,5548,-1,5541,5549,5546,-1,5542,5546,5550,-1,5548,5550,5551,-1,5562,5561,5552,-1,5556,5553,5557,-1,5403,5555,5554,-1,5364,5536,5555,-1,5540,5529,5556,-1,5536,5540,5557,-1,5555,5557,5558,-1,5408,5560,5559,-1,5400,5554,5560,-1,5558,5553,5561,-1,5554,5558,5562,-1,5560,5562,5563,-1,5567,5564,5568,-1,5556,5566,5565,-1,5529,5547,5566,-1,5528,5567,5551,-1,5547,5551,5568,-1,5566,5568,5569,-1,5561,5571,5570,-1,5553,5565,5571,-1,5564,5572,5569,-1,5565,5569,5573,-1,5571,5573,5574,-1,5600,5575,5601,-1,5585,5576,5586,-1,5580,5577,5581,-1,5579,5578,5544,-1,4305,4397,5579,-1,4401,4387,5580,-1,4397,4401,5581,-1,5579,5581,5582,-1,5549,5584,5583,-1,5541,5578,5584,-1,5577,5585,5582,-1,5578,5582,5586,-1,5584,5586,5587,-1,5593,5588,5594,-1,5590,5589,5591,-1,4415,4410,5590,-1,4387,4415,5591,-1,5580,5591,5592,-1,4420,3538,5593,-1,4410,4420,5594,-1,5590,5594,5595,-1,5598,5597,5596,-1,5592,5589,5597,-1,5577,5592,5598,-1,5585,5598,5599,-1,5588,5600,5595,-1,5589,5595,5601,-1,5597,5601,5602,-1,5613,5612,5603,-1,5607,5604,5608,-1,5567,5606,5605,-1,5528,5583,5606,-1,5587,5576,5607,-1,5583,5587,5608,-1,5606,5608,5609,-1,5572,5611,5610,-1,5564,5605,5611,-1,5609,5604,5612,-1,5605,5609,5613,-1,5611,5613,5614,-1,5620,5615,5621,-1,5618,5617,5616,-1,5599,5596,5617,-1,5576,5599,5618,-1,5607,5618,5619,-1,5575,5620,5602,-1,5596,5602,5621,-1,5617,5621,5622,-1,5625,5624,5623,-1,5619,5616,5624,-1,5604,5619,5625,-1,5612,5625,5626,-1,5615,5627,5622,-1,5616,5622,5628,-1,5624,5628,5629,-1,5682,5681,5630,-1,5652,5631,5653,-1,5641,5632,5642,-1,5636,5633,5637,-1,5489,5635,5634,-1,5308,5559,5635,-1,5563,5552,5636,-1,5559,5563,5637,-1,5635,5637,5638,-1,5494,5640,5639,-1,5486,5634,5640,-1,5638,5633,5641,-1,5634,5638,5642,-1,5640,5642,5643,-1,5647,5644,5648,-1,5646,5645,5636,-1,5552,5570,5646,-1,5574,5527,5647,-1,5570,5574,5648,-1,5646,5648,5649,-1,5641,5651,5650,-1,5633,5645,5651,-1,5644,5652,5649,-1,5645,5649,5653,-1,5651,5653,5654,-1,5668,5667,5655,-1,5659,5656,5660,-1,5515,5658,5657,-1,5473,5639,5658,-1,5643,5632,5659,-1,5639,5643,5660,-1,5658,5660,5661,-1,5661,5656,5662,-1,5512,5657,5663,-1,5657,5661,5664,-1,5523,5666,5665,-1,5518,5663,5666,-1,5664,5662,5667,-1,5663,5664,5668,-1,5666,5668,5669,-1,5673,5670,5674,-1,5659,5672,5671,-1,5632,5650,5672,-1,5654,5631,5673,-1,5650,5654,5674,-1,5672,5674,5675,-1,5675,5670,5676,-1,5656,5671,5677,-1,5671,5675,5678,-1,5667,5680,5679,-1,5662,5677,5680,-1,5678,5676,5681,-1,5677,5678,5682,-1,5680,5682,5683,-1,5709,5684,5710,-1,5695,5694,5685,-1,5689,5686,5690,-1,5647,5688,5687,-1,5527,5610,5688,-1,5614,5603,5689,-1,5610,5614,5690,-1,5688,5690,5691,-1,5652,5693,5692,-1,5644,5687,5693,-1,5691,5686,5694,-1,5687,5691,5695,-1,5693,5695,5696,-1,5702,5697,5703,-1,5700,5699,5698,-1,5626,5623,5699,-1,5603,5626,5700,-1,5689,5700,5701,-1,5526,5702,5629,-1,5623,5629,5703,-1,5699,5703,5704,-1,5707,5706,5705,-1,5701,5698,5706,-1,5686,5701,5707,-1,5694,5707,5708,-1,5697,5709,5704,-1,5698,5704,5710,-1,5706,5710,5711,-1,5725,5724,5712,-1,5716,5713,5717,-1,5673,5715,5714,-1,5631,5692,5715,-1,5696,5685,5716,-1,5692,5696,5717,-1,5715,5717,5718,-1,5718,5713,5719,-1,5670,5714,5720,-1,5714,5718,5721,-1,5681,5723,5722,-1,5676,5720,5723,-1,5721,5719,5724,-1,5720,5721,5725,-1,5723,5725,5726,-1,5732,5727,5733,-1,5730,5729,5728,-1,5708,5705,5729,-1,5685,5708,5730,-1,5716,5730,5731,-1,5684,5732,5711,-1,5705,5711,5733,-1,5729,5733,5734,-1,5739,5738,5735,-1,5731,5728,5736,-1,5713,5731,5737,-1,5737,5736,5738,-1,5719,5737,5739,-1,5724,5739,5740,-1,5727,5741,5734,-1,5728,5734,5742,-1,5741,5743,5742,-1,5736,5742,5744,-1,5738,5744,5745,-1,5953,5952,10,-1,5847,5747,5848,-1,5800,5748,5801,-1,5774,5750,5775,-1,5763,5751,5764,-1,5757,5753,5758,-1,5755,5756,5754,-1,5304,5453,5756,-1,5458,5440,5757,-1,5453,5458,5758,-1,5756,5758,5759,-1,5761,5762,5760,-1,5752,5754,5762,-1,5759,5753,5763,-1,5754,5759,5764,-1,5762,5764,5765,-1,5769,5766,5770,-1,5768,5767,5757,-1,5440,5468,5768,-1,5472,5411,5769,-1,5468,5472,5770,-1,5768,5770,5771,-1,5763,5773,5772,-1,5753,5767,5773,-1,5766,5774,5771,-1,5767,5771,5775,-1,5773,5775,5776,-1,5789,5777,5790,-1,5783,5779,5784,-1,5781,5782,5780,-1,5749,5760,5782,-1,5765,5751,5783,-1,5760,5765,5784,-1,5782,5784,5785,-1,5787,5788,5786,-1,5778,5780,5788,-1,5785,5779,5789,-1,5780,5785,5790,-1,5788,5790,5791,-1,5795,5792,5796,-1,5794,5793,5783,-1,5751,5772,5794,-1,5776,5750,5795,-1,5772,5776,5796,-1,5794,5796,5797,-1,5789,5799,5798,-1,5779,5793,5799,-1,5792,5800,5797,-1,5793,5797,5801,-1,5799,5801,5802,-1,5824,5803,5825,-1,5813,5804,5814,-1,5808,5805,5809,-1,5807,5806,5769,-1,5411,5507,5807,-1,5511,5497,5808,-1,5507,5511,5809,-1,5807,5809,5810,-1,5774,5812,5811,-1,5766,5806,5812,-1,5805,5813,5810,-1,5806,5810,5814,-1,5812,5814,5815,-1,5819,5816,5820,-1,5818,5817,5808,-1,5497,5521,5818,-1,5525,5306,5819,-1,5521,5525,5820,-1,5818,5820,5821,-1,5813,5823,5822,-1,5805,5817,5823,-1,5816,5824,5821,-1,5817,5821,5825,-1,5823,5825,5826,-1,5837,5836,5827,-1,5831,5828,5832,-1,5795,5830,5829,-1,5750,5811,5830,-1,5815,5804,5831,-1,5811,5815,5832,-1,5830,5832,5833,-1,5800,5835,5834,-1,5792,5829,5835,-1,5833,5828,5836,-1,5829,5833,5837,-1,5835,5837,5838,-1,5842,5839,5843,-1,5831,5841,5840,-1,5804,5822,5841,-1,5803,5842,5826,-1,5822,5826,5843,-1,5841,5843,5844,-1,5836,5846,5845,-1,5828,5840,5846,-1,5839,5847,5844,-1,5840,5844,5848,-1,5846,5848,5849,-1,5905,5904,14,-1,5875,5851,5876,-1,5864,5852,5865,-1,5858,5854,5859,-1,5856,5857,5855,-1,5746,5786,5857,-1,5791,5777,5858,-1,5786,5791,5859,-1,5857,5859,5860,-1,5862,5863,5861,-1,5853,5855,5863,-1,5860,5854,5864,-1,5855,5860,5865,-1,5863,5865,5866,-1,5870,5867,5871,-1,5869,5868,5858,-1,5777,5798,5869,-1,5802,5748,5870,-1,5798,5802,5871,-1,5869,5871,5872,-1,5864,5874,5873,-1,5854,5868,5874,-1,5867,5875,5872,-1,5868,5872,5876,-1,5874,5876,5877,-1,5893,5892,18,-1,5883,5879,5884,-1,5881,5882,5880,-1,5850,5861,5882,-1,5866,5852,5883,-1,5861,5866,5884,-1,5882,5884,5885,-1,5885,5879,5887,-1,5878,5880,5888,-1,5880,5885,5889,-1,5890,5891,22,-1,5886,5888,5891,-1,5889,5887,5892,-1,5888,5889,5893,-1,5891,5893,27,-1,5897,5894,5898,-1,5883,5896,5895,-1,5852,5873,5896,-1,5877,5851,5897,-1,5873,5877,5898,-1,5896,5898,5899,-1,5899,5894,5900,-1,5879,5895,5901,-1,5895,5899,5902,-1,5892,5903,37,-1,5887,5901,5903,-1,5902,5900,5904,-1,5901,5902,5905,-1,5903,5905,41,-1,5927,5906,5928,-1,5916,5907,5917,-1,5911,5908,5912,-1,5870,5910,5909,-1,5748,5834,5910,-1,5838,5827,5911,-1,5834,5838,5912,-1,5910,5912,5913,-1,5875,5915,5914,-1,5867,5909,5915,-1,5913,5908,5916,-1,5909,5913,5917,-1,5915,5917,5918,-1,5922,5919,5923,-1,5921,5920,5911,-1,5827,5845,5921,-1,5849,5747,5922,-1,5845,5849,5923,-1,5921,5923,5924,-1,5916,5926,5925,-1,5908,5920,5926,-1,5919,5927,5924,-1,5920,5924,5928,-1,5926,5928,5929,-1,5941,5940,76,-1,5933,5930,5934,-1,5897,5932,5931,-1,5851,5914,5932,-1,5918,5907,5933,-1,5914,5918,5934,-1,5932,5934,5935,-1,5935,5930,5936,-1,5894,5931,5937,-1,5931,5935,5938,-1,5904,5939,79,-1,5900,5937,5939,-1,5938,5936,5940,-1,5937,5938,5941,-1,5939,5941,83,-1,5945,5942,5946,-1,5933,5944,5943,-1,5907,5925,5944,-1,5929,5906,5945,-1,5925,5929,5946,-1,5944,5946,5947,-1,5947,5942,5948,-1,5930,5943,5949,-1,5943,5947,5950,-1,5940,5951,92,-1,5936,5949,5951,-1,5950,5948,5952,-1,5949,5950,5953,-1,5951,5953,96,-1,6055,5954,6056,-1,6000,5955,6001,-1,5977,5956,5978,-1,5966,5957,5967,-1,5961,5958,5962,-1,5819,5960,5959,-1,5306,5665,5960,-1,5669,5655,5961,-1,5665,5669,5962,-1,5960,5962,5963,-1,5824,5965,5964,-1,5816,5959,5965,-1,5963,5958,5966,-1,5959,5963,5967,-1,5965,5967,5968,-1,5972,5969,5973,-1,5971,5970,5961,-1,5655,5679,5971,-1,5683,5630,5972,-1,5679,5683,5973,-1,5971,5973,5974,-1,5966,5976,5975,-1,5958,5970,5976,-1,5969,5977,5974,-1,5970,5974,5978,-1,5976,5978,5979,-1,5989,5980,5990,-1,5984,5981,5985,-1,5842,5983,5982,-1,5803,5964,5983,-1,5968,5957,5984,-1,5964,5968,5985,-1,5983,5985,5986,-1,5847,5988,5987,-1,5839,5982,5988,-1,5986,5981,5989,-1,5982,5986,5990,-1,5988,5990,5991,-1,5995,5992,5996,-1,5994,5993,5984,-1,5957,5975,5994,-1,5979,5956,5995,-1,5975,5979,5996,-1,5994,5996,5997,-1,5989,5999,5998,-1,5981,5993,5999,-1,5992,6000,5997,-1,5993,5997,6001,-1,5999,6001,6002,-1,6028,6003,6029,-1,6013,6004,6014,-1,6008,6005,6009,-1,6007,6006,5972,-1,5630,5722,6007,-1,5726,5712,6008,-1,5722,5726,6009,-1,6007,6009,6010,-1,5977,6012,6011,-1,5969,6006,6012,-1,6005,6013,6010,-1,6006,6010,6014,-1,6012,6014,6015,-1,6021,6016,6022,-1,6018,6017,6019,-1,5740,5735,6018,-1,5712,5740,6019,-1,6008,6019,6020,-1,5745,5305,6021,-1,5735,5745,6022,-1,6018,6022,6023,-1,6026,6025,6024,-1,6020,6017,6025,-1,6005,6020,6026,-1,6013,6026,6027,-1,6016,6028,6023,-1,6017,6023,6029,-1,6025,6029,6030,-1,6041,6040,6031,-1,6035,6032,6036,-1,5995,6034,6033,-1,5956,6011,6034,-1,6015,6004,6035,-1,6011,6015,6036,-1,6034,6036,6037,-1,6000,6039,6038,-1,5992,6033,6039,-1,6037,6032,6040,-1,6033,6037,6041,-1,6039,6041,6042,-1,6048,6043,6049,-1,6046,6045,6044,-1,6027,6024,6045,-1,6004,6027,6046,-1,6035,6046,6047,-1,6003,6048,6030,-1,6024,6030,6049,-1,6045,6049,6050,-1,6053,6052,6051,-1,6047,6044,6052,-1,6032,6047,6053,-1,6040,6053,6054,-1,6043,6055,6050,-1,6044,6050,6056,-1,6052,6056,6057,-1,6105,6104,230,-1,6079,6058,6080,-1,6068,6059,6069,-1,6063,6060,6064,-1,5922,6062,6061,-1,5747,5987,6062,-1,5991,5980,6063,-1,5987,5991,6064,-1,6062,6064,6065,-1,5927,6067,6066,-1,5919,6061,6067,-1,6065,6060,6068,-1,6061,6065,6069,-1,6067,6069,6070,-1,6074,6071,6075,-1,6073,6072,6063,-1,5980,5998,6073,-1,6002,5955,6074,-1,5998,6002,6075,-1,6073,6075,6076,-1,6068,6078,6077,-1,6060,6072,6078,-1,6071,6079,6076,-1,6072,6076,6080,-1,6078,6080,6081,-1,6093,6092,233,-1,6085,6082,6086,-1,5945,6084,6083,-1,5906,6066,6084,-1,6070,6059,6085,-1,6066,6070,6086,-1,6084,6086,6087,-1,6087,6082,6088,-1,5942,6083,6089,-1,6083,6087,6090,-1,5952,6091,236,-1,5948,6089,6091,-1,6090,6088,6092,-1,6089,6090,6093,-1,6091,6093,240,-1,6097,6094,6098,-1,6085,6096,6095,-1,6059,6077,6096,-1,6081,6058,6097,-1,6077,6081,6098,-1,6096,6098,6099,-1,6099,6094,6100,-1,6082,6095,6101,-1,6095,6099,6102,-1,6092,6103,249,-1,6088,6101,6103,-1,6102,6100,6104,-1,6101,6102,6105,-1,6103,6105,253,-1,6131,6106,6132,-1,6116,6107,6117,-1,6111,6108,6112,-1,6074,6110,6109,-1,5955,6038,6110,-1,6042,6031,6111,-1,6038,6042,6112,-1,6110,6112,6113,-1,6079,6115,6114,-1,6071,6109,6115,-1,6113,6108,6116,-1,6109,6113,6117,-1,6115,6117,6118,-1,6124,6119,6125,-1,6121,6120,6122,-1,6054,6051,6121,-1,6031,6054,6122,-1,6111,6122,6123,-1,6057,5954,6124,-1,6051,6057,6125,-1,6121,6125,6126,-1,6129,6128,6127,-1,6123,6120,6128,-1,6108,6123,6129,-1,6116,6129,6130,-1,6119,6131,6126,-1,6120,6126,6132,-1,6128,6132,6133,-1,6145,6144,285,-1,6137,6134,6138,-1,6097,6136,6135,-1,6058,6114,6136,-1,6118,6107,6137,-1,6114,6118,6138,-1,6136,6138,6139,-1,6139,6134,6140,-1,6094,6135,6141,-1,6135,6139,6142,-1,6104,6143,288,-1,6100,6141,6143,-1,6142,6140,6144,-1,6141,6142,6145,-1,6143,6145,292,-1,6151,6146,6152,-1,6149,6148,6147,-1,6130,6127,6148,-1,6107,6130,6149,-1,6137,6149,6150,-1,6133,6106,6151,-1,6127,6133,6152,-1,6148,6152,6153,-1,6157,6156,301,-1,6150,6147,6154,-1,6134,6150,6155,-1,6155,6154,6156,-1,6140,6155,6157,-1,6144,6157,304,-1,6153,6146,6158,-1,6147,6153,6159,-1,6159,6158,6160,-1,6154,6159,6161,-1,6156,6161,308,-1,6601,6162,6602,-1,6382,6381,6163,-1,6265,6164,6266,-1,6210,6165,6211,-1,6187,6166,6188,-1,6176,6167,6177,-1,6171,6168,6172,-1,5593,6170,6169,-1,3538,5003,6170,-1,5007,4993,6171,-1,5003,5007,6172,-1,6170,6172,6173,-1,5600,6175,6174,-1,5588,6169,6175,-1,6173,6168,6176,-1,6169,6173,6177,-1,6175,6177,6178,-1,6182,6179,6183,-1,6181,6180,6171,-1,4993,5017,6181,-1,5021,4968,6182,-1,5017,5021,6183,-1,6181,6183,6184,-1,6176,6186,6185,-1,6168,6180,6186,-1,6179,6187,6184,-1,6180,6184,6188,-1,6186,6188,6189,-1,6199,6190,6200,-1,6194,6191,6195,-1,5620,6193,6192,-1,5575,6174,6193,-1,6178,6167,6194,-1,6174,6178,6195,-1,6193,6195,6196,-1,5627,6198,6197,-1,5615,6192,6198,-1,6196,6191,6199,-1,6192,6196,6200,-1,6198,6200,6201,-1,6205,6202,6206,-1,6204,6203,6194,-1,6167,6185,6204,-1,6189,6166,6205,-1,6185,6189,6206,-1,6204,6206,6207,-1,6199,6209,6208,-1,6191,6203,6209,-1,6202,6210,6207,-1,6203,6207,6211,-1,6209,6211,6212,-1,6238,6213,6239,-1,6223,6214,6224,-1,6218,6215,6219,-1,6217,6216,6182,-1,4968,5060,6217,-1,5064,5050,6218,-1,5060,5064,6219,-1,6217,6219,6220,-1,6187,6222,6221,-1,6179,6216,6222,-1,6215,6223,6220,-1,6216,6220,6224,-1,6222,6224,6225,-1,6231,6226,6232,-1,6228,6227,6229,-1,5078,5073,6228,-1,5050,5078,6229,-1,6218,6229,6230,-1,5083,4863,6231,-1,5073,5083,6232,-1,6228,6232,6233,-1,6236,6235,6234,-1,6230,6227,6235,-1,6215,6230,6236,-1,6223,6236,6237,-1,6226,6238,6233,-1,6227,6233,6239,-1,6235,6239,6240,-1,6251,6250,6241,-1,6245,6242,6246,-1,6205,6244,6243,-1,6166,6221,6244,-1,6225,6214,6245,-1,6221,6225,6246,-1,6244,6246,6247,-1,6210,6249,6248,-1,6202,6243,6249,-1,6247,6242,6250,-1,6243,6247,6251,-1,6249,6251,6252,-1,6258,6253,6259,-1,6256,6255,6254,-1,6237,6234,6255,-1,6214,6237,6256,-1,6245,6256,6257,-1,6213,6258,6240,-1,6234,6240,6259,-1,6255,6259,6260,-1,6263,6262,6261,-1,6257,6254,6262,-1,6242,6257,6263,-1,6250,6263,6264,-1,6253,6265,6260,-1,6254,6260,6266,-1,6262,6266,6267,-1,6320,6319,6268,-1,6290,6269,6291,-1,6279,6270,6280,-1,6274,6271,6275,-1,5702,6273,6272,-1,5526,6197,6273,-1,6201,6190,6274,-1,6197,6201,6275,-1,6273,6275,6276,-1,5709,6278,6277,-1,5697,6272,6278,-1,6276,6271,6279,-1,6272,6276,6280,-1,6278,6280,6281,-1,6285,6282,6286,-1,6284,6283,6274,-1,6190,6208,6284,-1,6212,6165,6285,-1,6208,6212,6286,-1,6284,6286,6287,-1,6279,6289,6288,-1,6271,6283,6289,-1,6282,6290,6287,-1,6283,6287,6291,-1,6289,6291,6292,-1,6306,6305,6293,-1,6297,6294,6298,-1,5732,6296,6295,-1,5684,6277,6296,-1,6281,6270,6297,-1,6277,6281,6298,-1,6296,6298,6299,-1,6299,6294,6300,-1,5727,6295,6301,-1,6295,6299,6302,-1,5743,6304,6303,-1,5741,6301,6304,-1,6302,6300,6305,-1,6301,6302,6306,-1,6304,6306,6307,-1,6311,6308,6312,-1,6297,6310,6309,-1,6270,6288,6310,-1,6292,6269,6311,-1,6288,6292,6312,-1,6310,6312,6313,-1,6313,6308,6314,-1,6294,6309,6315,-1,6309,6313,6316,-1,6305,6318,6317,-1,6300,6315,6318,-1,6316,6314,6319,-1,6315,6316,6320,-1,6318,6320,6321,-1,6347,6322,6348,-1,6332,6323,6333,-1,6327,6324,6328,-1,6285,6326,6325,-1,6165,6248,6326,-1,6252,6241,6327,-1,6248,6252,6328,-1,6326,6328,6329,-1,6290,6331,6330,-1,6282,6325,6331,-1,6329,6324,6332,-1,6325,6329,6333,-1,6331,6333,6334,-1,6340,6335,6341,-1,6337,6336,6338,-1,6264,6261,6337,-1,6241,6264,6338,-1,6327,6338,6339,-1,6267,6164,6340,-1,6261,6267,6341,-1,6337,6341,6342,-1,6345,6344,6343,-1,6339,6336,6344,-1,6324,6339,6345,-1,6332,6345,6346,-1,6335,6347,6342,-1,6336,6342,6348,-1,6344,6348,6349,-1,6363,6362,6350,-1,6354,6351,6355,-1,6311,6353,6352,-1,6269,6330,6353,-1,6334,6323,6354,-1,6330,6334,6355,-1,6353,6355,6356,-1,6356,6351,6357,-1,6308,6352,6358,-1,6352,6356,6359,-1,6319,6361,6360,-1,6314,6358,6361,-1,6359,6357,6362,-1,6358,6359,6363,-1,6361,6363,6364,-1,6370,6365,6371,-1,6368,6367,6366,-1,6346,6343,6367,-1,6323,6346,6368,-1,6354,6368,6369,-1,6349,6322,6370,-1,6343,6349,6371,-1,6367,6371,6372,-1,6377,6376,6373,-1,6369,6366,6374,-1,6351,6369,6375,-1,6375,6374,6376,-1,6357,6375,6377,-1,6362,6377,6378,-1,6372,6365,6379,-1,6366,6372,6380,-1,6380,6379,6381,-1,6374,6380,6382,-1,6376,6382,6383,-1,6485,6384,6486,-1,6431,6430,6385,-1,6407,6386,6408,-1,6396,6387,6397,-1,6391,6388,6392,-1,6231,6390,6389,-1,4863,5223,6390,-1,5227,5213,6391,-1,5223,5227,6392,-1,6390,6392,6393,-1,6238,6395,6394,-1,6226,6389,6395,-1,6393,6388,6396,-1,6389,6393,6397,-1,6395,6397,6398,-1,6402,6399,6403,-1,6401,6400,6391,-1,5213,5237,6401,-1,5241,5188,6402,-1,5237,5241,6403,-1,6401,6403,6404,-1,6396,6406,6405,-1,6388,6400,6406,-1,6399,6407,6404,-1,6400,6404,6408,-1,6406,6408,6409,-1,6420,6419,6410,-1,6414,6411,6415,-1,6258,6413,6412,-1,6213,6394,6413,-1,6398,6387,6414,-1,6394,6398,6415,-1,6413,6415,6416,-1,6265,6418,6417,-1,6253,6412,6418,-1,6416,6411,6419,-1,6412,6416,6420,-1,6418,6420,6421,-1,6425,6422,6426,-1,6414,6424,6423,-1,6387,6405,6424,-1,6409,6386,6425,-1,6405,6409,6426,-1,6424,6426,6427,-1,6419,6429,6428,-1,6411,6423,6429,-1,6427,6422,6430,-1,6423,6427,6431,-1,6429,6431,6432,-1,6458,6433,6459,-1,6444,6443,6434,-1,6438,6435,6439,-1,6402,6437,6436,-1,5188,5280,6437,-1,5284,5270,6438,-1,5280,5284,6439,-1,6437,6439,6440,-1,6407,6442,6441,-1,6399,6436,6442,-1,6440,6435,6443,-1,6436,6440,6444,-1,6442,6444,6445,-1,6451,6446,6452,-1,6449,6448,6447,-1,5298,5293,6448,-1,5270,5298,6449,-1,6438,6449,6450,-1,3536,6451,5303,-1,5293,5303,6452,-1,6448,6452,6453,-1,6456,6455,6454,-1,6450,6447,6455,-1,6435,6450,6456,-1,6443,6456,6457,-1,6446,6458,6453,-1,6447,6453,6459,-1,6455,6459,6460,-1,6471,6470,6461,-1,6465,6462,6466,-1,6425,6464,6463,-1,6386,6441,6464,-1,6445,6434,6465,-1,6441,6445,6466,-1,6464,6466,6467,-1,6430,6469,6468,-1,6422,6463,6469,-1,6467,6462,6470,-1,6463,6467,6471,-1,6469,6471,6472,-1,6478,6473,6479,-1,6476,6475,6474,-1,6457,6454,6475,-1,6434,6457,6476,-1,6465,6476,6477,-1,6433,6478,6460,-1,6454,6460,6479,-1,6475,6479,6480,-1,6483,6482,6481,-1,6477,6474,6482,-1,6462,6477,6483,-1,6470,6483,6484,-1,6473,6485,6480,-1,6474,6480,6486,-1,6482,6486,6487,-1,6540,6539,6488,-1,6510,6489,6511,-1,6499,6490,6500,-1,6494,6491,6495,-1,6340,6493,6492,-1,6164,6417,6493,-1,6421,6410,6494,-1,6417,6421,6495,-1,6493,6495,6496,-1,6347,6498,6497,-1,6335,6492,6498,-1,6496,6491,6499,-1,6492,6496,6500,-1,6498,6500,6501,-1,6505,6502,6506,-1,6504,6503,6494,-1,6410,6428,6504,-1,6432,6385,6505,-1,6428,6432,6506,-1,6504,6506,6507,-1,6499,6509,6508,-1,6491,6503,6509,-1,6502,6510,6507,-1,6503,6507,6511,-1,6509,6511,6512,-1,6526,6525,6513,-1,6517,6514,6518,-1,6370,6516,6515,-1,6322,6497,6516,-1,6501,6490,6517,-1,6497,6501,6518,-1,6516,6518,6519,-1,6519,6514,6520,-1,6365,6515,6521,-1,6515,6519,6522,-1,6381,6524,6523,-1,6379,6521,6524,-1,6522,6520,6525,-1,6521,6522,6526,-1,6524,6526,6527,-1,6531,6528,6532,-1,6517,6530,6529,-1,6490,6508,6530,-1,6512,6489,6531,-1,6508,6512,6532,-1,6530,6532,6533,-1,6533,6528,6534,-1,6514,6529,6535,-1,6529,6533,6536,-1,6525,6538,6537,-1,6520,6535,6538,-1,6536,6534,6539,-1,6535,6536,6540,-1,6538,6540,6541,-1,6567,6542,6568,-1,6553,6552,6543,-1,6547,6544,6548,-1,6505,6546,6545,-1,6385,6468,6546,-1,6472,6461,6547,-1,6468,6472,6548,-1,6546,6548,6549,-1,6510,6551,6550,-1,6502,6545,6551,-1,6549,6544,6552,-1,6545,6549,6553,-1,6551,6553,6554,-1,6560,6555,6561,-1,6558,6557,6556,-1,6484,6481,6557,-1,6461,6484,6558,-1,6547,6558,6559,-1,6384,6560,6487,-1,6481,6487,6561,-1,6557,6561,6562,-1,6565,6564,6563,-1,6559,6556,6564,-1,6544,6559,6565,-1,6552,6565,6566,-1,6555,6567,6562,-1,6556,6562,6568,-1,6564,6568,6569,-1,6583,6582,6570,-1,6574,6571,6575,-1,6531,6573,6572,-1,6489,6550,6573,-1,6554,6543,6574,-1,6550,6554,6575,-1,6573,6575,6576,-1,6576,6571,6577,-1,6528,6572,6578,-1,6572,6576,6579,-1,6539,6581,6580,-1,6534,6578,6581,-1,6579,6577,6582,-1,6578,6579,6583,-1,6581,6583,6584,-1,6590,6585,6591,-1,6588,6587,6586,-1,6566,6563,6587,-1,6543,6566,6588,-1,6574,6588,6589,-1,6542,6590,6569,-1,6563,6569,6591,-1,6587,6591,6592,-1,6597,6596,6593,-1,6589,6586,6594,-1,6571,6589,6595,-1,6595,6594,6596,-1,6577,6595,6597,-1,6582,6597,6598,-1,6585,6599,6592,-1,6586,6592,6600,-1,6599,6601,6600,-1,6594,6600,6602,-1,6596,6602,6603,-1,6811,6810,889,-1,6705,6604,6706,-1,6650,6605,6651,-1,6627,6606,6628,-1,6616,6607,6617,-1,6611,6608,6612,-1,6021,6610,6609,-1,5305,6303,6610,-1,6307,6293,6611,-1,6303,6307,6612,-1,6610,6612,6613,-1,6028,6615,6614,-1,6016,6609,6615,-1,6613,6608,6616,-1,6609,6613,6617,-1,6615,6617,6618,-1,6622,6619,6623,-1,6621,6620,6611,-1,6293,6317,6621,-1,6321,6268,6622,-1,6317,6321,6623,-1,6621,6623,6624,-1,6616,6626,6625,-1,6608,6620,6626,-1,6619,6627,6624,-1,6620,6624,6628,-1,6626,6628,6629,-1,6639,6630,6640,-1,6634,6631,6635,-1,6048,6633,6632,-1,6003,6614,6633,-1,6618,6607,6634,-1,6614,6618,6635,-1,6633,6635,6636,-1,6055,6638,6637,-1,6043,6632,6638,-1,6636,6631,6639,-1,6632,6636,6640,-1,6638,6640,6641,-1,6645,6642,6646,-1,6644,6643,6634,-1,6607,6625,6644,-1,6629,6606,6645,-1,6625,6629,6646,-1,6644,6646,6647,-1,6639,6649,6648,-1,6631,6643,6649,-1,6642,6650,6647,-1,6643,6647,6651,-1,6649,6651,6652,-1,6678,6653,6679,-1,6663,6654,6664,-1,6658,6655,6659,-1,6657,6656,6622,-1,6268,6360,6657,-1,6364,6350,6658,-1,6360,6364,6659,-1,6657,6659,6660,-1,6627,6662,6661,-1,6619,6656,6662,-1,6655,6663,6660,-1,6656,6660,6664,-1,6662,6664,6665,-1,6671,6666,6672,-1,6668,6667,6669,-1,6378,6373,6668,-1,6350,6378,6669,-1,6658,6669,6670,-1,6383,6163,6671,-1,6373,6383,6672,-1,6668,6672,6673,-1,6676,6675,6674,-1,6670,6667,6675,-1,6655,6670,6676,-1,6663,6676,6677,-1,6666,6678,6673,-1,6667,6673,6679,-1,6675,6679,6680,-1,6691,6690,6681,-1,6685,6682,6686,-1,6645,6684,6683,-1,6606,6661,6684,-1,6665,6654,6685,-1,6661,6665,6686,-1,6684,6686,6687,-1,6650,6689,6688,-1,6642,6683,6689,-1,6687,6682,6690,-1,6683,6687,6691,-1,6689,6691,6692,-1,6698,6693,6699,-1,6696,6695,6694,-1,6677,6674,6695,-1,6654,6677,6696,-1,6685,6696,6697,-1,6653,6698,6680,-1,6674,6680,6699,-1,6695,6699,6700,-1,6703,6702,6701,-1,6697,6694,6702,-1,6682,6697,6703,-1,6690,6703,6704,-1,6693,6705,6700,-1,6694,6700,6706,-1,6702,6706,6707,-1,6755,6754,892,-1,6729,6708,6730,-1,6718,6709,6719,-1,6713,6710,6714,-1,6124,6712,6711,-1,5954,6637,6712,-1,6641,6630,6713,-1,6637,6641,6714,-1,6712,6714,6715,-1,6131,6717,6716,-1,6119,6711,6717,-1,6715,6710,6718,-1,6711,6715,6719,-1,6717,6719,6720,-1,6724,6721,6725,-1,6723,6722,6713,-1,6630,6648,6723,-1,6652,6605,6724,-1,6648,6652,6725,-1,6723,6725,6726,-1,6718,6728,6727,-1,6710,6722,6728,-1,6721,6729,6726,-1,6722,6726,6730,-1,6728,6730,6731,-1,6743,6742,895,-1,6735,6732,6736,-1,6151,6734,6733,-1,6106,6716,6734,-1,6720,6709,6735,-1,6716,6720,6736,-1,6734,6736,6737,-1,6737,6732,6738,-1,6146,6733,6739,-1,6733,6737,6740,-1,6160,6741,898,-1,6158,6739,6741,-1,6740,6738,6742,-1,6739,6740,6743,-1,6741,6743,902,-1,6747,6744,6748,-1,6735,6746,6745,-1,6709,6727,6746,-1,6731,6708,6747,-1,6727,6731,6748,-1,6746,6748,6749,-1,6749,6744,6750,-1,6732,6745,6751,-1,6745,6749,6752,-1,6742,6753,911,-1,6738,6751,6753,-1,6752,6750,6754,-1,6751,6752,6755,-1,6753,6755,915,-1,6781,6756,6782,-1,6766,6757,6767,-1,6761,6758,6762,-1,6724,6760,6759,-1,6605,6688,6760,-1,6692,6681,6761,-1,6688,6692,6762,-1,6760,6762,6763,-1,6729,6765,6764,-1,6721,6759,6765,-1,6763,6758,6766,-1,6759,6763,6767,-1,6765,6767,6768,-1,6774,6769,6775,-1,6771,6770,6772,-1,6704,6701,6771,-1,6681,6704,6772,-1,6761,6772,6773,-1,6707,6604,6774,-1,6701,6707,6775,-1,6771,6775,6776,-1,6779,6778,6777,-1,6773,6770,6778,-1,6758,6773,6779,-1,6766,6779,6780,-1,6769,6781,6776,-1,6770,6776,6782,-1,6778,6782,6783,-1,6795,6794,947,-1,6787,6784,6788,-1,6747,6786,6785,-1,6708,6764,6786,-1,6768,6757,6787,-1,6764,6768,6788,-1,6786,6788,6789,-1,6789,6784,6790,-1,6744,6785,6791,-1,6785,6789,6792,-1,6754,6793,950,-1,6750,6791,6793,-1,6792,6790,6794,-1,6791,6792,6795,-1,6793,6795,954,-1,6801,6796,6802,-1,6799,6798,6797,-1,6780,6777,6798,-1,6757,6780,6799,-1,6787,6799,6800,-1,6783,6756,6801,-1,6777,6783,6802,-1,6798,6802,6803,-1,6807,6806,963,-1,6800,6797,6804,-1,6784,6800,6805,-1,6805,6804,6806,-1,6790,6805,6807,-1,6794,6807,966,-1,6803,6796,6808,-1,6797,6803,6809,-1,6809,6808,6810,-1,6804,6809,6811,-1,6806,6811,970,-1,6913,6812,6914,-1,6859,6858,6813,-1,6835,6814,6836,-1,6824,6815,6825,-1,6819,6816,6820,-1,6671,6818,6817,-1,6163,6523,6818,-1,6527,6513,6819,-1,6523,6527,6820,-1,6818,6820,6821,-1,6678,6823,6822,-1,6666,6817,6823,-1,6821,6816,6824,-1,6817,6821,6825,-1,6823,6825,6826,-1,6830,6827,6831,-1,6829,6828,6819,-1,6513,6537,6829,-1,6541,6488,6830,-1,6537,6541,6831,-1,6829,6831,6832,-1,6824,6834,6833,-1,6816,6828,6834,-1,6827,6835,6832,-1,6828,6832,6836,-1,6834,6836,6837,-1,6848,6847,6838,-1,6842,6839,6843,-1,6698,6841,6840,-1,6653,6822,6841,-1,6826,6815,6842,-1,6822,6826,6843,-1,6841,6843,6844,-1,6705,6846,6845,-1,6693,6840,6846,-1,6844,6839,6847,-1,6840,6844,6848,-1,6846,6848,6849,-1,6853,6850,6854,-1,6842,6852,6851,-1,6815,6833,6852,-1,6837,6814,6853,-1,6833,6837,6854,-1,6852,6854,6855,-1,6847,6857,6856,-1,6839,6851,6857,-1,6855,6850,6858,-1,6851,6855,6859,-1,6857,6859,6860,-1,6886,6861,6887,-1,6872,6871,6862,-1,6866,6863,6867,-1,6830,6865,6864,-1,6488,6580,6865,-1,6584,6570,6866,-1,6580,6584,6867,-1,6865,6867,6868,-1,6835,6870,6869,-1,6827,6864,6870,-1,6868,6863,6871,-1,6864,6868,6872,-1,6870,6872,6873,-1,6879,6874,6880,-1,6877,6876,6875,-1,6598,6593,6876,-1,6570,6598,6877,-1,6866,6877,6878,-1,6162,6879,6603,-1,6593,6603,6880,-1,6876,6880,6881,-1,6884,6883,6882,-1,6878,6875,6883,-1,6863,6878,6884,-1,6871,6884,6885,-1,6874,6886,6881,-1,6875,6881,6887,-1,6883,6887,6888,-1,6899,6898,6889,-1,6893,6890,6894,-1,6853,6892,6891,-1,6814,6869,6892,-1,6873,6862,6893,-1,6869,6873,6894,-1,6892,6894,6895,-1,6858,6897,6896,-1,6850,6891,6897,-1,6895,6890,6898,-1,6891,6895,6899,-1,6897,6899,6900,-1,6906,6901,6907,-1,6904,6903,6902,-1,6885,6882,6903,-1,6862,6885,6904,-1,6893,6904,6905,-1,6861,6906,6888,-1,6882,6888,6907,-1,6903,6907,6908,-1,6911,6910,6909,-1,6905,6902,6910,-1,6890,6905,6911,-1,6898,6911,6912,-1,6901,6913,6908,-1,6902,6908,6914,-1,6910,6914,6915,-1,6963,6962,1111,-1,6937,6916,6938,-1,6926,6917,6927,-1,6921,6918,6922,-1,6774,6920,6919,-1,6604,6845,6920,-1,6849,6838,6921,-1,6845,6849,6922,-1,6920,6922,6923,-1,6781,6925,6924,-1,6769,6919,6925,-1,6923,6918,6926,-1,6919,6923,6927,-1,6925,6927,6928,-1,6932,6929,6933,-1,6931,6930,6921,-1,6838,6856,6931,-1,6860,6813,6932,-1,6856,6860,6933,-1,6931,6933,6934,-1,6926,6936,6935,-1,6918,6930,6936,-1,6929,6937,6934,-1,6930,6934,6938,-1,6936,6938,6939,-1,6951,6950,1114,-1,6943,6940,6944,-1,6801,6942,6941,-1,6756,6924,6942,-1,6928,6917,6943,-1,6924,6928,6944,-1,6942,6944,6945,-1,6945,6940,6946,-1,6796,6941,6947,-1,6941,6945,6948,-1,6810,6949,1117,-1,6808,6947,6949,-1,6948,6946,6950,-1,6947,6948,6951,-1,6949,6951,1121,-1,6955,6952,6956,-1,6943,6954,6953,-1,6917,6935,6954,-1,6939,6916,6955,-1,6935,6939,6956,-1,6954,6956,6957,-1,6957,6952,6958,-1,6940,6953,6959,-1,6953,6957,6960,-1,6950,6961,1130,-1,6946,6959,6961,-1,6960,6958,6962,-1,6959,6960,6963,-1,6961,6963,1134,-1,6989,6964,6990,-1,6975,6974,6965,-1,6969,6966,6970,-1,6932,6968,6967,-1,6813,6896,6968,-1,6900,6889,6969,-1,6896,6900,6970,-1,6968,6970,6971,-1,6937,6973,6972,-1,6929,6967,6973,-1,6971,6966,6974,-1,6967,6971,6975,-1,6973,6975,6976,-1,6982,6977,6983,-1,6980,6979,6978,-1,6912,6909,6979,-1,6889,6912,6980,-1,6969,6980,6981,-1,6812,6982,6915,-1,6909,6915,6983,-1,6979,6983,6984,-1,6987,6986,6985,-1,6981,6978,6986,-1,6966,6981,6987,-1,6974,6987,6988,-1,6977,6989,6984,-1,6978,6984,6990,-1,6986,6990,6991,-1,7003,7002,1166,-1,6995,6992,6996,-1,6955,6994,6993,-1,6916,6972,6994,-1,6976,6965,6995,-1,6972,6976,6996,-1,6994,6996,6997,-1,6997,6992,6998,-1,6952,6993,6999,-1,6993,6997,7000,-1,6962,7001,1169,-1,6958,6999,7001,-1,7000,6998,7002,-1,6999,7000,7003,-1,7001,7003,1173,-1,7009,7004,7010,-1,7007,7006,7005,-1,6988,6985,7006,-1,6965,6988,7007,-1,6995,7007,7008,-1,6964,7009,6991,-1,6985,6991,7010,-1,7006,7010,7011,-1,7015,7014,1182,-1,7008,7005,7012,-1,6992,7008,7013,-1,7013,7012,7014,-1,6998,7013,7015,-1,7002,7015,1185,-1,7004,7016,7011,-1,7005,7011,7017,-1,7016,7018,7017,-1,7012,7017,7019,-1,7014,7019,1189,-1,1,1189,7019,-1,2,3535,3534,-1,4,1769,1768,-1,7,887,886,-1,8,447,446,-1,11,228,227,-1,12,126,125,-1,15,74,73,-1,16,48,47,-1,19,35,34,-1,20,29,28,-1,23,21,25,-1,24,25,0,-1,26,28,27,-1,28,24,22,-1,29,23,24,-1,30,17,31,-1,32,31,21,-1,33,34,29,-1,34,32,23,-1,35,30,32,-1,36,43,42,-1,38,20,26,-1,39,26,18,-1,40,42,41,-1,42,39,37,-1,43,38,39,-1,44,19,33,-1,45,33,20,-1,46,47,43,-1,47,45,38,-1,48,44,45,-1,49,63,62,-1,51,57,56,-1,52,50,53,-1,54,53,17,-1,55,56,35,-1,56,54,30,-1,57,52,54,-1,58,13,59,-1,60,59,50,-1,61,62,57,-1,62,60,52,-1,63,58,60,-1,64,69,68,-1,65,51,55,-1,66,55,19,-1,67,68,48,-1,68,66,44,-1,69,65,66,-1,70,49,61,-1,71,61,51,-1,72,73,69,-1,73,71,65,-1,74,70,71,-1,75,103,102,-1,77,90,89,-1,78,85,84,-1,80,36,40,-1,81,40,14,-1,82,84,83,-1,84,81,79,-1,85,80,81,-1,86,16,46,-1,87,46,36,-1,88,89,85,-1,89,87,80,-1,90,86,87,-1,91,98,97,-1,93,78,82,-1,94,82,76,-1,95,97,96,-1,97,94,92,-1,98,93,94,-1,99,77,88,-1,100,88,78,-1,101,102,98,-1,102,100,93,-1,103,99,100,-1,104,115,114,-1,105,110,109,-1,106,64,67,-1,107,67,16,-1,108,109,90,-1,109,107,86,-1,110,106,107,-1,111,15,72,-1,112,72,64,-1,113,114,110,-1,114,112,106,-1,115,111,112,-1,116,121,120,-1,117,105,108,-1,118,108,77,-1,119,120,103,-1,120,118,99,-1,121,117,118,-1,122,104,113,-1,123,113,105,-1,124,125,121,-1,125,123,117,-1,126,122,123,-1,127,181,180,-1,129,155,154,-1,130,144,143,-1,132,138,137,-1,133,131,134,-1,135,134,13,-1,136,137,63,-1,137,135,58,-1,138,133,135,-1,139,128,140,-1,141,140,131,-1,142,143,138,-1,143,141,133,-1,144,139,141,-1,145,150,149,-1,146,132,136,-1,147,136,49,-1,148,149,74,-1,149,147,70,-1,150,146,147,-1,151,130,142,-1,152,142,132,-1,153,154,150,-1,154,152,146,-1,155,151,152,-1,156,170,169,-1,158,164,163,-1,159,157,160,-1,161,160,128,-1,162,163,144,-1,163,161,139,-1,164,159,161,-1,165,9,166,-1,167,166,157,-1,168,169,164,-1,169,167,159,-1,170,165,167,-1,171,176,175,-1,172,158,162,-1,173,162,130,-1,174,175,155,-1,175,173,151,-1,176,172,173,-1,177,156,168,-1,178,168,158,-1,179,180,176,-1,180,178,172,-1,181,177,178,-1,182,205,204,-1,183,194,193,-1,184,189,188,-1,185,145,148,-1,186,148,15,-1,187,188,115,-1,188,186,111,-1,189,185,186,-1,190,129,153,-1,191,153,145,-1,192,193,189,-1,193,191,185,-1,194,190,191,-1,195,200,199,-1,196,184,187,-1,197,187,104,-1,198,199,126,-1,199,197,122,-1,200,196,197,-1,201,183,192,-1,202,192,184,-1,203,204,200,-1,204,202,196,-1,205,201,202,-1,206,217,216,-1,207,212,211,-1,208,171,174,-1,209,174,129,-1,210,211,194,-1,211,209,190,-1,212,208,209,-1,213,127,179,-1,214,179,171,-1,215,216,212,-1,216,214,208,-1,217,213,214,-1,218,223,222,-1,219,207,210,-1,220,210,183,-1,221,222,205,-1,222,220,201,-1,223,219,220,-1,224,206,215,-1,225,215,207,-1,226,227,223,-1,227,225,219,-1,228,224,225,-1,229,344,343,-1,231,283,282,-1,232,260,259,-1,234,247,246,-1,235,242,241,-1,237,91,95,-1,238,95,10,-1,239,241,240,-1,241,238,236,-1,242,237,238,-1,243,75,101,-1,244,101,91,-1,245,246,242,-1,246,244,237,-1,247,243,244,-1,248,255,254,-1,250,235,239,-1,251,239,233,-1,252,254,253,-1,254,251,249,-1,255,250,251,-1,256,234,245,-1,257,245,235,-1,258,259,255,-1,259,257,250,-1,260,256,257,-1,261,272,271,-1,262,267,266,-1,263,116,119,-1,264,119,75,-1,265,266,247,-1,266,264,243,-1,267,263,264,-1,268,12,124,-1,269,124,116,-1,270,271,267,-1,271,269,263,-1,272,268,269,-1,273,278,277,-1,274,262,265,-1,275,265,234,-1,276,277,260,-1,277,275,256,-1,278,274,275,-1,279,261,270,-1,280,270,262,-1,281,282,278,-1,282,280,274,-1,283,279,280,-1,284,317,316,-1,286,299,298,-1,287,294,293,-1,289,248,252,-1,290,252,230,-1,291,293,292,-1,293,290,288,-1,294,289,290,-1,295,232,258,-1,296,258,248,-1,297,298,294,-1,298,296,289,-1,299,295,296,-1,300,310,309,-1,302,306,305,-1,303,305,304,-1,305,291,285,-1,306,287,291,-1,307,309,308,-1,309,303,301,-1,310,302,303,-1,311,314,313,-1,312,313,306,-1,313,297,287,-1,314,286,297,-1,315,316,310,-1,316,312,302,-1,317,311,312,-1,318,329,328,-1,319,324,323,-1,320,273,276,-1,321,276,232,-1,322,323,299,-1,323,321,295,-1,324,320,321,-1,325,231,281,-1,326,281,273,-1,327,328,324,-1,328,326,320,-1,329,325,326,-1,330,337,336,-1,331,334,333,-1,332,333,314,-1,333,322,286,-1,334,319,322,-1,335,336,317,-1,336,332,311,-1,337,331,332,-1,338,341,340,-1,339,340,334,-1,340,327,319,-1,341,318,327,-1,342,343,337,-1,343,339,331,-1,344,338,339,-1,345,392,391,-1,346,369,368,-1,347,358,357,-1,348,353,352,-1,349,195,198,-1,350,198,12,-1,351,352,272,-1,352,350,268,-1,353,349,350,-1,354,182,203,-1,355,203,195,-1,356,357,353,-1,357,355,349,-1,358,354,355,-1,359,364,363,-1,360,348,351,-1,361,351,261,-1,362,363,283,-1,363,361,279,-1,364,360,361,-1,365,347,356,-1,366,356,348,-1,367,368,364,-1,368,366,360,-1,369,365,366,-1,370,381,380,-1,371,376,375,-1,372,218,221,-1,373,221,182,-1,374,375,358,-1,375,373,354,-1,376,372,373,-1,377,11,226,-1,378,226,218,-1,379,380,376,-1,380,378,372,-1,381,377,378,-1,382,387,386,-1,383,371,374,-1,384,374,347,-1,385,386,369,-1,386,384,365,-1,387,383,384,-1,388,370,379,-1,389,379,371,-1,390,391,387,-1,391,389,383,-1,392,388,389,-1,393,420,419,-1,394,405,404,-1,395,400,399,-1,396,359,362,-1,397,362,231,-1,398,399,329,-1,399,397,325,-1,400,396,397,-1,401,346,367,-1,402,367,359,-1,403,404,400,-1,404,402,396,-1,405,401,402,-1,406,413,412,-1,407,410,409,-1,408,409,341,-1,409,398,318,-1,410,395,398,-1,411,412,344,-1,412,408,338,-1,413,407,408,-1,414,417,416,-1,415,416,410,-1,416,403,395,-1,417,394,403,-1,418,419,413,-1,419,415,407,-1,420,414,415,-1,421,432,431,-1,422,427,426,-1,423,382,385,-1,424,385,346,-1,425,426,405,-1,426,424,401,-1,427,423,424,-1,428,345,390,-1,429,390,382,-1,430,431,427,-1,431,429,423,-1,432,428,429,-1,433,440,439,-1,434,437,436,-1,435,436,417,-1,436,425,394,-1,437,422,425,-1,438,439,420,-1,439,435,414,-1,440,434,435,-1,441,444,443,-1,442,443,437,-1,443,430,422,-1,444,421,430,-1,445,446,440,-1,446,442,434,-1,447,441,442,-1,448,667,666,-1,450,552,551,-1,451,505,504,-1,453,479,478,-1,454,468,467,-1,456,462,461,-1,457,455,458,-1,459,458,9,-1,460,461,170,-1,461,459,165,-1,462,457,459,-1,463,452,464,-1,465,464,455,-1,466,467,462,-1,467,465,457,-1,468,463,465,-1,469,474,473,-1,470,456,460,-1,471,460,156,-1,472,473,181,-1,473,471,177,-1,474,470,471,-1,475,454,466,-1,476,466,456,-1,477,478,474,-1,478,476,470,-1,479,475,476,-1,480,494,493,-1,482,488,487,-1,483,481,484,-1,485,484,452,-1,486,487,468,-1,487,485,463,-1,488,483,485,-1,489,449,490,-1,491,490,481,-1,492,493,488,-1,493,491,483,-1,494,489,491,-1,495,500,499,-1,496,482,486,-1,497,486,454,-1,498,499,479,-1,499,497,475,-1,500,496,497,-1,501,480,492,-1,502,492,482,-1,503,504,500,-1,504,502,496,-1,505,501,502,-1,506,529,528,-1,507,518,517,-1,508,513,512,-1,509,469,472,-1,510,472,127,-1,511,512,217,-1,512,510,213,-1,513,509,510,-1,514,453,477,-1,515,477,469,-1,516,517,513,-1,517,515,509,-1,518,514,515,-1,519,524,523,-1,520,508,511,-1,521,511,206,-1,522,523,228,-1,523,521,224,-1,524,520,521,-1,525,507,516,-1,526,516,508,-1,527,528,524,-1,528,526,520,-1,529,525,526,-1,530,541,540,-1,531,536,535,-1,532,495,498,-1,533,498,453,-1,534,535,518,-1,535,533,514,-1,536,532,533,-1,537,451,503,-1,538,503,495,-1,539,540,536,-1,540,538,532,-1,541,537,538,-1,542,547,546,-1,543,531,534,-1,544,534,507,-1,545,546,529,-1,546,544,525,-1,547,543,544,-1,548,530,539,-1,549,539,531,-1,550,551,547,-1,551,549,543,-1,552,548,549,-1,553,614,613,-1,555,581,580,-1,556,570,569,-1,558,564,563,-1,559,557,560,-1,561,560,449,-1,562,563,494,-1,563,561,489,-1,564,559,561,-1,565,554,566,-1,567,566,557,-1,568,569,564,-1,569,567,559,-1,570,565,567,-1,571,576,575,-1,572,558,562,-1,573,562,480,-1,574,575,505,-1,575,573,501,-1,576,572,573,-1,577,556,568,-1,578,568,558,-1,579,580,576,-1,580,578,572,-1,581,577,578,-1,582,600,599,-1,584,590,589,-1,585,583,586,-1,587,586,554,-1,588,589,570,-1,589,587,565,-1,590,585,587,-1,592,594,590,-1,593,591,583,-1,594,593,585,-1,595,5,596,-1,597,596,591,-1,598,599,594,-1,599,597,593,-1,600,595,597,-1,601,606,605,-1,602,584,588,-1,603,588,556,-1,604,605,581,-1,605,603,577,-1,606,602,603,-1,607,609,606,-1,608,592,584,-1,609,608,602,-1,610,582,598,-1,611,598,592,-1,612,613,609,-1,613,611,608,-1,614,610,611,-1,615,638,637,-1,616,627,626,-1,617,622,621,-1,618,571,574,-1,619,574,451,-1,620,621,541,-1,621,619,537,-1,622,618,619,-1,623,555,579,-1,624,579,571,-1,625,626,622,-1,626,624,618,-1,627,623,624,-1,628,633,632,-1,629,617,620,-1,630,620,530,-1,631,632,552,-1,632,630,548,-1,633,629,630,-1,634,616,625,-1,635,625,617,-1,636,637,633,-1,637,635,629,-1,638,634,635,-1,639,653,652,-1,640,645,644,-1,641,601,604,-1,642,604,555,-1,643,644,627,-1,644,642,623,-1,645,641,642,-1,646,648,645,-1,647,607,601,-1,648,647,641,-1,649,553,612,-1,650,612,607,-1,651,652,648,-1,652,650,647,-1,653,649,650,-1,654,659,658,-1,655,640,643,-1,656,643,616,-1,657,658,638,-1,658,656,634,-1,659,655,656,-1,660,662,659,-1,661,646,640,-1,662,661,655,-1,663,639,651,-1,664,651,646,-1,665,666,662,-1,666,664,661,-1,667,663,664,-1,668,771,770,-1,669,716,715,-1,670,693,692,-1,671,682,681,-1,672,677,676,-1,673,519,522,-1,674,522,11,-1,675,676,381,-1,676,674,377,-1,677,673,674,-1,678,506,527,-1,679,527,519,-1,680,681,677,-1,681,679,673,-1,682,678,679,-1,683,688,687,-1,684,672,675,-1,685,675,370,-1,686,687,392,-1,687,685,388,-1,688,684,685,-1,689,671,680,-1,690,680,672,-1,691,692,688,-1,692,690,684,-1,693,689,690,-1,694,705,704,-1,695,700,699,-1,696,542,545,-1,697,545,506,-1,698,699,682,-1,699,697,678,-1,700,696,697,-1,701,450,550,-1,702,550,542,-1,703,704,700,-1,704,702,696,-1,705,701,702,-1,706,711,710,-1,707,695,698,-1,708,698,671,-1,709,710,693,-1,710,708,689,-1,711,707,708,-1,712,694,703,-1,713,703,695,-1,714,715,711,-1,715,713,707,-1,716,712,713,-1,717,744,743,-1,718,729,728,-1,719,724,723,-1,720,683,686,-1,721,686,345,-1,722,723,432,-1,723,721,428,-1,724,720,721,-1,725,670,691,-1,726,691,683,-1,727,728,724,-1,728,726,720,-1,729,725,726,-1,730,737,736,-1,731,734,733,-1,732,733,444,-1,733,722,421,-1,734,719,722,-1,735,736,447,-1,736,732,441,-1,737,731,732,-1,738,741,740,-1,739,740,734,-1,740,727,719,-1,741,718,727,-1,742,743,737,-1,743,739,731,-1,744,738,739,-1,745,756,755,-1,746,751,750,-1,747,706,709,-1,748,709,670,-1,749,750,729,-1,750,748,725,-1,751,747,748,-1,752,669,714,-1,753,714,706,-1,754,755,751,-1,755,753,747,-1,756,752,753,-1,757,764,763,-1,758,761,760,-1,759,760,741,-1,760,749,718,-1,761,746,749,-1,762,763,744,-1,763,759,738,-1,764,758,759,-1,765,768,767,-1,766,767,761,-1,767,754,746,-1,768,745,754,-1,769,770,764,-1,770,766,758,-1,771,765,766,-1,772,825,824,-1,773,796,795,-1,774,785,784,-1,775,780,779,-1,776,628,631,-1,777,631,450,-1,778,779,705,-1,779,777,701,-1,780,776,777,-1,781,615,636,-1,782,636,628,-1,783,784,780,-1,784,782,776,-1,785,781,782,-1,786,791,790,-1,787,775,778,-1,788,778,694,-1,789,790,716,-1,790,788,712,-1,791,787,788,-1,792,774,783,-1,793,783,775,-1,794,795,791,-1,795,793,787,-1,796,792,793,-1,797,811,810,-1,798,803,802,-1,799,654,657,-1,800,657,615,-1,801,802,785,-1,802,800,781,-1,803,799,800,-1,804,806,803,-1,805,660,654,-1,806,805,799,-1,807,448,665,-1,808,665,660,-1,809,810,806,-1,810,808,805,-1,811,807,808,-1,812,817,816,-1,813,798,801,-1,814,801,774,-1,815,816,796,-1,816,814,792,-1,817,813,814,-1,818,820,817,-1,819,804,798,-1,820,819,813,-1,821,797,809,-1,822,809,804,-1,823,824,820,-1,824,822,819,-1,825,821,822,-1,826,853,852,-1,827,838,837,-1,828,833,832,-1,829,786,789,-1,830,789,669,-1,831,832,756,-1,832,830,752,-1,833,829,830,-1,834,773,794,-1,835,794,786,-1,836,837,833,-1,837,835,829,-1,838,834,835,-1,839,846,845,-1,840,843,842,-1,841,842,768,-1,842,831,745,-1,843,828,831,-1,844,845,771,-1,845,841,765,-1,846,840,841,-1,847,850,849,-1,848,849,843,-1,849,836,828,-1,850,827,836,-1,851,852,846,-1,852,848,840,-1,853,847,848,-1,854,868,867,-1,855,860,859,-1,856,812,815,-1,857,815,773,-1,858,859,838,-1,859,857,834,-1,860,856,857,-1,861,863,860,-1,862,818,812,-1,863,862,856,-1,864,772,823,-1,865,823,818,-1,866,867,863,-1,867,865,862,-1,868,864,865,-1,869,876,875,-1,870,873,872,-1,871,872,850,-1,872,858,827,-1,873,855,858,-1,874,875,853,-1,875,871,847,-1,876,870,871,-1,877,882,881,-1,878,879,873,-1,879,861,855,-1,880,881,879,-1,881,866,861,-1,882,854,866,-1,883,884,876,-1,884,878,870,-1,885,886,884,-1,886,880,878,-1,887,877,880,-1,888,1328,1327,-1,890,1109,1108,-1,891,1006,1005,-1,893,945,944,-1,894,922,921,-1,896,909,908,-1,897,904,903,-1,899,300,307,-1,900,307,6,-1,901,903,902,-1,903,900,898,-1,904,899,900,-1,905,284,315,-1,906,315,300,-1,907,908,904,-1,908,906,899,-1,909,905,906,-1,910,917,916,-1,912,897,901,-1,913,901,895,-1,914,916,915,-1,916,913,911,-1,917,912,913,-1,918,896,907,-1,919,907,897,-1,920,921,917,-1,921,919,912,-1,922,918,919,-1,923,934,933,-1,924,929,928,-1,925,330,335,-1,926,335,284,-1,927,928,909,-1,928,926,905,-1,929,925,926,-1,930,229,342,-1,931,342,330,-1,932,933,929,-1,933,931,925,-1,934,930,931,-1,935,940,939,-1,936,924,927,-1,937,927,896,-1,938,939,922,-1,939,937,918,-1,940,936,937,-1,941,923,932,-1,942,932,924,-1,943,944,940,-1,944,942,936,-1,945,941,942,-1,946,979,978,-1,948,961,960,-1,949,956,955,-1,951,910,914,-1,952,914,892,-1,953,955,954,-1,955,952,950,-1,956,951,952,-1,957,894,920,-1,958,920,910,-1,959,960,956,-1,960,958,951,-1,961,957,958,-1,962,972,971,-1,964,968,967,-1,965,967,966,-1,967,953,947,-1,968,949,953,-1,969,971,970,-1,971,965,963,-1,972,964,965,-1,973,976,975,-1,974,975,968,-1,975,959,949,-1,976,948,959,-1,977,978,972,-1,978,974,964,-1,979,973,974,-1,980,991,990,-1,981,986,985,-1,982,935,938,-1,983,938,894,-1,984,985,961,-1,985,983,957,-1,986,982,983,-1,987,893,943,-1,988,943,935,-1,989,990,986,-1,990,988,982,-1,991,987,988,-1,992,999,998,-1,993,996,995,-1,994,995,976,-1,995,984,948,-1,996,981,984,-1,997,998,979,-1,998,994,973,-1,999,993,994,-1,1000,1003,1002,-1,1001,1002,996,-1,1002,989,981,-1,1003,980,989,-1,1004,1005,999,-1,1005,1001,993,-1,1006,1000,1001,-1,1007,1054,1053,-1,1008,1031,1030,-1,1009,1020,1019,-1,1010,1015,1014,-1,1011,406,411,-1,1012,411,229,-1,1013,1014,934,-1,1014,1012,930,-1,1015,1011,1012,-1,1016,393,418,-1,1017,418,406,-1,1018,1019,1015,-1,1019,1017,1011,-1,1020,1016,1017,-1,1021,1026,1025,-1,1022,1010,1013,-1,1023,1013,923,-1,1024,1025,945,-1,1025,1023,941,-1,1026,1022,1023,-1,1027,1009,1018,-1,1028,1018,1010,-1,1029,1030,1026,-1,1030,1028,1022,-1,1031,1027,1028,-1,1032,1043,1042,-1,1033,1038,1037,-1,1034,433,438,-1,1035,438,393,-1,1036,1037,1020,-1,1037,1035,1016,-1,1038,1034,1035,-1,1039,8,445,-1,1040,445,433,-1,1041,1042,1038,-1,1042,1040,1034,-1,1043,1039,1040,-1,1044,1049,1048,-1,1045,1033,1036,-1,1046,1036,1009,-1,1047,1048,1031,-1,1048,1046,1027,-1,1049,1045,1046,-1,1050,1032,1041,-1,1051,1041,1033,-1,1052,1053,1049,-1,1053,1051,1045,-1,1054,1050,1051,-1,1055,1082,1081,-1,1056,1067,1066,-1,1057,1062,1061,-1,1058,1021,1024,-1,1059,1024,893,-1,1060,1061,991,-1,1061,1059,987,-1,1062,1058,1059,-1,1063,1008,1029,-1,1064,1029,1021,-1,1065,1066,1062,-1,1066,1064,1058,-1,1067,1063,1064,-1,1068,1075,1074,-1,1069,1072,1071,-1,1070,1071,1003,-1,1071,1060,980,-1,1072,1057,1060,-1,1073,1074,1006,-1,1074,1070,1000,-1,1075,1069,1070,-1,1076,1079,1078,-1,1077,1078,1072,-1,1078,1065,1057,-1,1079,1056,1065,-1,1080,1081,1075,-1,1081,1077,1069,-1,1082,1076,1077,-1,1083,1094,1093,-1,1084,1089,1088,-1,1085,1044,1047,-1,1086,1047,1008,-1,1087,1088,1067,-1,1088,1086,1063,-1,1089,1085,1086,-1,1090,1007,1052,-1,1091,1052,1044,-1,1092,1093,1089,-1,1093,1091,1085,-1,1094,1090,1091,-1,1095,1102,1101,-1,1096,1099,1098,-1,1097,1098,1079,-1,1098,1087,1056,-1,1099,1084,1087,-1,1100,1101,1082,-1,1101,1097,1076,-1,1102,1096,1097,-1,1103,1106,1105,-1,1104,1105,1099,-1,1105,1092,1084,-1,1106,1083,1092,-1,1107,1108,1102,-1,1108,1104,1096,-1,1109,1103,1104,-1,1110,1225,1224,-1,1112,1164,1163,-1,1113,1141,1140,-1,1115,1128,1127,-1,1116,1123,1122,-1,1118,962,969,-1,1119,969,889,-1,1120,1122,1121,-1,1122,1119,1117,-1,1123,1118,1119,-1,1124,946,977,-1,1125,977,962,-1,1126,1127,1123,-1,1127,1125,1118,-1,1128,1124,1125,-1,1129,1136,1135,-1,1131,1116,1120,-1,1132,1120,1114,-1,1133,1135,1134,-1,1135,1132,1130,-1,1136,1131,1132,-1,1137,1115,1126,-1,1138,1126,1116,-1,1139,1140,1136,-1,1140,1138,1131,-1,1141,1137,1138,-1,1142,1153,1152,-1,1143,1148,1147,-1,1144,992,997,-1,1145,997,946,-1,1146,1147,1128,-1,1147,1145,1124,-1,1148,1144,1145,-1,1149,891,1004,-1,1150,1004,992,-1,1151,1152,1148,-1,1152,1150,1144,-1,1153,1149,1150,-1,1154,1159,1158,-1,1155,1143,1146,-1,1156,1146,1115,-1,1157,1158,1141,-1,1158,1156,1137,-1,1159,1155,1156,-1,1160,1142,1151,-1,1161,1151,1143,-1,1162,1163,1159,-1,1163,1161,1155,-1,1164,1160,1161,-1,1165,1198,1197,-1,1167,1180,1179,-1,1168,1175,1174,-1,1170,1129,1133,-1,1171,1133,1111,-1,1172,1174,1173,-1,1174,1171,1169,-1,1175,1170,1171,-1,1176,1113,1139,-1,1177,1139,1129,-1,1178,1179,1175,-1,1179,1177,1170,-1,1180,1176,1177,-1,1181,1191,1190,-1,1183,1187,1186,-1,1184,1186,1185,-1,1186,1172,1166,-1,1187,1168,1172,-1,1188,1190,1189,-1,1190,1184,1182,-1,1191,1183,1184,-1,1192,1195,1194,-1,1193,1194,1187,-1,1194,1178,1168,-1,1195,1167,1178,-1,1196,1197,1191,-1,1197,1193,1183,-1,1198,1192,1193,-1,1199,1210,1209,-1,1200,1205,1204,-1,1201,1154,1157,-1,1202,1157,1113,-1,1203,1204,1180,-1,1204,1202,1176,-1,1205,1201,1202,-1,1206,1112,1162,-1,1207,1162,1154,-1,1208,1209,1205,-1,1209,1207,1201,-1,1210,1206,1207,-1,1211,1218,1217,-1,1212,1215,1214,-1,1213,1214,1195,-1,1214,1203,1167,-1,1215,1200,1203,-1,1216,1217,1198,-1,1217,1213,1192,-1,1218,1212,1213,-1,1219,1222,1221,-1,1220,1221,1215,-1,1221,1208,1200,-1,1222,1199,1208,-1,1223,1224,1218,-1,1224,1220,1212,-1,1225,1219,1220,-1,1226,1273,1272,-1,1227,1250,1249,-1,1228,1239,1238,-1,1229,1234,1233,-1,1230,1068,1073,-1,1231,1073,891,-1,1232,1233,1153,-1,1233,1231,1149,-1,1234,1230,1231,-1,1235,1055,1080,-1,1236,1080,1068,-1,1237,1238,1234,-1,1238,1236,1230,-1,1239,1235,1236,-1,1240,1245,1244,-1,1241,1229,1232,-1,1242,1232,1142,-1,1243,1244,1164,-1,1244,1242,1160,-1,1245,1241,1242,-1,1246,1228,1237,-1,1247,1237,1229,-1,1248,1249,1245,-1,1249,1247,1241,-1,1250,1246,1247,-1,1251,1262,1261,-1,1252,1257,1256,-1,1253,1095,1100,-1,1254,1100,1055,-1,1255,1256,1239,-1,1256,1254,1235,-1,1257,1253,1254,-1,1258,890,1107,-1,1259,1107,1095,-1,1260,1261,1257,-1,1261,1259,1253,-1,1262,1258,1259,-1,1263,1268,1267,-1,1264,1252,1255,-1,1265,1255,1228,-1,1266,1267,1250,-1,1267,1265,1246,-1,1268,1264,1265,-1,1269,1251,1260,-1,1270,1260,1252,-1,1271,1272,1268,-1,1272,1270,1264,-1,1273,1269,1270,-1,1274,1301,1300,-1,1275,1286,1285,-1,1276,1281,1280,-1,1277,1240,1243,-1,1278,1243,1112,-1,1279,1280,1210,-1,1280,1278,1206,-1,1281,1277,1278,-1,1282,1227,1248,-1,1283,1248,1240,-1,1284,1285,1281,-1,1285,1283,1277,-1,1286,1282,1283,-1,1287,1294,1293,-1,1288,1291,1290,-1,1289,1290,1222,-1,1290,1279,1199,-1,1291,1276,1279,-1,1292,1293,1225,-1,1293,1289,1219,-1,1294,1288,1289,-1,1295,1298,1297,-1,1296,1297,1291,-1,1297,1284,1276,-1,1298,1275,1284,-1,1299,1300,1294,-1,1300,1296,1288,-1,1301,1295,1296,-1,1302,1313,1312,-1,1303,1308,1307,-1,1304,1263,1266,-1,1305,1266,1227,-1,1306,1307,1286,-1,1307,1305,1282,-1,1308,1304,1305,-1,1309,1226,1271,-1,1310,1271,1263,-1,1311,1312,1308,-1,1312,1310,1304,-1,1313,1309,1310,-1,1314,1321,1320,-1,1315,1318,1317,-1,1316,1317,1298,-1,1317,1306,1275,-1,1318,1303,1306,-1,1319,1320,1301,-1,1320,1316,1295,-1,1321,1315,1316,-1,1322,1325,1324,-1,1323,1324,1318,-1,1324,1311,1303,-1,1325,1302,1311,-1,1326,1327,1321,-1,1327,1323,1315,-1,1328,1322,1323,-1,1329,1549,1548,-1,1330,1433,1432,-1,1331,1378,1377,-1,1332,1355,1354,-1,1333,1344,1343,-1,1334,1339,1338,-1,1335,730,735,-1,1336,735,8,-1,1337,1338,1043,-1,1338,1336,1039,-1,1339,1335,1336,-1,1340,717,742,-1,1341,742,730,-1,1342,1343,1339,-1,1343,1341,1335,-1,1344,1340,1341,-1,1345,1350,1349,-1,1346,1334,1337,-1,1347,1337,1032,-1,1348,1349,1054,-1,1349,1347,1050,-1,1350,1346,1347,-1,1351,1333,1342,-1,1352,1342,1334,-1,1353,1354,1350,-1,1354,1352,1346,-1,1355,1351,1352,-1,1356,1367,1366,-1,1357,1362,1361,-1,1358,757,762,-1,1359,762,717,-1,1360,1361,1344,-1,1361,1359,1340,-1,1362,1358,1359,-1,1363,668,769,-1,1364,769,757,-1,1365,1366,1362,-1,1366,1364,1358,-1,1367,1363,1364,-1,1368,1373,1372,-1,1369,1357,1360,-1,1370,1360,1333,-1,1371,1372,1355,-1,1372,1370,1351,-1,1373,1369,1370,-1,1374,1356,1365,-1,1375,1365,1357,-1,1376,1377,1373,-1,1377,1375,1369,-1,1378,1374,1375,-1,1379,1406,1405,-1,1380,1391,1390,-1,1381,1386,1385,-1,1382,1345,1348,-1,1383,1348,1007,-1,1384,1385,1094,-1,1385,1383,1090,-1,1386,1382,1383,-1,1387,1332,1353,-1,1388,1353,1345,-1,1389,1390,1386,-1,1390,1388,1382,-1,1391,1387,1388,-1,1392,1399,1398,-1,1393,1396,1395,-1,1394,1395,1106,-1,1395,1384,1083,-1,1396,1381,1384,-1,1397,1398,1109,-1,1398,1394,1103,-1,1399,1393,1394,-1,1400,1403,1402,-1,1401,1402,1396,-1,1402,1389,1381,-1,1403,1380,1389,-1,1404,1405,1399,-1,1405,1401,1393,-1,1406,1400,1401,-1,1407,1418,1417,-1,1408,1413,1412,-1,1409,1368,1371,-1,1410,1371,1332,-1,1411,1412,1391,-1,1412,1410,1387,-1,1413,1409,1410,-1,1414,1331,1376,-1,1415,1376,1368,-1,1416,1417,1413,-1,1417,1415,1409,-1,1418,1414,1415,-1,1419,1426,1425,-1,1420,1423,1422,-1,1421,1422,1403,-1,1422,1411,1380,-1,1423,1408,1411,-1,1424,1425,1406,-1,1425,1421,1400,-1,1426,1420,1421,-1,1427,1430,1429,-1,1428,1429,1423,-1,1429,1416,1408,-1,1430,1407,1416,-1,1431,1432,1426,-1,1432,1428,1420,-1,1433,1427,1428,-1,1434,1487,1486,-1,1435,1458,1457,-1,1436,1447,1446,-1,1437,1442,1441,-1,1438,839,844,-1,1439,844,668,-1,1440,1441,1367,-1,1441,1439,1363,-1,1442,1438,1439,-1,1443,826,851,-1,1444,851,839,-1,1445,1446,1442,-1,1446,1444,1438,-1,1447,1443,1444,-1,1448,1453,1452,-1,1449,1437,1440,-1,1450,1440,1356,-1,1451,1452,1378,-1,1452,1450,1374,-1,1453,1449,1450,-1,1454,1436,1445,-1,1455,1445,1437,-1,1456,1457,1453,-1,1457,1455,1449,-1,1458,1454,1455,-1,1459,1473,1472,-1,1460,1465,1464,-1,1461,869,874,-1,1462,874,826,-1,1463,1464,1447,-1,1464,1462,1443,-1,1465,1461,1462,-1,1466,1468,1465,-1,1467,883,869,-1,1468,1467,1461,-1,1469,7,885,-1,1470,885,883,-1,1471,1472,1468,-1,1472,1470,1467,-1,1473,1469,1470,-1,1474,1479,1478,-1,1475,1460,1463,-1,1476,1463,1436,-1,1477,1478,1458,-1,1478,1476,1454,-1,1479,1475,1476,-1,1480,1482,1479,-1,1481,1466,1460,-1,1482,1481,1475,-1,1483,1459,1471,-1,1484,1471,1466,-1,1485,1486,1482,-1,1486,1484,1481,-1,1487,1483,1484,-1,1488,1515,1514,-1,1489,1500,1499,-1,1490,1495,1494,-1,1491,1448,1451,-1,1492,1451,1331,-1,1493,1494,1418,-1,1494,1492,1414,-1,1495,1491,1492,-1,1496,1435,1456,-1,1497,1456,1448,-1,1498,1499,1495,-1,1499,1497,1491,-1,1500,1496,1497,-1,1501,1508,1507,-1,1502,1505,1504,-1,1503,1504,1430,-1,1504,1493,1407,-1,1505,1490,1493,-1,1506,1507,1433,-1,1507,1503,1427,-1,1508,1502,1503,-1,1509,1512,1511,-1,1510,1511,1505,-1,1511,1498,1490,-1,1512,1489,1498,-1,1513,1514,1508,-1,1514,1510,1502,-1,1515,1509,1510,-1,1516,1530,1529,-1,1517,1522,1521,-1,1518,1474,1477,-1,1519,1477,1435,-1,1520,1521,1500,-1,1521,1519,1496,-1,1522,1518,1519,-1,1523,1525,1522,-1,1524,1480,1474,-1,1525,1524,1518,-1,1526,1434,1485,-1,1527,1485,1480,-1,1528,1529,1525,-1,1529,1527,1524,-1,1530,1526,1527,-1,1531,1538,1537,-1,1532,1535,1534,-1,1533,1534,1512,-1,1534,1520,1489,-1,1535,1517,1520,-1,1536,1537,1515,-1,1537,1533,1509,-1,1538,1532,1533,-1,1539,1544,1543,-1,1540,1541,1535,-1,1541,1523,1517,-1,1542,1543,1541,-1,1543,1528,1523,-1,1544,1516,1528,-1,1545,1546,1538,-1,1546,1540,1532,-1,1547,1548,1546,-1,1548,1542,1540,-1,1549,1539,1542,-1,1550,1653,1652,-1,1551,1598,1597,-1,1552,1575,1574,-1,1553,1564,1563,-1,1554,1559,1558,-1,1555,1392,1397,-1,1556,1397,890,-1,1557,1558,1262,-1,1558,1556,1258,-1,1559,1555,1556,-1,1560,1379,1404,-1,1561,1404,1392,-1,1562,1563,1559,-1,1563,1561,1555,-1,1564,1560,1561,-1,1565,1570,1569,-1,1566,1554,1557,-1,1567,1557,1251,-1,1568,1569,1273,-1,1569,1567,1269,-1,1570,1566,1567,-1,1571,1553,1562,-1,1572,1562,1554,-1,1573,1574,1570,-1,1574,1572,1566,-1,1575,1571,1572,-1,1576,1587,1586,-1,1577,1582,1581,-1,1578,1419,1424,-1,1579,1424,1379,-1,1580,1581,1564,-1,1581,1579,1560,-1,1582,1578,1579,-1,1583,1330,1431,-1,1584,1431,1419,-1,1585,1586,1582,-1,1586,1584,1578,-1,1587,1583,1584,-1,1588,1593,1592,-1,1589,1577,1580,-1,1590,1580,1553,-1,1591,1592,1575,-1,1592,1590,1571,-1,1593,1589,1590,-1,1594,1576,1585,-1,1595,1585,1577,-1,1596,1597,1593,-1,1597,1595,1589,-1,1598,1594,1595,-1,1599,1626,1625,-1,1600,1611,1610,-1,1601,1606,1605,-1,1602,1565,1568,-1,1603,1568,1226,-1,1604,1605,1313,-1,1605,1603,1309,-1,1606,1602,1603,-1,1607,1552,1573,-1,1608,1573,1565,-1,1609,1610,1606,-1,1610,1608,1602,-1,1611,1607,1608,-1,1612,1619,1618,-1,1613,1616,1615,-1,1614,1615,1325,-1,1615,1604,1302,-1,1616,1601,1604,-1,1617,1618,1328,-1,1618,1614,1322,-1,1619,1613,1614,-1,1620,1623,1622,-1,1621,1622,1616,-1,1622,1609,1601,-1,1623,1600,1609,-1,1624,1625,1619,-1,1625,1621,1613,-1,1626,1620,1621,-1,1627,1638,1637,-1,1628,1633,1632,-1,1629,1588,1591,-1,1630,1591,1552,-1,1631,1632,1611,-1,1632,1630,1607,-1,1633,1629,1630,-1,1634,1551,1596,-1,1635,1596,1588,-1,1636,1637,1633,-1,1637,1635,1629,-1,1638,1634,1635,-1,1639,1646,1645,-1,1640,1643,1642,-1,1641,1642,1623,-1,1642,1631,1600,-1,1643,1628,1631,-1,1644,1645,1626,-1,1645,1641,1620,-1,1646,1640,1641,-1,1647,1650,1649,-1,1648,1649,1643,-1,1649,1636,1628,-1,1650,1627,1636,-1,1651,1652,1646,-1,1652,1648,1640,-1,1653,1647,1648,-1,1654,1707,1706,-1,1655,1678,1677,-1,1656,1667,1666,-1,1657,1662,1661,-1,1658,1501,1506,-1,1659,1506,1330,-1,1660,1661,1587,-1,1661,1659,1583,-1,1662,1658,1659,-1,1663,1488,1513,-1,1664,1513,1501,-1,1665,1666,1662,-1,1666,1664,1658,-1,1667,1663,1664,-1,1668,1673,1672,-1,1669,1657,1660,-1,1670,1660,1576,-1,1671,1672,1598,-1,1672,1670,1594,-1,1673,1669,1670,-1,1674,1656,1665,-1,1675,1665,1657,-1,1676,1677,1673,-1,1677,1675,1669,-1,1678,1674,1675,-1,1679,1693,1692,-1,1680,1685,1684,-1,1681,1531,1536,-1,1682,1536,1488,-1,1683,1684,1667,-1,1684,1682,1663,-1,1685,1681,1682,-1,1686,1688,1685,-1,1687,1545,1531,-1,1688,1687,1681,-1,1689,1329,1547,-1,1690,1547,1545,-1,1691,1692,1688,-1,1692,1690,1687,-1,1693,1689,1690,-1,1694,1699,1698,-1,1695,1680,1683,-1,1696,1683,1656,-1,1697,1698,1678,-1,1698,1696,1674,-1,1699,1695,1696,-1,1700,1702,1699,-1,1701,1686,1680,-1,1702,1701,1695,-1,1703,1679,1691,-1,1704,1691,1686,-1,1705,1706,1702,-1,1706,1704,1701,-1,1707,1703,1704,-1,1708,1735,1734,-1,1709,1720,1719,-1,1710,1715,1714,-1,1711,1668,1671,-1,1712,1671,1551,-1,1713,1714,1638,-1,1714,1712,1634,-1,1715,1711,1712,-1,1716,1655,1676,-1,1717,1676,1668,-1,1718,1719,1715,-1,1719,1717,1711,-1,1720,1716,1717,-1,1721,1728,1727,-1,1722,1725,1724,-1,1723,1724,1650,-1,1724,1713,1627,-1,1725,1710,1713,-1,1726,1727,1653,-1,1727,1723,1647,-1,1728,1722,1723,-1,1729,1732,1731,-1,1730,1731,1725,-1,1731,1718,1710,-1,1732,1709,1718,-1,1733,1734,1728,-1,1734,1730,1722,-1,1735,1729,1730,-1,1736,1750,1749,-1,1737,1742,1741,-1,1738,1694,1697,-1,1739,1697,1655,-1,1740,1741,1720,-1,1741,1739,1716,-1,1742,1738,1739,-1,1743,1745,1742,-1,1744,1700,1694,-1,1745,1744,1738,-1,1746,1654,1705,-1,1747,1705,1700,-1,1748,1749,1745,-1,1749,1747,1744,-1,1750,1746,1747,-1,1751,1758,1757,-1,1752,1755,1754,-1,1753,1754,1732,-1,1754,1740,1709,-1,1755,1737,1740,-1,1756,1757,1735,-1,1757,1753,1729,-1,1758,1752,1753,-1,1759,1764,1763,-1,1760,1761,1755,-1,1761,1743,1737,-1,1762,1763,1761,-1,1763,1748,1743,-1,1764,1736,1748,-1,1765,1766,1758,-1,1766,1760,1752,-1,1767,1768,1766,-1,1768,1762,1760,-1,1769,1759,1762,-1,1770,2652,2651,-1,1772,2212,2211,-1,1773,1992,1991,-1,1775,1877,1876,-1,1776,1830,1829,-1,1778,1804,1803,-1,1779,1793,1792,-1,1781,1787,1786,-1,1782,1780,1783,-1,1784,1783,5,-1,1785,1786,600,-1,1786,1784,595,-1,1787,1782,1784,-1,1788,1777,1789,-1,1790,1789,1780,-1,1791,1792,1787,-1,1792,1790,1782,-1,1793,1788,1790,-1,1794,1799,1798,-1,1795,1781,1785,-1,1796,1785,582,-1,1797,1798,614,-1,1798,1796,610,-1,1799,1795,1796,-1,1800,1779,1791,-1,1801,1791,1781,-1,1802,1803,1799,-1,1803,1801,1795,-1,1804,1800,1801,-1,1805,1819,1818,-1,1807,1813,1812,-1,1808,1806,1809,-1,1810,1809,1777,-1,1811,1812,1793,-1,1812,1810,1788,-1,1813,1808,1810,-1,1814,1774,1815,-1,1816,1815,1806,-1,1817,1818,1813,-1,1818,1816,1808,-1,1819,1814,1816,-1,1820,1825,1824,-1,1821,1807,1811,-1,1822,1811,1779,-1,1823,1824,1804,-1,1824,1822,1800,-1,1825,1821,1822,-1,1826,1805,1817,-1,1827,1817,1807,-1,1828,1829,1825,-1,1829,1827,1821,-1,1830,1826,1827,-1,1831,1854,1853,-1,1832,1843,1842,-1,1833,1838,1837,-1,1834,1794,1797,-1,1835,1797,553,-1,1836,1837,653,-1,1837,1835,649,-1,1838,1834,1835,-1,1839,1778,1802,-1,1840,1802,1794,-1,1841,1842,1838,-1,1842,1840,1834,-1,1843,1839,1840,-1,1844,1849,1848,-1,1845,1833,1836,-1,1846,1836,639,-1,1847,1848,667,-1,1848,1846,663,-1,1849,1845,1846,-1,1850,1832,1841,-1,1851,1841,1833,-1,1852,1853,1849,-1,1853,1851,1845,-1,1854,1850,1851,-1,1855,1866,1865,-1,1856,1861,1860,-1,1857,1820,1823,-1,1858,1823,1778,-1,1859,1860,1843,-1,1860,1858,1839,-1,1861,1857,1858,-1,1862,1776,1828,-1,1863,1828,1820,-1,1864,1865,1861,-1,1865,1863,1857,-1,1866,1862,1863,-1,1867,1872,1871,-1,1868,1856,1859,-1,1869,1859,1832,-1,1870,1871,1854,-1,1871,1869,1850,-1,1872,1868,1869,-1,1873,1855,1864,-1,1874,1864,1856,-1,1875,1876,1872,-1,1876,1874,1868,-1,1877,1873,1874,-1,1878,1939,1938,-1,1880,1906,1905,-1,1881,1895,1894,-1,1883,1889,1888,-1,1884,1882,1885,-1,1886,1885,1774,-1,1887,1888,1819,-1,1888,1886,1814,-1,1889,1884,1886,-1,1890,1879,1891,-1,1892,1891,1882,-1,1893,1894,1889,-1,1894,1892,1884,-1,1895,1890,1892,-1,1896,1901,1900,-1,1897,1883,1887,-1,1898,1887,1805,-1,1899,1900,1830,-1,1900,1898,1826,-1,1901,1897,1898,-1,1902,1881,1893,-1,1903,1893,1883,-1,1904,1905,1901,-1,1905,1903,1897,-1,1906,1902,1903,-1,1907,1925,1924,-1,1909,1915,1914,-1,1910,1908,1911,-1,1912,1911,1879,-1,1913,1914,1895,-1,1914,1912,1890,-1,1915,1910,1912,-1,1917,1919,1915,-1,1918,1916,1908,-1,1919,1918,1910,-1,1920,1771,1921,-1,1922,1921,1916,-1,1923,1924,1919,-1,1924,1922,1918,-1,1925,1920,1922,-1,1926,1931,1930,-1,1927,1909,1913,-1,1928,1913,1881,-1,1929,1930,1906,-1,1930,1928,1902,-1,1931,1927,1928,-1,1932,1934,1931,-1,1933,1917,1909,-1,1934,1933,1927,-1,1935,1907,1923,-1,1936,1923,1917,-1,1937,1938,1934,-1,1938,1936,1933,-1,1939,1935,1936,-1,1940,1963,1962,-1,1941,1952,1951,-1,1942,1947,1946,-1,1943,1896,1899,-1,1944,1899,1776,-1,1945,1946,1866,-1,1946,1944,1862,-1,1947,1943,1944,-1,1948,1880,1904,-1,1949,1904,1896,-1,1950,1951,1947,-1,1951,1949,1943,-1,1952,1948,1949,-1,1953,1958,1957,-1,1954,1942,1945,-1,1955,1945,1855,-1,1956,1957,1877,-1,1957,1955,1873,-1,1958,1954,1955,-1,1959,1941,1950,-1,1960,1950,1942,-1,1961,1962,1958,-1,1962,1960,1954,-1,1963,1959,1960,-1,1964,1978,1977,-1,1965,1970,1969,-1,1966,1926,1929,-1,1967,1929,1880,-1,1968,1969,1952,-1,1969,1967,1948,-1,1970,1966,1967,-1,1971,1973,1970,-1,1972,1932,1926,-1,1973,1972,1966,-1,1974,1878,1937,-1,1975,1937,1932,-1,1976,1977,1973,-1,1977,1975,1972,-1,1978,1974,1975,-1,1979,1984,1983,-1,1980,1965,1968,-1,1981,1968,1941,-1,1982,1983,1963,-1,1983,1981,1959,-1,1984,1980,1981,-1,1985,1987,1984,-1,1986,1971,1965,-1,1987,1986,1980,-1,1988,1964,1976,-1,1989,1976,1971,-1,1990,1991,1987,-1,1991,1989,1986,-1,1992,1988,1989,-1,1993,2096,2095,-1,1994,2041,2040,-1,1995,2018,2017,-1,1996,2007,2006,-1,1997,2002,2001,-1,1998,1844,1847,-1,1999,1847,448,-1,2000,2001,811,-1,2001,1999,807,-1,2002,1998,1999,-1,2003,1831,1852,-1,2004,1852,1844,-1,2005,2006,2002,-1,2006,2004,1998,-1,2007,2003,2004,-1,2008,2013,2012,-1,2009,1997,2000,-1,2010,2000,797,-1,2011,2012,825,-1,2012,2010,821,-1,2013,2009,2010,-1,2014,1996,2005,-1,2015,2005,1997,-1,2016,2017,2013,-1,2017,2015,2009,-1,2018,2014,2015,-1,2019,2030,2029,-1,2020,2025,2024,-1,2021,1867,1870,-1,2022,1870,1831,-1,2023,2024,2007,-1,2024,2022,2003,-1,2025,2021,2022,-1,2026,1775,1875,-1,2027,1875,1867,-1,2028,2029,2025,-1,2029,2027,2021,-1,2030,2026,2027,-1,2031,2036,2035,-1,2032,2020,2023,-1,2033,2023,1996,-1,2034,2035,2018,-1,2035,2033,2014,-1,2036,2032,2033,-1,2037,2019,2028,-1,2038,2028,2020,-1,2039,2040,2036,-1,2040,2038,2032,-1,2041,2037,2038,-1,2042,2069,2068,-1,2043,2054,2053,-1,2044,2049,2048,-1,2045,2008,2011,-1,2046,2011,772,-1,2047,2048,868,-1,2048,2046,864,-1,2049,2045,2046,-1,2050,1995,2016,-1,2051,2016,2008,-1,2052,2053,2049,-1,2053,2051,2045,-1,2054,2050,2051,-1,2055,2062,2061,-1,2056,2059,2058,-1,2057,2058,882,-1,2058,2047,854,-1,2059,2044,2047,-1,2060,2061,887,-1,2061,2057,877,-1,2062,2056,2057,-1,2063,2066,2065,-1,2064,2065,2059,-1,2065,2052,2044,-1,2066,2043,2052,-1,2067,2068,2062,-1,2068,2064,2056,-1,2069,2063,2064,-1,2070,2081,2080,-1,2071,2076,2075,-1,2072,2031,2034,-1,2073,2034,1995,-1,2074,2075,2054,-1,2075,2073,2050,-1,2076,2072,2073,-1,2077,1994,2039,-1,2078,2039,2031,-1,2079,2080,2076,-1,2080,2078,2072,-1,2081,2077,2078,-1,2082,2089,2088,-1,2083,2086,2085,-1,2084,2085,2066,-1,2085,2074,2043,-1,2086,2071,2074,-1,2087,2088,2069,-1,2088,2084,2063,-1,2089,2083,2084,-1,2090,2093,2092,-1,2091,2092,2086,-1,2092,2079,2071,-1,2093,2070,2079,-1,2094,2095,2089,-1,2095,2091,2083,-1,2096,2090,2091,-1,2097,2150,2149,-1,2098,2121,2120,-1,2099,2110,2109,-1,2100,2105,2104,-1,2101,1953,1956,-1,2102,1956,1775,-1,2103,2104,2030,-1,2104,2102,2026,-1,2105,2101,2102,-1,2106,1940,1961,-1,2107,1961,1953,-1,2108,2109,2105,-1,2109,2107,2101,-1,2110,2106,2107,-1,2111,2116,2115,-1,2112,2100,2103,-1,2113,2103,2019,-1,2114,2115,2041,-1,2115,2113,2037,-1,2116,2112,2113,-1,2117,2099,2108,-1,2118,2108,2100,-1,2119,2120,2116,-1,2120,2118,2112,-1,2121,2117,2118,-1,2122,2136,2135,-1,2123,2128,2127,-1,2124,1979,1982,-1,2125,1982,1940,-1,2126,2127,2110,-1,2127,2125,2106,-1,2128,2124,2125,-1,2129,2131,2128,-1,2130,1985,1979,-1,2131,2130,2124,-1,2132,1773,1990,-1,2133,1990,1985,-1,2134,2135,2131,-1,2135,2133,2130,-1,2136,2132,2133,-1,2137,2142,2141,-1,2138,2123,2126,-1,2139,2126,2099,-1,2140,2141,2121,-1,2141,2139,2117,-1,2142,2138,2139,-1,2143,2145,2142,-1,2144,2129,2123,-1,2145,2144,2138,-1,2146,2122,2134,-1,2147,2134,2129,-1,2148,2149,2145,-1,2149,2147,2144,-1,2150,2146,2147,-1,2151,2178,2177,-1,2152,2163,2162,-1,2153,2158,2157,-1,2154,2111,2114,-1,2155,2114,1994,-1,2156,2157,2081,-1,2157,2155,2077,-1,2158,2154,2155,-1,2159,2098,2119,-1,2160,2119,2111,-1,2161,2162,2158,-1,2162,2160,2154,-1,2163,2159,2160,-1,2164,2171,2170,-1,2165,2168,2167,-1,2166,2167,2093,-1,2167,2156,2070,-1,2168,2153,2156,-1,2169,2170,2096,-1,2170,2166,2090,-1,2171,2165,2166,-1,2172,2175,2174,-1,2173,2174,2168,-1,2174,2161,2153,-1,2175,2152,2161,-1,2176,2177,2171,-1,2177,2173,2165,-1,2178,2172,2173,-1,2179,2193,2192,-1,2180,2185,2184,-1,2181,2137,2140,-1,2182,2140,2098,-1,2183,2184,2163,-1,2184,2182,2159,-1,2185,2181,2182,-1,2186,2188,2185,-1,2187,2143,2137,-1,2188,2187,2181,-1,2189,2097,2148,-1,2190,2148,2143,-1,2191,2192,2188,-1,2192,2190,2187,-1,2193,2189,2190,-1,2194,2201,2200,-1,2195,2198,2197,-1,2196,2197,2175,-1,2197,2183,2152,-1,2198,2180,2183,-1,2199,2200,2178,-1,2200,2196,2172,-1,2201,2195,2196,-1,2202,2207,2206,-1,2203,2204,2198,-1,2204,2186,2180,-1,2205,2206,2204,-1,2206,2191,2186,-1,2207,2179,2191,-1,2208,2209,2201,-1,2209,2203,2195,-1,2210,2211,2209,-1,2211,2205,2203,-1,2212,2202,2205,-1,2213,2432,2431,-1,2215,2317,2316,-1,2216,2270,2269,-1,2218,2244,2243,-1,2219,2233,2232,-1,2221,2227,2226,-1,2222,2220,2223,-1,2224,2223,1771,-1,2225,2226,1925,-1,2226,2224,1920,-1,2227,2222,2224,-1,2228,2217,2229,-1,2230,2229,2220,-1,2231,2232,2227,-1,2232,2230,2222,-1,2233,2228,2230,-1,2234,2239,2238,-1,2235,2221,2225,-1,2236,2225,1907,-1,2237,2238,1939,-1,2238,2236,1935,-1,2239,2235,2236,-1,2240,2219,2231,-1,2241,2231,2221,-1,2242,2243,2239,-1,2243,2241,2235,-1,2244,2240,2241,-1,2245,2259,2258,-1,2247,2253,2252,-1,2248,2246,2249,-1,2250,2249,2217,-1,2251,2252,2233,-1,2252,2250,2228,-1,2253,2248,2250,-1,2254,2214,2255,-1,2256,2255,2246,-1,2257,2258,2253,-1,2258,2256,2248,-1,2259,2254,2256,-1,2260,2265,2264,-1,2261,2247,2251,-1,2262,2251,2219,-1,2263,2264,2244,-1,2264,2262,2240,-1,2265,2261,2262,-1,2266,2245,2257,-1,2267,2257,2247,-1,2268,2269,2265,-1,2269,2267,2261,-1,2270,2266,2267,-1,2271,2294,2293,-1,2272,2283,2282,-1,2273,2278,2277,-1,2274,2234,2237,-1,2275,2237,1878,-1,2276,2277,1978,-1,2277,2275,1974,-1,2278,2274,2275,-1,2279,2218,2242,-1,2280,2242,2234,-1,2281,2282,2278,-1,2282,2280,2274,-1,2283,2279,2280,-1,2284,2289,2288,-1,2285,2273,2276,-1,2286,2276,1964,-1,2287,2288,1992,-1,2288,2286,1988,-1,2289,2285,2286,-1,2290,2272,2281,-1,2291,2281,2273,-1,2292,2293,2289,-1,2293,2291,2285,-1,2294,2290,2291,-1,2295,2306,2305,-1,2296,2301,2300,-1,2297,2260,2263,-1,2298,2263,2218,-1,2299,2300,2283,-1,2300,2298,2279,-1,2301,2297,2298,-1,2302,2216,2268,-1,2303,2268,2260,-1,2304,2305,2301,-1,2305,2303,2297,-1,2306,2302,2303,-1,2307,2312,2311,-1,2308,2296,2299,-1,2309,2299,2272,-1,2310,2311,2294,-1,2311,2309,2290,-1,2312,2308,2309,-1,2313,2295,2304,-1,2314,2304,2296,-1,2315,2316,2312,-1,2316,2314,2308,-1,2317,2313,2314,-1,2318,2379,2378,-1,2320,2346,2345,-1,2321,2335,2334,-1,2323,2329,2328,-1,2324,2322,2325,-1,2326,2325,2214,-1,2327,2328,2259,-1,2328,2326,2254,-1,2329,2324,2326,-1,2330,2319,2331,-1,2332,2331,2322,-1,2333,2334,2329,-1,2334,2332,2324,-1,2335,2330,2332,-1,2336,2341,2340,-1,2337,2323,2327,-1,2338,2327,2245,-1,2339,2340,2270,-1,2340,2338,2266,-1,2341,2337,2338,-1,2342,2321,2333,-1,2343,2333,2323,-1,2344,2345,2341,-1,2345,2343,2337,-1,2346,2342,2343,-1,2347,2365,2364,-1,2349,2355,2354,-1,2350,2348,2351,-1,2352,2351,2319,-1,2353,2354,2335,-1,2354,2352,2330,-1,2355,2350,2352,-1,2357,2359,2355,-1,2358,2356,2348,-1,2359,2358,2350,-1,2360,3,2361,-1,2362,2361,2356,-1,2363,2364,2359,-1,2364,2362,2358,-1,2365,2360,2362,-1,2366,2371,2370,-1,2367,2349,2353,-1,2368,2353,2321,-1,2369,2370,2346,-1,2370,2368,2342,-1,2371,2367,2368,-1,2372,2374,2371,-1,2373,2357,2349,-1,2374,2373,2367,-1,2375,2347,2363,-1,2376,2363,2357,-1,2377,2378,2374,-1,2378,2376,2373,-1,2379,2375,2376,-1,2380,2403,2402,-1,2381,2392,2391,-1,2382,2387,2386,-1,2383,2336,2339,-1,2384,2339,2216,-1,2385,2386,2306,-1,2386,2384,2302,-1,2387,2383,2384,-1,2388,2320,2344,-1,2389,2344,2336,-1,2390,2391,2387,-1,2391,2389,2383,-1,2392,2388,2389,-1,2393,2398,2397,-1,2394,2382,2385,-1,2395,2385,2295,-1,2396,2397,2317,-1,2397,2395,2313,-1,2398,2394,2395,-1,2399,2381,2390,-1,2400,2390,2382,-1,2401,2402,2398,-1,2402,2400,2394,-1,2403,2399,2400,-1,2404,2418,2417,-1,2405,2410,2409,-1,2406,2366,2369,-1,2407,2369,2320,-1,2408,2409,2392,-1,2409,2407,2388,-1,2410,2406,2407,-1,2411,2413,2410,-1,2412,2372,2366,-1,2413,2412,2406,-1,2414,2318,2377,-1,2415,2377,2372,-1,2416,2417,2413,-1,2417,2415,2412,-1,2418,2414,2415,-1,2419,2424,2423,-1,2420,2405,2408,-1,2421,2408,2381,-1,2422,2423,2403,-1,2423,2421,2399,-1,2424,2420,2421,-1,2425,2427,2424,-1,2426,2411,2405,-1,2427,2426,2420,-1,2428,2404,2416,-1,2429,2416,2411,-1,2430,2431,2427,-1,2431,2429,2426,-1,2432,2428,2429,-1,2433,2536,2535,-1,2434,2481,2480,-1,2435,2458,2457,-1,2436,2447,2446,-1,2437,2442,2441,-1,2438,2284,2287,-1,2439,2287,1773,-1,2440,2441,2136,-1,2441,2439,2132,-1,2442,2438,2439,-1,2443,2271,2292,-1,2444,2292,2284,-1,2445,2446,2442,-1,2446,2444,2438,-1,2447,2443,2444,-1,2448,2453,2452,-1,2449,2437,2440,-1,2450,2440,2122,-1,2451,2452,2150,-1,2452,2450,2146,-1,2453,2449,2450,-1,2454,2436,2445,-1,2455,2445,2437,-1,2456,2457,2453,-1,2457,2455,2449,-1,2458,2454,2455,-1,2459,2470,2469,-1,2460,2465,2464,-1,2461,2307,2310,-1,2462,2310,2271,-1,2463,2464,2447,-1,2464,2462,2443,-1,2465,2461,2462,-1,2466,2215,2315,-1,2467,2315,2307,-1,2468,2469,2465,-1,2469,2467,2461,-1,2470,2466,2467,-1,2471,2476,2475,-1,2472,2460,2463,-1,2473,2463,2436,-1,2474,2475,2458,-1,2475,2473,2454,-1,2476,2472,2473,-1,2477,2459,2468,-1,2478,2468,2460,-1,2479,2480,2476,-1,2480,2478,2472,-1,2481,2477,2478,-1,2482,2509,2508,-1,2483,2494,2493,-1,2484,2489,2488,-1,2485,2448,2451,-1,2486,2451,2097,-1,2487,2488,2193,-1,2488,2486,2189,-1,2489,2485,2486,-1,2490,2435,2456,-1,2491,2456,2448,-1,2492,2493,2489,-1,2493,2491,2485,-1,2494,2490,2491,-1,2495,2502,2501,-1,2496,2499,2498,-1,2497,2498,2207,-1,2498,2487,2179,-1,2499,2484,2487,-1,2500,2501,2212,-1,2501,2497,2202,-1,2502,2496,2497,-1,2503,2506,2505,-1,2504,2505,2499,-1,2505,2492,2484,-1,2506,2483,2492,-1,2507,2508,2502,-1,2508,2504,2496,-1,2509,2503,2504,-1,2510,2521,2520,-1,2511,2516,2515,-1,2512,2471,2474,-1,2513,2474,2435,-1,2514,2515,2494,-1,2515,2513,2490,-1,2516,2512,2513,-1,2517,2434,2479,-1,2518,2479,2471,-1,2519,2520,2516,-1,2520,2518,2512,-1,2521,2517,2518,-1,2522,2529,2528,-1,2523,2526,2525,-1,2524,2525,2506,-1,2525,2514,2483,-1,2526,2511,2514,-1,2527,2528,2509,-1,2528,2524,2503,-1,2529,2523,2524,-1,2530,2533,2532,-1,2531,2532,2526,-1,2532,2519,2511,-1,2533,2510,2519,-1,2534,2535,2529,-1,2535,2531,2523,-1,2536,2530,2531,-1,2537,2590,2589,-1,2538,2561,2560,-1,2539,2550,2549,-1,2540,2545,2544,-1,2541,2393,2396,-1,2542,2396,2215,-1,2543,2544,2470,-1,2544,2542,2466,-1,2545,2541,2542,-1,2546,2380,2401,-1,2547,2401,2393,-1,2548,2549,2545,-1,2549,2547,2541,-1,2550,2546,2547,-1,2551,2556,2555,-1,2552,2540,2543,-1,2553,2543,2459,-1,2554,2555,2481,-1,2555,2553,2477,-1,2556,2552,2553,-1,2557,2539,2548,-1,2558,2548,2540,-1,2559,2560,2556,-1,2560,2558,2552,-1,2561,2557,2558,-1,2562,2576,2575,-1,2563,2568,2567,-1,2564,2419,2422,-1,2565,2422,2380,-1,2566,2567,2550,-1,2567,2565,2546,-1,2568,2564,2565,-1,2569,2571,2568,-1,2570,2425,2419,-1,2571,2570,2564,-1,2572,2213,2430,-1,2573,2430,2425,-1,2574,2575,2571,-1,2575,2573,2570,-1,2576,2572,2573,-1,2577,2582,2581,-1,2578,2563,2566,-1,2579,2566,2539,-1,2580,2581,2561,-1,2581,2579,2557,-1,2582,2578,2579,-1,2583,2585,2582,-1,2584,2569,2563,-1,2585,2584,2578,-1,2586,2562,2574,-1,2587,2574,2569,-1,2588,2589,2585,-1,2589,2587,2584,-1,2590,2586,2587,-1,2591,2618,2617,-1,2592,2603,2602,-1,2593,2598,2597,-1,2594,2551,2554,-1,2595,2554,2434,-1,2596,2597,2521,-1,2597,2595,2517,-1,2598,2594,2595,-1,2599,2538,2559,-1,2600,2559,2551,-1,2601,2602,2598,-1,2602,2600,2594,-1,2603,2599,2600,-1,2604,2611,2610,-1,2605,2608,2607,-1,2606,2607,2533,-1,2607,2596,2510,-1,2608,2593,2596,-1,2609,2610,2536,-1,2610,2606,2530,-1,2611,2605,2606,-1,2612,2615,2614,-1,2613,2614,2608,-1,2614,2601,2593,-1,2615,2592,2601,-1,2616,2617,2611,-1,2617,2613,2605,-1,2618,2612,2613,-1,2619,2633,2632,-1,2620,2625,2624,-1,2621,2577,2580,-1,2622,2580,2538,-1,2623,2624,2603,-1,2624,2622,2599,-1,2625,2621,2622,-1,2626,2628,2625,-1,2627,2583,2577,-1,2628,2627,2621,-1,2629,2537,2588,-1,2630,2588,2583,-1,2631,2632,2628,-1,2632,2630,2627,-1,2633,2629,2630,-1,2634,2641,2640,-1,2635,2638,2637,-1,2636,2637,2615,-1,2637,2623,2592,-1,2638,2620,2623,-1,2639,2640,2618,-1,2640,2636,2612,-1,2641,2635,2636,-1,2642,2647,2646,-1,2643,2644,2638,-1,2644,2626,2620,-1,2645,2646,2644,-1,2646,2631,2626,-1,2647,2619,2631,-1,2648,2649,2641,-1,2649,2643,2635,-1,2650,2651,2649,-1,2651,2645,2643,-1,2652,2642,2645,-1,2653,3094,3093,-1,2654,2874,2873,-1,2655,2758,2757,-1,2656,2703,2702,-1,2657,2680,2679,-1,2658,2669,2668,-1,2659,2664,2663,-1,2660,2055,2060,-1,2661,2060,7,-1,2662,2663,1473,-1,2663,2661,1469,-1,2664,2660,2661,-1,2665,2042,2067,-1,2666,2067,2055,-1,2667,2668,2664,-1,2668,2666,2660,-1,2669,2665,2666,-1,2670,2675,2674,-1,2671,2659,2662,-1,2672,2662,1459,-1,2673,2674,1487,-1,2674,2672,1483,-1,2675,2671,2672,-1,2676,2658,2667,-1,2677,2667,2659,-1,2678,2679,2675,-1,2679,2677,2671,-1,2680,2676,2677,-1,2681,2692,2691,-1,2682,2687,2686,-1,2683,2082,2087,-1,2684,2087,2042,-1,2685,2686,2669,-1,2686,2684,2665,-1,2687,2683,2684,-1,2688,1993,2094,-1,2689,2094,2082,-1,2690,2691,2687,-1,2691,2689,2683,-1,2692,2688,2689,-1,2693,2698,2697,-1,2694,2682,2685,-1,2695,2685,2658,-1,2696,2697,2680,-1,2697,2695,2676,-1,2698,2694,2695,-1,2699,2681,2690,-1,2700,2690,2682,-1,2701,2702,2698,-1,2702,2700,2694,-1,2703,2699,2700,-1,2704,2731,2730,-1,2705,2716,2715,-1,2706,2711,2710,-1,2707,2670,2673,-1,2708,2673,1434,-1,2709,2710,1530,-1,2710,2708,1526,-1,2711,2707,2708,-1,2712,2657,2678,-1,2713,2678,2670,-1,2714,2715,2711,-1,2715,2713,2707,-1,2716,2712,2713,-1,2717,2724,2723,-1,2718,2721,2720,-1,2719,2720,1544,-1,2720,2709,1516,-1,2721,2706,2709,-1,2722,2723,1549,-1,2723,2719,1539,-1,2724,2718,2719,-1,2725,2728,2727,-1,2726,2727,2721,-1,2727,2714,2706,-1,2728,2705,2714,-1,2729,2730,2724,-1,2730,2726,2718,-1,2731,2725,2726,-1,2732,2743,2742,-1,2733,2738,2737,-1,2734,2693,2696,-1,2735,2696,2657,-1,2736,2737,2716,-1,2737,2735,2712,-1,2738,2734,2735,-1,2739,2656,2701,-1,2740,2701,2693,-1,2741,2742,2738,-1,2742,2740,2734,-1,2743,2739,2740,-1,2744,2751,2750,-1,2745,2748,2747,-1,2746,2747,2728,-1,2747,2736,2705,-1,2748,2733,2736,-1,2749,2750,2731,-1,2750,2746,2725,-1,2751,2745,2746,-1,2752,2755,2754,-1,2753,2754,2748,-1,2754,2741,2733,-1,2755,2732,2741,-1,2756,2757,2751,-1,2757,2753,2745,-1,2758,2752,2753,-1,2759,2812,2811,-1,2760,2783,2782,-1,2761,2772,2771,-1,2762,2767,2766,-1,2763,2164,2169,-1,2764,2169,1993,-1,2765,2766,2692,-1,2766,2764,2688,-1,2767,2763,2764,-1,2768,2151,2176,-1,2769,2176,2164,-1,2770,2771,2767,-1,2771,2769,2763,-1,2772,2768,2769,-1,2773,2778,2777,-1,2774,2762,2765,-1,2775,2765,2681,-1,2776,2777,2703,-1,2777,2775,2699,-1,2778,2774,2775,-1,2779,2761,2770,-1,2780,2770,2762,-1,2781,2782,2778,-1,2782,2780,2774,-1,2783,2779,2780,-1,2784,2798,2797,-1,2785,2790,2789,-1,2786,2194,2199,-1,2787,2199,2151,-1,2788,2789,2772,-1,2789,2787,2768,-1,2790,2786,2787,-1,2791,2793,2790,-1,2792,2208,2194,-1,2793,2792,2786,-1,2794,1772,2210,-1,2795,2210,2208,-1,2796,2797,2793,-1,2797,2795,2792,-1,2798,2794,2795,-1,2799,2804,2803,-1,2800,2785,2788,-1,2801,2788,2761,-1,2802,2803,2783,-1,2803,2801,2779,-1,2804,2800,2801,-1,2805,2807,2804,-1,2806,2791,2785,-1,2807,2806,2800,-1,2808,2784,2796,-1,2809,2796,2791,-1,2810,2811,2807,-1,2811,2809,2806,-1,2812,2808,2809,-1,2813,2840,2839,-1,2814,2825,2824,-1,2815,2820,2819,-1,2816,2773,2776,-1,2817,2776,2656,-1,2818,2819,2743,-1,2819,2817,2739,-1,2820,2816,2817,-1,2821,2760,2781,-1,2822,2781,2773,-1,2823,2824,2820,-1,2824,2822,2816,-1,2825,2821,2822,-1,2826,2833,2832,-1,2827,2830,2829,-1,2828,2829,2755,-1,2829,2818,2732,-1,2830,2815,2818,-1,2831,2832,2758,-1,2832,2828,2752,-1,2833,2827,2828,-1,2834,2837,2836,-1,2835,2836,2830,-1,2836,2823,2815,-1,2837,2814,2823,-1,2838,2839,2833,-1,2839,2835,2827,-1,2840,2834,2835,-1,2841,2855,2854,-1,2842,2847,2846,-1,2843,2799,2802,-1,2844,2802,2760,-1,2845,2846,2825,-1,2846,2844,2821,-1,2847,2843,2844,-1,2848,2850,2847,-1,2849,2805,2799,-1,2850,2849,2843,-1,2851,2759,2810,-1,2852,2810,2805,-1,2853,2854,2850,-1,2854,2852,2849,-1,2855,2851,2852,-1,2856,2863,2862,-1,2857,2860,2859,-1,2858,2859,2837,-1,2859,2845,2814,-1,2860,2842,2845,-1,2861,2862,2840,-1,2862,2858,2834,-1,2863,2857,2858,-1,2864,2869,2868,-1,2865,2866,2860,-1,2866,2848,2842,-1,2867,2868,2866,-1,2868,2853,2848,-1,2869,2841,2853,-1,2870,2871,2863,-1,2871,2865,2857,-1,2872,2873,2871,-1,2873,2867,2865,-1,2874,2864,2867,-1,2875,2978,2977,-1,2876,2923,2922,-1,2877,2900,2899,-1,2878,2889,2888,-1,2879,2884,2883,-1,2880,2717,2722,-1,2881,2722,1329,-1,2882,2883,1693,-1,2883,2881,1689,-1,2884,2880,2881,-1,2885,2704,2729,-1,2886,2729,2717,-1,2887,2888,2884,-1,2888,2886,2880,-1,2889,2885,2886,-1,2890,2895,2894,-1,2891,2879,2882,-1,2892,2882,1679,-1,2893,2894,1707,-1,2894,2892,1703,-1,2895,2891,2892,-1,2896,2878,2887,-1,2897,2887,2879,-1,2898,2899,2895,-1,2899,2897,2891,-1,2900,2896,2897,-1,2901,2912,2911,-1,2902,2907,2906,-1,2903,2744,2749,-1,2904,2749,2704,-1,2905,2906,2889,-1,2906,2904,2885,-1,2907,2903,2904,-1,2908,2655,2756,-1,2909,2756,2744,-1,2910,2911,2907,-1,2911,2909,2903,-1,2912,2908,2909,-1,2913,2918,2917,-1,2914,2902,2905,-1,2915,2905,2878,-1,2916,2917,2900,-1,2917,2915,2896,-1,2918,2914,2915,-1,2919,2901,2910,-1,2920,2910,2902,-1,2921,2922,2918,-1,2922,2920,2914,-1,2923,2919,2920,-1,2924,2951,2950,-1,2925,2936,2935,-1,2926,2931,2930,-1,2927,2890,2893,-1,2928,2893,1654,-1,2929,2930,1750,-1,2930,2928,1746,-1,2931,2927,2928,-1,2932,2877,2898,-1,2933,2898,2890,-1,2934,2935,2931,-1,2935,2933,2927,-1,2936,2932,2933,-1,2937,2944,2943,-1,2938,2941,2940,-1,2939,2940,1764,-1,2940,2929,1736,-1,2941,2926,2929,-1,2942,2943,1769,-1,2943,2939,1759,-1,2944,2938,2939,-1,2945,2948,2947,-1,2946,2947,2941,-1,2947,2934,2926,-1,2948,2925,2934,-1,2949,2950,2944,-1,2950,2946,2938,-1,2951,2945,2946,-1,2952,2963,2962,-1,2953,2958,2957,-1,2954,2913,2916,-1,2955,2916,2877,-1,2956,2957,2936,-1,2957,2955,2932,-1,2958,2954,2955,-1,2959,2876,2921,-1,2960,2921,2913,-1,2961,2962,2958,-1,2962,2960,2954,-1,2963,2959,2960,-1,2964,2971,2970,-1,2965,2968,2967,-1,2966,2967,2948,-1,2967,2956,2925,-1,2968,2953,2956,-1,2969,2970,2951,-1,2970,2966,2945,-1,2971,2965,2966,-1,2972,2975,2974,-1,2973,2974,2968,-1,2974,2961,2953,-1,2975,2952,2961,-1,2976,2977,2971,-1,2977,2973,2965,-1,2978,2972,2973,-1,2979,3032,3031,-1,2980,3003,3002,-1,2981,2992,2991,-1,2982,2987,2986,-1,2983,2826,2831,-1,2984,2831,2655,-1,2985,2986,2912,-1,2986,2984,2908,-1,2987,2983,2984,-1,2988,2813,2838,-1,2989,2838,2826,-1,2990,2991,2987,-1,2991,2989,2983,-1,2992,2988,2989,-1,2993,2998,2997,-1,2994,2982,2985,-1,2995,2985,2901,-1,2996,2997,2923,-1,2997,2995,2919,-1,2998,2994,2995,-1,2999,2981,2990,-1,3000,2990,2982,-1,3001,3002,2998,-1,3002,3000,2994,-1,3003,2999,3000,-1,3004,3018,3017,-1,3005,3010,3009,-1,3006,2856,2861,-1,3007,2861,2813,-1,3008,3009,2992,-1,3009,3007,2988,-1,3010,3006,3007,-1,3011,3013,3010,-1,3012,2870,2856,-1,3013,3012,3006,-1,3014,2654,2872,-1,3015,2872,2870,-1,3016,3017,3013,-1,3017,3015,3012,-1,3018,3014,3015,-1,3019,3024,3023,-1,3020,3005,3008,-1,3021,3008,2981,-1,3022,3023,3003,-1,3023,3021,2999,-1,3024,3020,3021,-1,3025,3027,3024,-1,3026,3011,3005,-1,3027,3026,3020,-1,3028,3004,3016,-1,3029,3016,3011,-1,3030,3031,3027,-1,3031,3029,3026,-1,3032,3028,3029,-1,3033,3060,3059,-1,3034,3045,3044,-1,3035,3040,3039,-1,3036,2993,2996,-1,3037,2996,2876,-1,3038,3039,2963,-1,3039,3037,2959,-1,3040,3036,3037,-1,3041,2980,3001,-1,3042,3001,2993,-1,3043,3044,3040,-1,3044,3042,3036,-1,3045,3041,3042,-1,3046,3053,3052,-1,3047,3050,3049,-1,3048,3049,2975,-1,3049,3038,2952,-1,3050,3035,3038,-1,3051,3052,2978,-1,3052,3048,2972,-1,3053,3047,3048,-1,3054,3057,3056,-1,3055,3056,3050,-1,3056,3043,3035,-1,3057,3034,3043,-1,3058,3059,3053,-1,3059,3055,3047,-1,3060,3054,3055,-1,3061,3075,3074,-1,3062,3067,3066,-1,3063,3019,3022,-1,3064,3022,2980,-1,3065,3066,3045,-1,3066,3064,3041,-1,3067,3063,3064,-1,3068,3070,3067,-1,3069,3025,3019,-1,3070,3069,3063,-1,3071,2979,3030,-1,3072,3030,3025,-1,3073,3074,3070,-1,3074,3072,3069,-1,3075,3071,3072,-1,3076,3083,3082,-1,3077,3080,3079,-1,3078,3079,3057,-1,3079,3065,3034,-1,3080,3062,3065,-1,3081,3082,3060,-1,3082,3078,3054,-1,3083,3077,3078,-1,3084,3089,3088,-1,3085,3086,3080,-1,3086,3068,3062,-1,3087,3088,3086,-1,3088,3073,3068,-1,3089,3061,3073,-1,3090,3091,3083,-1,3091,3085,3077,-1,3092,3093,3091,-1,3093,3087,3085,-1,3094,3084,3087,-1,3095,3315,3314,-1,3096,3199,3198,-1,3097,3144,3143,-1,3098,3121,3120,-1,3099,3110,3109,-1,3100,3105,3104,-1,3101,2495,2500,-1,3102,2500,1772,-1,3103,3104,2798,-1,3104,3102,2794,-1,3105,3101,3102,-1,3106,2482,2507,-1,3107,2507,2495,-1,3108,3109,3105,-1,3109,3107,3101,-1,3110,3106,3107,-1,3111,3116,3115,-1,3112,3100,3103,-1,3113,3103,2784,-1,3114,3115,2812,-1,3115,3113,2808,-1,3116,3112,3113,-1,3117,3099,3108,-1,3118,3108,3100,-1,3119,3120,3116,-1,3120,3118,3112,-1,3121,3117,3118,-1,3122,3133,3132,-1,3123,3128,3127,-1,3124,2522,2527,-1,3125,2527,2482,-1,3126,3127,3110,-1,3127,3125,3106,-1,3128,3124,3125,-1,3129,2433,2534,-1,3130,2534,2522,-1,3131,3132,3128,-1,3132,3130,3124,-1,3133,3129,3130,-1,3134,3139,3138,-1,3135,3123,3126,-1,3136,3126,3099,-1,3137,3138,3121,-1,3138,3136,3117,-1,3139,3135,3136,-1,3140,3122,3131,-1,3141,3131,3123,-1,3142,3143,3139,-1,3143,3141,3135,-1,3144,3140,3141,-1,3145,3172,3171,-1,3146,3157,3156,-1,3147,3152,3151,-1,3148,3111,3114,-1,3149,3114,2759,-1,3150,3151,2855,-1,3151,3149,2851,-1,3152,3148,3149,-1,3153,3098,3119,-1,3154,3119,3111,-1,3155,3156,3152,-1,3156,3154,3148,-1,3157,3153,3154,-1,3158,3165,3164,-1,3159,3162,3161,-1,3160,3161,2869,-1,3161,3150,2841,-1,3162,3147,3150,-1,3163,3164,2874,-1,3164,3160,2864,-1,3165,3159,3160,-1,3166,3169,3168,-1,3167,3168,3162,-1,3168,3155,3147,-1,3169,3146,3155,-1,3170,3171,3165,-1,3171,3167,3159,-1,3172,3166,3167,-1,3173,3184,3183,-1,3174,3179,3178,-1,3175,3134,3137,-1,3176,3137,3098,-1,3177,3178,3157,-1,3178,3176,3153,-1,3179,3175,3176,-1,3180,3097,3142,-1,3181,3142,3134,-1,3182,3183,3179,-1,3183,3181,3175,-1,3184,3180,3181,-1,3185,3192,3191,-1,3186,3189,3188,-1,3187,3188,3169,-1,3188,3177,3146,-1,3189,3174,3177,-1,3190,3191,3172,-1,3191,3187,3166,-1,3192,3186,3187,-1,3193,3196,3195,-1,3194,3195,3189,-1,3195,3182,3174,-1,3196,3173,3182,-1,3197,3198,3192,-1,3198,3194,3186,-1,3199,3193,3194,-1,3200,3253,3252,-1,3201,3224,3223,-1,3202,3213,3212,-1,3203,3208,3207,-1,3204,2604,2609,-1,3205,2609,2433,-1,3206,3207,3133,-1,3207,3205,3129,-1,3208,3204,3205,-1,3209,2591,2616,-1,3210,2616,2604,-1,3211,3212,3208,-1,3212,3210,3204,-1,3213,3209,3210,-1,3214,3219,3218,-1,3215,3203,3206,-1,3216,3206,3122,-1,3217,3218,3144,-1,3218,3216,3140,-1,3219,3215,3216,-1,3220,3202,3211,-1,3221,3211,3203,-1,3222,3223,3219,-1,3223,3221,3215,-1,3224,3220,3221,-1,3225,3239,3238,-1,3226,3231,3230,-1,3227,2634,2639,-1,3228,2639,2591,-1,3229,3230,3213,-1,3230,3228,3209,-1,3231,3227,3228,-1,3232,3234,3231,-1,3233,2648,2634,-1,3234,3233,3227,-1,3235,1770,2650,-1,3236,2650,2648,-1,3237,3238,3234,-1,3238,3236,3233,-1,3239,3235,3236,-1,3240,3245,3244,-1,3241,3226,3229,-1,3242,3229,3202,-1,3243,3244,3224,-1,3244,3242,3220,-1,3245,3241,3242,-1,3246,3248,3245,-1,3247,3232,3226,-1,3248,3247,3241,-1,3249,3225,3237,-1,3250,3237,3232,-1,3251,3252,3248,-1,3252,3250,3247,-1,3253,3249,3250,-1,3254,3281,3280,-1,3255,3266,3265,-1,3256,3261,3260,-1,3257,3214,3217,-1,3258,3217,3097,-1,3259,3260,3184,-1,3260,3258,3180,-1,3261,3257,3258,-1,3262,3201,3222,-1,3263,3222,3214,-1,3264,3265,3261,-1,3265,3263,3257,-1,3266,3262,3263,-1,3267,3274,3273,-1,3268,3271,3270,-1,3269,3270,3196,-1,3270,3259,3173,-1,3271,3256,3259,-1,3272,3273,3199,-1,3273,3269,3193,-1,3274,3268,3269,-1,3275,3278,3277,-1,3276,3277,3271,-1,3277,3264,3256,-1,3278,3255,3264,-1,3279,3280,3274,-1,3280,3276,3268,-1,3281,3275,3276,-1,3282,3296,3295,-1,3283,3288,3287,-1,3284,3240,3243,-1,3285,3243,3201,-1,3286,3287,3266,-1,3287,3285,3262,-1,3288,3284,3285,-1,3289,3291,3288,-1,3290,3246,3240,-1,3291,3290,3284,-1,3292,3200,3251,-1,3293,3251,3246,-1,3294,3295,3291,-1,3295,3293,3290,-1,3296,3292,3293,-1,3297,3304,3303,-1,3298,3301,3300,-1,3299,3300,3278,-1,3300,3286,3255,-1,3301,3283,3286,-1,3302,3303,3281,-1,3303,3299,3275,-1,3304,3298,3299,-1,3305,3310,3309,-1,3306,3307,3301,-1,3307,3289,3283,-1,3308,3309,3307,-1,3309,3294,3289,-1,3310,3282,3294,-1,3311,3312,3304,-1,3312,3306,3298,-1,3313,3314,3312,-1,3314,3308,3306,-1,3315,3305,3308,-1,3316,3419,3418,-1,3317,3364,3363,-1,3318,3341,3340,-1,3319,3330,3329,-1,3320,3325,3324,-1,3321,3158,3163,-1,3322,3163,2654,-1,3323,3324,3018,-1,3324,3322,3014,-1,3325,3321,3322,-1,3326,3145,3170,-1,3327,3170,3158,-1,3328,3329,3325,-1,3329,3327,3321,-1,3330,3326,3327,-1,3331,3336,3335,-1,3332,3320,3323,-1,3333,3323,3004,-1,3334,3335,3032,-1,3335,3333,3028,-1,3336,3332,3333,-1,3337,3319,3328,-1,3338,3328,3320,-1,3339,3340,3336,-1,3340,3338,3332,-1,3341,3337,3338,-1,3342,3353,3352,-1,3343,3348,3347,-1,3344,3185,3190,-1,3345,3190,3145,-1,3346,3347,3330,-1,3347,3345,3326,-1,3348,3344,3345,-1,3349,3096,3197,-1,3350,3197,3185,-1,3351,3352,3348,-1,3352,3350,3344,-1,3353,3349,3350,-1,3354,3359,3358,-1,3355,3343,3346,-1,3356,3346,3319,-1,3357,3358,3341,-1,3358,3356,3337,-1,3359,3355,3356,-1,3360,3342,3351,-1,3361,3351,3343,-1,3362,3363,3359,-1,3363,3361,3355,-1,3364,3360,3361,-1,3365,3392,3391,-1,3366,3377,3376,-1,3367,3372,3371,-1,3368,3331,3334,-1,3369,3334,2979,-1,3370,3371,3075,-1,3371,3369,3071,-1,3372,3368,3369,-1,3373,3318,3339,-1,3374,3339,3331,-1,3375,3376,3372,-1,3376,3374,3368,-1,3377,3373,3374,-1,3378,3385,3384,-1,3379,3382,3381,-1,3380,3381,3089,-1,3381,3370,3061,-1,3382,3367,3370,-1,3383,3384,3094,-1,3384,3380,3084,-1,3385,3379,3380,-1,3386,3389,3388,-1,3387,3388,3382,-1,3388,3375,3367,-1,3389,3366,3375,-1,3390,3391,3385,-1,3391,3387,3379,-1,3392,3386,3387,-1,3393,3404,3403,-1,3394,3399,3398,-1,3395,3354,3357,-1,3396,3357,3318,-1,3397,3398,3377,-1,3398,3396,3373,-1,3399,3395,3396,-1,3400,3317,3362,-1,3401,3362,3354,-1,3402,3403,3399,-1,3403,3401,3395,-1,3404,3400,3401,-1,3405,3412,3411,-1,3406,3409,3408,-1,3407,3408,3389,-1,3408,3397,3366,-1,3409,3394,3397,-1,3410,3411,3392,-1,3411,3407,3386,-1,3412,3406,3407,-1,3413,3416,3415,-1,3414,3415,3409,-1,3415,3402,3394,-1,3416,3393,3402,-1,3417,3418,3412,-1,3418,3414,3406,-1,3419,3413,3414,-1,3420,3473,3472,-1,3421,3444,3443,-1,3422,3433,3432,-1,3423,3428,3427,-1,3424,3267,3272,-1,3425,3272,3096,-1,3426,3427,3353,-1,3427,3425,3349,-1,3428,3424,3425,-1,3429,3254,3279,-1,3430,3279,3267,-1,3431,3432,3428,-1,3432,3430,3424,-1,3433,3429,3430,-1,3434,3439,3438,-1,3435,3423,3426,-1,3436,3426,3342,-1,3437,3438,3364,-1,3438,3436,3360,-1,3439,3435,3436,-1,3440,3422,3431,-1,3441,3431,3423,-1,3442,3443,3439,-1,3443,3441,3435,-1,3444,3440,3441,-1,3445,3459,3458,-1,3446,3451,3450,-1,3447,3297,3302,-1,3448,3302,3254,-1,3449,3450,3433,-1,3450,3448,3429,-1,3451,3447,3448,-1,3452,3454,3451,-1,3453,3311,3297,-1,3454,3453,3447,-1,3455,3095,3313,-1,3456,3313,3311,-1,3457,3458,3454,-1,3458,3456,3453,-1,3459,3455,3456,-1,3460,3465,3464,-1,3461,3446,3449,-1,3462,3449,3422,-1,3463,3464,3444,-1,3464,3462,3440,-1,3465,3461,3462,-1,3466,3468,3465,-1,3467,3452,3446,-1,3468,3467,3461,-1,3469,3445,3457,-1,3470,3457,3452,-1,3471,3472,3468,-1,3472,3470,3467,-1,3473,3469,3470,-1,3474,3501,3500,-1,3475,3486,3485,-1,3476,3481,3480,-1,3477,3434,3437,-1,3478,3437,3317,-1,3479,3480,3404,-1,3480,3478,3400,-1,3481,3477,3478,-1,3482,3421,3442,-1,3483,3442,3434,-1,3484,3485,3481,-1,3485,3483,3477,-1,3486,3482,3483,-1,3487,3494,3493,-1,3488,3491,3490,-1,3489,3490,3416,-1,3490,3479,3393,-1,3491,3476,3479,-1,3492,3493,3419,-1,3493,3489,3413,-1,3494,3488,3489,-1,3495,3498,3497,-1,3496,3497,3491,-1,3497,3484,3476,-1,3498,3475,3484,-1,3499,3500,3494,-1,3500,3496,3488,-1,3501,3495,3496,-1,3502,3516,3515,-1,3503,3508,3507,-1,3504,3460,3463,-1,3505,3463,3421,-1,3506,3507,3486,-1,3507,3505,3482,-1,3508,3504,3505,-1,3509,3511,3508,-1,3510,3466,3460,-1,3511,3510,3504,-1,3512,3420,3471,-1,3513,3471,3466,-1,3514,3515,3511,-1,3515,3513,3510,-1,3516,3512,3513,-1,3517,3524,3523,-1,3518,3521,3520,-1,3519,3520,3498,-1,3520,3506,3475,-1,3521,3503,3506,-1,3522,3523,3501,-1,3523,3519,3495,-1,3524,3518,3519,-1,3525,3530,3529,-1,3526,3527,3521,-1,3527,3509,3503,-1,3528,3529,3527,-1,3529,3514,3509,-1,3530,3502,3514,-1,3531,3532,3524,-1,3532,3526,3518,-1,3533,3534,3532,-1,3534,3528,3526,-1,3535,3525,3528,-1,3536,5303,5302,-1,3538,4420,4419,-1,3540,3980,3979,-1,3541,3760,3759,-1,3543,3645,3644,-1,3544,3598,3597,-1,3546,3572,3571,-1,3547,3561,3560,-1,3549,3555,3554,-1,3550,3548,3551,-1,3552,3551,3,-1,3553,3554,2365,-1,3554,3552,2360,-1,3555,3550,3552,-1,3556,3545,3557,-1,3558,3557,3548,-1,3559,3560,3555,-1,3560,3558,3550,-1,3561,3556,3558,-1,3562,3567,3566,-1,3563,3549,3553,-1,3564,3553,2347,-1,3565,3566,2379,-1,3566,3564,2375,-1,3567,3563,3564,-1,3568,3547,3559,-1,3569,3559,3549,-1,3570,3571,3567,-1,3571,3569,3563,-1,3572,3568,3569,-1,3573,3587,3586,-1,3575,3581,3580,-1,3576,3574,3577,-1,3578,3577,3545,-1,3579,3580,3561,-1,3580,3578,3556,-1,3581,3576,3578,-1,3582,3542,3583,-1,3584,3583,3574,-1,3585,3586,3581,-1,3586,3584,3576,-1,3587,3582,3584,-1,3588,3593,3592,-1,3589,3575,3579,-1,3590,3579,3547,-1,3591,3592,3572,-1,3592,3590,3568,-1,3593,3589,3590,-1,3594,3573,3585,-1,3595,3585,3575,-1,3596,3597,3593,-1,3597,3595,3589,-1,3598,3594,3595,-1,3599,3622,3621,-1,3600,3611,3610,-1,3601,3606,3605,-1,3602,3562,3565,-1,3603,3565,2318,-1,3604,3605,2418,-1,3605,3603,2414,-1,3606,3602,3603,-1,3607,3546,3570,-1,3608,3570,3562,-1,3609,3610,3606,-1,3610,3608,3602,-1,3611,3607,3608,-1,3612,3617,3616,-1,3613,3601,3604,-1,3614,3604,2404,-1,3615,3616,2432,-1,3616,3614,2428,-1,3617,3613,3614,-1,3618,3600,3609,-1,3619,3609,3601,-1,3620,3621,3617,-1,3621,3619,3613,-1,3622,3618,3619,-1,3623,3634,3633,-1,3624,3629,3628,-1,3625,3588,3591,-1,3626,3591,3546,-1,3627,3628,3611,-1,3628,3626,3607,-1,3629,3625,3626,-1,3630,3544,3596,-1,3631,3596,3588,-1,3632,3633,3629,-1,3633,3631,3625,-1,3634,3630,3631,-1,3635,3640,3639,-1,3636,3624,3627,-1,3637,3627,3600,-1,3638,3639,3622,-1,3639,3637,3618,-1,3640,3636,3637,-1,3641,3623,3632,-1,3642,3632,3624,-1,3643,3644,3640,-1,3644,3642,3636,-1,3645,3641,3642,-1,3646,3707,3706,-1,3648,3674,3673,-1,3649,3663,3662,-1,3651,3657,3656,-1,3652,3650,3653,-1,3654,3653,3542,-1,3655,3656,3587,-1,3656,3654,3582,-1,3657,3652,3654,-1,3658,3647,3659,-1,3660,3659,3650,-1,3661,3662,3657,-1,3662,3660,3652,-1,3663,3658,3660,-1,3664,3669,3668,-1,3665,3651,3655,-1,3666,3655,3573,-1,3667,3668,3598,-1,3668,3666,3594,-1,3669,3665,3666,-1,3670,3649,3661,-1,3671,3661,3651,-1,3672,3673,3669,-1,3673,3671,3665,-1,3674,3670,3671,-1,3675,3693,3692,-1,3677,3683,3682,-1,3678,3676,3679,-1,3680,3679,3647,-1,3681,3682,3663,-1,3682,3680,3658,-1,3683,3678,3680,-1,3685,3687,3683,-1,3686,3684,3676,-1,3687,3686,3678,-1,3688,3539,3689,-1,3690,3689,3684,-1,3691,3692,3687,-1,3692,3690,3686,-1,3693,3688,3690,-1,3694,3699,3698,-1,3695,3677,3681,-1,3696,3681,3649,-1,3697,3698,3674,-1,3698,3696,3670,-1,3699,3695,3696,-1,3700,3702,3699,-1,3701,3685,3677,-1,3702,3701,3695,-1,3703,3675,3691,-1,3704,3691,3685,-1,3705,3706,3702,-1,3706,3704,3701,-1,3707,3703,3704,-1,3708,3731,3730,-1,3709,3720,3719,-1,3710,3715,3714,-1,3711,3664,3667,-1,3712,3667,3544,-1,3713,3714,3634,-1,3714,3712,3630,-1,3715,3711,3712,-1,3716,3648,3672,-1,3717,3672,3664,-1,3718,3719,3715,-1,3719,3717,3711,-1,3720,3716,3717,-1,3721,3726,3725,-1,3722,3710,3713,-1,3723,3713,3623,-1,3724,3725,3645,-1,3725,3723,3641,-1,3726,3722,3723,-1,3727,3709,3718,-1,3728,3718,3710,-1,3729,3730,3726,-1,3730,3728,3722,-1,3731,3727,3728,-1,3732,3746,3745,-1,3733,3738,3737,-1,3734,3694,3697,-1,3735,3697,3648,-1,3736,3737,3720,-1,3737,3735,3716,-1,3738,3734,3735,-1,3739,3741,3738,-1,3740,3700,3694,-1,3741,3740,3734,-1,3742,3646,3705,-1,3743,3705,3700,-1,3744,3745,3741,-1,3745,3743,3740,-1,3746,3742,3743,-1,3747,3752,3751,-1,3748,3733,3736,-1,3749,3736,3709,-1,3750,3751,3731,-1,3751,3749,3727,-1,3752,3748,3749,-1,3753,3755,3752,-1,3754,3739,3733,-1,3755,3754,3748,-1,3756,3732,3744,-1,3757,3744,3739,-1,3758,3759,3755,-1,3759,3757,3754,-1,3760,3756,3757,-1,3761,3864,3863,-1,3762,3809,3808,-1,3763,3786,3785,-1,3764,3775,3774,-1,3765,3770,3769,-1,3766,3612,3615,-1,3767,3615,2213,-1,3768,3769,2576,-1,3769,3767,2572,-1,3770,3766,3767,-1,3771,3599,3620,-1,3772,3620,3612,-1,3773,3774,3770,-1,3774,3772,3766,-1,3775,3771,3772,-1,3776,3781,3780,-1,3777,3765,3768,-1,3778,3768,2562,-1,3779,3780,2590,-1,3780,3778,2586,-1,3781,3777,3778,-1,3782,3764,3773,-1,3783,3773,3765,-1,3784,3785,3781,-1,3785,3783,3777,-1,3786,3782,3783,-1,3787,3798,3797,-1,3788,3793,3792,-1,3789,3635,3638,-1,3790,3638,3599,-1,3791,3792,3775,-1,3792,3790,3771,-1,3793,3789,3790,-1,3794,3543,3643,-1,3795,3643,3635,-1,3796,3797,3793,-1,3797,3795,3789,-1,3798,3794,3795,-1,3799,3804,3803,-1,3800,3788,3791,-1,3801,3791,3764,-1,3802,3803,3786,-1,3803,3801,3782,-1,3804,3800,3801,-1,3805,3787,3796,-1,3806,3796,3788,-1,3807,3808,3804,-1,3808,3806,3800,-1,3809,3805,3806,-1,3810,3837,3836,-1,3811,3822,3821,-1,3812,3817,3816,-1,3813,3776,3779,-1,3814,3779,2537,-1,3815,3816,2633,-1,3816,3814,2629,-1,3817,3813,3814,-1,3818,3763,3784,-1,3819,3784,3776,-1,3820,3821,3817,-1,3821,3819,3813,-1,3822,3818,3819,-1,3823,3830,3829,-1,3824,3827,3826,-1,3825,3826,2647,-1,3826,3815,2619,-1,3827,3812,3815,-1,3828,3829,2652,-1,3829,3825,2642,-1,3830,3824,3825,-1,3831,3834,3833,-1,3832,3833,3827,-1,3833,3820,3812,-1,3834,3811,3820,-1,3835,3836,3830,-1,3836,3832,3824,-1,3837,3831,3832,-1,3838,3849,3848,-1,3839,3844,3843,-1,3840,3799,3802,-1,3841,3802,3763,-1,3842,3843,3822,-1,3843,3841,3818,-1,3844,3840,3841,-1,3845,3762,3807,-1,3846,3807,3799,-1,3847,3848,3844,-1,3848,3846,3840,-1,3849,3845,3846,-1,3850,3857,3856,-1,3851,3854,3853,-1,3852,3853,3834,-1,3853,3842,3811,-1,3854,3839,3842,-1,3855,3856,3837,-1,3856,3852,3831,-1,3857,3851,3852,-1,3858,3861,3860,-1,3859,3860,3854,-1,3860,3847,3839,-1,3861,3838,3847,-1,3862,3863,3857,-1,3863,3859,3851,-1,3864,3858,3859,-1,3865,3918,3917,-1,3866,3889,3888,-1,3867,3878,3877,-1,3868,3873,3872,-1,3869,3721,3724,-1,3870,3724,3543,-1,3871,3872,3798,-1,3872,3870,3794,-1,3873,3869,3870,-1,3874,3708,3729,-1,3875,3729,3721,-1,3876,3877,3873,-1,3877,3875,3869,-1,3878,3874,3875,-1,3879,3884,3883,-1,3880,3868,3871,-1,3881,3871,3787,-1,3882,3883,3809,-1,3883,3881,3805,-1,3884,3880,3881,-1,3885,3867,3876,-1,3886,3876,3868,-1,3887,3888,3884,-1,3888,3886,3880,-1,3889,3885,3886,-1,3890,3904,3903,-1,3891,3896,3895,-1,3892,3747,3750,-1,3893,3750,3708,-1,3894,3895,3878,-1,3895,3893,3874,-1,3896,3892,3893,-1,3897,3899,3896,-1,3898,3753,3747,-1,3899,3898,3892,-1,3900,3541,3758,-1,3901,3758,3753,-1,3902,3903,3899,-1,3903,3901,3898,-1,3904,3900,3901,-1,3905,3910,3909,-1,3906,3891,3894,-1,3907,3894,3867,-1,3908,3909,3889,-1,3909,3907,3885,-1,3910,3906,3907,-1,3911,3913,3910,-1,3912,3897,3891,-1,3913,3912,3906,-1,3914,3890,3902,-1,3915,3902,3897,-1,3916,3917,3913,-1,3917,3915,3912,-1,3918,3914,3915,-1,3919,3946,3945,-1,3920,3931,3930,-1,3921,3926,3925,-1,3922,3879,3882,-1,3923,3882,3762,-1,3924,3925,3849,-1,3925,3923,3845,-1,3926,3922,3923,-1,3927,3866,3887,-1,3928,3887,3879,-1,3929,3930,3926,-1,3930,3928,3922,-1,3931,3927,3928,-1,3932,3939,3938,-1,3933,3936,3935,-1,3934,3935,3861,-1,3935,3924,3838,-1,3936,3921,3924,-1,3937,3938,3864,-1,3938,3934,3858,-1,3939,3933,3934,-1,3940,3943,3942,-1,3941,3942,3936,-1,3942,3929,3921,-1,3943,3920,3929,-1,3944,3945,3939,-1,3945,3941,3933,-1,3946,3940,3941,-1,3947,3961,3960,-1,3948,3953,3952,-1,3949,3905,3908,-1,3950,3908,3866,-1,3951,3952,3931,-1,3952,3950,3927,-1,3953,3949,3950,-1,3954,3956,3953,-1,3955,3911,3905,-1,3956,3955,3949,-1,3957,3865,3916,-1,3958,3916,3911,-1,3959,3960,3956,-1,3960,3958,3955,-1,3961,3957,3958,-1,3962,3969,3968,-1,3963,3966,3965,-1,3964,3965,3943,-1,3965,3951,3920,-1,3966,3948,3951,-1,3967,3968,3946,-1,3968,3964,3940,-1,3969,3963,3964,-1,3970,3975,3974,-1,3971,3972,3966,-1,3972,3954,3948,-1,3973,3974,3972,-1,3974,3959,3954,-1,3975,3947,3959,-1,3976,3977,3969,-1,3977,3971,3963,-1,3978,3979,3977,-1,3979,3973,3971,-1,3980,3970,3973,-1,3981,4200,4199,-1,3983,4085,4084,-1,3984,4038,4037,-1,3986,4012,4011,-1,3987,4001,4000,-1,3989,3995,3994,-1,3990,3988,3991,-1,3992,3991,3539,-1,3993,3994,3693,-1,3994,3992,3688,-1,3995,3990,3992,-1,3996,3985,3997,-1,3998,3997,3988,-1,3999,4000,3995,-1,4000,3998,3990,-1,4001,3996,3998,-1,4002,4007,4006,-1,4003,3989,3993,-1,4004,3993,3675,-1,4005,4006,3707,-1,4006,4004,3703,-1,4007,4003,4004,-1,4008,3987,3999,-1,4009,3999,3989,-1,4010,4011,4007,-1,4011,4009,4003,-1,4012,4008,4009,-1,4013,4027,4026,-1,4015,4021,4020,-1,4016,4014,4017,-1,4018,4017,3985,-1,4019,4020,4001,-1,4020,4018,3996,-1,4021,4016,4018,-1,4022,3982,4023,-1,4024,4023,4014,-1,4025,4026,4021,-1,4026,4024,4016,-1,4027,4022,4024,-1,4028,4033,4032,-1,4029,4015,4019,-1,4030,4019,3987,-1,4031,4032,4012,-1,4032,4030,4008,-1,4033,4029,4030,-1,4034,4013,4025,-1,4035,4025,4015,-1,4036,4037,4033,-1,4037,4035,4029,-1,4038,4034,4035,-1,4039,4062,4061,-1,4040,4051,4050,-1,4041,4046,4045,-1,4042,4002,4005,-1,4043,4005,3646,-1,4044,4045,3746,-1,4045,4043,3742,-1,4046,4042,4043,-1,4047,3986,4010,-1,4048,4010,4002,-1,4049,4050,4046,-1,4050,4048,4042,-1,4051,4047,4048,-1,4052,4057,4056,-1,4053,4041,4044,-1,4054,4044,3732,-1,4055,4056,3760,-1,4056,4054,3756,-1,4057,4053,4054,-1,4058,4040,4049,-1,4059,4049,4041,-1,4060,4061,4057,-1,4061,4059,4053,-1,4062,4058,4059,-1,4063,4074,4073,-1,4064,4069,4068,-1,4065,4028,4031,-1,4066,4031,3986,-1,4067,4068,4051,-1,4068,4066,4047,-1,4069,4065,4066,-1,4070,3984,4036,-1,4071,4036,4028,-1,4072,4073,4069,-1,4073,4071,4065,-1,4074,4070,4071,-1,4075,4080,4079,-1,4076,4064,4067,-1,4077,4067,4040,-1,4078,4079,4062,-1,4079,4077,4058,-1,4080,4076,4077,-1,4081,4063,4072,-1,4082,4072,4064,-1,4083,4084,4080,-1,4084,4082,4076,-1,4085,4081,4082,-1,4086,4147,4146,-1,4088,4114,4113,-1,4089,4103,4102,-1,4091,4097,4096,-1,4092,4090,4093,-1,4094,4093,3982,-1,4095,4096,4027,-1,4096,4094,4022,-1,4097,4092,4094,-1,4098,4087,4099,-1,4100,4099,4090,-1,4101,4102,4097,-1,4102,4100,4092,-1,4103,4098,4100,-1,4104,4109,4108,-1,4105,4091,4095,-1,4106,4095,4013,-1,4107,4108,4038,-1,4108,4106,4034,-1,4109,4105,4106,-1,4110,4089,4101,-1,4111,4101,4091,-1,4112,4113,4109,-1,4113,4111,4105,-1,4114,4110,4111,-1,4115,4133,4132,-1,4117,4123,4122,-1,4118,4116,4119,-1,4120,4119,4087,-1,4121,4122,4103,-1,4122,4120,4098,-1,4123,4118,4120,-1,4125,4127,4123,-1,4126,4124,4116,-1,4127,4126,4118,-1,4128,3537,4129,-1,4130,4129,4124,-1,4131,4132,4127,-1,4132,4130,4126,-1,4133,4128,4130,-1,4134,4139,4138,-1,4135,4117,4121,-1,4136,4121,4089,-1,4137,4138,4114,-1,4138,4136,4110,-1,4139,4135,4136,-1,4140,4142,4139,-1,4141,4125,4117,-1,4142,4141,4135,-1,4143,4115,4131,-1,4144,4131,4125,-1,4145,4146,4142,-1,4146,4144,4141,-1,4147,4143,4144,-1,4148,4171,4170,-1,4149,4160,4159,-1,4150,4155,4154,-1,4151,4104,4107,-1,4152,4107,3984,-1,4153,4154,4074,-1,4154,4152,4070,-1,4155,4151,4152,-1,4156,4088,4112,-1,4157,4112,4104,-1,4158,4159,4155,-1,4159,4157,4151,-1,4160,4156,4157,-1,4161,4166,4165,-1,4162,4150,4153,-1,4163,4153,4063,-1,4164,4165,4085,-1,4165,4163,4081,-1,4166,4162,4163,-1,4167,4149,4158,-1,4168,4158,4150,-1,4169,4170,4166,-1,4170,4168,4162,-1,4171,4167,4168,-1,4172,4186,4185,-1,4173,4178,4177,-1,4174,4134,4137,-1,4175,4137,4088,-1,4176,4177,4160,-1,4177,4175,4156,-1,4178,4174,4175,-1,4179,4181,4178,-1,4180,4140,4134,-1,4181,4180,4174,-1,4182,4086,4145,-1,4183,4145,4140,-1,4184,4185,4181,-1,4185,4183,4180,-1,4186,4182,4183,-1,4187,4192,4191,-1,4188,4173,4176,-1,4189,4176,4149,-1,4190,4191,4171,-1,4191,4189,4167,-1,4192,4188,4189,-1,4193,4195,4192,-1,4194,4179,4173,-1,4195,4194,4188,-1,4196,4172,4184,-1,4197,4184,4179,-1,4198,4199,4195,-1,4199,4197,4194,-1,4200,4196,4197,-1,4201,4304,4303,-1,4202,4249,4248,-1,4203,4226,4225,-1,4204,4215,4214,-1,4205,4210,4209,-1,4206,4052,4055,-1,4207,4055,3541,-1,4208,4209,3904,-1,4209,4207,3900,-1,4210,4206,4207,-1,4211,4039,4060,-1,4212,4060,4052,-1,4213,4214,4210,-1,4214,4212,4206,-1,4215,4211,4212,-1,4216,4221,4220,-1,4217,4205,4208,-1,4218,4208,3890,-1,4219,4220,3918,-1,4220,4218,3914,-1,4221,4217,4218,-1,4222,4204,4213,-1,4223,4213,4205,-1,4224,4225,4221,-1,4225,4223,4217,-1,4226,4222,4223,-1,4227,4238,4237,-1,4228,4233,4232,-1,4229,4075,4078,-1,4230,4078,4039,-1,4231,4232,4215,-1,4232,4230,4211,-1,4233,4229,4230,-1,4234,3983,4083,-1,4235,4083,4075,-1,4236,4237,4233,-1,4237,4235,4229,-1,4238,4234,4235,-1,4239,4244,4243,-1,4240,4228,4231,-1,4241,4231,4204,-1,4242,4243,4226,-1,4243,4241,4222,-1,4244,4240,4241,-1,4245,4227,4236,-1,4246,4236,4228,-1,4247,4248,4244,-1,4248,4246,4240,-1,4249,4245,4246,-1,4250,4277,4276,-1,4251,4262,4261,-1,4252,4257,4256,-1,4253,4216,4219,-1,4254,4219,3865,-1,4255,4256,3961,-1,4256,4254,3957,-1,4257,4253,4254,-1,4258,4203,4224,-1,4259,4224,4216,-1,4260,4261,4257,-1,4261,4259,4253,-1,4262,4258,4259,-1,4263,4270,4269,-1,4264,4267,4266,-1,4265,4266,3975,-1,4266,4255,3947,-1,4267,4252,4255,-1,4268,4269,3980,-1,4269,4265,3970,-1,4270,4264,4265,-1,4271,4274,4273,-1,4272,4273,4267,-1,4273,4260,4252,-1,4274,4251,4260,-1,4275,4276,4270,-1,4276,4272,4264,-1,4277,4271,4272,-1,4278,4289,4288,-1,4279,4284,4283,-1,4280,4239,4242,-1,4281,4242,4203,-1,4282,4283,4262,-1,4283,4281,4258,-1,4284,4280,4281,-1,4285,4202,4247,-1,4286,4247,4239,-1,4287,4288,4284,-1,4288,4286,4280,-1,4289,4285,4286,-1,4290,4297,4296,-1,4291,4294,4293,-1,4292,4293,4274,-1,4293,4282,4251,-1,4294,4279,4282,-1,4295,4296,4277,-1,4296,4292,4271,-1,4297,4291,4292,-1,4298,4301,4300,-1,4299,4300,4294,-1,4300,4287,4279,-1,4301,4278,4287,-1,4302,4303,4297,-1,4303,4299,4291,-1,4304,4298,4299,-1,4305,4358,4357,-1,4306,4329,4328,-1,4307,4318,4317,-1,4308,4313,4312,-1,4309,4161,4164,-1,4310,4164,3983,-1,4311,4312,4238,-1,4312,4310,4234,-1,4313,4309,4310,-1,4314,4148,4169,-1,4315,4169,4161,-1,4316,4317,4313,-1,4317,4315,4309,-1,4318,4314,4315,-1,4319,4324,4323,-1,4320,4308,4311,-1,4321,4311,4227,-1,4322,4323,4249,-1,4323,4321,4245,-1,4324,4320,4321,-1,4325,4307,4316,-1,4326,4316,4308,-1,4327,4328,4324,-1,4328,4326,4320,-1,4329,4325,4326,-1,4330,4344,4343,-1,4331,4336,4335,-1,4332,4187,4190,-1,4333,4190,4148,-1,4334,4335,4318,-1,4335,4333,4314,-1,4336,4332,4333,-1,4337,4339,4336,-1,4338,4193,4187,-1,4339,4338,4332,-1,4340,3981,4198,-1,4341,4198,4193,-1,4342,4343,4339,-1,4343,4341,4338,-1,4344,4340,4341,-1,4345,4350,4349,-1,4346,4331,4334,-1,4347,4334,4307,-1,4348,4349,4329,-1,4349,4347,4325,-1,4350,4346,4347,-1,4351,4353,4350,-1,4352,4337,4331,-1,4353,4352,4346,-1,4354,4330,4342,-1,4355,4342,4337,-1,4356,4357,4353,-1,4357,4355,4352,-1,4358,4354,4355,-1,4359,4386,4385,-1,4360,4371,4370,-1,4361,4366,4365,-1,4362,4319,4322,-1,4363,4322,4202,-1,4364,4365,4289,-1,4365,4363,4285,-1,4366,4362,4363,-1,4367,4306,4327,-1,4368,4327,4319,-1,4369,4370,4366,-1,4370,4368,4362,-1,4371,4367,4368,-1,4372,4379,4378,-1,4373,4376,4375,-1,4374,4375,4301,-1,4375,4364,4278,-1,4376,4361,4364,-1,4377,4378,4304,-1,4378,4374,4298,-1,4379,4373,4374,-1,4380,4383,4382,-1,4381,4382,4376,-1,4382,4369,4361,-1,4383,4360,4369,-1,4384,4385,4379,-1,4385,4381,4373,-1,4386,4380,4381,-1,4387,4401,4400,-1,4388,4393,4392,-1,4389,4345,4348,-1,4390,4348,4306,-1,4391,4392,4371,-1,4392,4390,4367,-1,4393,4389,4390,-1,4394,4396,4393,-1,4395,4351,4345,-1,4396,4395,4389,-1,4397,4305,4356,-1,4398,4356,4351,-1,4399,4400,4396,-1,4400,4398,4395,-1,4401,4397,4398,-1,4402,4409,4408,-1,4403,4406,4405,-1,4404,4405,4383,-1,4405,4391,4360,-1,4406,4388,4391,-1,4407,4408,4386,-1,4408,4404,4380,-1,4409,4403,4404,-1,4410,4415,4414,-1,4411,4412,4406,-1,4412,4394,4388,-1,4413,4414,4412,-1,4414,4399,4394,-1,4415,4387,4399,-1,4416,4417,4409,-1,4417,4411,4403,-1,4418,4419,4417,-1,4419,4413,4411,-1,4420,4410,4413,-1,4421,4862,4861,-1,4422,4642,4641,-1,4423,4526,4525,-1,4424,4471,4470,-1,4425,4448,4447,-1,4426,4437,4436,-1,4427,4432,4431,-1,4428,3823,3828,-1,4429,3828,1770,-1,4430,4431,3239,-1,4431,4429,3235,-1,4432,4428,4429,-1,4433,3810,3835,-1,4434,3835,3823,-1,4435,4436,4432,-1,4436,4434,4428,-1,4437,4433,4434,-1,4438,4443,4442,-1,4439,4427,4430,-1,4440,4430,3225,-1,4441,4442,3253,-1,4442,4440,3249,-1,4443,4439,4440,-1,4444,4426,4435,-1,4445,4435,4427,-1,4446,4447,4443,-1,4447,4445,4439,-1,4448,4444,4445,-1,4449,4460,4459,-1,4450,4455,4454,-1,4451,3850,3855,-1,4452,3855,3810,-1,4453,4454,4437,-1,4454,4452,4433,-1,4455,4451,4452,-1,4456,3761,3862,-1,4457,3862,3850,-1,4458,4459,4455,-1,4459,4457,4451,-1,4460,4456,4457,-1,4461,4466,4465,-1,4462,4450,4453,-1,4463,4453,4426,-1,4464,4465,4448,-1,4465,4463,4444,-1,4466,4462,4463,-1,4467,4449,4458,-1,4468,4458,4450,-1,4469,4470,4466,-1,4470,4468,4462,-1,4471,4467,4468,-1,4472,4499,4498,-1,4473,4484,4483,-1,4474,4479,4478,-1,4475,4438,4441,-1,4476,4441,3200,-1,4477,4478,3296,-1,4478,4476,3292,-1,4479,4475,4476,-1,4480,4425,4446,-1,4481,4446,4438,-1,4482,4483,4479,-1,4483,4481,4475,-1,4484,4480,4481,-1,4485,4492,4491,-1,4486,4489,4488,-1,4487,4488,3310,-1,4488,4477,3282,-1,4489,4474,4477,-1,4490,4491,3315,-1,4491,4487,3305,-1,4492,4486,4487,-1,4493,4496,4495,-1,4494,4495,4489,-1,4495,4482,4474,-1,4496,4473,4482,-1,4497,4498,4492,-1,4498,4494,4486,-1,4499,4493,4494,-1,4500,4511,4510,-1,4501,4506,4505,-1,4502,4461,4464,-1,4503,4464,4425,-1,4504,4505,4484,-1,4505,4503,4480,-1,4506,4502,4503,-1,4507,4424,4469,-1,4508,4469,4461,-1,4509,4510,4506,-1,4510,4508,4502,-1,4511,4507,4508,-1,4512,4519,4518,-1,4513,4516,4515,-1,4514,4515,4496,-1,4515,4504,4473,-1,4516,4501,4504,-1,4517,4518,4499,-1,4518,4514,4493,-1,4519,4513,4514,-1,4520,4523,4522,-1,4521,4522,4516,-1,4522,4509,4501,-1,4523,4500,4509,-1,4524,4525,4519,-1,4525,4521,4513,-1,4526,4520,4521,-1,4527,4580,4579,-1,4528,4551,4550,-1,4529,4540,4539,-1,4530,4535,4534,-1,4531,3932,3937,-1,4532,3937,3761,-1,4533,4534,4460,-1,4534,4532,4456,-1,4535,4531,4532,-1,4536,3919,3944,-1,4537,3944,3932,-1,4538,4539,4535,-1,4539,4537,4531,-1,4540,4536,4537,-1,4541,4546,4545,-1,4542,4530,4533,-1,4543,4533,4449,-1,4544,4545,4471,-1,4545,4543,4467,-1,4546,4542,4543,-1,4547,4529,4538,-1,4548,4538,4530,-1,4549,4550,4546,-1,4550,4548,4542,-1,4551,4547,4548,-1,4552,4566,4565,-1,4553,4558,4557,-1,4554,3962,3967,-1,4555,3967,3919,-1,4556,4557,4540,-1,4557,4555,4536,-1,4558,4554,4555,-1,4559,4561,4558,-1,4560,3976,3962,-1,4561,4560,4554,-1,4562,3540,3978,-1,4563,3978,3976,-1,4564,4565,4561,-1,4565,4563,4560,-1,4566,4562,4563,-1,4567,4572,4571,-1,4568,4553,4556,-1,4569,4556,4529,-1,4570,4571,4551,-1,4571,4569,4547,-1,4572,4568,4569,-1,4573,4575,4572,-1,4574,4559,4553,-1,4575,4574,4568,-1,4576,4552,4564,-1,4577,4564,4559,-1,4578,4579,4575,-1,4579,4577,4574,-1,4580,4576,4577,-1,4581,4608,4607,-1,4582,4593,4592,-1,4583,4588,4587,-1,4584,4541,4544,-1,4585,4544,4424,-1,4586,4587,4511,-1,4587,4585,4507,-1,4588,4584,4585,-1,4589,4528,4549,-1,4590,4549,4541,-1,4591,4592,4588,-1,4592,4590,4584,-1,4593,4589,4590,-1,4594,4601,4600,-1,4595,4598,4597,-1,4596,4597,4523,-1,4597,4586,4500,-1,4598,4583,4586,-1,4599,4600,4526,-1,4600,4596,4520,-1,4601,4595,4596,-1,4602,4605,4604,-1,4603,4604,4598,-1,4604,4591,4583,-1,4605,4582,4591,-1,4606,4607,4601,-1,4607,4603,4595,-1,4608,4602,4603,-1,4609,4623,4622,-1,4610,4615,4614,-1,4611,4567,4570,-1,4612,4570,4528,-1,4613,4614,4593,-1,4614,4612,4589,-1,4615,4611,4612,-1,4616,4618,4615,-1,4617,4573,4567,-1,4618,4617,4611,-1,4619,4527,4578,-1,4620,4578,4573,-1,4621,4622,4618,-1,4622,4620,4617,-1,4623,4619,4620,-1,4624,4631,4630,-1,4625,4628,4627,-1,4626,4627,4605,-1,4627,4613,4582,-1,4628,4610,4613,-1,4629,4630,4608,-1,4630,4626,4602,-1,4631,4625,4626,-1,4632,4637,4636,-1,4633,4634,4628,-1,4634,4616,4610,-1,4635,4636,4634,-1,4636,4621,4616,-1,4637,4609,4621,-1,4638,4639,4631,-1,4639,4633,4625,-1,4640,4641,4639,-1,4641,4635,4633,-1,4642,4632,4635,-1,4643,4746,4745,-1,4644,4691,4690,-1,4645,4668,4667,-1,4646,4657,4656,-1,4647,4652,4651,-1,4648,4485,4490,-1,4649,4490,3095,-1,4650,4651,3459,-1,4651,4649,3455,-1,4652,4648,4649,-1,4653,4472,4497,-1,4654,4497,4485,-1,4655,4656,4652,-1,4656,4654,4648,-1,4657,4653,4654,-1,4658,4663,4662,-1,4659,4647,4650,-1,4660,4650,3445,-1,4661,4662,3473,-1,4662,4660,3469,-1,4663,4659,4660,-1,4664,4646,4655,-1,4665,4655,4647,-1,4666,4667,4663,-1,4667,4665,4659,-1,4668,4664,4665,-1,4669,4680,4679,-1,4670,4675,4674,-1,4671,4512,4517,-1,4672,4517,4472,-1,4673,4674,4657,-1,4674,4672,4653,-1,4675,4671,4672,-1,4676,4423,4524,-1,4677,4524,4512,-1,4678,4679,4675,-1,4679,4677,4671,-1,4680,4676,4677,-1,4681,4686,4685,-1,4682,4670,4673,-1,4683,4673,4646,-1,4684,4685,4668,-1,4685,4683,4664,-1,4686,4682,4683,-1,4687,4669,4678,-1,4688,4678,4670,-1,4689,4690,4686,-1,4690,4688,4682,-1,4691,4687,4688,-1,4692,4719,4718,-1,4693,4704,4703,-1,4694,4699,4698,-1,4695,4658,4661,-1,4696,4661,3420,-1,4697,4698,3516,-1,4698,4696,3512,-1,4699,4695,4696,-1,4700,4645,4666,-1,4701,4666,4658,-1,4702,4703,4699,-1,4703,4701,4695,-1,4704,4700,4701,-1,4705,4712,4711,-1,4706,4709,4708,-1,4707,4708,3530,-1,4708,4697,3502,-1,4709,4694,4697,-1,4710,4711,3535,-1,4711,4707,3525,-1,4712,4706,4707,-1,4713,4716,4715,-1,4714,4715,4709,-1,4715,4702,4694,-1,4716,4693,4702,-1,4717,4718,4712,-1,4718,4714,4706,-1,4719,4713,4714,-1,4720,4731,4730,-1,4721,4726,4725,-1,4722,4681,4684,-1,4723,4684,4645,-1,4724,4725,4704,-1,4725,4723,4700,-1,4726,4722,4723,-1,4727,4644,4689,-1,4728,4689,4681,-1,4729,4730,4726,-1,4730,4728,4722,-1,4731,4727,4728,-1,4732,4739,4738,-1,4733,4736,4735,-1,4734,4735,4716,-1,4735,4724,4693,-1,4736,4721,4724,-1,4737,4738,4719,-1,4738,4734,4713,-1,4739,4733,4734,-1,4740,4743,4742,-1,4741,4742,4736,-1,4742,4729,4721,-1,4743,4720,4729,-1,4744,4745,4739,-1,4745,4741,4733,-1,4746,4740,4741,-1,4747,4800,4799,-1,4748,4771,4770,-1,4749,4760,4759,-1,4750,4755,4754,-1,4751,4594,4599,-1,4752,4599,4423,-1,4753,4754,4680,-1,4754,4752,4676,-1,4755,4751,4752,-1,4756,4581,4606,-1,4757,4606,4594,-1,4758,4759,4755,-1,4759,4757,4751,-1,4760,4756,4757,-1,4761,4766,4765,-1,4762,4750,4753,-1,4763,4753,4669,-1,4764,4765,4691,-1,4765,4763,4687,-1,4766,4762,4763,-1,4767,4749,4758,-1,4768,4758,4750,-1,4769,4770,4766,-1,4770,4768,4762,-1,4771,4767,4768,-1,4772,4786,4785,-1,4773,4778,4777,-1,4774,4624,4629,-1,4775,4629,4581,-1,4776,4777,4760,-1,4777,4775,4756,-1,4778,4774,4775,-1,4779,4781,4778,-1,4780,4638,4624,-1,4781,4780,4774,-1,4782,4422,4640,-1,4783,4640,4638,-1,4784,4785,4781,-1,4785,4783,4780,-1,4786,4782,4783,-1,4787,4792,4791,-1,4788,4773,4776,-1,4789,4776,4749,-1,4790,4791,4771,-1,4791,4789,4767,-1,4792,4788,4789,-1,4793,4795,4792,-1,4794,4779,4773,-1,4795,4794,4788,-1,4796,4772,4784,-1,4797,4784,4779,-1,4798,4799,4795,-1,4799,4797,4794,-1,4800,4796,4797,-1,4801,4828,4827,-1,4802,4813,4812,-1,4803,4808,4807,-1,4804,4761,4764,-1,4805,4764,4644,-1,4806,4807,4731,-1,4807,4805,4727,-1,4808,4804,4805,-1,4809,4748,4769,-1,4810,4769,4761,-1,4811,4812,4808,-1,4812,4810,4804,-1,4813,4809,4810,-1,4814,4821,4820,-1,4815,4818,4817,-1,4816,4817,4743,-1,4817,4806,4720,-1,4818,4803,4806,-1,4819,4820,4746,-1,4820,4816,4740,-1,4821,4815,4816,-1,4822,4825,4824,-1,4823,4824,4818,-1,4824,4811,4803,-1,4825,4802,4811,-1,4826,4827,4821,-1,4827,4823,4815,-1,4828,4822,4823,-1,4829,4843,4842,-1,4830,4835,4834,-1,4831,4787,4790,-1,4832,4790,4748,-1,4833,4834,4813,-1,4834,4832,4809,-1,4835,4831,4832,-1,4836,4838,4835,-1,4837,4793,4787,-1,4838,4837,4831,-1,4839,4747,4798,-1,4840,4798,4793,-1,4841,4842,4838,-1,4842,4840,4837,-1,4843,4839,4840,-1,4844,4851,4850,-1,4845,4848,4847,-1,4846,4847,4825,-1,4847,4833,4802,-1,4848,4830,4833,-1,4849,4850,4828,-1,4850,4846,4822,-1,4851,4845,4846,-1,4852,4857,4856,-1,4853,4854,4848,-1,4854,4836,4830,-1,4855,4856,4854,-1,4856,4841,4836,-1,4857,4829,4841,-1,4858,4859,4851,-1,4859,4853,4845,-1,4860,4861,4859,-1,4861,4855,4853,-1,4862,4852,4855,-1,4863,5083,5082,-1,4864,4967,4966,-1,4865,4912,4911,-1,4866,4889,4888,-1,4867,4878,4877,-1,4868,4873,4872,-1,4869,4263,4268,-1,4870,4268,3540,-1,4871,4872,4566,-1,4872,4870,4562,-1,4873,4869,4870,-1,4874,4250,4275,-1,4875,4275,4263,-1,4876,4877,4873,-1,4877,4875,4869,-1,4878,4874,4875,-1,4879,4884,4883,-1,4880,4868,4871,-1,4881,4871,4552,-1,4882,4883,4580,-1,4883,4881,4576,-1,4884,4880,4881,-1,4885,4867,4876,-1,4886,4876,4868,-1,4887,4888,4884,-1,4888,4886,4880,-1,4889,4885,4886,-1,4890,4901,4900,-1,4891,4896,4895,-1,4892,4290,4295,-1,4893,4295,4250,-1,4894,4895,4878,-1,4895,4893,4874,-1,4896,4892,4893,-1,4897,4201,4302,-1,4898,4302,4290,-1,4899,4900,4896,-1,4900,4898,4892,-1,4901,4897,4898,-1,4902,4907,4906,-1,4903,4891,4894,-1,4904,4894,4867,-1,4905,4906,4889,-1,4906,4904,4885,-1,4907,4903,4904,-1,4908,4890,4899,-1,4909,4899,4891,-1,4910,4911,4907,-1,4911,4909,4903,-1,4912,4908,4909,-1,4913,4940,4939,-1,4914,4925,4924,-1,4915,4920,4919,-1,4916,4879,4882,-1,4917,4882,4527,-1,4918,4919,4623,-1,4919,4917,4619,-1,4920,4916,4917,-1,4921,4866,4887,-1,4922,4887,4879,-1,4923,4924,4920,-1,4924,4922,4916,-1,4925,4921,4922,-1,4926,4933,4932,-1,4927,4930,4929,-1,4928,4929,4637,-1,4929,4918,4609,-1,4930,4915,4918,-1,4931,4932,4642,-1,4932,4928,4632,-1,4933,4927,4928,-1,4934,4937,4936,-1,4935,4936,4930,-1,4936,4923,4915,-1,4937,4914,4923,-1,4938,4939,4933,-1,4939,4935,4927,-1,4940,4934,4935,-1,4941,4952,4951,-1,4942,4947,4946,-1,4943,4902,4905,-1,4944,4905,4866,-1,4945,4946,4925,-1,4946,4944,4921,-1,4947,4943,4944,-1,4948,4865,4910,-1,4949,4910,4902,-1,4950,4951,4947,-1,4951,4949,4943,-1,4952,4948,4949,-1,4953,4960,4959,-1,4954,4957,4956,-1,4955,4956,4937,-1,4956,4945,4914,-1,4957,4942,4945,-1,4958,4959,4940,-1,4959,4955,4934,-1,4960,4954,4955,-1,4961,4964,4963,-1,4962,4963,4957,-1,4963,4950,4942,-1,4964,4941,4950,-1,4965,4966,4960,-1,4966,4962,4954,-1,4967,4961,4962,-1,4968,5021,5020,-1,4969,4992,4991,-1,4970,4981,4980,-1,4971,4976,4975,-1,4972,4372,4377,-1,4973,4377,4201,-1,4974,4975,4901,-1,4975,4973,4897,-1,4976,4972,4973,-1,4977,4359,4384,-1,4978,4384,4372,-1,4979,4980,4976,-1,4980,4978,4972,-1,4981,4977,4978,-1,4982,4987,4986,-1,4983,4971,4974,-1,4984,4974,4890,-1,4985,4986,4912,-1,4986,4984,4908,-1,4987,4983,4984,-1,4988,4970,4979,-1,4989,4979,4971,-1,4990,4991,4987,-1,4991,4989,4983,-1,4992,4988,4989,-1,4993,5007,5006,-1,4994,4999,4998,-1,4995,4402,4407,-1,4996,4407,4359,-1,4997,4998,4981,-1,4998,4996,4977,-1,4999,4995,4996,-1,5000,5002,4999,-1,5001,4416,4402,-1,5002,5001,4995,-1,5003,3538,4418,-1,5004,4418,4416,-1,5005,5006,5002,-1,5006,5004,5001,-1,5007,5003,5004,-1,5008,5013,5012,-1,5009,4994,4997,-1,5010,4997,4970,-1,5011,5012,4992,-1,5012,5010,4988,-1,5013,5009,5010,-1,5014,5016,5013,-1,5015,5000,4994,-1,5016,5015,5009,-1,5017,4993,5005,-1,5018,5005,5000,-1,5019,5020,5016,-1,5020,5018,5015,-1,5021,5017,5018,-1,5022,5049,5048,-1,5023,5034,5033,-1,5024,5029,5028,-1,5025,4982,4985,-1,5026,4985,4865,-1,5027,5028,4952,-1,5028,5026,4948,-1,5029,5025,5026,-1,5030,4969,4990,-1,5031,4990,4982,-1,5032,5033,5029,-1,5033,5031,5025,-1,5034,5030,5031,-1,5035,5042,5041,-1,5036,5039,5038,-1,5037,5038,4964,-1,5038,5027,4941,-1,5039,5024,5027,-1,5040,5041,4967,-1,5041,5037,4961,-1,5042,5036,5037,-1,5043,5046,5045,-1,5044,5045,5039,-1,5045,5032,5024,-1,5046,5023,5032,-1,5047,5048,5042,-1,5048,5044,5036,-1,5049,5043,5044,-1,5050,5064,5063,-1,5051,5056,5055,-1,5052,5008,5011,-1,5053,5011,4969,-1,5054,5055,5034,-1,5055,5053,5030,-1,5056,5052,5053,-1,5057,5059,5056,-1,5058,5014,5008,-1,5059,5058,5052,-1,5060,4968,5019,-1,5061,5019,5014,-1,5062,5063,5059,-1,5063,5061,5058,-1,5064,5060,5061,-1,5065,5072,5071,-1,5066,5069,5068,-1,5067,5068,5046,-1,5068,5054,5023,-1,5069,5051,5054,-1,5070,5071,5049,-1,5071,5067,5043,-1,5072,5066,5067,-1,5073,5078,5077,-1,5074,5075,5069,-1,5075,5057,5051,-1,5076,5077,5075,-1,5077,5062,5057,-1,5078,5050,5062,-1,5079,5080,5072,-1,5080,5074,5066,-1,5081,5082,5080,-1,5082,5076,5074,-1,5083,5073,5076,-1,5084,5187,5186,-1,5085,5132,5131,-1,5086,5109,5108,-1,5087,5098,5097,-1,5088,5093,5092,-1,5089,4926,4931,-1,5090,4931,4422,-1,5091,5092,4786,-1,5092,5090,4782,-1,5093,5089,5090,-1,5094,4913,4938,-1,5095,4938,4926,-1,5096,5097,5093,-1,5097,5095,5089,-1,5098,5094,5095,-1,5099,5104,5103,-1,5100,5088,5091,-1,5101,5091,4772,-1,5102,5103,4800,-1,5103,5101,4796,-1,5104,5100,5101,-1,5105,5087,5096,-1,5106,5096,5088,-1,5107,5108,5104,-1,5108,5106,5100,-1,5109,5105,5106,-1,5110,5121,5120,-1,5111,5116,5115,-1,5112,4953,4958,-1,5113,4958,4913,-1,5114,5115,5098,-1,5115,5113,5094,-1,5116,5112,5113,-1,5117,4864,4965,-1,5118,4965,4953,-1,5119,5120,5116,-1,5120,5118,5112,-1,5121,5117,5118,-1,5122,5127,5126,-1,5123,5111,5114,-1,5124,5114,5087,-1,5125,5126,5109,-1,5126,5124,5105,-1,5127,5123,5124,-1,5128,5110,5119,-1,5129,5119,5111,-1,5130,5131,5127,-1,5131,5129,5123,-1,5132,5128,5129,-1,5133,5160,5159,-1,5134,5145,5144,-1,5135,5140,5139,-1,5136,5099,5102,-1,5137,5102,4747,-1,5138,5139,4843,-1,5139,5137,4839,-1,5140,5136,5137,-1,5141,5086,5107,-1,5142,5107,5099,-1,5143,5144,5140,-1,5144,5142,5136,-1,5145,5141,5142,-1,5146,5153,5152,-1,5147,5150,5149,-1,5148,5149,4857,-1,5149,5138,4829,-1,5150,5135,5138,-1,5151,5152,4862,-1,5152,5148,4852,-1,5153,5147,5148,-1,5154,5157,5156,-1,5155,5156,5150,-1,5156,5143,5135,-1,5157,5134,5143,-1,5158,5159,5153,-1,5159,5155,5147,-1,5160,5154,5155,-1,5161,5172,5171,-1,5162,5167,5166,-1,5163,5122,5125,-1,5164,5125,5086,-1,5165,5166,5145,-1,5166,5164,5141,-1,5167,5163,5164,-1,5168,5085,5130,-1,5169,5130,5122,-1,5170,5171,5167,-1,5171,5169,5163,-1,5172,5168,5169,-1,5173,5180,5179,-1,5174,5177,5176,-1,5175,5176,5157,-1,5176,5165,5134,-1,5177,5162,5165,-1,5178,5179,5160,-1,5179,5175,5154,-1,5180,5174,5175,-1,5181,5184,5183,-1,5182,5183,5177,-1,5183,5170,5162,-1,5184,5161,5170,-1,5185,5186,5180,-1,5186,5182,5174,-1,5187,5181,5182,-1,5188,5241,5240,-1,5189,5212,5211,-1,5190,5201,5200,-1,5191,5196,5195,-1,5192,5035,5040,-1,5193,5040,4864,-1,5194,5195,5121,-1,5195,5193,5117,-1,5196,5192,5193,-1,5197,5022,5047,-1,5198,5047,5035,-1,5199,5200,5196,-1,5200,5198,5192,-1,5201,5197,5198,-1,5202,5207,5206,-1,5203,5191,5194,-1,5204,5194,5110,-1,5205,5206,5132,-1,5206,5204,5128,-1,5207,5203,5204,-1,5208,5190,5199,-1,5209,5199,5191,-1,5210,5211,5207,-1,5211,5209,5203,-1,5212,5208,5209,-1,5213,5227,5226,-1,5214,5219,5218,-1,5215,5065,5070,-1,5216,5070,5022,-1,5217,5218,5201,-1,5218,5216,5197,-1,5219,5215,5216,-1,5220,5222,5219,-1,5221,5079,5065,-1,5222,5221,5215,-1,5223,4863,5081,-1,5224,5081,5079,-1,5225,5226,5222,-1,5226,5224,5221,-1,5227,5223,5224,-1,5228,5233,5232,-1,5229,5214,5217,-1,5230,5217,5190,-1,5231,5232,5212,-1,5232,5230,5208,-1,5233,5229,5230,-1,5234,5236,5233,-1,5235,5220,5214,-1,5236,5235,5229,-1,5237,5213,5225,-1,5238,5225,5220,-1,5239,5240,5236,-1,5240,5238,5235,-1,5241,5237,5238,-1,5242,5269,5268,-1,5243,5254,5253,-1,5244,5249,5248,-1,5245,5202,5205,-1,5246,5205,5085,-1,5247,5248,5172,-1,5248,5246,5168,-1,5249,5245,5246,-1,5250,5189,5210,-1,5251,5210,5202,-1,5252,5253,5249,-1,5253,5251,5245,-1,5254,5250,5251,-1,5255,5262,5261,-1,5256,5259,5258,-1,5257,5258,5184,-1,5258,5247,5161,-1,5259,5244,5247,-1,5260,5261,5187,-1,5261,5257,5181,-1,5262,5256,5257,-1,5263,5266,5265,-1,5264,5265,5259,-1,5265,5252,5244,-1,5266,5243,5252,-1,5267,5268,5262,-1,5268,5264,5256,-1,5269,5263,5264,-1,5270,5284,5283,-1,5271,5276,5275,-1,5272,5228,5231,-1,5273,5231,5189,-1,5274,5275,5254,-1,5275,5273,5250,-1,5276,5272,5273,-1,5277,5279,5276,-1,5278,5234,5228,-1,5279,5278,5272,-1,5280,5188,5239,-1,5281,5239,5234,-1,5282,5283,5279,-1,5283,5281,5278,-1,5284,5280,5281,-1,5285,5292,5291,-1,5286,5289,5288,-1,5287,5288,5266,-1,5288,5274,5243,-1,5289,5271,5274,-1,5290,5291,5269,-1,5291,5287,5263,-1,5292,5286,5287,-1,5293,5298,5297,-1,5294,5295,5289,-1,5295,5277,5271,-1,5296,5297,5295,-1,5297,5282,5277,-1,5298,5270,5282,-1,5299,5300,5292,-1,5300,5294,5286,-1,5301,5302,5300,-1,5302,5296,5294,-1,5303,5293,5296,-1,6,308,6161,-1,5305,5745,5744,-1,5306,5525,5524,-1,5308,5410,5409,-1,5309,5363,5362,-1,5311,5337,5336,-1,5312,5326,5325,-1,5314,5320,5319,-1,5315,5313,5316,-1,5317,5316,3537,-1,5318,5319,4133,-1,5319,5317,4128,-1,5320,5315,5317,-1,5321,5310,5322,-1,5323,5322,5313,-1,5324,5325,5320,-1,5325,5323,5315,-1,5326,5321,5323,-1,5327,5332,5331,-1,5328,5314,5318,-1,5329,5318,4115,-1,5330,5331,4147,-1,5331,5329,4143,-1,5332,5328,5329,-1,5333,5312,5324,-1,5334,5324,5314,-1,5335,5336,5332,-1,5336,5334,5328,-1,5337,5333,5334,-1,5338,5352,5351,-1,5340,5346,5345,-1,5341,5339,5342,-1,5343,5342,5310,-1,5344,5345,5326,-1,5345,5343,5321,-1,5346,5341,5343,-1,5347,5307,5348,-1,5349,5348,5339,-1,5350,5351,5346,-1,5351,5349,5341,-1,5352,5347,5349,-1,5353,5358,5357,-1,5354,5340,5344,-1,5355,5344,5312,-1,5356,5357,5337,-1,5357,5355,5333,-1,5358,5354,5355,-1,5359,5338,5350,-1,5360,5350,5340,-1,5361,5362,5358,-1,5362,5360,5354,-1,5363,5359,5360,-1,5364,5387,5386,-1,5365,5376,5375,-1,5366,5371,5370,-1,5367,5327,5330,-1,5368,5330,4086,-1,5369,5370,4186,-1,5370,5368,4182,-1,5371,5367,5368,-1,5372,5311,5335,-1,5373,5335,5327,-1,5374,5375,5371,-1,5375,5373,5367,-1,5376,5372,5373,-1,5377,5382,5381,-1,5378,5366,5369,-1,5379,5369,4172,-1,5380,5381,4200,-1,5381,5379,4196,-1,5382,5378,5379,-1,5383,5365,5374,-1,5384,5374,5366,-1,5385,5386,5382,-1,5386,5384,5378,-1,5387,5383,5384,-1,5388,5399,5398,-1,5389,5394,5393,-1,5390,5353,5356,-1,5391,5356,5311,-1,5392,5393,5376,-1,5393,5391,5372,-1,5394,5390,5391,-1,5395,5309,5361,-1,5396,5361,5353,-1,5397,5398,5394,-1,5398,5396,5390,-1,5399,5395,5396,-1,5400,5405,5404,-1,5401,5389,5392,-1,5402,5392,5365,-1,5403,5404,5387,-1,5404,5402,5383,-1,5405,5401,5402,-1,5406,5388,5397,-1,5407,5397,5389,-1,5408,5409,5405,-1,5409,5407,5401,-1,5410,5406,5407,-1,5411,5472,5471,-1,5413,5439,5438,-1,5414,5428,5427,-1,5416,5422,5421,-1,5417,5415,5418,-1,5419,5418,5307,-1,5420,5421,5352,-1,5421,5419,5347,-1,5422,5417,5419,-1,5423,5412,5424,-1,5425,5424,5415,-1,5426,5427,5422,-1,5427,5425,5417,-1,5428,5423,5425,-1,5429,5434,5433,-1,5430,5416,5420,-1,5431,5420,5338,-1,5432,5433,5363,-1,5433,5431,5359,-1,5434,5430,5431,-1,5435,5414,5426,-1,5436,5426,5416,-1,5437,5438,5434,-1,5438,5436,5430,-1,5439,5435,5436,-1,5440,5458,5457,-1,5442,5448,5447,-1,5443,5441,5444,-1,5445,5444,5412,-1,5446,5447,5428,-1,5447,5445,5423,-1,5448,5443,5445,-1,5450,5452,5448,-1,5451,5449,5441,-1,5452,5451,5443,-1,5453,5304,5454,-1,5455,5454,5449,-1,5456,5457,5452,-1,5457,5455,5451,-1,5458,5453,5455,-1,5459,5464,5463,-1,5460,5442,5446,-1,5461,5446,5414,-1,5462,5463,5439,-1,5463,5461,5435,-1,5464,5460,5461,-1,5465,5467,5464,-1,5466,5450,5442,-1,5467,5466,5460,-1,5468,5440,5456,-1,5469,5456,5450,-1,5470,5471,5467,-1,5471,5469,5466,-1,5472,5468,5469,-1,5473,5496,5495,-1,5474,5485,5484,-1,5475,5480,5479,-1,5476,5429,5432,-1,5477,5432,5309,-1,5478,5479,5399,-1,5479,5477,5395,-1,5480,5476,5477,-1,5481,5413,5437,-1,5482,5437,5429,-1,5483,5484,5480,-1,5484,5482,5476,-1,5485,5481,5482,-1,5486,5491,5490,-1,5487,5475,5478,-1,5488,5478,5388,-1,5489,5490,5410,-1,5490,5488,5406,-1,5491,5487,5488,-1,5492,5474,5483,-1,5493,5483,5475,-1,5494,5495,5491,-1,5495,5493,5487,-1,5496,5492,5493,-1,5497,5511,5510,-1,5498,5503,5502,-1,5499,5459,5462,-1,5500,5462,5413,-1,5501,5502,5485,-1,5502,5500,5481,-1,5503,5499,5500,-1,5504,5506,5503,-1,5505,5465,5459,-1,5506,5505,5499,-1,5507,5411,5470,-1,5508,5470,5465,-1,5509,5510,5506,-1,5510,5508,5505,-1,5511,5507,5508,-1,5512,5517,5516,-1,5513,5498,5501,-1,5514,5501,5474,-1,5515,5516,5496,-1,5516,5514,5492,-1,5517,5513,5514,-1,5518,5520,5517,-1,5519,5504,5498,-1,5520,5519,5513,-1,5521,5497,5509,-1,5522,5509,5504,-1,5523,5524,5520,-1,5524,5522,5519,-1,5525,5521,5522,-1,5526,5629,5628,-1,5527,5574,5573,-1,5528,5551,5550,-1,5529,5540,5539,-1,5530,5535,5534,-1,5531,5377,5380,-1,5532,5380,3981,-1,5533,5534,4344,-1,5534,5532,4340,-1,5535,5531,5532,-1,5536,5364,5385,-1,5537,5385,5377,-1,5538,5539,5535,-1,5539,5537,5531,-1,5540,5536,5537,-1,5541,5546,5545,-1,5542,5530,5533,-1,5543,5533,4330,-1,5544,5545,4358,-1,5545,5543,4354,-1,5546,5542,5543,-1,5547,5529,5538,-1,5548,5538,5530,-1,5549,5550,5546,-1,5550,5548,5542,-1,5551,5547,5548,-1,5552,5563,5562,-1,5553,5558,5557,-1,5554,5400,5403,-1,5555,5403,5364,-1,5556,5557,5540,-1,5557,5555,5536,-1,5558,5554,5555,-1,5559,5308,5408,-1,5560,5408,5400,-1,5561,5562,5558,-1,5562,5560,5554,-1,5563,5559,5560,-1,5564,5569,5568,-1,5565,5553,5556,-1,5566,5556,5529,-1,5567,5568,5551,-1,5568,5566,5547,-1,5569,5565,5566,-1,5570,5552,5561,-1,5571,5561,5553,-1,5572,5573,5569,-1,5573,5571,5565,-1,5574,5570,5571,-1,5575,5602,5601,-1,5576,5587,5586,-1,5577,5582,5581,-1,5578,5541,5544,-1,5579,5544,4305,-1,5580,5581,4401,-1,5581,5579,4397,-1,5582,5578,5579,-1,5583,5528,5549,-1,5584,5549,5541,-1,5585,5586,5582,-1,5586,5584,5578,-1,5587,5583,5584,-1,5588,5595,5594,-1,5589,5592,5591,-1,5590,5591,4415,-1,5591,5580,4387,-1,5592,5577,5580,-1,5593,5594,4420,-1,5594,5590,4410,-1,5595,5589,5590,-1,5596,5599,5598,-1,5597,5598,5592,-1,5598,5585,5577,-1,5599,5576,5585,-1,5600,5601,5595,-1,5601,5597,5589,-1,5602,5596,5597,-1,5603,5614,5613,-1,5604,5609,5608,-1,5605,5564,5567,-1,5606,5567,5528,-1,5607,5608,5587,-1,5608,5606,5583,-1,5609,5605,5606,-1,5610,5527,5572,-1,5611,5572,5564,-1,5612,5613,5609,-1,5613,5611,5605,-1,5614,5610,5611,-1,5615,5622,5621,-1,5616,5619,5618,-1,5617,5618,5599,-1,5618,5607,5576,-1,5619,5604,5607,-1,5620,5621,5602,-1,5621,5617,5596,-1,5622,5616,5617,-1,5623,5626,5625,-1,5624,5625,5619,-1,5625,5612,5604,-1,5626,5603,5612,-1,5627,5628,5622,-1,5628,5624,5616,-1,5629,5623,5624,-1,5630,5683,5682,-1,5631,5654,5653,-1,5632,5643,5642,-1,5633,5638,5637,-1,5634,5486,5489,-1,5635,5489,5308,-1,5636,5637,5563,-1,5637,5635,5559,-1,5638,5634,5635,-1,5639,5473,5494,-1,5640,5494,5486,-1,5641,5642,5638,-1,5642,5640,5634,-1,5643,5639,5640,-1,5644,5649,5648,-1,5645,5633,5636,-1,5646,5636,5552,-1,5647,5648,5574,-1,5648,5646,5570,-1,5649,5645,5646,-1,5650,5632,5641,-1,5651,5641,5633,-1,5652,5653,5649,-1,5653,5651,5645,-1,5654,5650,5651,-1,5655,5669,5668,-1,5656,5661,5660,-1,5657,5512,5515,-1,5658,5515,5473,-1,5659,5660,5643,-1,5660,5658,5639,-1,5661,5657,5658,-1,5662,5664,5661,-1,5663,5518,5512,-1,5664,5663,5657,-1,5665,5306,5523,-1,5666,5523,5518,-1,5667,5668,5664,-1,5668,5666,5663,-1,5669,5665,5666,-1,5670,5675,5674,-1,5671,5656,5659,-1,5672,5659,5632,-1,5673,5674,5654,-1,5674,5672,5650,-1,5675,5671,5672,-1,5676,5678,5675,-1,5677,5662,5656,-1,5678,5677,5671,-1,5679,5655,5667,-1,5680,5667,5662,-1,5681,5682,5678,-1,5682,5680,5677,-1,5683,5679,5680,-1,5684,5711,5710,-1,5685,5696,5695,-1,5686,5691,5690,-1,5687,5644,5647,-1,5688,5647,5527,-1,5689,5690,5614,-1,5690,5688,5610,-1,5691,5687,5688,-1,5692,5631,5652,-1,5693,5652,5644,-1,5694,5695,5691,-1,5695,5693,5687,-1,5696,5692,5693,-1,5697,5704,5703,-1,5698,5701,5700,-1,5699,5700,5626,-1,5700,5689,5603,-1,5701,5686,5689,-1,5702,5703,5629,-1,5703,5699,5623,-1,5704,5698,5699,-1,5705,5708,5707,-1,5706,5707,5701,-1,5707,5694,5686,-1,5708,5685,5694,-1,5709,5710,5704,-1,5710,5706,5698,-1,5711,5705,5706,-1,5712,5726,5725,-1,5713,5718,5717,-1,5714,5670,5673,-1,5715,5673,5631,-1,5716,5717,5696,-1,5717,5715,5692,-1,5718,5714,5715,-1,5719,5721,5718,-1,5720,5676,5670,-1,5721,5720,5714,-1,5722,5630,5681,-1,5723,5681,5676,-1,5724,5725,5721,-1,5725,5723,5720,-1,5726,5722,5723,-1,5727,5734,5733,-1,5728,5731,5730,-1,5729,5730,5708,-1,5730,5716,5685,-1,5731,5713,5716,-1,5732,5733,5711,-1,5733,5729,5705,-1,5734,5728,5729,-1,5735,5740,5739,-1,5736,5737,5731,-1,5737,5719,5713,-1,5738,5739,5737,-1,5739,5724,5719,-1,5740,5712,5724,-1,5741,5742,5734,-1,5742,5736,5728,-1,5743,5744,5742,-1,5744,5738,5736,-1,5745,5735,5738,-1,10,96,5953,-1,5747,5849,5848,-1,5748,5802,5801,-1,5750,5776,5775,-1,5751,5765,5764,-1,5753,5759,5758,-1,5754,5752,5755,-1,5756,5755,5304,-1,5757,5758,5458,-1,5758,5756,5453,-1,5759,5754,5756,-1,5760,5749,5761,-1,5762,5761,5752,-1,5763,5764,5759,-1,5764,5762,5754,-1,5765,5760,5762,-1,5766,5771,5770,-1,5767,5753,5757,-1,5768,5757,5440,-1,5769,5770,5472,-1,5770,5768,5468,-1,5771,5767,5768,-1,5772,5751,5763,-1,5773,5763,5753,-1,5774,5775,5771,-1,5775,5773,5767,-1,5776,5772,5773,-1,5777,5791,5790,-1,5779,5785,5784,-1,5780,5778,5781,-1,5782,5781,5749,-1,5783,5784,5765,-1,5784,5782,5760,-1,5785,5780,5782,-1,5786,5746,5787,-1,5788,5787,5778,-1,5789,5790,5785,-1,5790,5788,5780,-1,5791,5786,5788,-1,5792,5797,5796,-1,5793,5779,5783,-1,5794,5783,5751,-1,5795,5796,5776,-1,5796,5794,5772,-1,5797,5793,5794,-1,5798,5777,5789,-1,5799,5789,5779,-1,5800,5801,5797,-1,5801,5799,5793,-1,5802,5798,5799,-1,5803,5826,5825,-1,5804,5815,5814,-1,5805,5810,5809,-1,5806,5766,5769,-1,5807,5769,5411,-1,5808,5809,5511,-1,5809,5807,5507,-1,5810,5806,5807,-1,5811,5750,5774,-1,5812,5774,5766,-1,5813,5814,5810,-1,5814,5812,5806,-1,5815,5811,5812,-1,5816,5821,5820,-1,5817,5805,5808,-1,5818,5808,5497,-1,5819,5820,5525,-1,5820,5818,5521,-1,5821,5817,5818,-1,5822,5804,5813,-1,5823,5813,5805,-1,5824,5825,5821,-1,5825,5823,5817,-1,5826,5822,5823,-1,5827,5838,5837,-1,5828,5833,5832,-1,5829,5792,5795,-1,5830,5795,5750,-1,5831,5832,5815,-1,5832,5830,5811,-1,5833,5829,5830,-1,5834,5748,5800,-1,5835,5800,5792,-1,5836,5837,5833,-1,5837,5835,5829,-1,5838,5834,5835,-1,5839,5844,5843,-1,5840,5828,5831,-1,5841,5831,5804,-1,5842,5843,5826,-1,5843,5841,5822,-1,5844,5840,5841,-1,5845,5827,5836,-1,5846,5836,5828,-1,5847,5848,5844,-1,5848,5846,5840,-1,5849,5845,5846,-1,14,41,5905,-1,5851,5877,5876,-1,5852,5866,5865,-1,5854,5860,5859,-1,5855,5853,5856,-1,5857,5856,5746,-1,5858,5859,5791,-1,5859,5857,5786,-1,5860,5855,5857,-1,5861,5850,5862,-1,5863,5862,5853,-1,5864,5865,5860,-1,5865,5863,5855,-1,5866,5861,5863,-1,5867,5872,5871,-1,5868,5854,5858,-1,5869,5858,5777,-1,5870,5871,5802,-1,5871,5869,5798,-1,5872,5868,5869,-1,5873,5852,5864,-1,5874,5864,5854,-1,5875,5876,5872,-1,5876,5874,5868,-1,5877,5873,5874,-1,18,27,5893,-1,5879,5885,5884,-1,5880,5878,5881,-1,5882,5881,5850,-1,5883,5884,5866,-1,5884,5882,5861,-1,5885,5880,5882,-1,5887,5889,5885,-1,5888,5886,5878,-1,5889,5888,5880,-1,22,0,5890,-1,5891,5890,5886,-1,5892,5893,5889,-1,5893,5891,5888,-1,27,22,5891,-1,5894,5899,5898,-1,5895,5879,5883,-1,5896,5883,5852,-1,5897,5898,5877,-1,5898,5896,5873,-1,5899,5895,5896,-1,5900,5902,5899,-1,5901,5887,5879,-1,5902,5901,5895,-1,37,18,5892,-1,5903,5892,5887,-1,5904,5905,5902,-1,5905,5903,5901,-1,41,37,5903,-1,5906,5929,5928,-1,5907,5918,5917,-1,5908,5913,5912,-1,5909,5867,5870,-1,5910,5870,5748,-1,5911,5912,5838,-1,5912,5910,5834,-1,5913,5909,5910,-1,5914,5851,5875,-1,5915,5875,5867,-1,5916,5917,5913,-1,5917,5915,5909,-1,5918,5914,5915,-1,5919,5924,5923,-1,5920,5908,5911,-1,5921,5911,5827,-1,5922,5923,5849,-1,5923,5921,5845,-1,5924,5920,5921,-1,5925,5907,5916,-1,5926,5916,5908,-1,5927,5928,5924,-1,5928,5926,5920,-1,5929,5925,5926,-1,76,83,5941,-1,5930,5935,5934,-1,5931,5894,5897,-1,5932,5897,5851,-1,5933,5934,5918,-1,5934,5932,5914,-1,5935,5931,5932,-1,5936,5938,5935,-1,5937,5900,5894,-1,5938,5937,5931,-1,79,14,5904,-1,5939,5904,5900,-1,5940,5941,5938,-1,5941,5939,5937,-1,83,79,5939,-1,5942,5947,5946,-1,5943,5930,5933,-1,5944,5933,5907,-1,5945,5946,5929,-1,5946,5944,5925,-1,5947,5943,5944,-1,5948,5950,5947,-1,5949,5936,5930,-1,5950,5949,5943,-1,92,76,5940,-1,5951,5940,5936,-1,5952,5953,5950,-1,5953,5951,5949,-1,96,92,5951,-1,5954,6057,6056,-1,5955,6002,6001,-1,5956,5979,5978,-1,5957,5968,5967,-1,5958,5963,5962,-1,5959,5816,5819,-1,5960,5819,5306,-1,5961,5962,5669,-1,5962,5960,5665,-1,5963,5959,5960,-1,5964,5803,5824,-1,5965,5824,5816,-1,5966,5967,5963,-1,5967,5965,5959,-1,5968,5964,5965,-1,5969,5974,5973,-1,5970,5958,5961,-1,5971,5961,5655,-1,5972,5973,5683,-1,5973,5971,5679,-1,5974,5970,5971,-1,5975,5957,5966,-1,5976,5966,5958,-1,5977,5978,5974,-1,5978,5976,5970,-1,5979,5975,5976,-1,5980,5991,5990,-1,5981,5986,5985,-1,5982,5839,5842,-1,5983,5842,5803,-1,5984,5985,5968,-1,5985,5983,5964,-1,5986,5982,5983,-1,5987,5747,5847,-1,5988,5847,5839,-1,5989,5990,5986,-1,5990,5988,5982,-1,5991,5987,5988,-1,5992,5997,5996,-1,5993,5981,5984,-1,5994,5984,5957,-1,5995,5996,5979,-1,5996,5994,5975,-1,5997,5993,5994,-1,5998,5980,5989,-1,5999,5989,5981,-1,6000,6001,5997,-1,6001,5999,5993,-1,6002,5998,5999,-1,6003,6030,6029,-1,6004,6015,6014,-1,6005,6010,6009,-1,6006,5969,5972,-1,6007,5972,5630,-1,6008,6009,5726,-1,6009,6007,5722,-1,6010,6006,6007,-1,6011,5956,5977,-1,6012,5977,5969,-1,6013,6014,6010,-1,6014,6012,6006,-1,6015,6011,6012,-1,6016,6023,6022,-1,6017,6020,6019,-1,6018,6019,5740,-1,6019,6008,5712,-1,6020,6005,6008,-1,6021,6022,5745,-1,6022,6018,5735,-1,6023,6017,6018,-1,6024,6027,6026,-1,6025,6026,6020,-1,6026,6013,6005,-1,6027,6004,6013,-1,6028,6029,6023,-1,6029,6025,6017,-1,6030,6024,6025,-1,6031,6042,6041,-1,6032,6037,6036,-1,6033,5992,5995,-1,6034,5995,5956,-1,6035,6036,6015,-1,6036,6034,6011,-1,6037,6033,6034,-1,6038,5955,6000,-1,6039,6000,5992,-1,6040,6041,6037,-1,6041,6039,6033,-1,6042,6038,6039,-1,6043,6050,6049,-1,6044,6047,6046,-1,6045,6046,6027,-1,6046,6035,6004,-1,6047,6032,6035,-1,6048,6049,6030,-1,6049,6045,6024,-1,6050,6044,6045,-1,6051,6054,6053,-1,6052,6053,6047,-1,6053,6040,6032,-1,6054,6031,6040,-1,6055,6056,6050,-1,6056,6052,6044,-1,6057,6051,6052,-1,230,253,6105,-1,6058,6081,6080,-1,6059,6070,6069,-1,6060,6065,6064,-1,6061,5919,5922,-1,6062,5922,5747,-1,6063,6064,5991,-1,6064,6062,5987,-1,6065,6061,6062,-1,6066,5906,5927,-1,6067,5927,5919,-1,6068,6069,6065,-1,6069,6067,6061,-1,6070,6066,6067,-1,6071,6076,6075,-1,6072,6060,6063,-1,6073,6063,5980,-1,6074,6075,6002,-1,6075,6073,5998,-1,6076,6072,6073,-1,6077,6059,6068,-1,6078,6068,6060,-1,6079,6080,6076,-1,6080,6078,6072,-1,6081,6077,6078,-1,233,240,6093,-1,6082,6087,6086,-1,6083,5942,5945,-1,6084,5945,5906,-1,6085,6086,6070,-1,6086,6084,6066,-1,6087,6083,6084,-1,6088,6090,6087,-1,6089,5948,5942,-1,6090,6089,6083,-1,236,10,5952,-1,6091,5952,5948,-1,6092,6093,6090,-1,6093,6091,6089,-1,240,236,6091,-1,6094,6099,6098,-1,6095,6082,6085,-1,6096,6085,6059,-1,6097,6098,6081,-1,6098,6096,6077,-1,6099,6095,6096,-1,6100,6102,6099,-1,6101,6088,6082,-1,6102,6101,6095,-1,249,233,6092,-1,6103,6092,6088,-1,6104,6105,6102,-1,6105,6103,6101,-1,253,249,6103,-1,6106,6133,6132,-1,6107,6118,6117,-1,6108,6113,6112,-1,6109,6071,6074,-1,6110,6074,5955,-1,6111,6112,6042,-1,6112,6110,6038,-1,6113,6109,6110,-1,6114,6058,6079,-1,6115,6079,6071,-1,6116,6117,6113,-1,6117,6115,6109,-1,6118,6114,6115,-1,6119,6126,6125,-1,6120,6123,6122,-1,6121,6122,6054,-1,6122,6111,6031,-1,6123,6108,6111,-1,6124,6125,6057,-1,6125,6121,6051,-1,6126,6120,6121,-1,6127,6130,6129,-1,6128,6129,6123,-1,6129,6116,6108,-1,6130,6107,6116,-1,6131,6132,6126,-1,6132,6128,6120,-1,6133,6127,6128,-1,285,292,6145,-1,6134,6139,6138,-1,6135,6094,6097,-1,6136,6097,6058,-1,6137,6138,6118,-1,6138,6136,6114,-1,6139,6135,6136,-1,6140,6142,6139,-1,6141,6100,6094,-1,6142,6141,6135,-1,288,230,6104,-1,6143,6104,6100,-1,6144,6145,6142,-1,6145,6143,6141,-1,292,288,6143,-1,6146,6153,6152,-1,6147,6150,6149,-1,6148,6149,6130,-1,6149,6137,6107,-1,6150,6134,6137,-1,6151,6152,6133,-1,6152,6148,6127,-1,6153,6147,6148,-1,301,304,6157,-1,6154,6155,6150,-1,6155,6140,6134,-1,6156,6157,6155,-1,6157,6144,6140,-1,304,285,6144,-1,6158,6159,6153,-1,6159,6154,6147,-1,6160,6161,6159,-1,6161,6156,6154,-1,308,301,6156,-1,6162,6603,6602,-1,6163,6383,6382,-1,6164,6267,6266,-1,6165,6212,6211,-1,6166,6189,6188,-1,6167,6178,6177,-1,6168,6173,6172,-1,6169,5588,5593,-1,6170,5593,3538,-1,6171,6172,5007,-1,6172,6170,5003,-1,6173,6169,6170,-1,6174,5575,5600,-1,6175,5600,5588,-1,6176,6177,6173,-1,6177,6175,6169,-1,6178,6174,6175,-1,6179,6184,6183,-1,6180,6168,6171,-1,6181,6171,4993,-1,6182,6183,5021,-1,6183,6181,5017,-1,6184,6180,6181,-1,6185,6167,6176,-1,6186,6176,6168,-1,6187,6188,6184,-1,6188,6186,6180,-1,6189,6185,6186,-1,6190,6201,6200,-1,6191,6196,6195,-1,6192,5615,5620,-1,6193,5620,5575,-1,6194,6195,6178,-1,6195,6193,6174,-1,6196,6192,6193,-1,6197,5526,5627,-1,6198,5627,5615,-1,6199,6200,6196,-1,6200,6198,6192,-1,6201,6197,6198,-1,6202,6207,6206,-1,6203,6191,6194,-1,6204,6194,6167,-1,6205,6206,6189,-1,6206,6204,6185,-1,6207,6203,6204,-1,6208,6190,6199,-1,6209,6199,6191,-1,6210,6211,6207,-1,6211,6209,6203,-1,6212,6208,6209,-1,6213,6240,6239,-1,6214,6225,6224,-1,6215,6220,6219,-1,6216,6179,6182,-1,6217,6182,4968,-1,6218,6219,5064,-1,6219,6217,5060,-1,6220,6216,6217,-1,6221,6166,6187,-1,6222,6187,6179,-1,6223,6224,6220,-1,6224,6222,6216,-1,6225,6221,6222,-1,6226,6233,6232,-1,6227,6230,6229,-1,6228,6229,5078,-1,6229,6218,5050,-1,6230,6215,6218,-1,6231,6232,5083,-1,6232,6228,5073,-1,6233,6227,6228,-1,6234,6237,6236,-1,6235,6236,6230,-1,6236,6223,6215,-1,6237,6214,6223,-1,6238,6239,6233,-1,6239,6235,6227,-1,6240,6234,6235,-1,6241,6252,6251,-1,6242,6247,6246,-1,6243,6202,6205,-1,6244,6205,6166,-1,6245,6246,6225,-1,6246,6244,6221,-1,6247,6243,6244,-1,6248,6165,6210,-1,6249,6210,6202,-1,6250,6251,6247,-1,6251,6249,6243,-1,6252,6248,6249,-1,6253,6260,6259,-1,6254,6257,6256,-1,6255,6256,6237,-1,6256,6245,6214,-1,6257,6242,6245,-1,6258,6259,6240,-1,6259,6255,6234,-1,6260,6254,6255,-1,6261,6264,6263,-1,6262,6263,6257,-1,6263,6250,6242,-1,6264,6241,6250,-1,6265,6266,6260,-1,6266,6262,6254,-1,6267,6261,6262,-1,6268,6321,6320,-1,6269,6292,6291,-1,6270,6281,6280,-1,6271,6276,6275,-1,6272,5697,5702,-1,6273,5702,5526,-1,6274,6275,6201,-1,6275,6273,6197,-1,6276,6272,6273,-1,6277,5684,5709,-1,6278,5709,5697,-1,6279,6280,6276,-1,6280,6278,6272,-1,6281,6277,6278,-1,6282,6287,6286,-1,6283,6271,6274,-1,6284,6274,6190,-1,6285,6286,6212,-1,6286,6284,6208,-1,6287,6283,6284,-1,6288,6270,6279,-1,6289,6279,6271,-1,6290,6291,6287,-1,6291,6289,6283,-1,6292,6288,6289,-1,6293,6307,6306,-1,6294,6299,6298,-1,6295,5727,5732,-1,6296,5732,5684,-1,6297,6298,6281,-1,6298,6296,6277,-1,6299,6295,6296,-1,6300,6302,6299,-1,6301,5741,5727,-1,6302,6301,6295,-1,6303,5305,5743,-1,6304,5743,5741,-1,6305,6306,6302,-1,6306,6304,6301,-1,6307,6303,6304,-1,6308,6313,6312,-1,6309,6294,6297,-1,6310,6297,6270,-1,6311,6312,6292,-1,6312,6310,6288,-1,6313,6309,6310,-1,6314,6316,6313,-1,6315,6300,6294,-1,6316,6315,6309,-1,6317,6293,6305,-1,6318,6305,6300,-1,6319,6320,6316,-1,6320,6318,6315,-1,6321,6317,6318,-1,6322,6349,6348,-1,6323,6334,6333,-1,6324,6329,6328,-1,6325,6282,6285,-1,6326,6285,6165,-1,6327,6328,6252,-1,6328,6326,6248,-1,6329,6325,6326,-1,6330,6269,6290,-1,6331,6290,6282,-1,6332,6333,6329,-1,6333,6331,6325,-1,6334,6330,6331,-1,6335,6342,6341,-1,6336,6339,6338,-1,6337,6338,6264,-1,6338,6327,6241,-1,6339,6324,6327,-1,6340,6341,6267,-1,6341,6337,6261,-1,6342,6336,6337,-1,6343,6346,6345,-1,6344,6345,6339,-1,6345,6332,6324,-1,6346,6323,6332,-1,6347,6348,6342,-1,6348,6344,6336,-1,6349,6343,6344,-1,6350,6364,6363,-1,6351,6356,6355,-1,6352,6308,6311,-1,6353,6311,6269,-1,6354,6355,6334,-1,6355,6353,6330,-1,6356,6352,6353,-1,6357,6359,6356,-1,6358,6314,6308,-1,6359,6358,6352,-1,6360,6268,6319,-1,6361,6319,6314,-1,6362,6363,6359,-1,6363,6361,6358,-1,6364,6360,6361,-1,6365,6372,6371,-1,6366,6369,6368,-1,6367,6368,6346,-1,6368,6354,6323,-1,6369,6351,6354,-1,6370,6371,6349,-1,6371,6367,6343,-1,6372,6366,6367,-1,6373,6378,6377,-1,6374,6375,6369,-1,6375,6357,6351,-1,6376,6377,6375,-1,6377,6362,6357,-1,6378,6350,6362,-1,6379,6380,6372,-1,6380,6374,6366,-1,6381,6382,6380,-1,6382,6376,6374,-1,6383,6373,6376,-1,6384,6487,6486,-1,6385,6432,6431,-1,6386,6409,6408,-1,6387,6398,6397,-1,6388,6393,6392,-1,6389,6226,6231,-1,6390,6231,4863,-1,6391,6392,5227,-1,6392,6390,5223,-1,6393,6389,6390,-1,6394,6213,6238,-1,6395,6238,6226,-1,6396,6397,6393,-1,6397,6395,6389,-1,6398,6394,6395,-1,6399,6404,6403,-1,6400,6388,6391,-1,6401,6391,5213,-1,6402,6403,5241,-1,6403,6401,5237,-1,6404,6400,6401,-1,6405,6387,6396,-1,6406,6396,6388,-1,6407,6408,6404,-1,6408,6406,6400,-1,6409,6405,6406,-1,6410,6421,6420,-1,6411,6416,6415,-1,6412,6253,6258,-1,6413,6258,6213,-1,6414,6415,6398,-1,6415,6413,6394,-1,6416,6412,6413,-1,6417,6164,6265,-1,6418,6265,6253,-1,6419,6420,6416,-1,6420,6418,6412,-1,6421,6417,6418,-1,6422,6427,6426,-1,6423,6411,6414,-1,6424,6414,6387,-1,6425,6426,6409,-1,6426,6424,6405,-1,6427,6423,6424,-1,6428,6410,6419,-1,6429,6419,6411,-1,6430,6431,6427,-1,6431,6429,6423,-1,6432,6428,6429,-1,6433,6460,6459,-1,6434,6445,6444,-1,6435,6440,6439,-1,6436,6399,6402,-1,6437,6402,5188,-1,6438,6439,5284,-1,6439,6437,5280,-1,6440,6436,6437,-1,6441,6386,6407,-1,6442,6407,6399,-1,6443,6444,6440,-1,6444,6442,6436,-1,6445,6441,6442,-1,6446,6453,6452,-1,6447,6450,6449,-1,6448,6449,5298,-1,6449,6438,5270,-1,6450,6435,6438,-1,6451,6452,5303,-1,6452,6448,5293,-1,6453,6447,6448,-1,6454,6457,6456,-1,6455,6456,6450,-1,6456,6443,6435,-1,6457,6434,6443,-1,6458,6459,6453,-1,6459,6455,6447,-1,6460,6454,6455,-1,6461,6472,6471,-1,6462,6467,6466,-1,6463,6422,6425,-1,6464,6425,6386,-1,6465,6466,6445,-1,6466,6464,6441,-1,6467,6463,6464,-1,6468,6385,6430,-1,6469,6430,6422,-1,6470,6471,6467,-1,6471,6469,6463,-1,6472,6468,6469,-1,6473,6480,6479,-1,6474,6477,6476,-1,6475,6476,6457,-1,6476,6465,6434,-1,6477,6462,6465,-1,6478,6479,6460,-1,6479,6475,6454,-1,6480,6474,6475,-1,6481,6484,6483,-1,6482,6483,6477,-1,6483,6470,6462,-1,6484,6461,6470,-1,6485,6486,6480,-1,6486,6482,6474,-1,6487,6481,6482,-1,6488,6541,6540,-1,6489,6512,6511,-1,6490,6501,6500,-1,6491,6496,6495,-1,6492,6335,6340,-1,6493,6340,6164,-1,6494,6495,6421,-1,6495,6493,6417,-1,6496,6492,6493,-1,6497,6322,6347,-1,6498,6347,6335,-1,6499,6500,6496,-1,6500,6498,6492,-1,6501,6497,6498,-1,6502,6507,6506,-1,6503,6491,6494,-1,6504,6494,6410,-1,6505,6506,6432,-1,6506,6504,6428,-1,6507,6503,6504,-1,6508,6490,6499,-1,6509,6499,6491,-1,6510,6511,6507,-1,6511,6509,6503,-1,6512,6508,6509,-1,6513,6527,6526,-1,6514,6519,6518,-1,6515,6365,6370,-1,6516,6370,6322,-1,6517,6518,6501,-1,6518,6516,6497,-1,6519,6515,6516,-1,6520,6522,6519,-1,6521,6379,6365,-1,6522,6521,6515,-1,6523,6163,6381,-1,6524,6381,6379,-1,6525,6526,6522,-1,6526,6524,6521,-1,6527,6523,6524,-1,6528,6533,6532,-1,6529,6514,6517,-1,6530,6517,6490,-1,6531,6532,6512,-1,6532,6530,6508,-1,6533,6529,6530,-1,6534,6536,6533,-1,6535,6520,6514,-1,6536,6535,6529,-1,6537,6513,6525,-1,6538,6525,6520,-1,6539,6540,6536,-1,6540,6538,6535,-1,6541,6537,6538,-1,6542,6569,6568,-1,6543,6554,6553,-1,6544,6549,6548,-1,6545,6502,6505,-1,6546,6505,6385,-1,6547,6548,6472,-1,6548,6546,6468,-1,6549,6545,6546,-1,6550,6489,6510,-1,6551,6510,6502,-1,6552,6553,6549,-1,6553,6551,6545,-1,6554,6550,6551,-1,6555,6562,6561,-1,6556,6559,6558,-1,6557,6558,6484,-1,6558,6547,6461,-1,6559,6544,6547,-1,6560,6561,6487,-1,6561,6557,6481,-1,6562,6556,6557,-1,6563,6566,6565,-1,6564,6565,6559,-1,6565,6552,6544,-1,6566,6543,6552,-1,6567,6568,6562,-1,6568,6564,6556,-1,6569,6563,6564,-1,6570,6584,6583,-1,6571,6576,6575,-1,6572,6528,6531,-1,6573,6531,6489,-1,6574,6575,6554,-1,6575,6573,6550,-1,6576,6572,6573,-1,6577,6579,6576,-1,6578,6534,6528,-1,6579,6578,6572,-1,6580,6488,6539,-1,6581,6539,6534,-1,6582,6583,6579,-1,6583,6581,6578,-1,6584,6580,6581,-1,6585,6592,6591,-1,6586,6589,6588,-1,6587,6588,6566,-1,6588,6574,6543,-1,6589,6571,6574,-1,6590,6591,6569,-1,6591,6587,6563,-1,6592,6586,6587,-1,6593,6598,6597,-1,6594,6595,6589,-1,6595,6577,6571,-1,6596,6597,6595,-1,6597,6582,6577,-1,6598,6570,6582,-1,6599,6600,6592,-1,6600,6594,6586,-1,6601,6602,6600,-1,6602,6596,6594,-1,6603,6593,6596,-1,889,970,6811,-1,6604,6707,6706,-1,6605,6652,6651,-1,6606,6629,6628,-1,6607,6618,6617,-1,6608,6613,6612,-1,6609,6016,6021,-1,6610,6021,5305,-1,6611,6612,6307,-1,6612,6610,6303,-1,6613,6609,6610,-1,6614,6003,6028,-1,6615,6028,6016,-1,6616,6617,6613,-1,6617,6615,6609,-1,6618,6614,6615,-1,6619,6624,6623,-1,6620,6608,6611,-1,6621,6611,6293,-1,6622,6623,6321,-1,6623,6621,6317,-1,6624,6620,6621,-1,6625,6607,6616,-1,6626,6616,6608,-1,6627,6628,6624,-1,6628,6626,6620,-1,6629,6625,6626,-1,6630,6641,6640,-1,6631,6636,6635,-1,6632,6043,6048,-1,6633,6048,6003,-1,6634,6635,6618,-1,6635,6633,6614,-1,6636,6632,6633,-1,6637,5954,6055,-1,6638,6055,6043,-1,6639,6640,6636,-1,6640,6638,6632,-1,6641,6637,6638,-1,6642,6647,6646,-1,6643,6631,6634,-1,6644,6634,6607,-1,6645,6646,6629,-1,6646,6644,6625,-1,6647,6643,6644,-1,6648,6630,6639,-1,6649,6639,6631,-1,6650,6651,6647,-1,6651,6649,6643,-1,6652,6648,6649,-1,6653,6680,6679,-1,6654,6665,6664,-1,6655,6660,6659,-1,6656,6619,6622,-1,6657,6622,6268,-1,6658,6659,6364,-1,6659,6657,6360,-1,6660,6656,6657,-1,6661,6606,6627,-1,6662,6627,6619,-1,6663,6664,6660,-1,6664,6662,6656,-1,6665,6661,6662,-1,6666,6673,6672,-1,6667,6670,6669,-1,6668,6669,6378,-1,6669,6658,6350,-1,6670,6655,6658,-1,6671,6672,6383,-1,6672,6668,6373,-1,6673,6667,6668,-1,6674,6677,6676,-1,6675,6676,6670,-1,6676,6663,6655,-1,6677,6654,6663,-1,6678,6679,6673,-1,6679,6675,6667,-1,6680,6674,6675,-1,6681,6692,6691,-1,6682,6687,6686,-1,6683,6642,6645,-1,6684,6645,6606,-1,6685,6686,6665,-1,6686,6684,6661,-1,6687,6683,6684,-1,6688,6605,6650,-1,6689,6650,6642,-1,6690,6691,6687,-1,6691,6689,6683,-1,6692,6688,6689,-1,6693,6700,6699,-1,6694,6697,6696,-1,6695,6696,6677,-1,6696,6685,6654,-1,6697,6682,6685,-1,6698,6699,6680,-1,6699,6695,6674,-1,6700,6694,6695,-1,6701,6704,6703,-1,6702,6703,6697,-1,6703,6690,6682,-1,6704,6681,6690,-1,6705,6706,6700,-1,6706,6702,6694,-1,6707,6701,6702,-1,892,915,6755,-1,6708,6731,6730,-1,6709,6720,6719,-1,6710,6715,6714,-1,6711,6119,6124,-1,6712,6124,5954,-1,6713,6714,6641,-1,6714,6712,6637,-1,6715,6711,6712,-1,6716,6106,6131,-1,6717,6131,6119,-1,6718,6719,6715,-1,6719,6717,6711,-1,6720,6716,6717,-1,6721,6726,6725,-1,6722,6710,6713,-1,6723,6713,6630,-1,6724,6725,6652,-1,6725,6723,6648,-1,6726,6722,6723,-1,6727,6709,6718,-1,6728,6718,6710,-1,6729,6730,6726,-1,6730,6728,6722,-1,6731,6727,6728,-1,895,902,6743,-1,6732,6737,6736,-1,6733,6146,6151,-1,6734,6151,6106,-1,6735,6736,6720,-1,6736,6734,6716,-1,6737,6733,6734,-1,6738,6740,6737,-1,6739,6158,6146,-1,6740,6739,6733,-1,898,6,6160,-1,6741,6160,6158,-1,6742,6743,6740,-1,6743,6741,6739,-1,902,898,6741,-1,6744,6749,6748,-1,6745,6732,6735,-1,6746,6735,6709,-1,6747,6748,6731,-1,6748,6746,6727,-1,6749,6745,6746,-1,6750,6752,6749,-1,6751,6738,6732,-1,6752,6751,6745,-1,911,895,6742,-1,6753,6742,6738,-1,6754,6755,6752,-1,6755,6753,6751,-1,915,911,6753,-1,6756,6783,6782,-1,6757,6768,6767,-1,6758,6763,6762,-1,6759,6721,6724,-1,6760,6724,6605,-1,6761,6762,6692,-1,6762,6760,6688,-1,6763,6759,6760,-1,6764,6708,6729,-1,6765,6729,6721,-1,6766,6767,6763,-1,6767,6765,6759,-1,6768,6764,6765,-1,6769,6776,6775,-1,6770,6773,6772,-1,6771,6772,6704,-1,6772,6761,6681,-1,6773,6758,6761,-1,6774,6775,6707,-1,6775,6771,6701,-1,6776,6770,6771,-1,6777,6780,6779,-1,6778,6779,6773,-1,6779,6766,6758,-1,6780,6757,6766,-1,6781,6782,6776,-1,6782,6778,6770,-1,6783,6777,6778,-1,947,954,6795,-1,6784,6789,6788,-1,6785,6744,6747,-1,6786,6747,6708,-1,6787,6788,6768,-1,6788,6786,6764,-1,6789,6785,6786,-1,6790,6792,6789,-1,6791,6750,6744,-1,6792,6791,6785,-1,950,892,6754,-1,6793,6754,6750,-1,6794,6795,6792,-1,6795,6793,6791,-1,954,950,6793,-1,6796,6803,6802,-1,6797,6800,6799,-1,6798,6799,6780,-1,6799,6787,6757,-1,6800,6784,6787,-1,6801,6802,6783,-1,6802,6798,6777,-1,6803,6797,6798,-1,963,966,6807,-1,6804,6805,6800,-1,6805,6790,6784,-1,6806,6807,6805,-1,6807,6794,6790,-1,966,947,6794,-1,6808,6809,6803,-1,6809,6804,6797,-1,6810,6811,6809,-1,6811,6806,6804,-1,970,963,6806,-1,6812,6915,6914,-1,6813,6860,6859,-1,6814,6837,6836,-1,6815,6826,6825,-1,6816,6821,6820,-1,6817,6666,6671,-1,6818,6671,6163,-1,6819,6820,6527,-1,6820,6818,6523,-1,6821,6817,6818,-1,6822,6653,6678,-1,6823,6678,6666,-1,6824,6825,6821,-1,6825,6823,6817,-1,6826,6822,6823,-1,6827,6832,6831,-1,6828,6816,6819,-1,6829,6819,6513,-1,6830,6831,6541,-1,6831,6829,6537,-1,6832,6828,6829,-1,6833,6815,6824,-1,6834,6824,6816,-1,6835,6836,6832,-1,6836,6834,6828,-1,6837,6833,6834,-1,6838,6849,6848,-1,6839,6844,6843,-1,6840,6693,6698,-1,6841,6698,6653,-1,6842,6843,6826,-1,6843,6841,6822,-1,6844,6840,6841,-1,6845,6604,6705,-1,6846,6705,6693,-1,6847,6848,6844,-1,6848,6846,6840,-1,6849,6845,6846,-1,6850,6855,6854,-1,6851,6839,6842,-1,6852,6842,6815,-1,6853,6854,6837,-1,6854,6852,6833,-1,6855,6851,6852,-1,6856,6838,6847,-1,6857,6847,6839,-1,6858,6859,6855,-1,6859,6857,6851,-1,6860,6856,6857,-1,6861,6888,6887,-1,6862,6873,6872,-1,6863,6868,6867,-1,6864,6827,6830,-1,6865,6830,6488,-1,6866,6867,6584,-1,6867,6865,6580,-1,6868,6864,6865,-1,6869,6814,6835,-1,6870,6835,6827,-1,6871,6872,6868,-1,6872,6870,6864,-1,6873,6869,6870,-1,6874,6881,6880,-1,6875,6878,6877,-1,6876,6877,6598,-1,6877,6866,6570,-1,6878,6863,6866,-1,6879,6880,6603,-1,6880,6876,6593,-1,6881,6875,6876,-1,6882,6885,6884,-1,6883,6884,6878,-1,6884,6871,6863,-1,6885,6862,6871,-1,6886,6887,6881,-1,6887,6883,6875,-1,6888,6882,6883,-1,6889,6900,6899,-1,6890,6895,6894,-1,6891,6850,6853,-1,6892,6853,6814,-1,6893,6894,6873,-1,6894,6892,6869,-1,6895,6891,6892,-1,6896,6813,6858,-1,6897,6858,6850,-1,6898,6899,6895,-1,6899,6897,6891,-1,6900,6896,6897,-1,6901,6908,6907,-1,6902,6905,6904,-1,6903,6904,6885,-1,6904,6893,6862,-1,6905,6890,6893,-1,6906,6907,6888,-1,6907,6903,6882,-1,6908,6902,6903,-1,6909,6912,6911,-1,6910,6911,6905,-1,6911,6898,6890,-1,6912,6889,6898,-1,6913,6914,6908,-1,6914,6910,6902,-1,6915,6909,6910,-1,1111,1134,6963,-1,6916,6939,6938,-1,6917,6928,6927,-1,6918,6923,6922,-1,6919,6769,6774,-1,6920,6774,6604,-1,6921,6922,6849,-1,6922,6920,6845,-1,6923,6919,6920,-1,6924,6756,6781,-1,6925,6781,6769,-1,6926,6927,6923,-1,6927,6925,6919,-1,6928,6924,6925,-1,6929,6934,6933,-1,6930,6918,6921,-1,6931,6921,6838,-1,6932,6933,6860,-1,6933,6931,6856,-1,6934,6930,6931,-1,6935,6917,6926,-1,6936,6926,6918,-1,6937,6938,6934,-1,6938,6936,6930,-1,6939,6935,6936,-1,1114,1121,6951,-1,6940,6945,6944,-1,6941,6796,6801,-1,6942,6801,6756,-1,6943,6944,6928,-1,6944,6942,6924,-1,6945,6941,6942,-1,6946,6948,6945,-1,6947,6808,6796,-1,6948,6947,6941,-1,1117,889,6810,-1,6949,6810,6808,-1,6950,6951,6948,-1,6951,6949,6947,-1,1121,1117,6949,-1,6952,6957,6956,-1,6953,6940,6943,-1,6954,6943,6917,-1,6955,6956,6939,-1,6956,6954,6935,-1,6957,6953,6954,-1,6958,6960,6957,-1,6959,6946,6940,-1,6960,6959,6953,-1,1130,1114,6950,-1,6961,6950,6946,-1,6962,6963,6960,-1,6963,6961,6959,-1,1134,1130,6961,-1,6964,6991,6990,-1,6965,6976,6975,-1,6966,6971,6970,-1,6967,6929,6932,-1,6968,6932,6813,-1,6969,6970,6900,-1,6970,6968,6896,-1,6971,6967,6968,-1,6972,6916,6937,-1,6973,6937,6929,-1,6974,6975,6971,-1,6975,6973,6967,-1,6976,6972,6973,-1,6977,6984,6983,-1,6978,6981,6980,-1,6979,6980,6912,-1,6980,6969,6889,-1,6981,6966,6969,-1,6982,6983,6915,-1,6983,6979,6909,-1,6984,6978,6979,-1,6985,6988,6987,-1,6986,6987,6981,-1,6987,6974,6966,-1,6988,6965,6974,-1,6989,6990,6984,-1,6990,6986,6978,-1,6991,6985,6986,-1,1166,1173,7003,-1,6992,6997,6996,-1,6993,6952,6955,-1,6994,6955,6916,-1,6995,6996,6976,-1,6996,6994,6972,-1,6997,6993,6994,-1,6998,7000,6997,-1,6999,6958,6952,-1,7000,6999,6993,-1,1169,1111,6962,-1,7001,6962,6958,-1,7002,7003,7000,-1,7003,7001,6999,-1,1173,1169,7001,-1,7004,7011,7010,-1,7005,7008,7007,-1,7006,7007,6988,-1,7007,6995,6965,-1,7008,6992,6995,-1,7009,7010,6991,-1,7010,7006,6985,-1,7011,7005,7006,-1,1182,1185,7015,-1,7012,7013,7008,-1,7013,6998,6992,-1,7014,7015,7013,-1,7015,7002,6998,-1,1185,1166,7002,-1,7016,7017,7011,-1,7017,7012,7005,-1,7018,7019,7017,-1,7019,7014,7012,-1,1189,1182,7014,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='revolvedSurface1GeoPoints',point=[(-0.0,0.0,-6.482),(-0.0,0.298,6.474),(0.0070,-0.298,6.474),(0.0,-0.0,-6.482),(0.298,0.01,6.474),(0.0,0.0,-6.482),(-0.0,1.177,-1.49),(1.177,0.041,-1.49),(0.798,0.866,-1.49),(0.0,0.0,-6.482),(-0.0,1.071,-5.822),(0.726,0.787,-5.822),(0.39,0.998,-5.822),(0.0,0.0,-6.482),(-0.0,0.661,-6.364),(0.241,0.616,-6.364),(0.122,0.65,-6.364),(0.0,0.0,-6.482),(-0.0,0.281,-6.474),(0.052,0.276,-6.474),(0.026,0.28,-6.474),(0.0,0.0,-6.482),(-0.0,0.091,-6.482),(0.0080,0.09,-6.482),(0.0040,0.09,-6.482),(0.0,0.0,-6.482),(0.013,0.281,-6.474),(-0.0,0.18,-6.482),(0.0080,0.179,-6.482),(0.017,0.179,-6.482),(0.017,0.089,-6.482),(0.0,0.0,-6.482),(0.013,0.09,-6.482),(0.039,0.278,-6.474),(0.025,0.178,-6.482),(0.033,0.176,-6.482),(0.061,0.658,-6.364),(-0.0,0.404,-6.453),(0.038,0.402,-6.453),(0.019,0.403,-6.453),(0.031,0.66,-6.364),(-0.0,0.536,-6.416),(0.025,0.535,-6.416),(0.05,0.533,-6.416),(0.075,0.397,-6.453),(0.056,0.4,-6.453),(0.092,0.655,-6.364),(0.075,0.531,-6.416),(0.099,0.527,-6.416),(0.102,0.262,-6.474),(0.0,0.0,-6.482),(0.077,0.27,-6.474),(0.025,0.087,-6.482),(0.0,0.0,-6.482),(0.021,0.088,-6.482),(0.065,0.273,-6.474),(0.041,0.175,-6.482),(0.049,0.173,-6.482),(0.033,0.084,-6.482),(0.0,0.0,-6.482),(0.029,0.086,-6.482),(0.09,0.266,-6.474),(0.057,0.17,-6.482),(0.065,0.167,-6.482),(0.182,0.635,-6.364),(0.111,0.388,-6.453),(0.093,0.393,-6.453),(0.152,0.643,-6.364),(0.124,0.521,-6.416),(0.148,0.515,-6.416),(0.147,0.376,-6.453),(0.129,0.382,-6.453),(0.212,0.626,-6.364),(0.171,0.508,-6.416),(0.195,0.499,-6.416),(0.198,1.052,-5.822),(-0.0,0.922,-6.124),(0.171,0.906,-6.124),(0.086,0.918,-6.124),(-0.0,0.766,-6.295),(0.071,0.763,-6.295),(0.036,0.766,-6.295),(0.043,0.921,-6.124),(-0.0,0.852,-6.213),(0.04,0.851,-6.213),(0.079,0.848,-6.213),(0.142,0.753,-6.295),(0.107,0.759,-6.295),(0.128,0.913,-6.124),(0.119,0.844,-6.213),(0.158,0.837,-6.213),(0.1,1.066,-5.822),(-0.0,0.979,-6.031),(0.091,0.975,-6.031),(0.046,0.978,-6.031),(0.05,1.07,-5.822),(-0.0,1.028,-5.931),(0.048,1.027,-5.931),(0.096,1.023,-5.931),(0.181,0.962,-6.031),(0.136,0.97,-6.031),(0.149,1.061,-5.822),(0.143,1.018,-5.931),(0.19,1.01,-5.931),(0.335,0.859,-6.124),(0.254,0.886,-6.124),(0.211,0.737,-6.295),(0.177,0.746,-6.295),(0.213,0.897,-6.124),(0.197,0.829,-6.213),(0.235,0.819,-6.213),(0.279,0.714,-6.295),(0.245,0.726,-6.295),(0.295,0.873,-6.124),(0.273,0.807,-6.213),(0.31,0.794,-6.213),(0.295,1.029,-5.822),(0.27,0.941,-6.031),(0.226,0.953,-6.031),(0.247,1.042,-5.822),(0.237,1.0,-5.931),(0.283,0.988,-5.931),(0.356,0.912,-6.031),(0.313,0.928,-6.031),(0.343,1.015,-5.822),(0.329,0.974,-5.931),(0.374,0.957,-5.931),(0.448,0.486,-6.364),(0.0,0.0,-6.482),(0.35,0.561,-6.364),(0.149,0.238,-6.474),(0.0,0.0,-6.482),(0.126,0.251,-6.474),(0.041,0.081,-6.482),(0.0,0.0,-6.482),(0.037,0.083,-6.482),(0.114,0.257,-6.474),(0.073,0.164,-6.482),(0.081,0.16,-6.482),(0.048,0.077,-6.482),(0.0,0.0,-6.482),(0.044,0.079,-6.482),(0.138,0.245,-6.474),(0.088,0.157,-6.482),(0.095,0.152,-6.482),(0.297,0.591,-6.364),(0.181,0.361,-6.453),(0.164,0.369,-6.453),(0.269,0.604,-6.364),(0.218,0.489,-6.416),(0.24,0.479,-6.416),(0.214,0.342,-6.453),(0.198,0.352,-6.453),(0.324,0.576,-6.364),(0.262,0.467,-6.416),(0.284,0.454,-6.416),(0.19,0.207,-6.474),(0.0,0.0,-6.482),(0.17,0.223,-6.474),(0.055,0.072,-6.482),(0.0,0.0,-6.482),(0.051,0.074,-6.482),(0.16,0.231,-6.474),(0.102,0.148,-6.482),(0.109,0.143,-6.482),(0.061,0.067,-6.482),(0.0,0.0,-6.482),(0.058,0.069,-6.482),(0.181,0.215,-6.474),(0.115,0.138,-6.482),(0.122,0.132,-6.482),(0.401,0.526,-6.364),(0.245,0.321,-6.453),(0.23,0.332,-6.453),(0.376,0.544,-6.364),(0.305,0.441,-6.416),(0.325,0.426,-6.416),(0.274,0.297,-6.453),(0.259,0.309,-6.453),(0.425,0.506,-6.364),(0.344,0.41,-6.416),(0.363,0.394,-6.416),(0.568,0.908,-5.822),(0.488,0.782,-6.124),(0.414,0.824,-6.124),(0.344,0.685,-6.295),(0.312,0.7,-6.295),(0.375,0.842,-6.124),(0.347,0.778,-6.213),(0.382,0.761,-6.213),(0.406,0.65,-6.295),(0.375,0.668,-6.295),(0.452,0.804,-6.124),(0.417,0.743,-6.213),(0.452,0.723,-6.213),(0.481,0.957,-5.822),(0.439,0.875,-6.031),(0.398,0.895,-6.031),(0.436,0.978,-5.822),(0.418,0.939,-5.931),(0.461,0.918,-5.931),(0.519,0.83,-6.031),(0.48,0.854,-6.031),(0.525,0.934,-5.822),(0.504,0.896,-5.931),(0.545,0.872,-5.931),(0.625,0.678,-6.124),(0.559,0.733,-6.124),(0.465,0.609,-6.295),(0.436,0.63,-6.295),(0.524,0.758,-6.124),(0.485,0.701,-6.213),(0.517,0.678,-6.213),(0.519,0.564,-6.295),(0.493,0.587,-6.295),(0.593,0.706,-6.124),(0.548,0.653,-6.213),(0.578,0.627,-6.213),(0.649,0.852,-5.822),(0.594,0.779,-6.031),(0.557,0.805,-6.031),(0.609,0.881,-5.822),(0.585,0.845,-5.931),(0.623,0.817,-5.931),(0.664,0.72,-6.031),(0.629,0.75,-6.031),(0.688,0.82,-5.822),(0.661,0.787,-5.931),(0.697,0.756,-5.931),(0.428,1.097,-1.49),(-0.0,1.177,-4.398),(0.428,1.096,-4.398),(0.218,1.156,-4.398),(-0.0,1.168,-5.346),(0.216,1.148,-5.346),(0.109,1.163,-5.346),(-0.0,1.111,-5.699),(0.103,1.106,-5.699),(0.052,1.11,-5.699),(0.054,1.167,-5.346),(-0.0,1.145,-5.546),(0.053,1.143,-5.546),(0.106,1.14,-5.546),(0.206,1.092,-5.699),(0.155,1.1,-5.699),(0.163,1.157,-5.346),(0.159,1.134,-5.546),(0.212,1.125,-5.546),(0.109,1.172,-4.398),(-0.0,1.179,-5.085),(0.11,1.173,-5.085),(0.055,1.177,-5.085),(0.055,1.175,-4.398),(-0.0,1.18,-4.767),(0.055,1.178,-4.767),(0.11,1.175,-4.767),(0.218,1.158,-5.085),(0.164,1.167,-5.085),(0.164,1.165,-4.398),(0.164,1.168,-4.767),(0.218,1.159,-4.767),(0.425,1.088,-5.346),(0.322,1.123,-5.346),(0.306,1.068,-5.699),(0.256,1.081,-5.699),(0.269,1.137,-5.346),(0.264,1.114,-5.546),(0.316,1.1,-5.546),(0.404,1.035,-5.699),(0.356,1.052,-5.699),(0.374,1.107,-5.346),(0.366,1.084,-5.546),(0.416,1.066,-5.546),(0.324,1.131,-4.398),(0.325,1.133,-5.085),(0.272,1.147,-5.085),(0.271,1.145,-4.398),(0.272,1.148,-4.767),(0.325,1.134,-4.767),(0.429,1.098,-5.085),(0.377,1.117,-5.085),(0.377,1.115,-4.398),(0.378,1.118,-4.767),(0.429,1.099,-4.767),(0.218,1.157,-1.49),(-0.0,1.172,-3.135),(0.217,1.152,-3.135),(0.109,1.167,-3.135),(-0.0,1.174,-3.99),(0.109,1.169,-3.99),(0.055,1.173,-3.99),(0.055,1.171,-3.135),(-0.0,1.172,-3.562),(0.055,1.171,-3.562),(0.109,1.167,-3.562),(0.217,1.154,-3.99),(0.163,1.162,-3.99),(0.163,1.161,-3.135),(0.163,1.161,-3.562),(0.217,1.152,-3.562),(0.109,1.172,-1.49),(-0.0,1.176,-2.326),(0.109,1.171,-2.326),(0.055,1.175,-2.326),(-0.0,1.174,-2.727),(0.055,1.173,-2.727),(0.109,1.169,-2.727),(0.055,1.176,-1.49),(-0.0,1.177,-1.917),(0.055,1.176,-1.917),(0.109,1.172,-1.917),(0.218,1.156,-2.326),(0.164,1.164,-2.326),(0.163,1.162,-2.727),(0.217,1.154,-2.727),(0.164,1.166,-1.49),(0.164,1.166,-1.917),(0.218,1.157,-1.917),(0.426,1.092,-3.135),(0.323,1.127,-3.135),(0.324,1.128,-3.99),(0.271,1.142,-3.99),(0.27,1.141,-3.135),(0.27,1.141,-3.562),(0.323,1.127,-3.562),(0.427,1.093,-3.99),(0.376,1.112,-3.99),(0.375,1.111,-3.135),(0.375,1.111,-3.562),(0.426,1.092,-3.562),(0.324,1.132,-1.49),(0.324,1.13,-2.326),(0.271,1.144,-2.326),(0.271,1.142,-2.727),(0.324,1.128,-2.727),(0.271,1.145,-1.49),(0.272,1.146,-1.917),(0.325,1.132,-1.917),(0.428,1.095,-2.326),(0.376,1.114,-2.326),(0.376,1.112,-2.727),(0.427,1.093,-2.727),(0.377,1.115,-1.49),(0.377,1.115,-1.917),(0.428,1.097,-1.917),(0.797,0.865,-4.398),(0.624,0.998,-4.398),(0.619,0.991,-5.346),(0.524,1.044,-5.346),(0.499,0.993,-5.699),(0.452,1.015,-5.699),(0.475,1.067,-5.346),(0.466,1.046,-5.546),(0.514,1.023,-5.546),(0.589,0.942,-5.699),(0.544,0.968,-5.699),(0.572,1.018,-5.346),(0.561,0.998,-5.546),(0.607,0.971,-5.546),(0.528,1.052,-4.398),(0.529,1.053,-5.085),(0.479,1.077,-5.085),(0.479,1.075,-4.398),(0.48,1.078,-4.767),(0.529,1.054,-4.767),(0.625,1.0,-5.085),(0.577,1.027,-5.085),(0.576,1.026,-4.398),(0.578,1.028,-4.767),(0.625,1.0,-4.767),(0.792,0.859,-5.346),(0.708,0.929,-5.346),(0.674,0.883,-5.699),(0.632,0.914,-5.699),(0.664,0.961,-5.346),(0.651,0.941,-5.546),(0.694,0.91,-5.546),(0.753,0.817,-5.699),(0.714,0.851,-5.699),(0.751,0.895,-5.346),(0.736,0.877,-5.546),(0.776,0.842,-5.546),(0.714,0.936,-4.398),(0.715,0.937,-5.085),(0.67,0.969,-5.085),(0.669,0.968,-4.398),(0.671,0.97,-4.767),(0.715,0.938,-4.767),(0.799,0.867,-5.085),(0.758,0.903,-5.085),(0.756,0.901,-4.398),(0.758,0.904,-4.767),(0.8,0.867,-4.767),(0.624,0.998,-1.49),(0.621,0.994,-3.135),(0.526,1.048,-3.135),(0.527,1.049,-3.99),(0.477,1.072,-3.99),(0.477,1.071,-3.135),(0.477,1.071,-3.562),(0.526,1.048,-3.562),(0.622,0.996,-3.99),(0.575,1.023,-3.99),(0.574,1.022,-3.135),(0.574,1.022,-3.562),(0.621,0.994,-3.562),(0.528,1.052,-1.49),(0.528,1.051,-2.326),(0.478,1.074,-2.326),(0.477,1.072,-2.727),(0.527,1.049,-2.727),(0.479,1.075,-1.49),(0.479,1.076,-1.917),(0.528,1.052,-1.917),(0.623,0.997,-2.326),(0.576,1.025,-2.326),(0.575,1.023,-2.727),(0.622,0.995,-2.727),(0.577,1.026,-1.49),(0.577,1.026,-1.917),(0.624,0.998,-1.917),(0.795,0.862,-3.135),(0.711,0.932,-3.135),(0.712,0.933,-3.99),(0.668,0.965,-3.99),(0.667,0.964,-3.135),(0.667,0.964,-3.562),(0.711,0.932,-3.562),(0.796,0.863,-3.99),(0.755,0.899,-3.99),(0.754,0.898,-3.135),(0.754,0.898,-3.562),(0.795,0.862,-3.562),(0.714,0.936,-1.49),(0.713,0.935,-2.326),(0.669,0.967,-2.326),(0.668,0.965,-2.727),(0.712,0.933,-2.727),(0.67,0.968,-1.49),(0.67,0.968,-1.917),(0.714,0.936,-1.917),(0.797,0.865,-2.326),(0.756,0.901,-2.326),(0.755,0.899,-2.727),(0.796,0.863,-2.727),(0.757,0.902,-1.49),(0.757,0.902,-1.917),(0.798,0.866,-1.917),(1.07,0.037,-5.822),(0.0,0.0,-6.482),(0.963,0.469,-5.822),(0.594,0.29,-6.364),(0.0,0.0,-6.482),(0.53,0.395,-6.364),(0.225,0.168,-6.474),(0.0,0.0,-6.482),(0.209,0.188,-6.474),(0.067,0.061,-6.482),(0.0,0.0,-6.482),(0.064,0.064,-6.482),(0.2,0.198,-6.474),(0.128,0.126,-6.482),(0.133,0.12,-6.482),(0.073,0.054,-6.482),(0.0,0.0,-6.482),(0.07,0.057,-6.482),(0.217,0.178,-6.474),(0.139,0.114,-6.482),(0.144,0.107,-6.482),(0.491,0.442,-6.364),(0.3,0.27,-6.453),(0.287,0.284,-6.453),(0.47,0.465,-6.364),(0.381,0.377,-6.416),(0.398,0.359,-6.416),(0.324,0.241,-6.453),(0.312,0.256,-6.453),(0.511,0.419,-6.364),(0.414,0.34,-6.416),(0.43,0.32,-6.416),(0.253,0.123,-6.474),(0.0,0.0,-6.482),(0.24,0.146,-6.474),(0.077,0.047,-6.482),(0.0,0.0,-6.482),(0.075,0.051,-6.482),(0.233,0.157,-6.474),(0.149,0.1,-6.482),(0.153,0.093,-6.482),(0.081,0.04,-6.482),(0.0,0.0,-6.482),(0.079,0.043,-6.482),(0.247,0.135,-6.474),(0.158,0.086,-6.482),(0.161,0.079,-6.482),(0.565,0.344,-6.364),(0.345,0.21,-6.453),(0.335,0.226,-6.453),(0.548,0.37,-6.364),(0.444,0.3,-6.416),(0.458,0.279,-6.416),(0.363,0.177,-6.453),(0.354,0.194,-6.453),(0.58,0.317,-6.364),(0.47,0.257,-6.416),(0.482,0.235,-6.416),(0.859,0.64,-5.822),(0.739,0.55,-6.124),(0.685,0.617,-6.124),(0.57,0.513,-6.295),(0.545,0.539,-6.295),(0.656,0.648,-6.124),(0.606,0.599,-6.213),(0.633,0.57,-6.213),(0.615,0.458,-6.295),(0.593,0.486,-6.295),(0.713,0.584,-6.124),(0.659,0.54,-6.213),(0.684,0.509,-6.213),(0.796,0.717,-5.822),(0.728,0.655,-6.031),(0.696,0.688,-6.031),(0.762,0.753,-5.822),(0.731,0.723,-5.931),(0.764,0.688,-5.931),(0.785,0.585,-6.031),(0.757,0.621,-6.031),(0.828,0.679,-5.822),(0.795,0.651,-5.931),(0.824,0.614,-5.931),(0.829,0.404,-6.124),(0.787,0.479,-6.124),(0.655,0.399,-6.295),(0.635,0.429,-6.295),(0.764,0.515,-6.124),(0.706,0.476,-6.213),(0.728,0.443,-6.213),(0.689,0.336,-6.295),(0.672,0.368,-6.295),(0.809,0.442,-6.124),(0.748,0.409,-6.213),(0.766,0.374,-6.213),(0.915,0.557,-5.822),(0.836,0.509,-6.031),(0.812,0.548,-6.031),(0.888,0.599,-5.822),(0.852,0.575,-5.931),(0.878,0.534,-5.931),(0.88,0.429,-6.031),(0.859,0.47,-6.031),(0.94,0.514,-5.822),(0.902,0.493,-5.931),(0.924,0.451,-5.931),(0.661,0.023,-6.364),(0.0,0.0,-6.482),(0.638,0.175,-6.364),(0.271,0.074,-6.474),(0.0,0.0,-6.482),(0.263,0.099,-6.474),(0.085,0.032,-6.482),(0.0,0.0,-6.482),(0.083,0.036,-6.482),(0.258,0.111,-6.474),(0.165,0.071,-6.482),(0.168,0.063,-6.482),(0.087,0.024,-6.482),(0.0,0.0,-6.482),(0.086,0.028,-6.482),(0.267,0.087,-6.474),(0.171,0.055,-6.482),(0.173,0.047,-6.482),(0.619,0.233,-6.364),(0.378,0.142,-6.453),(0.371,0.16,-6.453),(0.607,0.262,-6.364),(0.492,0.212,-6.416),(0.501,0.189,-6.416),(0.389,0.107,-6.453),(0.384,0.125,-6.453),(0.629,0.204,-6.364),(0.51,0.166,-6.416),(0.517,0.142,-6.416),(0.281,0.01,-6.474),(0.0,0.0,-6.482),(0.277,0.049,-6.474),(0.089,0.016,-6.482),(0.0,0.0,-6.482),(0.088,0.02,-6.482),(0.274,0.062,-6.474),(0.175,0.039,-6.482),(0.177,0.031,-6.482),(0.0,0.0,-6.482),(0.279,0.036,-6.474),(0.09,0.012,-6.482),(0.178,0.023,-6.482),(0.09,0.0030,-6.482),(0.0,0.0,-6.482),(0.09,0.0070,-6.482),(0.28,0.023,-6.474),(0.179,0.015,-6.482),(0.179,0.0060,-6.482),(0.651,0.115,-6.364),(0.397,0.07,-6.453),(0.394,0.088,-6.453),(0.645,0.145,-6.364),(0.523,0.117,-6.416),(0.528,0.093,-6.416),(0.656,0.084,-6.364),(0.4,0.052,-6.453),(0.531,0.068,-6.416),(0.403,0.014,-6.453),(0.402,0.033,-6.453),(0.659,0.054,-6.364),(0.534,0.044,-6.416),(0.535,0.019,-6.416),(1.033,0.283,-5.822),(0.889,0.244,-6.124),(0.863,0.325,-6.124),(0.717,0.271,-6.295),(0.704,0.304,-6.295),(0.846,0.365,-6.124),(0.782,0.338,-6.213),(0.797,0.301,-6.213),(0.739,0.203,-6.295),(0.729,0.237,-6.295),(0.877,0.285,-6.124),(0.81,0.263,-6.213),(0.822,0.225,-6.213),(1.002,0.378,-5.822),(0.916,0.346,-6.031),(0.899,0.388,-6.031),(0.983,0.424,-5.822),(0.944,0.407,-5.931),(0.962,0.363,-5.931),(0.944,0.259,-6.031),(0.931,0.303,-6.031),(1.019,0.331,-5.822),(0.978,0.318,-5.931),(0.991,0.272,-5.931),(0.921,0.032,-6.124),(0.908,0.16,-6.124),(0.755,0.133,-6.295),(0.748,0.168,-6.295),(0.899,0.202,-6.124),(0.831,0.187,-6.213),(0.839,0.148,-6.213),(0.914,0.118,-6.124),(0.76,0.098,-6.295),(0.845,0.109,-6.213),(0.766,0.027,-6.295),(0.764,0.062,-6.295),(0.919,0.075,-6.124),(0.849,0.069,-6.213),(0.852,0.03,-6.213),(1.055,0.186,-5.822),(0.964,0.17,-6.031),(0.955,0.215,-6.031),(1.045,0.235,-5.822),(1.003,0.225,-5.931),(1.012,0.178,-5.931),(1.062,0.137,-5.822),(0.971,0.125,-6.031),(1.019,0.131,-5.931),(0.979,0.034,-6.031),(0.976,0.08,-6.031),(1.067,0.087,-5.822),(1.024,0.084,-5.931),(1.027,0.036,-5.931),(1.058,0.516,-1.49),(1.058,0.516,-4.398),(0.944,0.703,-4.398),(0.937,0.698,-5.346),(0.868,0.782,-5.346),(0.826,0.743,-5.699),(0.79,0.781,-5.699),(0.831,0.821,-5.346),(0.814,0.805,-5.546),(0.851,0.766,-5.546),(0.891,0.663,-5.699),(0.859,0.704,-5.699),(0.904,0.74,-5.346),(0.885,0.726,-5.546),(0.918,0.684,-5.546),(0.874,0.787,-4.398),(0.876,0.789,-5.085),(0.838,0.829,-5.085),(0.837,0.827,-4.398),(0.839,0.829,-4.767),(0.877,0.789,-4.767),(0.945,0.704,-5.085),(0.912,0.747,-5.085),(0.91,0.746,-4.398),(0.912,0.748,-4.767),(0.946,0.704,-4.767),(1.05,0.512,-5.346),(0.998,0.607,-5.346),(0.949,0.578,-5.699),(0.921,0.621,-5.699),(0.968,0.653,-5.346),(0.949,0.64,-5.546),(0.978,0.595,-5.546),(0.998,0.487,-5.699),(0.975,0.533,-5.699),(1.025,0.56,-5.346),(1.004,0.549,-5.546),(1.029,0.502,-5.546),(1.005,0.612,-4.398),(1.007,0.613,-5.085),(0.977,0.659,-5.085),(0.976,0.658,-4.398),(0.978,0.66,-4.767),(1.008,0.613,-4.767),(1.059,0.517,-5.085),(1.034,0.565,-5.085),(1.032,0.564,-4.398),(1.035,0.566,-4.767),(1.06,0.517,-4.767),(0.944,0.703,-1.49),(0.94,0.7,-3.135),(0.871,0.784,-3.135),(0.872,0.785,-3.99),(0.835,0.825,-3.99),(0.834,0.824,-3.135),(0.834,0.824,-3.562),(0.871,0.784,-3.562),(0.942,0.701,-3.99),(0.908,0.744,-3.99),(0.907,0.743,-3.135),(0.907,0.743,-3.562),(0.94,0.7,-3.562),(0.875,0.788,-1.49),(0.874,0.787,-2.326),(0.836,0.827,-2.326),(0.835,0.825,-2.727),(0.872,0.785,-2.727),(0.837,0.828,-1.49),(0.837,0.828,-1.917),(0.875,0.788,-1.917),(0.943,0.702,-2.326),(0.91,0.745,-2.326),(0.908,0.744,-2.727),(0.942,0.701,-2.727),(0.911,0.746,-1.49),(0.911,0.746,-1.917),(0.944,0.703,-1.917),(1.054,0.514,-3.135),(1.001,0.61,-3.135),(1.003,0.61,-3.99),(0.973,0.656,-3.99),(0.972,0.656,-3.135),(0.972,0.656,-3.562),(1.001,0.61,-3.562),(1.055,0.515,-3.99),(1.03,0.563,-3.99),(1.029,0.562,-3.135),(1.029,0.562,-3.562),(1.054,0.514,-3.562),(1.006,0.612,-1.49),(1.004,0.611,-2.326),(0.975,0.658,-2.326),(0.973,0.656,-2.727),(1.003,0.61,-2.727),(0.976,0.658,-1.49),(0.976,0.658,-1.917),(1.006,0.612,-1.917),(1.057,0.515,-2.326),(1.032,0.564,-2.326),(1.03,0.563,-2.727),(1.055,0.515,-2.727),(1.033,0.565,-1.49),(1.033,0.565,-1.917),(1.058,0.516,-1.917),(1.176,0.041,-4.398),(1.135,0.311,-4.398),(1.127,0.309,-5.346),(1.093,0.412,-5.346),(1.039,0.392,-5.699),(1.02,0.44,-5.699),(1.073,0.463,-5.346),(1.051,0.453,-5.546),(1.071,0.404,-5.546),(1.071,0.294,-5.699),(1.057,0.343,-5.699),(1.111,0.361,-5.346),(1.089,0.354,-5.546),(1.104,0.303,-5.546),(1.101,0.415,-4.398),(1.103,0.416,-5.085),(1.082,0.467,-5.085),(1.08,0.466,-4.398),(1.083,0.467,-4.767),(1.104,0.416,-4.767),(1.137,0.312,-5.085),(1.121,0.364,-5.085),(1.119,0.364,-4.398),(1.122,0.365,-4.767),(1.138,0.312,-4.767),(1.167,0.041,-5.346),(1.15,0.203,-5.346),(1.094,0.193,-5.699),(1.084,0.244,-5.699),(1.14,0.256,-5.346),(1.117,0.251,-5.546),(1.127,0.199,-5.546),(1.159,0.149,-5.346),(1.102,0.142,-5.699),(1.135,0.146,-5.546),(1.11,0.039,-5.699),(1.107,0.09,-5.699),(1.164,0.095,-5.346),(1.141,0.093,-5.546),(1.144,0.04,-5.546),(1.159,0.204,-4.398),(1.161,0.205,-5.085),(1.15,0.258,-5.085),(1.148,0.258,-4.398),(1.151,0.259,-4.767),(1.162,0.205,-4.767),(1.167,0.15,-4.398),(1.169,0.15,-5.085),(1.17,0.151,-4.767),(1.178,0.041,-5.085),(1.175,0.096,-5.085),(1.173,0.096,-4.398),(1.176,0.096,-4.767),(1.179,0.041,-4.767),(1.135,0.311,-1.49),(1.131,0.31,-3.135),(1.097,0.414,-3.135),(1.098,0.414,-3.99),(1.078,0.465,-3.99),(1.076,0.464,-3.135),(1.076,0.464,-3.562),(1.097,0.414,-3.562),(1.132,0.31,-3.99),(1.116,0.363,-3.99),(1.115,0.362,-3.135),(1.115,0.362,-3.562),(1.131,0.31,-3.562),(1.101,0.415,-1.49),(1.1,0.415,-2.326),(1.08,0.466,-2.326),(1.078,0.465,-2.727),(1.098,0.414,-2.727),(1.081,0.466,-1.49),(1.081,0.466,-1.917),(1.102,0.416,-1.917),(1.134,0.311,-2.326),(1.118,0.363,-2.326),(1.116,0.363,-2.727),(1.132,0.31,-2.727),(1.12,0.364,-1.49),(1.12,0.364,-1.917),(1.135,0.311,-1.917),(1.172,0.041,-3.135),(1.155,0.204,-3.135),(1.156,0.204,-3.99),(1.145,0.257,-3.99),(1.144,0.257,-3.135),(1.144,0.257,-3.562),(1.155,0.204,-3.562),(1.163,0.15,-3.135),(1.164,0.15,-3.99),(1.163,0.15,-3.562),(1.173,0.041,-3.99),(1.17,0.096,-3.99),(1.168,0.095,-3.135),(1.168,0.095,-3.562),(1.172,0.041,-3.562),(1.159,0.204,-1.49),(1.158,0.204,-2.326),(1.147,0.258,-2.326),(1.145,0.257,-2.727),(1.156,0.204,-2.727),(1.149,0.258,-1.49),(1.149,0.258,-1.917),(1.159,0.204,-1.917),(1.175,0.041,-2.326),(1.166,0.15,-2.326),(1.164,0.15,-2.727),(1.172,0.096,-2.326),(1.17,0.096,-2.727),(1.173,0.041,-2.727),(1.168,0.15,-1.49),(1.168,0.15,-1.917),(1.173,0.096,-1.49),(1.173,0.096,-1.917),(1.177,0.041,-1.917),(0.202,0.219,6.474),(-0.0,1.173,2.919),(0.795,0.863,2.919),(0.427,1.093,2.919),(-0.0,1.174,0.721),(0.427,1.093,0.721),(0.217,1.153,0.721),(-0.0,1.174,-0.287),(0.217,1.154,-0.287),(0.109,1.169,-0.287),(-0.0,1.176,-1.061),(0.109,1.171,-1.061),(0.055,1.175,-1.061),(0.055,1.173,-0.287),(-0.0,1.175,-0.654),(0.055,1.174,-0.654),(0.109,1.17,-0.654),(0.218,1.156,-1.061),(0.164,1.165,-1.061),(0.163,1.163,-0.287),(0.164,1.163,-0.654),(0.217,1.155,-0.654),(0.109,1.169,0.721),(-0.0,1.174,0.053),(0.109,1.169,0.053),(0.055,1.172,0.053),(0.055,1.172,0.721),(-0.0,1.174,0.383),(0.055,1.172,0.383),(0.109,1.169,0.383),(0.217,1.153,0.053),(0.163,1.162,0.053),(0.163,1.162,0.721),(0.163,1.162,0.383),(0.217,1.153,0.383),(0.427,1.094,-0.287),(0.324,1.129,-0.287),(0.324,1.131,-1.061),(0.271,1.144,-1.061),(0.271,1.142,-0.287),(0.271,1.143,-0.654),(0.324,1.129,-0.654),(0.428,1.096,-1.061),(0.376,1.114,-1.061),(0.376,1.112,-0.287),(0.376,1.113,-0.654),(0.427,1.094,-0.654),(0.324,1.128,0.721),(0.324,1.128,0.053),(0.271,1.142,0.053),(0.271,1.142,0.721),(0.271,1.142,0.383),(0.323,1.128,0.383),(0.427,1.093,0.053),(0.376,1.112,0.053),(0.376,1.112,0.721),(0.376,1.112,0.383),(0.427,1.093,0.383),(0.217,1.153,2.919),(-0.0,1.173,1.778),(0.217,1.153,1.778),(0.109,1.168,1.778),(-0.0,1.174,1.067),(0.109,1.169,1.067),(0.055,1.172,1.067),(0.055,1.172,1.778),(-0.0,1.174,1.421),(0.055,1.172,1.421),(0.109,1.168,1.421),(0.217,1.153,1.067),(0.163,1.162,1.067),(0.163,1.162,1.778),(0.163,1.162,1.421),(0.217,1.153,1.421),(0.109,1.168,2.919),(-0.0,1.172,2.429),(0.109,1.167,2.429),(0.055,1.171,2.429),(-0.0,1.172,2.121),(0.055,1.171,2.121),(0.109,1.167,2.121),(0.055,1.172,2.919),(-0.0,1.173,2.689),(0.055,1.172,2.689),(0.109,1.168,2.689),(0.217,1.152,2.429),(0.163,1.161,2.429),(0.163,1.161,2.121),(0.217,1.152,2.121),(0.163,1.162,2.919),(0.163,1.161,2.689),(0.217,1.153,2.689),(0.427,1.093,1.778),(0.323,1.128,1.778),(0.324,1.128,1.067),(0.271,1.142,1.067),(0.271,1.141,1.778),(0.271,1.142,1.421),(0.323,1.128,1.421),(0.427,1.093,1.067),(0.376,1.112,1.067),(0.375,1.111,1.778),(0.376,1.112,1.421),(0.427,1.093,1.421),(0.323,1.128,2.919),(0.323,1.127,2.429),(0.27,1.141,2.429),(0.27,1.141,2.121),(0.323,1.127,2.121),(0.271,1.141,2.919),(0.27,1.141,2.689),(0.323,1.127,2.689),(0.426,1.092,2.429),(0.375,1.111,2.429),(0.375,1.111,2.121),(0.427,1.092,2.121),(0.375,1.111,2.919),(0.375,1.111,2.689),(0.427,1.092,2.689),(0.795,0.863,0.721),(0.622,0.995,0.721),(0.622,0.996,-0.287),(0.527,1.049,-0.287),(0.528,1.051,-1.061),(0.478,1.074,-1.061),(0.478,1.073,-0.287),(0.478,1.073,-0.654),(0.527,1.05,-0.654),(0.623,0.997,-1.061),(0.576,1.025,-1.061),(0.575,1.023,-0.287),(0.576,1.024,-0.654),(0.623,0.996,-0.654),(0.527,1.049,0.721),(0.527,1.049,0.053),(0.477,1.072,0.053),(0.477,1.072,0.721),(0.477,1.072,0.383),(0.527,1.049,0.383),(0.622,0.995,0.053),(0.575,1.023,0.053),(0.575,1.023,0.721),(0.575,1.023,0.383),(0.622,0.995,0.383),(0.796,0.863,-0.287),(0.712,0.933,-0.287),(0.713,0.935,-1.061),(0.669,0.967,-1.061),(0.668,0.966,-0.287),(0.668,0.966,-0.654),(0.712,0.934,-0.654),(0.797,0.865,-1.061),(0.756,0.901,-1.061),(0.755,0.899,-0.287),(0.755,0.9,-0.654),(0.796,0.864,-0.654),(0.712,0.933,0.721),(0.712,0.933,0.053),(0.668,0.965,0.053),(0.668,0.965,0.721),(0.668,0.965,0.383),(0.712,0.933,0.383),(0.795,0.863,0.053),(0.754,0.899,0.053),(0.754,0.899,0.721),(0.754,0.899,0.383),(0.795,0.863,0.383),(0.622,0.995,2.919),(0.622,0.995,1.778),(0.526,1.048,1.778),(0.527,1.049,1.067),(0.477,1.072,1.067),(0.477,1.072,1.778),(0.477,1.072,1.421),(0.527,1.049,1.421),(0.622,0.995,1.067),(0.575,1.023,1.067),(0.575,1.023,1.778),(0.575,1.023,1.421),(0.622,0.995,1.421),(0.526,1.048,2.919),(0.526,1.048,2.429),(0.477,1.071,2.429),(0.477,1.071,2.121),(0.526,1.048,2.121),(0.477,1.072,2.919),(0.477,1.071,2.689),(0.526,1.048,2.689),(0.621,0.994,2.429),(0.574,1.022,2.429),(0.574,1.022,2.121),(0.621,0.994,2.121),(0.575,1.023,2.919),(0.575,1.022,2.689),(0.622,0.995,2.689),(0.795,0.863,1.778),(0.711,0.933,1.778),(0.712,0.933,1.067),(0.668,0.965,1.067),(0.667,0.965,1.778),(0.668,0.965,1.421),(0.712,0.933,1.421),(0.795,0.863,1.067),(0.754,0.899,1.067),(0.754,0.899,1.778),(0.754,0.899,1.421),(0.795,0.863,1.421),(0.711,0.933,2.919),(0.711,0.932,2.429),(0.667,0.964,2.429),(0.667,0.964,2.121),(0.711,0.932,2.121),(0.667,0.965,2.919),(0.667,0.965,2.689),(0.711,0.933,2.689),(0.795,0.862,2.429),(0.754,0.898,2.429),(0.754,0.898,2.121),(0.795,0.862,2.121),(0.754,0.899,2.919),(0.754,0.898,2.689),(0.795,0.862,2.689),(0.108,0.277,6.474),(-0.0,1.16,4.408),(0.422,1.081,4.408),(0.215,1.14,4.408),(-0.0,1.166,3.631),(0.216,1.146,3.631),(0.108,1.161,3.631),(-0.0,1.172,3.143),(0.109,1.167,3.143),(0.055,1.171,3.143),(0.054,1.165,3.631),(-0.0,1.169,3.381),(0.054,1.168,3.381),(0.109,1.164,3.381),(0.217,1.152,3.143),(0.163,1.161,3.143),(0.162,1.155,3.631),(0.163,1.158,3.381),(0.216,1.149,3.381),(0.108,1.155,4.408),(-0.0,1.166,3.887),(0.108,1.161,3.887),(0.054,1.165,3.887),(0.054,1.159,4.408),(-0.0,1.168,4.145),(0.054,1.167,4.145),(0.109,1.163,4.145),(0.216,1.146,3.887),(0.162,1.155,3.887),(0.161,1.149,4.408),(0.163,1.157,4.145),(0.216,1.148,4.145),(0.424,1.086,3.631),(0.321,1.121,3.631),(0.323,1.127,3.143),(0.27,1.14,3.143),(0.269,1.135,3.631),(0.27,1.138,3.381),(0.322,1.124,3.381),(0.426,1.092,3.143),(0.375,1.11,3.143),(0.373,1.105,3.631),(0.374,1.108,3.381),(0.425,1.089,3.381),(0.32,1.115,4.408),(0.321,1.121,3.887),(0.269,1.134,3.887),(0.268,1.129,4.408),(0.269,1.136,4.145),(0.322,1.123,4.145),(0.424,1.086,3.887),(0.373,1.105,3.887),(0.371,1.099,4.408),(0.374,1.106,4.145),(0.425,1.088,4.145),(0.055,0.293,6.474),(-0.0,0.966,5.268),(0.179,0.95,5.268),(0.09,0.962,5.268),(-0.0,1.129,4.685),(0.105,1.124,4.685),(0.053,1.127,4.685),(0.045,0.965,5.268),(-0.0,1.062,4.977),(0.049,1.061,4.977),(0.099,1.057,4.977),(0.209,1.109,4.685),(0.157,1.118,4.685),(0.135,0.957,5.268),(0.148,1.052,4.977),(0.197,1.044,4.977),(0.028,0.297,6.474),(-0.0,0.72,5.779),(0.067,0.717,5.779),(0.034,0.72,5.779),(-0.0,0.852,5.537),(0.04,0.851,5.537),(0.079,0.848,5.537),(0.014,0.298,6.474),(-0.0,0.547,6.063),(0.025,0.546,6.063),(0.051,0.544,6.063),(0.133,0.708,5.779),(0.1,0.713,5.779),(0.119,0.843,5.537),(0.158,0.837,5.537),(0.041,0.295,6.474),(0.076,0.541,6.063),(0.101,0.537,6.063),(0.352,0.9,5.268),(0.266,0.929,5.268),(0.311,1.085,4.685),(0.26,1.098,4.685),(0.223,0.94,5.268),(0.245,1.033,4.977),(0.293,1.021,4.977),(0.411,1.051,4.685),(0.361,1.069,4.685),(0.309,0.916,5.268),(0.34,1.006,4.977),(0.386,0.989,4.977),(0.082,0.286,6.474),(0.199,0.692,5.779),(0.166,0.701,5.779),(0.196,0.829,5.537),(0.235,0.819,5.537),(0.069,0.29,6.474),(0.126,0.532,6.063),(0.151,0.526,6.063),(0.262,0.671,5.779),(0.231,0.682,5.779),(0.273,0.807,5.537),(0.31,0.793,5.537),(0.095,0.282,6.474),(0.175,0.518,6.063),(0.199,0.509,6.063),(0.786,0.853,4.408),(0.615,0.984,4.408),(0.618,0.989,3.631),(0.523,1.042,3.631),(0.526,1.047,3.143),(0.477,1.071,3.143),(0.474,1.065,3.631),(0.475,1.068,3.381),(0.525,1.045,3.381),(0.621,0.994,3.143),(0.574,1.022,3.143),(0.571,1.017,3.631),(0.573,1.019,3.381),(0.619,0.991,3.381),(0.521,1.037,4.408),(0.523,1.042,3.887),(0.474,1.065,3.887),(0.472,1.06,4.408),(0.475,1.067,4.145),(0.524,1.044,4.145),(0.618,0.989,3.887),(0.571,1.016,3.887),(0.568,1.012,4.408),(0.572,1.018,4.145),(0.619,0.99,4.145),(0.79,0.858,3.631),(0.707,0.927,3.631),(0.711,0.932,3.143),(0.667,0.964,3.143),(0.663,0.959,3.631),(0.665,0.962,3.381),(0.709,0.93,3.381),(0.794,0.862,3.143),(0.753,0.898,3.143),(0.75,0.893,3.631),(0.751,0.896,3.381),(0.792,0.86,3.381),(0.704,0.923,4.408),(0.707,0.927,3.887),(0.663,0.959,3.887),(0.66,0.954,4.408),(0.664,0.961,4.145),(0.708,0.929,4.145),(0.79,0.857,3.887),(0.749,0.893,3.887),(0.746,0.889,4.408),(0.751,0.895,4.145),(0.792,0.859,4.145),(0.158,0.253,6.474),(0.512,0.82,5.268),(0.434,0.864,5.268),(0.507,1.009,4.685),(0.459,1.031,4.685),(0.393,0.883,5.268),(0.432,0.97,4.977),(0.477,0.949,4.977),(0.598,0.957,4.685),(0.553,0.984,4.685),(0.473,0.843,5.268),(0.52,0.926,4.977),(0.563,0.901,4.977),(0.134,0.266,6.474),(0.323,0.644,5.779),(0.293,0.658,5.779),(0.346,0.778,5.537),(0.382,0.761,5.537),(0.121,0.272,6.474),(0.222,0.499,6.063),(0.245,0.489,6.063),(0.382,0.611,5.779),(0.353,0.628,5.779),(0.417,0.742,5.537),(0.451,0.722,5.537),(0.146,0.26,6.474),(0.268,0.477,6.063),(0.29,0.464,6.063),(0.655,0.711,5.268),(0.586,0.768,5.268),(0.684,0.897,4.685),(0.642,0.928,4.685),(0.55,0.795,5.268),(0.604,0.873,4.977),(0.644,0.844,4.977),(0.765,0.83,4.685),(0.725,0.865,4.685),(0.621,0.74,5.268),(0.683,0.814,4.977),(0.72,0.781,4.977),(0.181,0.237,6.474),(0.437,0.573,5.779),(0.41,0.592,5.779),(0.484,0.7,5.537),(0.516,0.677,5.537),(0.169,0.245,6.474),(0.311,0.45,6.063),(0.332,0.435,6.063),(0.488,0.53,5.779),(0.463,0.552,5.779),(0.547,0.652,5.537),(0.577,0.626,5.537),(0.191,0.228,6.474),(0.351,0.419,6.063),(0.371,0.402,6.063),(1.172,0.041,2.919),(1.054,0.514,2.919),(1.055,0.515,0.721),(0.941,0.701,0.721),(0.942,0.701,-0.287),(0.872,0.786,-0.287),(0.874,0.787,-1.061),(0.836,0.827,-1.061),(0.835,0.825,-0.287),(0.836,0.826,-0.654),(0.873,0.786,-0.654),(0.943,0.702,-1.061),(0.91,0.745,-1.061),(0.908,0.744,-0.287),(0.909,0.745,-0.654),(0.942,0.702,-0.654),(0.872,0.785,0.721),(0.872,0.785,0.053),(0.835,0.825,0.053),(0.835,0.825,0.721),(0.835,0.825,0.383),(0.872,0.785,0.383),(0.941,0.701,0.053),(0.908,0.744,0.053),(0.908,0.744,0.721),(0.908,0.744,0.383),(0.941,0.701,0.383),(1.055,0.515,-0.287),(1.003,0.61,-0.287),(1.005,0.612,-1.061),(0.975,0.658,-1.061),(0.973,0.656,-0.287),(0.974,0.657,-0.654),(1.003,0.611,-0.654),(1.057,0.516,-1.061),(1.032,0.564,-1.061),(1.03,0.563,-0.287),(1.031,0.564,-0.654),(1.056,0.515,-0.654),(1.003,0.61,0.721),(1.002,0.61,0.053),(0.973,0.656,0.053),(0.973,0.656,0.721),(0.973,0.656,0.383),(1.002,0.61,0.383),(1.055,0.514,0.053),(1.03,0.563,0.053),(1.03,0.563,0.721),(1.03,0.563,0.383),(1.055,0.514,0.383),(0.941,0.701,2.919),(0.941,0.7,1.778),(0.872,0.785,1.778),(0.872,0.785,1.067),(0.835,0.825,1.067),(0.834,0.825,1.778),(0.835,0.825,1.421),(0.872,0.785,1.421),(0.941,0.701,1.067),(0.908,0.744,1.067),(0.907,0.743,1.778),(0.908,0.744,1.421),(0.941,0.701,1.421),(0.872,0.785,2.919),(0.871,0.784,2.429),(0.834,0.824,2.429),(0.834,0.824,2.121),(0.871,0.785,2.121),(0.834,0.825,2.919),(0.834,0.824,2.689),(0.872,0.785,2.689),(0.94,0.7,2.429),(0.907,0.743,2.429),(0.907,0.743,2.121),(0.94,0.7,2.121),(0.907,0.744,2.919),(0.907,0.743,2.689),(0.941,0.7,2.689),(1.054,0.514,1.778),(1.002,0.61,1.778),(1.003,0.61,1.067),(0.973,0.656,1.067),(0.972,0.656,1.778),(0.973,0.656,1.421),(1.002,0.61,1.421),(1.055,0.515,1.067),(1.03,0.563,1.067),(1.029,0.563,1.778),(1.03,0.563,1.421),(1.055,0.514,1.421),(1.002,0.61,2.919),(1.001,0.61,2.429),(0.972,0.656,2.429),(0.972,0.656,2.121),(1.001,0.61,2.121),(0.973,0.656,2.919),(0.972,0.656,2.689),(1.002,0.61,2.689),(1.054,0.514,2.429),(1.029,0.562,2.429),(1.029,0.562,2.121),(1.054,0.514,2.121),(1.029,0.563,2.919),(1.029,0.563,2.689),(1.054,0.514,2.689),(1.173,0.041,0.721),(1.132,0.31,0.721),(1.132,0.31,-0.287),(1.098,0.414,-0.287),(1.1,0.415,-1.061),(1.08,0.466,-1.061),(1.078,0.465,-0.287),(1.079,0.465,-0.654),(1.099,0.415,-0.654),(1.134,0.311,-1.061),(1.119,0.363,-1.061),(1.117,0.363,-0.287),(1.117,0.363,-0.654),(1.133,0.311,-0.654),(1.098,0.414,0.721),(1.098,0.414,0.053),(1.078,0.465,0.053),(1.078,0.465,0.721),(1.078,0.465,0.383),(1.098,0.414,0.383),(1.132,0.31,0.053),(1.116,0.363,0.053),(1.116,0.363,0.721),(1.116,0.363,0.383),(1.132,0.31,0.383),(1.173,0.041,-0.287),(1.156,0.204,-0.287),(1.158,0.204,-1.061),(1.147,0.258,-1.061),(1.145,0.257,-0.287),(1.146,0.258,-0.654),(1.157,0.204,-0.654),(1.164,0.15,-0.287),(1.166,0.15,-1.061),(1.165,0.15,-0.654),(1.175,0.041,-1.061),(1.172,0.096,-1.061),(1.17,0.096,-0.287),(1.171,0.096,-0.654),(1.174,0.041,-0.654),(1.156,0.204,0.721),(1.156,0.204,0.053),(1.145,0.257,0.053),(1.145,0.257,0.721),(1.145,0.257,0.383),(1.156,0.204,0.383),(1.164,0.15,0.721),(1.164,0.15,0.053),(1.164,0.15,0.383),(1.173,0.041,0.053),(1.17,0.095,0.053),(1.17,0.095,0.721),(1.17,0.095,0.383),(1.173,0.041,0.383),(1.131,0.31,2.919),(1.131,0.31,1.778),(1.098,0.414,1.778),(1.098,0.414,1.067),(1.078,0.465,1.067),(1.077,0.465,1.778),(1.078,0.465,1.421),(1.098,0.414,1.421),(1.132,0.31,1.067),(1.116,0.363,1.067),(1.116,0.362,1.778),(1.116,0.363,1.421),(1.132,0.31,1.421),(1.098,0.414,2.919),(1.097,0.414,2.429),(1.076,0.464,2.429),(1.077,0.464,2.121),(1.097,0.414,2.121),(1.077,0.465,2.919),(1.077,0.465,2.689),(1.097,0.414,2.689),(1.131,0.31,2.429),(1.115,0.362,2.429),(1.115,0.362,2.121),(1.131,0.31,2.121),(1.116,0.363,2.919),(1.115,0.362,2.689),(1.131,0.31,2.689),(1.172,0.041,1.778),(1.155,0.204,1.778),(1.156,0.204,1.067),(1.145,0.257,1.067),(1.144,0.257,1.778),(1.145,0.257,1.421),(1.156,0.204,1.421),(1.163,0.15,1.778),(1.164,0.15,1.067),(1.164,0.15,1.421),(1.173,0.041,1.067),(1.17,0.095,1.067),(1.169,0.095,1.778),(1.17,0.095,1.421),(1.173,0.041,1.421),(1.155,0.204,2.919),(1.155,0.204,2.429),(1.144,0.257,2.429),(1.144,0.257,2.121),(1.155,0.204,2.121),(1.145,0.257,2.919),(1.144,0.257,2.689),(1.155,0.204,2.689),(1.172,0.041,2.429),(1.163,0.15,2.429),(1.163,0.15,2.121),(1.168,0.095,2.429),(1.169,0.095,2.121),(1.172,0.041,2.121),(1.163,0.15,2.919),(1.163,0.15,2.689),(1.169,0.095,2.919),(1.169,0.095,2.689),(1.172,0.041,2.689),(0.268,0.131,6.474),(1.043,0.509,4.408),(0.931,0.693,4.408),(0.935,0.696,3.631),(0.867,0.78,3.631),(0.871,0.784,3.143),(0.834,0.824,3.143),(0.829,0.82,3.631),(0.831,0.822,3.381),(0.869,0.782,3.381),(0.94,0.7,3.143),(0.906,0.743,3.143),(0.902,0.739,3.631),(0.904,0.741,3.381),(0.938,0.698,3.381),(0.862,0.776,4.408),(0.866,0.78,3.887),(0.829,0.82,3.887),(0.825,0.816,4.408),(0.831,0.821,4.145),(0.868,0.781,4.145),(0.935,0.696,3.887),(0.902,0.739,3.887),(0.897,0.735,4.408),(0.903,0.74,4.145),(0.937,0.697,4.145),(1.048,0.511,3.631),(0.996,0.606,3.631),(1.001,0.609,3.143),(0.972,0.655,3.143),(0.967,0.652,3.631),(0.969,0.654,3.381),(0.999,0.608,3.381),(1.053,0.514,3.143),(1.028,0.562,3.143),(1.023,0.559,3.631),(1.026,0.561,3.381),(1.051,0.512,3.381),(0.991,0.603,4.408),(0.996,0.606,3.887),(0.967,0.652,3.887),(0.962,0.649,4.408),(0.968,0.653,4.145),(0.998,0.607,4.145),(1.048,0.511,3.887),(1.023,0.559,3.887),(1.018,0.557,4.408),(1.025,0.56,4.145),(1.05,0.512,4.145),(0.239,0.178,6.474),(0.775,0.577,5.268),(0.718,0.647,5.268),(0.839,0.755,4.685),(0.803,0.793,4.685),(0.687,0.679,5.268),(0.755,0.747,4.977),(0.789,0.711,4.977),(0.905,0.674,4.685),(0.873,0.715,4.685),(0.748,0.613,5.268),(0.821,0.673,4.977),(0.852,0.634,4.977),(0.221,0.199,6.474),(0.535,0.482,5.779),(0.512,0.506,5.779),(0.606,0.599,5.537),(0.633,0.57,5.537),(0.212,0.209,6.474),(0.389,0.384,6.063),(0.406,0.366,6.063),(0.578,0.43,5.779),(0.557,0.457,5.779),(0.659,0.54,5.537),(0.683,0.509,5.537),(0.23,0.189,6.474),(0.423,0.347,6.063),(0.439,0.326,6.063),(0.869,0.424,5.268),(0.825,0.503,5.268),(0.964,0.587,4.685),(0.936,0.631,4.685),(0.801,0.54,5.268),(0.88,0.594,4.977),(0.907,0.552,4.977),(1.014,0.495,4.685),(0.99,0.541,4.685),(0.848,0.464,5.268),(0.932,0.509,4.977),(0.955,0.466,4.977),(0.254,0.155,6.474),(0.615,0.375,5.779),(0.597,0.403,5.779),(0.706,0.476,5.537),(0.727,0.443,5.537),(0.247,0.167,6.474),(0.453,0.306,6.063),(0.467,0.284,6.063),(0.647,0.316,5.779),(0.632,0.346,5.779),(0.747,0.409,5.537),(0.765,0.373,5.537),(0.261,0.143,6.474),(0.48,0.262,6.063),(0.491,0.24,6.063),(1.16,0.04,4.408),(1.119,0.307,4.408),(1.125,0.308,3.631),(1.091,0.412,3.631),(1.097,0.414,3.143),(1.076,0.464,3.143),(1.071,0.462,3.631),(1.073,0.463,3.381),(1.094,0.413,3.381),(1.13,0.31,3.143),(1.115,0.362,3.143),(1.109,0.36,3.631),(1.112,0.361,3.381),(1.127,0.309,3.381),(1.086,0.41,4.408),(1.091,0.411,3.887),(1.071,0.462,3.887),(1.065,0.46,4.408),(1.072,0.463,4.145),(1.093,0.412,4.145),(1.124,0.308,3.887),(1.109,0.36,3.887),(1.104,0.359,4.408),(1.111,0.361,4.145),(1.126,0.309,4.145),(1.165,0.041,3.631),(1.148,0.203,3.631),(1.154,0.204,3.143),(1.143,0.257,3.143),(1.138,0.256,3.631),(1.141,0.256,3.381),(1.151,0.203,3.381),(1.157,0.149,3.631),(1.162,0.15,3.143),(1.159,0.149,3.381),(1.171,0.041,3.143),(1.168,0.095,3.143),(1.162,0.095,3.631),(1.165,0.095,3.381),(1.168,0.041,3.381),(1.143,0.201,4.408),(1.148,0.202,3.887),(1.138,0.256,3.887),(1.132,0.254,4.408),(1.139,0.256,4.145),(1.15,0.203,4.145),(1.151,0.148,4.408),(1.156,0.149,3.887),(1.158,0.149,4.145),(1.165,0.041,3.887),(1.162,0.095,3.887),(1.156,0.094,4.408),(1.164,0.095,4.145),(1.167,0.041,4.145),(0.287,0.079,6.474),(0.932,0.256,5.268),(0.904,0.341,5.268),(1.056,0.398,4.685),(1.036,0.447,4.685),(0.887,0.383,5.268),(0.975,0.421,4.977),(0.994,0.375,4.977),(1.088,0.298,4.685),(1.073,0.349,4.685),(0.919,0.299,5.268),(1.01,0.328,4.977),(1.024,0.281,4.977),(0.279,0.105,6.474),(0.674,0.254,5.779),(0.661,0.285,5.779),(0.782,0.337,5.537),(0.797,0.301,5.537),(0.273,0.118,6.474),(0.502,0.217,6.063),(0.512,0.193,6.063),(0.695,0.19,5.779),(0.685,0.223,5.779),(0.81,0.263,5.537),(0.821,0.225,5.537),(0.283,0.092,6.474),(0.52,0.169,6.063),(0.527,0.145,6.063),(0.966,0.034,5.268),(0.952,0.168,5.268),(1.111,0.196,4.685),(1.101,0.247,4.685),(0.943,0.212,5.268),(1.036,0.233,4.977),(1.046,0.184,4.977),(0.959,0.123,5.268),(1.119,0.144,4.685),(1.053,0.136,4.977),(1.128,0.039,4.685),(1.125,0.092,4.685),(0.963,0.079,5.268),(1.058,0.086,4.977),(1.061,0.037,4.977),(0.293,0.052,6.474),(0.709,0.125,5.779),(0.703,0.158,5.779),(0.831,0.187,5.537),(0.839,0.148,5.537),(0.291,0.065,6.474),(0.533,0.12,6.063),(0.538,0.095,6.063),(0.72,0.025,5.779),(0.714,0.092,5.779),(0.845,0.109,5.537),(0.718,0.059,5.779),(0.849,0.069,5.537),(0.851,0.03,5.537),(0.295,0.038,6.474),(0.542,0.07,6.063),(0.297,0.024,6.474),(0.545,0.044,6.063),(0.546,0.019,6.063),(0.027,-1.177,-1.49),(0.0,-0.0,-6.482),(0.856,-0.808,-1.49),(0.779,-0.735,-5.822),(0.0,-0.0,-6.482),(1.011,-0.355,-5.822),(0.624,-0.219,-6.364),(0.0,-0.0,-6.482),(0.654,-0.1,-6.364),(0.278,-0.042,-6.474),(0.0,-0.0,-6.482),(0.281,-0.016,-6.474),(0.09,-0.0050,-6.482),(0.0,-0.0,-6.482),(0.091,-0.0010,-6.482),(0.281,-0.0030,-6.474),(0.18,-0.0020,-6.482),(0.179,-0.01,-6.482),(0.089,-0.014,-6.482),(0.0,-0.0,-6.482),(0.09,-0.0090,-6.482),(0.279,-0.029,-6.474),(0.179,-0.019,-6.482),(0.177,-0.027,-6.482),(0.66,-0.038,-6.364),(0.403,-0.023,-6.453),(0.404,-0.0050,-6.453),(0.661,-0.0080,-6.364),(0.536,-0.0060,-6.416),(0.535,-0.031,-6.416),(0.399,-0.061,-6.453),(0.401,-0.042,-6.453),(0.657,-0.069,-6.364),(0.533,-0.056,-6.416),(0.53,-0.081,-6.416),(0.265,-0.093,-6.474),(0.0,-0.0,-6.482),(0.273,-0.068,-6.474),(0.088,-0.022,-6.482),(0.0,-0.0,-6.482),(0.089,-0.018,-6.482),(0.276,-0.055,-6.474),(0.176,-0.035,-6.482),(0.174,-0.043,-6.482),(0.085,-0.03,-6.482),(0.0,-0.0,-6.482),(0.087,-0.026,-6.482),(0.269,-0.081,-6.474),(0.172,-0.051,-6.482),(0.169,-0.059,-6.482),(0.641,-0.16,-6.364),(0.392,-0.098,-6.453),(0.396,-0.079,-6.453),(0.648,-0.13,-6.364),(0.525,-0.105,-6.416),(0.52,-0.13,-6.416),(0.381,-0.134,-6.453),(0.387,-0.116,-6.453),(0.633,-0.19,-6.364),(0.513,-0.154,-6.416),(0.506,-0.177,-6.416),(1.059,-0.161,-5.822),(0.911,-0.139,-6.124),(0.92,-0.054,-6.124),(0.765,-0.045,-6.295),(0.766,-0.0090,-6.295),(0.922,-0.011,-6.124),(0.852,-0.01,-6.213),(0.851,-0.05,-6.213),(0.758,-0.115,-6.295),(0.762,-0.08,-6.295),(0.917,-0.096,-6.124),(0.847,-0.089,-6.213),(0.842,-0.128,-6.213),(1.069,-0.062,-5.822),(0.978,-0.057,-6.031),(0.979,-0.011,-6.031),(1.071,-0.012,-5.822),(1.028,-0.012,-5.931),(1.026,-0.06,-5.931),(0.968,-0.148,-6.031),(0.974,-0.102,-6.031),(1.065,-0.112,-5.822),(1.022,-0.107,-5.931),(1.016,-0.155,-5.931),(0.87,-0.305,-6.124),(0.894,-0.223,-6.124),(0.744,-0.185,-6.295),(0.751,-0.151,-6.295),(0.904,-0.181,-6.124),(0.836,-0.167,-6.213),(0.827,-0.206,-6.213),(0.723,-0.254,-6.295),(0.734,-0.22,-6.295),(0.883,-0.264,-6.124),(0.816,-0.244,-6.213),(0.804,-0.282,-6.213),(1.039,-0.259,-5.822),(0.95,-0.237,-6.031),(0.96,-0.192,-6.031),(1.05,-0.21,-5.822),(1.008,-0.202,-5.931),(0.997,-0.249,-5.931),(0.924,-0.324,-6.031),(0.938,-0.281,-6.031),(1.026,-0.307,-5.822),(0.985,-0.295,-5.931),(0.97,-0.34,-5.931),(0.481,-0.454,-6.364),(0.0,-0.0,-6.482),(0.573,-0.331,-6.364),(0.243,-0.141,-6.474),(0.0,-0.0,-6.482),(0.255,-0.117,-6.474),(0.082,-0.038,-6.482),(0.0,-0.0,-6.482),(0.084,-0.034,-6.482),(0.261,-0.105,-6.474),(0.166,-0.067,-6.482),(0.163,-0.075,-6.482),(0.078,-0.045,-6.482),(0.0,-0.0,-6.482),(0.08,-0.042,-6.482),(0.25,-0.129,-6.474),(0.159,-0.082,-6.482),(0.155,-0.09,-6.482),(0.601,-0.276,-6.364),(0.367,-0.168,-6.453),(0.374,-0.151,-6.453),(0.613,-0.248,-6.364),(0.497,-0.201,-6.416),(0.487,-0.224,-6.416),(0.35,-0.202,-6.453),(0.359,-0.185,-6.453),(0.587,-0.304,-6.364),(0.476,-0.246,-6.416),(0.464,-0.268,-6.416),(0.204,-0.193,-6.474),(0.0,-0.0,-6.482),(0.229,-0.163,-6.474),(0.074,-0.052,-6.482),(0.0,-0.0,-6.482),(0.076,-0.049,-6.482),(0.237,-0.152,-6.474),(0.151,-0.097,-6.482),(0.146,-0.104,-6.482),(0.0,-0.0,-6.482),(0.221,-0.173,-6.474),(0.071,-0.056,-6.482),(0.141,-0.111,-6.482),(0.066,-0.062,-6.482),(0.0,-0.0,-6.482),(0.069,-0.059,-6.482),(0.213,-0.183,-6.474),(0.136,-0.117,-6.482),(0.131,-0.123,-6.482),(0.539,-0.382,-6.364),(0.329,-0.233,-6.453),(0.34,-0.218,-6.453),(0.557,-0.357,-6.364),(0.451,-0.289,-6.416),(0.437,-0.31,-6.416),(0.521,-0.407,-6.364),(0.318,-0.248,-6.453),(0.422,-0.33,-6.416),(0.294,-0.277,-6.453),(0.306,-0.263,-6.453),(0.501,-0.431,-6.364),(0.406,-0.349,-6.416),(0.39,-0.368,-6.416),(0.927,-0.535,-5.822),(0.798,-0.461,-6.124),(0.838,-0.385,-6.124),(0.697,-0.32,-6.295),(0.711,-0.287,-6.295),(0.855,-0.345,-6.124),(0.79,-0.319,-6.213),(0.774,-0.356,-6.213),(0.664,-0.383,-6.295),(0.681,-0.352,-6.295),(0.819,-0.423,-6.124),(0.757,-0.391,-6.213),(0.738,-0.426,-6.213),(0.973,-0.447,-5.822),(0.89,-0.409,-6.031),(0.908,-0.367,-6.031),(0.993,-0.401,-5.822),(0.953,-0.385,-5.931),(0.934,-0.429,-5.931),(0.848,-0.49,-6.031),(0.87,-0.45,-6.031),(0.951,-0.492,-5.822),(0.913,-0.472,-5.931),(0.89,-0.514,-5.931),(0.671,-0.633,-6.124),(0.752,-0.533,-6.124),(0.625,-0.443,-6.295),(0.645,-0.414,-6.295),(0.776,-0.498,-6.124),(0.717,-0.46,-6.213),(0.695,-0.493,-6.213),(0.726,-0.568,-6.124),(0.604,-0.472,-6.295),(0.671,-0.525,-6.213),(0.557,-0.526,-6.295),(0.581,-0.499,-6.295),(0.699,-0.601,-6.124),(0.646,-0.555,-6.213),(0.62,-0.585,-6.213),(0.874,-0.619,-5.822),(0.799,-0.566,-6.031),(0.824,-0.529,-6.031),(0.902,-0.578,-5.822),(0.865,-0.555,-5.931),(0.838,-0.594,-5.931),(0.844,-0.659,-5.822),(0.772,-0.603,-6.031),(0.81,-0.633,-5.931),(0.712,-0.672,-6.031),(0.743,-0.638,-6.031),(0.812,-0.698,-5.822),(0.78,-0.67,-5.931),(0.748,-0.705,-5.931),(1.111,-0.39,-1.49),(1.11,-0.39,-4.398),(1.163,-0.177,-4.398),(1.155,-0.176,-5.346),(1.166,-0.068,-5.346),(1.109,-0.065,-5.699),(1.111,-0.013,-5.699),(1.168,-0.014,-5.346),(1.145,-0.013,-5.546),(1.143,-0.067,-5.546),(1.098,-0.167,-5.699),(1.105,-0.116,-5.699),(1.162,-0.122,-5.346),(1.138,-0.12,-5.546),(1.132,-0.172,-5.546),(1.175,-0.068,-4.398),(1.177,-0.069,-5.085),(1.179,-0.014,-5.085),(1.177,-0.014,-4.398),(1.18,-0.014,-4.767),(1.178,-0.069,-4.767),(1.165,-0.178,-5.085),(1.172,-0.123,-5.085),(1.17,-0.123,-4.398),(1.173,-0.123,-4.767),(1.166,-0.178,-4.767),(1.102,-0.387,-5.346),(1.133,-0.283,-5.346),(1.078,-0.269,-5.699),(1.089,-0.218,-5.699),(1.145,-0.23,-5.346),(1.122,-0.225,-5.546),(1.111,-0.277,-5.546),(1.048,-0.368,-5.699),(1.064,-0.319,-5.699),(1.119,-0.335,-5.346),(1.097,-0.328,-5.546),(1.08,-0.379,-5.546),(1.142,-0.285,-4.398),(1.144,-0.285,-5.085),(1.156,-0.232,-5.085),(1.154,-0.231,-4.398),(1.157,-0.232,-4.767),(1.145,-0.285,-4.767),(1.112,-0.39,-5.085),(1.129,-0.338,-5.085),(1.127,-0.337,-4.398),(1.13,-0.338,-4.767),(1.113,-0.391,-4.767),(1.164,-0.177,-1.49),(1.159,-0.177,-3.135),(1.17,-0.068,-3.135),(1.172,-0.068,-3.99),(1.174,-0.014,-3.99),(1.172,-0.014,-3.135),(1.172,-0.014,-3.562),(1.17,-0.068,-3.562),(1.16,-0.177,-3.99),(1.167,-0.123,-3.99),(1.166,-0.123,-3.135),(1.166,-0.123,-3.562),(1.159,-0.177,-3.562),(1.175,-0.068,-1.49),(1.174,-0.068,-2.326),(1.176,-0.014,-2.326),(1.174,-0.014,-2.727),(1.172,-0.068,-2.727),(1.177,-0.014,-1.49),(1.177,-0.014,-1.917),(1.175,-0.068,-1.917),(1.162,-0.177,-2.326),(1.169,-0.123,-2.326),(1.167,-0.123,-2.727),(1.16,-0.177,-2.727),(1.171,-0.123,-1.49),(1.171,-0.123,-1.917),(1.164,-0.177,-1.917),(1.106,-0.388,-3.135),(1.138,-0.284,-3.135),(1.139,-0.284,-3.99),(1.151,-0.231,-3.99),(1.149,-0.23,-3.135),(1.149,-0.23,-3.562),(1.138,-0.284,-3.562),(1.108,-0.389,-3.99),(1.125,-0.337,-3.99),(1.123,-0.336,-3.135),(1.123,-0.336,-3.562),(1.106,-0.388,-3.562),(1.142,-0.285,-1.49),(1.141,-0.284,-2.326),(1.153,-0.231,-2.326),(1.151,-0.231,-2.727),(1.139,-0.284,-2.727),(1.154,-0.231,-1.49),(1.154,-0.231,-1.917),(1.142,-0.285,-1.917),(1.11,-0.389,-2.326),(1.126,-0.337,-2.326),(1.125,-0.337,-2.727),(1.108,-0.389,-2.727),(1.128,-0.338,-1.49),(1.128,-0.338,-1.917),(1.111,-0.39,-1.917),(0.856,-0.807,-4.398),(1.019,-0.588,-4.398),(1.012,-0.584,-5.346),(1.062,-0.488,-5.346),(1.01,-0.464,-5.699),(1.03,-0.416,-5.699),(1.083,-0.438,-5.346),(1.061,-0.429,-5.546),(1.04,-0.478,-5.546),(0.962,-0.555,-5.699),(0.987,-0.51,-5.699),(1.038,-0.536,-5.346),(1.017,-0.526,-5.546),(0.991,-0.572,-5.546),(1.069,-0.491,-4.398),(1.071,-0.492,-5.085),(1.093,-0.442,-5.085),(1.091,-0.441,-4.398),(1.094,-0.442,-4.767),(1.072,-0.492,-4.767),(1.021,-0.589,-5.085),(1.047,-0.541,-5.085),(1.045,-0.54,-4.398),(1.048,-0.542,-4.767),(1.022,-0.59,-4.767),(0.85,-0.802,-5.346),(0.953,-0.676,-5.346),(0.906,-0.642,-5.699),(0.935,-0.6,-5.699),(0.983,-0.631,-5.346),(0.964,-0.618,-5.546),(0.934,-0.662,-5.546),(0.921,-0.719,-5.346),(0.875,-0.684,-5.699),(0.902,-0.705,-5.546),(0.808,-0.762,-5.699),(0.843,-0.724,-5.699),(0.886,-0.761,-5.346),(0.868,-0.746,-5.546),(0.833,-0.786,-5.546),(0.96,-0.681,-4.398),(0.962,-0.682,-5.085),(0.992,-0.636,-5.085),(0.991,-0.635,-4.398),(0.993,-0.637,-4.767),(0.962,-0.682,-4.767),(0.927,-0.724,-4.398),(0.929,-0.726,-5.085),(0.93,-0.726,-4.767),(0.857,-0.809,-5.085),(0.894,-0.768,-5.085),(0.893,-0.767,-4.398),(0.895,-0.769,-4.767),(0.858,-0.81,-4.767),(1.02,-0.589,-1.49),(1.015,-0.586,-3.135),(1.065,-0.489,-3.135),(1.067,-0.49,-3.99),(1.088,-0.44,-3.99),(1.087,-0.439,-3.135),(1.087,-0.439,-3.562),(1.065,-0.489,-3.562),(1.017,-0.587,-3.99),(1.043,-0.539,-3.99),(1.041,-0.538,-3.135),(1.041,-0.538,-3.562),(1.015,-0.586,-3.562),(1.07,-0.491,-1.49),(1.069,-0.491,-2.326),(1.09,-0.44,-2.326),(1.088,-0.44,-2.727),(1.067,-0.49,-2.727),(1.091,-0.441,-1.49),(1.092,-0.441,-1.917),(1.07,-0.491,-1.917),(1.018,-0.588,-2.326),(1.045,-0.54,-2.326),(1.043,-0.539,-2.727),(1.017,-0.587,-2.727),(1.046,-0.541,-1.49),(1.046,-0.541,-1.917),(1.02,-0.589,-1.917),(0.853,-0.805,-3.135),(0.956,-0.678,-3.135),(0.958,-0.679,-3.99),(0.988,-0.634,-3.99),(0.987,-0.633,-3.135),(0.987,-0.633,-3.562),(0.956,-0.678,-3.562),(0.924,-0.722,-3.135),(0.925,-0.723,-3.99),(0.924,-0.722,-3.562),(0.854,-0.806,-3.99),(0.89,-0.765,-3.99),(0.889,-0.764,-3.135),(0.889,-0.764,-3.562),(0.853,-0.805,-3.562),(0.96,-0.681,-1.49),(0.959,-0.68,-2.326),(0.99,-0.635,-2.326),(0.988,-0.634,-2.727),(0.958,-0.679,-2.727),(0.991,-0.635,-1.49),(0.991,-0.635,-1.917),(0.96,-0.681,-1.917),(0.855,-0.807,-2.326),(0.927,-0.724,-2.326),(0.925,-0.723,-2.727),(0.892,-0.766,-2.326),(0.89,-0.765,-2.727),(0.854,-0.806,-2.727),(0.928,-0.725,-1.49),(0.928,-0.725,-1.917),(0.893,-0.767,-1.49),(0.893,-0.767,-1.917),(0.856,-0.808,-1.917),(0.025,-1.071,-5.822),(0.0,-0.0,-6.482),(0.458,-0.968,-5.822),(0.283,-0.598,-6.364),(0.0,-0.0,-6.482),(0.389,-0.535,-6.364),(0.165,-0.227,-6.474),(0.0,-0.0,-6.482),(0.186,-0.211,-6.474),(0.06,-0.068,-6.482),(0.0,-0.0,-6.482),(0.063,-0.065,-6.482),(0.195,-0.202,-6.474),(0.125,-0.129,-6.482),(0.119,-0.135,-6.482),(0.053,-0.073,-6.482),(0.0,-0.0,-6.482),(0.057,-0.071,-6.482),(0.176,-0.219,-6.474),(0.112,-0.14,-6.482),(0.106,-0.145,-6.482),(0.437,-0.496,-6.364),(0.267,-0.303,-6.453),(0.28,-0.29,-6.453),(0.459,-0.476,-6.364),(0.372,-0.385,-6.416),(0.354,-0.402,-6.416),(0.237,-0.326,-6.453),(0.252,-0.315,-6.453),(0.413,-0.516,-6.364),(0.335,-0.418,-6.416),(0.315,-0.433,-6.416),(0.12,-0.254,-6.474),(0.0,-0.0,-6.482),(0.143,-0.242,-6.474),(0.046,-0.078,-6.482),(0.0,-0.0,-6.482),(0.05,-0.076,-6.482),(0.154,-0.235,-6.474),(0.099,-0.15,-6.482),(0.092,-0.154,-6.482),(0.039,-0.082,-6.482),(0.0,-0.0,-6.482),(0.043,-0.08,-6.482),(0.132,-0.248,-6.474),(0.084,-0.159,-6.482),(0.077,-0.162,-6.482),(0.337,-0.569,-6.364),(0.206,-0.347,-6.453),(0.222,-0.337,-6.453),(0.363,-0.552,-6.364),(0.294,-0.448,-6.416),(0.273,-0.461,-6.416),(0.173,-0.365,-6.453),(0.189,-0.356,-6.453),(0.31,-0.584,-6.364),(0.252,-0.473,-6.416),(0.229,-0.484,-6.416),(0.63,-0.866,-5.822),(0.542,-0.746,-6.124),(0.609,-0.692,-6.124),(0.506,-0.576,-6.295),(0.532,-0.551,-6.295),(0.64,-0.663,-6.124),(0.592,-0.613,-6.213),(0.563,-0.64,-6.213),(0.451,-0.62,-6.295),(0.479,-0.598,-6.295),(0.576,-0.72,-6.124),(0.532,-0.665,-6.213),(0.501,-0.689,-6.213),(0.707,-0.804,-5.822),(0.647,-0.735,-6.031),(0.68,-0.704,-6.031),(0.744,-0.77,-5.822),(0.714,-0.739,-5.931),(0.679,-0.772,-5.931),(0.576,-0.792,-6.031),(0.612,-0.765,-6.031),(0.669,-0.836,-5.822),(0.642,-0.803,-5.931),(0.604,-0.832,-5.931),(0.394,-0.833,-6.124),(0.47,-0.793,-6.124),(0.391,-0.659,-6.295),(0.421,-0.64,-6.295),(0.507,-0.77,-6.124),(0.468,-0.712,-6.213),(0.435,-0.733,-6.213),(0.328,-0.693,-6.295),(0.36,-0.677,-6.295),(0.433,-0.814,-6.124),(0.4,-0.752,-6.213),(0.365,-0.77,-6.213),(0.546,-0.921,-5.822),(0.499,-0.842,-6.031),(0.538,-0.818,-6.031),(0.589,-0.895,-5.822),(0.565,-0.859,-5.931),(0.524,-0.884,-5.931),(0.419,-0.885,-6.031),(0.46,-0.865,-6.031),(0.503,-0.946,-5.822),(0.483,-0.907,-5.931),(0.44,-0.929,-5.931),(0.015,-0.661,-6.364),(0.0,-0.0,-6.482),(0.167,-0.64,-6.364),(0.071,-0.272,-6.474),(0.0,-0.0,-6.482),(0.096,-0.264,-6.474),(0.031,-0.085,-6.482),(0.0,-0.0,-6.482),(0.035,-0.084,-6.482),(0.108,-0.259,-6.474),(0.069,-0.166,-6.482),(0.061,-0.169,-6.482),(0.023,-0.088,-6.482),(0.0,-0.0,-6.482),(0.027,-0.086,-6.482),(0.084,-0.268,-6.474),(0.053,-0.171,-6.482),(0.045,-0.174,-6.482),(0.226,-0.621,-6.364),(0.138,-0.379,-6.453),(0.156,-0.372,-6.453),(0.255,-0.61,-6.364),(0.206,-0.494,-6.416),(0.183,-0.503,-6.416),(0.102,-0.39,-6.453),(0.12,-0.385,-6.453),(0.197,-0.631,-6.364),(0.16,-0.511,-6.416),(0.136,-0.518,-6.416),(0.0070,-0.281,-6.474),(0.0,-0.0,-6.482),(0.046,-0.277,-6.474),(0.015,-0.089,-6.482),(0.0,-0.0,-6.482),(0.019,-0.089,-6.482),(0.058,-0.275,-6.474),(0.037,-0.176,-6.482),(0.029,-0.177,-6.482),(0.0,-0.0,-6.482),(0.033,-0.279,-6.474),(0.011,-0.09,-6.482),(0.021,-0.178,-6.482),(0.0020,-0.091,-6.482),(0.0,-0.0,-6.482),(0.0060,-0.09,-6.482),(0.02,-0.28,-6.474),(0.013,-0.179,-6.482),(0.0040,-0.179,-6.482),(0.107,-0.652,-6.364),(0.065,-0.398,-6.453),(0.084,-0.395,-6.453),(0.137,-0.647,-6.364),(0.111,-0.524,-6.416),(0.087,-0.529,-6.416),(0.077,-0.657,-6.364),(0.047,-0.401,-6.453),(0.062,-0.532,-6.416),(0.0090,-0.403,-6.453),(0.028,-0.403,-6.453),(0.046,-0.659,-6.364),(0.037,-0.534,-6.416),(0.012,-0.536,-6.416),(0.271,-1.036,-5.822),(0.233,-0.892,-6.124),(0.315,-0.866,-6.124),(0.262,-0.72,-6.295),(0.295,-0.707,-6.295),(0.355,-0.851,-6.124),(0.328,-0.786,-6.213),(0.291,-0.801,-6.213),(0.194,-0.741,-6.295),(0.228,-0.732,-6.295),(0.275,-0.88,-6.124),(0.254,-0.813,-6.213),(0.216,-0.824,-6.213),(0.366,-1.006,-5.822),(0.335,-0.92,-6.031),(0.377,-0.904,-6.031),(0.413,-0.988,-5.822),(0.396,-0.948,-5.931),(0.352,-0.966,-5.931),(0.248,-0.947,-6.031),(0.292,-0.935,-6.031),(0.319,-1.022,-5.822),(0.306,-0.981,-5.931),(0.26,-0.994,-5.931),(0.021,-0.922,-6.124),(0.15,-0.91,-6.124),(0.124,-0.756,-6.295),(0.159,-0.75,-6.295),(0.192,-0.902,-6.124),(0.177,-0.833,-6.213),(0.138,-0.841,-6.213),(0.107,-0.916,-6.124),(0.089,-0.761,-6.295),(0.099,-0.846,-6.213),(0.018,-0.766,-6.295),(0.053,-0.765,-6.295),(0.064,-0.92,-6.124),(0.059,-0.85,-6.213),(0.02,-0.852,-6.213),(0.174,-1.057,-5.822),(0.159,-0.966,-6.031),(0.204,-0.958,-6.031),(0.223,-1.048,-5.822),(0.214,-1.005,-5.931),(0.167,-1.014,-5.931),(0.124,-1.064,-5.822),(0.114,-0.973,-6.031),(0.119,-1.021,-5.931),(0.023,-0.979,-6.031),(0.068,-0.977,-6.031),(0.075,-1.068,-5.822),(0.072,-1.025,-5.931),(0.024,-1.028,-5.931),(0.504,-1.064,-1.49),(0.503,-1.064,-4.398),(0.692,-0.952,-4.398),(0.687,-0.945,-5.346),(0.771,-0.877,-5.346),(0.734,-0.834,-5.699),(0.772,-0.799,-5.699),(0.811,-0.84,-5.346),(0.795,-0.823,-5.546),(0.756,-0.86,-5.546),(0.653,-0.899,-5.699),(0.694,-0.867,-5.699),(0.73,-0.912,-5.346),(0.715,-0.894,-5.546),(0.673,-0.926,-5.546),(0.777,-0.884,-4.398),(0.778,-0.885,-5.085),(0.819,-0.848,-5.085),(0.817,-0.846,-4.398),(0.82,-0.849,-4.767),(0.779,-0.886,-4.767),(0.693,-0.954,-5.085),(0.736,-0.92,-5.085),(0.735,-0.919,-4.398),(0.737,-0.921,-4.767),(0.693,-0.954,-4.767),(0.5,-1.056,-5.346),(0.596,-1.005,-5.346),(0.567,-0.956,-5.699),(0.61,-0.928,-5.699),(0.642,-0.976,-5.346),(0.629,-0.956,-5.546),(0.584,-0.985,-5.546),(0.475,-1.004,-5.699),(0.522,-0.981,-5.699),(0.548,-1.031,-5.346),(0.537,-1.011,-5.546),(0.49,-1.035,-5.546),(0.6,-1.012,-4.398),(0.601,-1.014,-5.085),(0.648,-0.985,-5.085),(0.647,-0.983,-4.398),(0.648,-0.986,-4.767),(0.602,-1.015,-4.767),(0.504,-1.065,-5.085),(0.553,-1.041,-5.085),(0.552,-1.039,-4.398),(0.554,-1.042,-4.767),(0.505,-1.066,-4.767),(0.692,-0.952,-1.49),(0.689,-0.948,-3.135),(0.774,-0.88,-3.135),(0.775,-0.881,-3.99),(0.815,-0.844,-3.99),(0.814,-0.843,-3.135),(0.814,-0.843,-3.562),(0.774,-0.88,-3.562),(0.69,-0.95,-3.99),(0.733,-0.917,-3.99),(0.732,-0.915,-3.135),(0.732,-0.915,-3.562),(0.689,-0.948,-3.562),(0.777,-0.884,-1.49),(0.777,-0.883,-2.326),(0.817,-0.846,-2.326),(0.815,-0.844,-2.727),(0.775,-0.881,-2.727),(0.818,-0.847,-1.49),(0.818,-0.847,-1.917),(0.778,-0.884,-1.917),(0.691,-0.951,-2.326),(0.735,-0.918,-2.326),(0.733,-0.917,-2.727),(0.69,-0.95,-2.727),(0.736,-0.919,-1.49),(0.736,-0.919,-1.917),(0.692,-0.952,-1.917),(0.502,-1.06,-3.135),(0.598,-1.008,-3.135),(0.599,-1.01,-3.99),(0.645,-0.981,-3.99),(0.644,-0.979,-3.135),(0.644,-0.979,-3.562),(0.598,-1.008,-3.562),(0.502,-1.061,-3.99),(0.551,-1.036,-3.99),(0.55,-1.035,-3.135),(0.55,-1.035,-3.562),(0.502,-1.06,-3.562),(0.6,-1.013,-1.49),(0.6,-1.011,-2.326),(0.646,-0.982,-2.326),(0.645,-0.981,-2.727),(0.599,-1.01,-2.727),(0.647,-0.984,-1.49),(0.647,-0.984,-1.917),(0.6,-1.013,-1.917),(0.503,-1.063,-2.326),(0.552,-1.038,-2.326),(0.551,-1.036,-2.727),(0.502,-1.061,-2.727),(0.553,-1.039,-1.49),(0.553,-1.04,-1.917),(0.504,-1.064,-1.917),(0.027,-1.176,-4.398),(0.298,-1.138,-4.398),(0.296,-1.13,-5.346),(0.4,-1.098,-5.346),(0.38,-1.044,-5.699),(0.428,-1.025,-5.699),(0.45,-1.078,-5.346),(0.441,-1.056,-5.546),(0.392,-1.076,-5.546),(0.281,-1.075,-5.699),(0.331,-1.06,-5.699),(0.348,-1.115,-5.346),(0.341,-1.093,-5.546),(0.29,-1.107,-5.546),(0.402,-1.106,-4.398),(0.403,-1.108,-5.085),(0.454,-1.088,-5.085),(0.453,-1.086,-4.398),(0.455,-1.089,-4.767),(0.403,-1.109,-4.767),(0.298,-1.14,-5.085),(0.351,-1.125,-5.085),(0.351,-1.123,-4.398),(0.351,-1.126,-4.767),(0.299,-1.141,-4.767),(0.027,-1.168,-5.346),(0.189,-1.153,-5.346),(0.18,-1.096,-5.699),(0.231,-1.087,-5.699),(0.243,-1.143,-5.346),(0.238,-1.12,-5.546),(0.186,-1.13,-5.546),(0.136,-1.16,-5.346),(0.129,-1.103,-5.699),(0.133,-1.137,-5.546),(0.026,-1.111,-5.699),(0.077,-1.108,-5.699),(0.081,-1.165,-5.346),(0.08,-1.142,-5.546),(0.027,-1.144,-5.546),(0.191,-1.161,-4.398),(0.191,-1.163,-5.085),(0.245,-1.153,-5.085),(0.245,-1.151,-4.398),(0.245,-1.154,-4.767),(0.191,-1.164,-4.767),(0.137,-1.169,-4.398),(0.137,-1.171,-5.085),(0.137,-1.172,-4.767),(0.027,-1.178,-5.085),(0.082,-1.176,-5.085),(0.082,-1.174,-4.398),(0.082,-1.177,-4.767),(0.027,-1.179,-4.767),(0.298,-1.139,-1.49),(0.297,-1.134,-3.135),(0.401,-1.102,-3.135),(0.401,-1.103,-3.99),(0.452,-1.083,-3.99),(0.452,-1.082,-3.135),(0.452,-1.082,-3.562),(0.401,-1.102,-3.562),(0.297,-1.136,-3.99),(0.35,-1.121,-3.99),(0.349,-1.119,-3.135),(0.349,-1.119,-3.562),(0.297,-1.134,-3.562),(0.403,-1.106,-1.49),(0.402,-1.105,-2.326),(0.453,-1.085,-2.326),(0.452,-1.083,-2.727),(0.401,-1.103,-2.727),(0.454,-1.086,-1.49),(0.454,-1.086,-1.917),(0.403,-1.106,-1.917),(0.298,-1.138,-2.326),(0.35,-1.122,-2.326),(0.35,-1.121,-2.727),(0.297,-1.136,-2.727),(0.351,-1.124,-1.49),(0.351,-1.124,-1.917),(0.298,-1.139,-1.917),(0.027,-1.172,-3.135),(0.19,-1.157,-3.135),(0.19,-1.158,-3.99),(0.244,-1.148,-3.99),(0.244,-1.147,-3.135),(0.244,-1.147,-3.562),(0.19,-1.157,-3.562),(0.136,-1.164,-3.135),(0.136,-1.166,-3.99),(0.136,-1.164,-3.562),(0.027,-1.174,-3.99),(0.082,-1.171,-3.99),(0.082,-1.169,-3.135),(0.082,-1.169,-3.562),(0.027,-1.172,-3.562),(0.191,-1.162,-1.49),(0.191,-1.16,-2.326),(0.244,-1.15,-2.326),(0.244,-1.148,-2.727),(0.19,-1.158,-2.727),(0.245,-1.151,-1.49),(0.245,-1.152,-1.917),(0.191,-1.162,-1.917),(0.027,-1.176,-2.326),(0.137,-1.168,-2.326),(0.136,-1.166,-2.727),(0.082,-1.173,-2.326),(0.082,-1.171,-2.727),(0.027,-1.174,-2.727),(0.137,-1.169,-1.49),(0.137,-1.169,-1.917),(0.082,-1.174,-1.49),(0.082,-1.174,-1.917),(0.027,-1.177,-1.917),(0.217,-0.204,6.474),(0.853,-0.805,2.919),(1.107,-0.388,2.919),(1.108,-0.389,0.721),(1.16,-0.177,0.721),(1.161,-0.177,-0.287),(1.172,-0.068,-0.287),(1.174,-0.068,-1.061),(1.176,-0.014,-1.061),(1.174,-0.014,-0.287),(1.175,-0.014,-0.654),(1.173,-0.068,-0.654),(1.163,-0.177,-1.061),(1.17,-0.123,-1.061),(1.168,-0.123,-0.287),(1.168,-0.123,-0.654),(1.161,-0.177,-0.654),(1.172,-0.068,0.721),(1.172,-0.068,0.053),(1.174,-0.014,0.053),(1.174,-0.014,0.721),(1.174,-0.014,0.383),(1.172,-0.068,0.383),(1.16,-0.177,0.053),(1.167,-0.123,0.053),(1.167,-0.123,0.721),(1.167,-0.123,0.383),(1.16,-0.177,0.383),(1.108,-0.389,-0.287),(1.139,-0.284,-0.287),(1.141,-0.285,-1.061),(1.153,-0.231,-1.061),(1.151,-0.231,-0.287),(1.152,-0.231,-0.654),(1.14,-0.284,-0.654),(1.11,-0.389,-1.061),(1.127,-0.337,-1.061),(1.125,-0.337,-0.287),(1.125,-0.337,-0.654),(1.109,-0.389,-0.654),(1.139,-0.284,0.721),(1.139,-0.284,0.053),(1.151,-0.231,0.053),(1.151,-0.231,0.721),(1.151,-0.231,0.383),(1.139,-0.284,0.383),(1.107,-0.389,0.053),(1.124,-0.337,0.053),(1.124,-0.337,0.721),(1.124,-0.337,0.383),(1.107,-0.389,0.383),(1.16,-0.177,2.919),(1.16,-0.177,1.778),(1.171,-0.068,1.778),(1.172,-0.068,1.067),(1.174,-0.014,1.067),(1.173,-0.014,1.778),(1.173,-0.014,1.421),(1.172,-0.068,1.421),(1.16,-0.177,1.067),(1.167,-0.123,1.067),(1.167,-0.123,1.778),(1.167,-0.123,1.421),(1.16,-0.177,1.421),(1.171,-0.068,2.919),(1.17,-0.068,2.429),(1.172,-0.014,2.429),(1.172,-0.014,2.121),(1.17,-0.068,2.121),(1.173,-0.014,2.919),(1.173,-0.014,2.689),(1.171,-0.068,2.689),(1.159,-0.177,2.429),(1.166,-0.123,2.429),(1.166,-0.123,2.121),(1.159,-0.177,2.121),(1.167,-0.123,2.919),(1.166,-0.123,2.689),(1.159,-0.177,2.689),(1.107,-0.388,1.778),(1.138,-0.284,1.778),(1.139,-0.284,1.067),(1.151,-0.231,1.067),(1.15,-0.231,1.778),(1.151,-0.231,1.421),(1.139,-0.284,1.421),(1.108,-0.389,1.067),(1.124,-0.337,1.067),(1.124,-0.336,1.778),(1.124,-0.337,1.421),(1.107,-0.389,1.421),(1.138,-0.284,2.919),(1.138,-0.284,2.429),(1.149,-0.23,2.429),(1.15,-0.23,2.121),(1.138,-0.284,2.121),(1.15,-0.231,2.919),(1.15,-0.23,2.689),(1.138,-0.284,2.689),(1.106,-0.388,2.429),(1.123,-0.336,2.429),(1.123,-0.336,2.121),(1.106,-0.388,2.121),(1.124,-0.336,2.919),(1.124,-0.336,2.689),(1.107,-0.388,2.689),(0.854,-0.805,0.721),(1.016,-0.587,0.721),(1.017,-0.587,-0.287),(1.067,-0.49,-0.287),(1.069,-0.491,-1.061),(1.09,-0.441,-1.061),(1.089,-0.44,-0.287),(1.089,-0.44,-0.654),(1.068,-0.49,-0.654),(1.019,-0.588,-1.061),(1.045,-0.54,-1.061),(1.043,-0.539,-0.287),(1.044,-0.539,-0.654),(1.017,-0.587,-0.654),(1.067,-0.49,0.721),(1.067,-0.49,0.053),(1.088,-0.44,0.053),(1.088,-0.44,0.721),(1.088,-0.44,0.383),(1.067,-0.49,0.383),(1.016,-0.587,0.053),(1.043,-0.539,0.053),(1.043,-0.539,0.721),(1.043,-0.539,0.383),(1.016,-0.587,0.383),(0.854,-0.806,-0.287),(0.958,-0.679,-0.287),(0.959,-0.68,-1.061),(0.99,-0.635,-1.061),(0.988,-0.634,-0.287),(0.989,-0.634,-0.654),(0.958,-0.679,-0.654),(0.925,-0.723,-0.287),(0.927,-0.724,-1.061),(0.926,-0.723,-0.654),(0.855,-0.807,-1.061),(0.892,-0.766,-1.061),(0.89,-0.765,-0.287),(0.891,-0.766,-0.654),(0.855,-0.806,-0.654),(0.958,-0.679,0.721),(0.957,-0.679,0.053),(0.988,-0.633,0.053),(0.988,-0.634,0.721),(0.988,-0.633,0.383),(0.957,-0.679,0.383),(0.925,-0.723,0.721),(0.925,-0.723,0.053),(0.925,-0.723,0.383),(0.854,-0.805,0.053),(0.89,-0.765,0.053),(0.89,-0.765,0.721),(0.89,-0.765,0.383),(0.854,-0.805,0.383),(1.016,-0.587,2.919),(1.016,-0.586,1.778),(1.066,-0.49,1.778),(1.067,-0.49,1.067),(1.088,-0.44,1.067),(1.088,-0.439,1.778),(1.088,-0.44,1.421),(1.066,-0.49,1.421),(1.016,-0.587,1.067),(1.043,-0.539,1.067),(1.042,-0.539,1.778),(1.042,-0.539,1.421),(1.016,-0.587,1.421),(1.066,-0.49,2.919),(1.065,-0.489,2.429),(1.087,-0.439,2.429),(1.087,-0.439,2.121),(1.065,-0.489,2.121),(1.088,-0.439,2.919),(1.087,-0.439,2.689),(1.066,-0.489,2.689),(1.015,-0.586,2.429),(1.041,-0.538,2.429),(1.042,-0.538,2.121),(1.015,-0.586,2.121),(1.042,-0.539,2.919),(1.042,-0.539,2.689),(1.016,-0.586,2.689),(0.853,-0.805,1.778),(0.957,-0.678,1.778),(0.958,-0.679,1.067),(0.988,-0.634,1.067),(0.987,-0.633,1.778),(0.988,-0.633,1.421),(0.957,-0.679,1.421),(0.924,-0.722,1.778),(0.925,-0.723,1.067),(0.925,-0.722,1.421),(0.854,-0.805,1.067),(0.89,-0.765,1.067),(0.89,-0.764,1.778),(0.89,-0.765,1.421),(0.854,-0.805,1.421),(0.957,-0.678,2.919),(0.956,-0.678,2.429),(0.987,-0.633,2.429),(0.987,-0.633,2.121),(0.956,-0.678,2.121),(0.988,-0.633,2.919),(0.987,-0.633,2.689),(0.957,-0.678,2.689),(0.853,-0.805,2.429),(0.924,-0.722,2.429),(0.924,-0.722,2.121),(0.889,-0.764,2.429),(0.889,-0.764,2.121),(0.853,-0.805,2.121),(0.924,-0.722,2.919),(0.924,-0.722,2.689),(0.89,-0.764,2.919),(0.89,-0.764,2.689),(0.853,-0.805,2.689),(0.281,-0.099,6.474),(1.095,-0.384,4.408),(1.147,-0.175,4.408),(1.153,-0.176,3.631),(1.164,-0.068,3.631),(1.17,-0.068,3.143),(1.172,-0.014,3.143),(1.166,-0.014,3.631),(1.169,-0.014,3.381),(1.167,-0.068,3.381),(1.159,-0.177,3.143),(1.166,-0.123,3.143),(1.16,-0.122,3.631),(1.163,-0.122,3.381),(1.156,-0.176,3.381),(1.158,-0.067,4.408),(1.164,-0.068,3.887),(1.166,-0.014,3.887),(1.16,-0.014,4.408),(1.168,-0.014,4.145),(1.166,-0.068,4.145),(1.153,-0.176,3.887),(1.16,-0.122,3.887),(1.154,-0.121,4.408),(1.162,-0.122,4.145),(1.155,-0.176,4.145),(1.1,-0.386,3.631),(1.132,-0.282,3.631),(1.137,-0.284,3.143),(1.149,-0.23,3.143),(1.143,-0.229,3.631),(1.146,-0.23,3.381),(1.134,-0.283,3.381),(1.106,-0.388,3.143),(1.123,-0.336,3.143),(1.117,-0.334,3.631),(1.12,-0.335,3.381),(1.103,-0.387,3.381),(1.126,-0.281,4.408),(1.131,-0.282,3.887),(1.143,-0.229,3.887),(1.138,-0.228,4.408),(1.145,-0.23,4.145),(1.133,-0.283,4.145),(1.1,-0.386,3.887),(1.117,-0.334,3.887),(1.112,-0.333,4.408),(1.119,-0.335,4.145),(1.102,-0.387,4.145),(0.294,-0.045,6.474),(0.955,-0.146,5.268),(0.965,-0.056,5.268),(1.127,-0.066,4.685),(1.128,-0.013,4.685),(0.966,-0.011,5.268),(1.062,-0.012,4.977),(1.06,-0.062,4.977),(1.116,-0.17,4.685),(1.122,-0.118,4.685),(0.961,-0.101,5.268),(1.056,-0.111,4.977),(1.05,-0.16,4.977),(0.297,-0.017,6.474),(0.719,-0.042,5.779),(0.72,-0.0080,5.779),(0.852,-0.01,5.537),(0.85,-0.05,5.537),(0.298,-0.0030,6.474),(0.547,-0.0060,6.063),(0.546,-0.032,6.063),(0.712,-0.109,5.779),(0.716,-0.075,5.779),(0.847,-0.089,5.537),(0.842,-0.128,5.537),(0.296,-0.031,6.474),(0.544,-0.057,6.063),(0.54,-0.082,6.063),(0.912,-0.32,5.268),(0.938,-0.234,5.268),(1.095,-0.273,4.685),(1.107,-0.222,4.685),(0.948,-0.19,5.268),(1.041,-0.209,4.977),(1.03,-0.257,4.977),(1.065,-0.374,4.685),(1.081,-0.324,4.685),(0.926,-0.277,5.268),(1.017,-0.305,4.977),(1.002,-0.352,4.977),(0.289,-0.072,6.474),(0.699,-0.174,5.779),(0.706,-0.142,5.779),(0.835,-0.167,5.537),(0.826,-0.206,5.537),(0.292,-0.059,6.474),(0.536,-0.107,6.063),(0.531,-0.132,6.063),(0.68,-0.238,5.779),(0.69,-0.207,5.779),(0.816,-0.244,5.537),(0.804,-0.282,5.537),(0.285,-0.085,6.474),(0.524,-0.157,6.063),(0.516,-0.181,6.063),(0.844,-0.796,4.408),(1.005,-0.58,4.408),(1.01,-0.583,3.631),(1.06,-0.487,3.631),(1.065,-0.489,3.143),(1.087,-0.439,3.143),(1.081,-0.437,3.631),(1.084,-0.438,3.381),(1.062,-0.488,3.381),(1.015,-0.586,3.143),(1.041,-0.538,3.143),(1.036,-0.535,3.631),(1.039,-0.537,3.381),(1.012,-0.585,3.381),(1.054,-0.484,4.408),(1.06,-0.487,3.887),(1.081,-0.437,3.887),(1.076,-0.435,4.408),(1.083,-0.438,4.145),(1.061,-0.487,4.145),(1.01,-0.583,3.887),(1.036,-0.535,3.887),(1.031,-0.533,4.408),(1.038,-0.536,4.145),(1.011,-0.584,4.145),(0.848,-0.8,3.631),(0.951,-0.674,3.631),(0.956,-0.678,3.143),(0.987,-0.633,3.143),(0.982,-0.629,3.631),(0.984,-0.631,3.381),(0.954,-0.676,3.381),(0.919,-0.718,3.631),(0.924,-0.722,3.143),(0.921,-0.72,3.381),(0.852,-0.804,3.143),(0.889,-0.764,3.143),(0.885,-0.76,3.631),(0.887,-0.762,3.381),(0.85,-0.802,3.381),(0.947,-0.671,4.408),(0.951,-0.674,3.887),(0.981,-0.629,3.887),(0.977,-0.626,4.408),(0.983,-0.63,4.145),(0.953,-0.675,4.145),(0.914,-0.714,4.408),(0.919,-0.718,3.887),(0.92,-0.719,4.145),(0.848,-0.8,3.887),(0.884,-0.76,3.887),(0.88,-0.756,4.408),(0.886,-0.761,4.145),(0.85,-0.801,4.145),(0.258,-0.149,6.474),(0.837,-0.483,5.268),(0.878,-0.403,5.268),(1.026,-0.471,4.685),(1.046,-0.423,4.685),(0.896,-0.362,5.268),(0.985,-0.398,4.977),(0.965,-0.443,4.977),(0.977,-0.564,4.685),(1.003,-0.518,4.685),(0.859,-0.444,5.268),(0.943,-0.488,4.977),(0.92,-0.531,4.977),(0.271,-0.124,6.474),(0.655,-0.301,5.779),(0.668,-0.27,5.779),(0.79,-0.319,5.537),(0.774,-0.355,5.537),(0.276,-0.112,6.474),(0.507,-0.205,6.063),(0.497,-0.228,6.063),(0.624,-0.36,5.779),(0.64,-0.331,5.779),(0.757,-0.391,5.537),(0.738,-0.426,5.537),(0.265,-0.137,6.474),(0.486,-0.251,6.063),(0.473,-0.273,6.063),(0.703,-0.663,5.268),(0.788,-0.559,5.268),(0.921,-0.653,4.685),(0.95,-0.609,4.685),(0.814,-0.522,5.268),(0.894,-0.573,4.977),(0.866,-0.614,4.977),(0.762,-0.595,5.268),(0.889,-0.695,4.685),(0.837,-0.654,4.977),(0.821,-0.774,4.685),(0.856,-0.735,4.685),(0.733,-0.63,5.268),(0.806,-0.692,4.977),(0.772,-0.729,4.977),(0.243,-0.172,6.474),(0.588,-0.417,5.779),(0.606,-0.389,5.779),(0.717,-0.46,5.537),(0.695,-0.493,5.537),(0.251,-0.161,6.474),(0.46,-0.295,6.063),(0.446,-0.316,6.063),(0.524,-0.494,5.779),(0.568,-0.443,5.779),(0.671,-0.524,5.537),(0.546,-0.469,5.779),(0.646,-0.555,5.537),(0.619,-0.584,5.537),(0.235,-0.183,6.474),(0.431,-0.337,6.063),(0.226,-0.194,6.474),(0.415,-0.356,6.063),(0.398,-0.375,6.063),(0.027,-1.173,2.919),(0.502,-1.06,2.919),(0.502,-1.061,0.721),(0.69,-0.95,0.721),(0.69,-0.95,-0.287),(0.775,-0.882,-0.287),(0.777,-0.883,-1.061),(0.817,-0.846,-1.061),(0.816,-0.845,-0.287),(0.816,-0.845,-0.654),(0.776,-0.882,-0.654),(0.691,-0.951,-1.061),(0.735,-0.918,-1.061),(0.734,-0.917,-0.287),(0.734,-0.917,-0.654),(0.691,-0.95,-0.654),(0.775,-0.881,0.721),(0.775,-0.881,0.053),(0.815,-0.844,0.053),(0.815,-0.844,0.721),(0.815,-0.844,0.383),(0.775,-0.881,0.383),(0.69,-0.95,0.053),(0.733,-0.916,0.053),(0.733,-0.916,0.721),(0.733,-0.916,0.383),(0.69,-0.949,0.383),(0.502,-1.061,-0.287),(0.599,-1.01,-0.287),(0.6,-1.012,-1.061),(0.646,-0.983,-1.061),(0.645,-0.981,-0.287),(0.646,-0.982,-0.654),(0.599,-1.011,-0.654),(0.503,-1.063,-1.061),(0.552,-1.038,-1.061),(0.551,-1.037,-0.287),(0.552,-1.037,-0.654),(0.503,-1.062,-0.654),(0.599,-1.01,0.721),(0.599,-1.01,0.053),(0.645,-0.981,0.053),(0.645,-0.981,0.721),(0.645,-0.981,0.383),(0.599,-1.009,0.383),(0.502,-1.061,0.053),(0.551,-1.036,0.053),(0.551,-1.036,0.721),(0.551,-1.036,0.383),(0.502,-1.061,0.383),(0.69,-0.949,2.919),(0.689,-0.949,1.778),(0.775,-0.881,1.778),(0.775,-0.881,1.067),(0.815,-0.844,1.067),(0.815,-0.844,1.778),(0.815,-0.844,1.421),(0.775,-0.881,1.421),(0.69,-0.95,1.067),(0.733,-0.916,1.067),(0.733,-0.916,1.778),(0.733,-0.916,1.421),(0.69,-0.949,1.421),(0.775,-0.881,2.919),(0.774,-0.88,2.429),(0.814,-0.843,2.429),(0.814,-0.843,2.121),(0.774,-0.88,2.121),(0.815,-0.844,2.919),(0.815,-0.844,2.689),(0.775,-0.881,2.689),(0.689,-0.948,2.429),(0.732,-0.915,2.429),(0.733,-0.915,2.121),(0.689,-0.949,2.121),(0.733,-0.916,2.919),(0.733,-0.916,2.689),(0.689,-0.949,2.689),(0.502,-1.06,1.778),(0.598,-1.009,1.778),(0.599,-1.01,1.067),(0.645,-0.981,1.067),(0.645,-0.98,1.778),(0.645,-0.98,1.421),(0.599,-1.009,1.421),(0.502,-1.061,1.067),(0.551,-1.036,1.067),(0.551,-1.036,1.778),(0.551,-1.036,1.421),(0.502,-1.061,1.421),(0.598,-1.009,2.919),(0.598,-1.008,2.429),(0.644,-0.979,2.429),(0.644,-0.98,2.121),(0.598,-1.008,2.121),(0.645,-0.98,2.919),(0.644,-0.98,2.689),(0.598,-1.009,2.689),(0.502,-1.06,2.429),(0.55,-1.035,2.429),(0.55,-1.035,2.121),(0.502,-1.06,2.121),(0.551,-1.036,2.919),(0.551,-1.036,2.689),(0.502,-1.06,2.689),(0.027,-1.173,0.721),(0.297,-1.135,0.721),(0.297,-1.136,-0.287),(0.402,-1.103,-0.287),(0.402,-1.105,-1.061),(0.453,-1.085,-1.061),(0.452,-1.083,-0.287),(0.453,-1.084,-0.654),(0.402,-1.104,-0.654),(0.298,-1.138,-1.061),(0.35,-1.123,-1.061),(0.35,-1.121,-0.287),(0.35,-1.121,-0.654),(0.297,-1.137,-0.654),(0.401,-1.103,0.721),(0.401,-1.103,0.053),(0.452,-1.083,0.053),(0.452,-1.083,0.721),(0.452,-1.083,0.383),(0.401,-1.103,0.383),(0.297,-1.135,0.053),(0.35,-1.12,0.053),(0.35,-1.12,0.721),(0.35,-1.12,0.383),(0.297,-1.135,0.383),(0.027,-1.174,-0.287),(0.19,-1.158,-0.287),(0.191,-1.161,-1.061),(0.245,-1.15,-1.061),(0.244,-1.148,-0.287),(0.244,-1.149,-0.654),(0.191,-1.159,-0.654),(0.136,-1.166,-0.287),(0.137,-1.168,-1.061),(0.136,-1.167,-0.654),(0.027,-1.176,-1.061),(0.082,-1.173,-1.061),(0.082,-1.171,-0.287),(0.082,-1.172,-0.654),(0.027,-1.174,-0.654),(0.19,-1.158,0.721),(0.19,-1.158,0.053),(0.244,-1.148,0.053),(0.244,-1.148,0.721),(0.244,-1.148,0.383),(0.19,-1.158,0.383),(0.136,-1.166,0.721),(0.136,-1.166,0.053),(0.136,-1.166,0.383),(0.027,-1.173,0.053),(0.082,-1.171,0.053),(0.082,-1.171,0.721),(0.082,-1.171,0.383),(0.027,-1.173,0.383),(0.297,-1.135,2.919),(0.297,-1.135,1.778),(0.401,-1.102,1.778),(0.401,-1.103,1.067),(0.452,-1.083,1.067),(0.452,-1.082,1.778),(0.452,-1.083,1.421),(0.401,-1.103,1.421),(0.297,-1.135,1.067),(0.35,-1.12,1.067),(0.349,-1.12,1.778),(0.35,-1.12,1.421),(0.297,-1.135,1.421),(0.401,-1.102,2.919),(0.401,-1.102,2.429),(0.452,-1.082,2.429),(0.452,-1.082,2.121),(0.401,-1.102,2.121),(0.452,-1.082,2.919),(0.452,-1.082,2.689),(0.401,-1.102,2.689),(0.297,-1.134,2.429),(0.349,-1.119,2.429),(0.349,-1.119,2.121),(0.297,-1.134,2.121),(0.349,-1.12,2.919),(0.349,-1.12,2.689),(0.297,-1.135,2.689),(0.027,-1.173,1.778),(0.19,-1.157,1.778),(0.19,-1.158,1.067),(0.244,-1.148,1.067),(0.244,-1.147,1.778),(0.244,-1.148,1.421),(0.19,-1.158,1.421),(0.136,-1.165,1.778),(0.136,-1.166,1.067),(0.136,-1.166,1.421),(0.027,-1.173,1.067),(0.082,-1.171,1.067),(0.082,-1.17,1.778),(0.082,-1.171,1.421),(0.027,-1.173,1.421),(0.19,-1.158,2.919),(0.19,-1.157,2.429),(0.244,-1.147,2.429),(0.244,-1.147,2.121),(0.19,-1.157,2.121),(0.244,-1.147,2.919),(0.244,-1.147,2.689),(0.19,-1.157,2.689),(0.027,-1.172,2.429),(0.136,-1.164,2.429),(0.136,-1.165,2.121),(0.082,-1.169,2.429),(0.082,-1.17,2.121),(0.027,-1.172,2.121),(0.136,-1.165,2.919),(0.136,-1.165,2.689),(0.082,-1.17,2.919),(0.082,-1.17,2.689),(0.027,-1.173,2.689),(0.127,-0.269,6.474),(0.496,-1.049,4.408),(0.682,-0.939,4.408),(0.685,-0.943,3.631),(0.77,-0.876,3.631),(0.774,-0.88,3.143),(0.814,-0.843,3.143),(0.81,-0.839,3.631),(0.812,-0.841,3.381),(0.772,-0.878,3.381),(0.689,-0.948,3.143),(0.732,-0.915,3.143),(0.729,-0.911,3.631),(0.73,-0.913,3.381),(0.687,-0.946,3.381),(0.766,-0.871,4.408),(0.77,-0.875,3.887),(0.81,-0.839,3.887),(0.806,-0.835,4.408),(0.811,-0.84,4.145),(0.771,-0.877,4.145),(0.685,-0.943,3.887),(0.728,-0.91,3.887),(0.725,-0.906,4.408),(0.73,-0.912,4.145),(0.686,-0.945,4.145),(0.499,-1.054,3.631),(0.595,-1.003,3.631),(0.598,-1.008,3.143),(0.644,-0.979,3.143),(0.641,-0.974,3.631),(0.642,-0.977,3.381),(0.596,-1.006,3.381),(0.501,-1.059,3.143),(0.55,-1.035,3.143),(0.547,-1.03,3.631),(0.549,-1.032,3.381),(0.5,-1.057,3.381),(0.592,-0.998,4.408),(0.595,-1.003,3.887),(0.641,-0.974,3.887),(0.638,-0.969,4.408),(0.642,-0.976,4.145),(0.596,-1.005,4.145),(0.499,-1.054,3.887),(0.547,-1.029,3.887),(0.545,-1.025,4.408),(0.548,-1.031,4.145),(0.5,-1.056,4.145),(0.175,-0.241,6.474),(0.568,-0.782,5.268),(0.638,-0.726,5.268),(0.745,-0.847,4.685),(0.784,-0.812,4.685),(0.671,-0.695,5.268),(0.738,-0.764,4.977),(0.701,-0.797,4.977),(0.663,-0.913,4.685),(0.705,-0.881,4.685),(0.604,-0.755,5.268),(0.664,-0.829,4.977),(0.624,-0.859,4.977),(0.197,-0.224,6.474),(0.476,-0.541,5.779),(0.5,-0.518,5.779),(0.592,-0.613,5.537),(0.562,-0.639,5.537),(0.207,-0.214,6.474),(0.38,-0.393,6.063),(0.361,-0.411,6.063),(0.423,-0.583,5.779),(0.45,-0.562,5.779),(0.532,-0.665,5.537),(0.501,-0.689,5.537),(0.186,-0.233,6.474),(0.342,-0.427,6.063),(0.321,-0.442,6.063),(0.414,-0.873,5.268),(0.493,-0.831,5.268),(0.576,-0.971,4.685),(0.62,-0.943,4.685),(0.531,-0.807,5.268),(0.584,-0.887,4.977),(0.542,-0.913,4.977),(0.483,-1.02,4.685),(0.53,-0.996,4.685),(0.454,-0.853,5.268),(0.499,-0.938,4.977),(0.454,-0.96,4.977),(0.152,-0.256,6.474),(0.367,-0.62,5.779),(0.396,-0.602,5.779),(0.468,-0.712,5.537),(0.434,-0.733,5.537),(0.164,-0.249,6.474),(0.3,-0.457,6.063),(0.279,-0.47,6.063),(0.308,-0.651,5.779),(0.338,-0.636,5.779),(0.4,-0.752,5.537),(0.364,-0.77,5.537),(0.14,-0.263,6.474),(0.257,-0.483,6.063),(0.234,-0.494,6.063),(0.027,-1.16,4.408),(0.294,-1.123,4.408),(0.295,-1.128,3.631),(0.399,-1.096,3.631),(0.401,-1.101,3.143),(0.452,-1.081,3.143),(0.449,-1.076,3.631),(0.451,-1.079,3.381),(0.4,-1.099,3.381),(0.297,-1.134,3.143),(0.349,-1.119,3.143),(0.347,-1.113,3.631),(0.348,-1.116,3.381),(0.296,-1.131,3.381),(0.397,-1.09,4.408),(0.399,-1.096,3.887),(0.449,-1.076,3.887),(0.447,-1.071,4.408),(0.45,-1.078,4.145),(0.399,-1.097,4.145),(0.295,-1.128,3.887),(0.347,-1.113,3.887),(0.346,-1.108,4.408),(0.348,-1.115,4.145),(0.296,-1.13,4.145),(0.027,-1.166,3.631),(0.189,-1.151,3.631),(0.19,-1.156,3.143),(0.244,-1.146,3.143),(0.242,-1.141,3.631),(0.243,-1.143,3.381),(0.19,-1.154,3.381),(0.135,-1.158,3.631),(0.136,-1.164,3.143),(0.136,-1.161,3.381),(0.027,-1.172,3.143),(0.082,-1.169,3.143),(0.081,-1.163,3.631),(0.082,-1.166,3.381),(0.027,-1.169,3.381),(0.188,-1.145,4.408),(0.189,-1.15,3.887),(0.242,-1.14,3.887),(0.241,-1.135,4.408),(0.243,-1.142,4.145),(0.189,-1.152,4.145),(0.135,-1.152,4.408),(0.135,-1.158,3.887),(0.136,-1.16,4.145),(0.027,-1.166,3.887),(0.081,-1.163,3.887),(0.081,-1.158,4.408),(0.081,-1.165,4.145),(0.027,-1.168,4.145),(0.075,-0.288,6.474),(0.245,-0.935,5.268),(0.331,-0.908,5.268),(0.386,-1.061,4.685),(0.435,-1.041,4.685),(0.372,-0.892,5.268),(0.409,-0.98,4.977),(0.363,-0.998,4.977),(0.286,-1.092,4.685),(0.336,-1.077,4.685),(0.288,-0.923,5.268),(0.316,-1.014,4.977),(0.269,-1.027,4.977),(0.102,-0.28,6.474),(0.246,-0.677,5.779),(0.278,-0.665,5.779),(0.328,-0.786,5.537),(0.291,-0.8,5.537),(0.115,-0.275,6.474),(0.211,-0.505,6.063),(0.187,-0.514,6.063),(0.182,-0.697,5.779),(0.215,-0.688,5.779),(0.254,-0.813,5.537),(0.216,-0.824,5.537),(0.089,-0.284,6.474),(0.163,-0.522,6.063),(0.138,-0.529,6.063),(0.022,-0.966,5.268),(0.157,-0.954,5.268),(0.183,-1.114,4.685),(0.235,-1.104,4.685),(0.201,-0.945,5.268),(0.221,-1.039,4.977),(0.172,-1.048,4.977),(0.112,-0.96,5.268),(0.131,-1.121,4.685),(0.123,-1.055,4.977),(0.026,-1.128,4.685),(0.079,-1.126,4.685),(0.067,-0.964,5.268),(0.074,-1.059,4.977),(0.025,-1.062,4.977),(0.048,-0.294,6.474),(0.117,-0.711,5.779),(0.15,-0.705,5.779),(0.177,-0.833,5.537),(0.138,-0.84,5.537),(0.062,-0.291,6.474),(0.114,-0.535,6.063),(0.089,-0.54,6.063),(0.017,-0.72,5.779),(0.084,-0.715,5.779),(0.099,-0.846,5.537),(0.05,-0.719,5.779),(0.059,-0.85,5.537),(0.02,-0.851,5.537),(0.035,-0.296,6.474),(0.063,-0.543,6.063),(0.021,-0.297,6.474),(0.038,-0.545,6.063),(0.013,-0.547,6.063),(-0.298,-0.0030,6.474),(-0.0,-0.0,-6.482),(-1.177,-0.014,-1.49),(-0.0,-0.0,-6.482),(-0.818,-0.847,-1.49),(-0.744,-0.77,-5.822),(-0.0,-0.0,-6.482),(-0.366,-1.006,-5.822),(-0.226,-0.621,-6.364),(-0.0,-0.0,-6.482),(-0.107,-0.652,-6.364),(-0.046,-0.277,-6.474),(-0.0,-0.0,-6.482),(-0.02,-0.28,-6.474),(-0.0060,-0.09,-6.482),(-0.0,-0.0,-6.482),(-0.0020,-0.091,-6.482),(-0.0070,-0.281,-6.474),(-0.0040,-0.179,-6.482),(-0.013,-0.179,-6.482),(-0.015,-0.089,-6.482),(-0.0,-0.0,-6.482),(-0.011,-0.09,-6.482),(-0.033,-0.279,-6.474),(-0.021,-0.178,-6.482),(-0.029,-0.177,-6.482),(-0.046,-0.659,-6.364),(-0.028,-0.403,-6.453),(-0.0090,-0.403,-6.453),(-0.015,-0.661,-6.364),(-0.012,-0.536,-6.416),(-0.037,-0.534,-6.416),(-0.065,-0.398,-6.453),(-0.047,-0.401,-6.453),(-0.077,-0.657,-6.364),(-0.062,-0.532,-6.416),(-0.087,-0.529,-6.416),(-0.096,-0.264,-6.474),(-0.0,-0.0,-6.482),(-0.071,-0.272,-6.474),(-0.023,-0.088,-6.482),(-0.0,-0.0,-6.482),(-0.019,-0.089,-6.482),(-0.058,-0.275,-6.474),(-0.037,-0.176,-6.482),(-0.045,-0.174,-6.482),(-0.031,-0.085,-6.482),(-0.0,-0.0,-6.482),(-0.027,-0.086,-6.482),(-0.084,-0.268,-6.474),(-0.053,-0.171,-6.482),(-0.061,-0.169,-6.482),(-0.167,-0.64,-6.364),(-0.102,-0.39,-6.453),(-0.084,-0.395,-6.453),(-0.137,-0.647,-6.364),(-0.111,-0.524,-6.416),(-0.136,-0.518,-6.416),(-0.138,-0.379,-6.453),(-0.12,-0.385,-6.453),(-0.197,-0.631,-6.364),(-0.16,-0.511,-6.416),(-0.183,-0.503,-6.416),(-0.174,-1.057,-5.822),(-0.15,-0.91,-6.124),(-0.064,-0.92,-6.124),(-0.053,-0.765,-6.295),(-0.018,-0.766,-6.295),(-0.021,-0.922,-6.124),(-0.02,-0.852,-6.213),(-0.059,-0.85,-6.213),(-0.124,-0.756,-6.295),(-0.089,-0.761,-6.295),(-0.107,-0.916,-6.124),(-0.099,-0.846,-6.213),(-0.138,-0.841,-6.213),(-0.075,-1.068,-5.822),(-0.068,-0.977,-6.031),(-0.023,-0.979,-6.031),(-0.025,-1.071,-5.822),(-0.024,-1.028,-5.931),(-0.072,-1.025,-5.931),(-0.159,-0.966,-6.031),(-0.114,-0.973,-6.031),(-0.124,-1.064,-5.822),(-0.119,-1.021,-5.931),(-0.167,-1.014,-5.931),(-0.315,-0.866,-6.124),(-0.233,-0.892,-6.124),(-0.194,-0.741,-6.295),(-0.159,-0.75,-6.295),(-0.192,-0.902,-6.124),(-0.177,-0.833,-6.213),(-0.216,-0.824,-6.213),(-0.262,-0.72,-6.295),(-0.228,-0.732,-6.295),(-0.275,-0.88,-6.124),(-0.254,-0.813,-6.213),(-0.291,-0.801,-6.213),(-0.271,-1.036,-5.822),(-0.248,-0.947,-6.031),(-0.204,-0.958,-6.031),(-0.223,-1.048,-5.822),(-0.214,-1.005,-5.931),(-0.26,-0.994,-5.931),(-0.335,-0.92,-6.031),(-0.292,-0.935,-6.031),(-0.319,-1.022,-5.822),(-0.306,-0.981,-5.931),(-0.352,-0.966,-5.931),(-0.459,-0.476,-6.364),(-0.0,-0.0,-6.482),(-0.337,-0.569,-6.364),(-0.143,-0.242,-6.474),(-0.0,-0.0,-6.482),(-0.12,-0.254,-6.474),(-0.039,-0.082,-6.482),(-0.0,-0.0,-6.482),(-0.035,-0.084,-6.482),(-0.108,-0.259,-6.474),(-0.069,-0.166,-6.482),(-0.077,-0.162,-6.482),(-0.046,-0.078,-6.482),(-0.0,-0.0,-6.482),(-0.043,-0.08,-6.482),(-0.132,-0.248,-6.474),(-0.084,-0.159,-6.482),(-0.092,-0.154,-6.482),(-0.283,-0.598,-6.364),(-0.173,-0.365,-6.453),(-0.156,-0.372,-6.453),(-0.255,-0.61,-6.364),(-0.206,-0.494,-6.416),(-0.229,-0.484,-6.416),(-0.206,-0.347,-6.453),(-0.189,-0.356,-6.453),(-0.31,-0.584,-6.364),(-0.252,-0.473,-6.416),(-0.273,-0.461,-6.416),(-0.195,-0.202,-6.474),(-0.0,-0.0,-6.482),(-0.165,-0.227,-6.474),(-0.053,-0.073,-6.482),(-0.0,-0.0,-6.482),(-0.05,-0.076,-6.482),(-0.154,-0.235,-6.474),(-0.099,-0.15,-6.482),(-0.106,-0.145,-6.482),(-0.0,-0.0,-6.482),(-0.176,-0.219,-6.474),(-0.057,-0.071,-6.482),(-0.112,-0.14,-6.482),(-0.063,-0.065,-6.482),(-0.0,-0.0,-6.482),(-0.06,-0.068,-6.482),(-0.186,-0.211,-6.474),(-0.119,-0.135,-6.482),(-0.125,-0.129,-6.482),(-0.389,-0.535,-6.364),(-0.237,-0.326,-6.453),(-0.222,-0.337,-6.453),(-0.363,-0.552,-6.364),(-0.294,-0.448,-6.416),(-0.315,-0.433,-6.416),(-0.413,-0.516,-6.364),(-0.252,-0.315,-6.453),(-0.335,-0.418,-6.416),(-0.28,-0.29,-6.453),(-0.267,-0.303,-6.453),(-0.437,-0.496,-6.364),(-0.354,-0.402,-6.416),(-0.372,-0.385,-6.416),(-0.546,-0.921,-5.822),(-0.47,-0.793,-6.124),(-0.394,-0.833,-6.124),(-0.328,-0.693,-6.295),(-0.295,-0.707,-6.295),(-0.355,-0.851,-6.124),(-0.328,-0.786,-6.213),(-0.365,-0.77,-6.213),(-0.391,-0.659,-6.295),(-0.36,-0.677,-6.295),(-0.433,-0.814,-6.124),(-0.4,-0.752,-6.213),(-0.435,-0.733,-6.213),(-0.458,-0.968,-5.822),(-0.419,-0.885,-6.031),(-0.377,-0.904,-6.031),(-0.413,-0.988,-5.822),(-0.396,-0.948,-5.931),(-0.44,-0.929,-5.931),(-0.499,-0.842,-6.031),(-0.46,-0.865,-6.031),(-0.503,-0.946,-5.822),(-0.483,-0.907,-5.931),(-0.524,-0.884,-5.931),(-0.64,-0.663,-6.124),(-0.542,-0.746,-6.124),(-0.451,-0.62,-6.295),(-0.421,-0.64,-6.295),(-0.507,-0.77,-6.124),(-0.468,-0.712,-6.213),(-0.501,-0.689,-6.213),(-0.576,-0.72,-6.124),(-0.479,-0.598,-6.295),(-0.532,-0.665,-6.213),(-0.532,-0.551,-6.295),(-0.506,-0.576,-6.295),(-0.609,-0.692,-6.124),(-0.563,-0.64,-6.213),(-0.592,-0.613,-6.213),(-0.63,-0.866,-5.822),(-0.576,-0.792,-6.031),(-0.538,-0.818,-6.031),(-0.589,-0.895,-5.822),(-0.565,-0.859,-5.931),(-0.604,-0.832,-5.931),(-0.669,-0.836,-5.822),(-0.612,-0.765,-6.031),(-0.642,-0.803,-5.931),(-0.68,-0.704,-6.031),(-0.647,-0.735,-6.031),(-0.707,-0.804,-5.822),(-0.679,-0.772,-5.931),(-0.714,-0.739,-5.931),(-0.403,-1.106,-1.49),(-0.402,-1.106,-4.398),(-0.191,-1.161,-4.398),(-0.189,-1.153,-5.346),(-0.081,-1.165,-5.346),(-0.077,-1.108,-5.699),(-0.026,-1.111,-5.699),(-0.027,-1.168,-5.346),(-0.027,-1.144,-5.546),(-0.08,-1.142,-5.546),(-0.18,-1.096,-5.699),(-0.129,-1.103,-5.699),(-0.136,-1.16,-5.346),(-0.133,-1.137,-5.546),(-0.186,-1.13,-5.546),(-0.082,-1.174,-4.398),(-0.082,-1.176,-5.085),(-0.027,-1.178,-5.085),(-0.027,-1.176,-4.398),(-0.027,-1.179,-4.767),(-0.082,-1.177,-4.767),(-0.191,-1.163,-5.085),(-0.137,-1.171,-5.085),(-0.137,-1.169,-4.398),(-0.137,-1.172,-4.767),(-0.191,-1.164,-4.767),(-0.4,-1.098,-5.346),(-0.296,-1.13,-5.346),(-0.281,-1.075,-5.699),(-0.231,-1.087,-5.699),(-0.243,-1.143,-5.346),(-0.238,-1.12,-5.546),(-0.29,-1.107,-5.546),(-0.38,-1.044,-5.699),(-0.331,-1.06,-5.699),(-0.348,-1.115,-5.346),(-0.341,-1.093,-5.546),(-0.392,-1.076,-5.546),(-0.298,-1.138,-4.398),(-0.298,-1.14,-5.085),(-0.245,-1.153,-5.085),(-0.245,-1.151,-4.398),(-0.245,-1.154,-4.767),(-0.299,-1.141,-4.767),(-0.403,-1.108,-5.085),(-0.351,-1.125,-5.085),(-0.351,-1.123,-4.398),(-0.351,-1.126,-4.767),(-0.403,-1.109,-4.767),(-0.191,-1.162,-1.49),(-0.19,-1.157,-3.135),(-0.082,-1.169,-3.135),(-0.082,-1.171,-3.99),(-0.027,-1.174,-3.99),(-0.027,-1.172,-3.135),(-0.027,-1.172,-3.562),(-0.082,-1.169,-3.562),(-0.19,-1.158,-3.99),(-0.136,-1.166,-3.99),(-0.136,-1.164,-3.135),(-0.136,-1.164,-3.562),(-0.19,-1.157,-3.562),(-0.082,-1.174,-1.49),(-0.082,-1.173,-2.326),(-0.027,-1.176,-2.326),(-0.027,-1.174,-2.727),(-0.082,-1.171,-2.727),(-0.027,-1.177,-1.49),(-0.027,-1.177,-1.917),(-0.082,-1.174,-1.917),(-0.191,-1.16,-2.326),(-0.137,-1.168,-2.326),(-0.136,-1.166,-2.727),(-0.19,-1.158,-2.727),(-0.137,-1.169,-1.49),(-0.137,-1.169,-1.917),(-0.191,-1.162,-1.917),(-0.401,-1.102,-3.135),(-0.297,-1.134,-3.135),(-0.297,-1.136,-3.99),(-0.244,-1.148,-3.99),(-0.244,-1.147,-3.135),(-0.244,-1.147,-3.562),(-0.297,-1.134,-3.562),(-0.401,-1.103,-3.99),(-0.35,-1.121,-3.99),(-0.349,-1.119,-3.135),(-0.349,-1.119,-3.562),(-0.401,-1.102,-3.562),(-0.298,-1.139,-1.49),(-0.298,-1.138,-2.326),(-0.244,-1.15,-2.326),(-0.244,-1.148,-2.727),(-0.297,-1.136,-2.727),(-0.245,-1.151,-1.49),(-0.245,-1.152,-1.917),(-0.298,-1.139,-1.917),(-0.402,-1.105,-2.326),(-0.35,-1.122,-2.326),(-0.35,-1.121,-2.727),(-0.401,-1.103,-2.727),(-0.351,-1.124,-1.49),(-0.351,-1.124,-1.917),(-0.403,-1.106,-1.917),(-0.817,-0.846,-4.398),(-0.6,-1.012,-4.398),(-0.596,-1.005,-5.346),(-0.5,-1.056,-5.346),(-0.475,-1.004,-5.699),(-0.428,-1.025,-5.699),(-0.45,-1.078,-5.346),(-0.441,-1.056,-5.546),(-0.49,-1.035,-5.546),(-0.567,-0.956,-5.699),(-0.522,-0.981,-5.699),(-0.548,-1.031,-5.346),(-0.537,-1.011,-5.546),(-0.584,-0.985,-5.546),(-0.503,-1.064,-4.398),(-0.504,-1.065,-5.085),(-0.454,-1.088,-5.085),(-0.453,-1.086,-4.398),(-0.455,-1.089,-4.767),(-0.505,-1.066,-4.767),(-0.601,-1.014,-5.085),(-0.553,-1.041,-5.085),(-0.552,-1.039,-4.398),(-0.554,-1.042,-4.767),(-0.602,-1.015,-4.767),(-0.811,-0.84,-5.346),(-0.687,-0.945,-5.346),(-0.653,-0.899,-5.699),(-0.61,-0.928,-5.699),(-0.642,-0.976,-5.346),(-0.629,-0.956,-5.546),(-0.673,-0.926,-5.546),(-0.73,-0.912,-5.346),(-0.694,-0.867,-5.699),(-0.715,-0.894,-5.546),(-0.772,-0.799,-5.699),(-0.734,-0.834,-5.699),(-0.771,-0.877,-5.346),(-0.756,-0.86,-5.546),(-0.795,-0.823,-5.546),(-0.692,-0.952,-4.398),(-0.693,-0.954,-5.085),(-0.648,-0.985,-5.085),(-0.647,-0.983,-4.398),(-0.648,-0.986,-4.767),(-0.693,-0.954,-4.767),(-0.735,-0.919,-4.398),(-0.736,-0.92,-5.085),(-0.737,-0.921,-4.767),(-0.819,-0.848,-5.085),(-0.778,-0.885,-5.085),(-0.777,-0.884,-4.398),(-0.779,-0.886,-4.767),(-0.82,-0.849,-4.767),(-0.6,-1.013,-1.49),(-0.598,-1.008,-3.135),(-0.502,-1.06,-3.135),(-0.502,-1.061,-3.99),(-0.452,-1.083,-3.99),(-0.452,-1.082,-3.135),(-0.452,-1.082,-3.562),(-0.502,-1.06,-3.562),(-0.599,-1.01,-3.99),(-0.551,-1.036,-3.99),(-0.55,-1.035,-3.135),(-0.55,-1.035,-3.562),(-0.598,-1.008,-3.562),(-0.504,-1.064,-1.49),(-0.503,-1.063,-2.326),(-0.453,-1.085,-2.326),(-0.452,-1.083,-2.727),(-0.502,-1.061,-2.727),(-0.454,-1.086,-1.49),(-0.454,-1.086,-1.917),(-0.504,-1.064,-1.917),(-0.6,-1.011,-2.326),(-0.552,-1.038,-2.326),(-0.551,-1.036,-2.727),(-0.599,-1.01,-2.727),(-0.553,-1.039,-1.49),(-0.553,-1.04,-1.917),(-0.6,-1.013,-1.917),(-0.814,-0.843,-3.135),(-0.689,-0.948,-3.135),(-0.69,-0.95,-3.99),(-0.645,-0.981,-3.99),(-0.644,-0.979,-3.135),(-0.644,-0.979,-3.562),(-0.689,-0.948,-3.562),(-0.732,-0.915,-3.135),(-0.733,-0.917,-3.99),(-0.732,-0.915,-3.562),(-0.815,-0.844,-3.99),(-0.775,-0.881,-3.99),(-0.774,-0.88,-3.135),(-0.774,-0.88,-3.562),(-0.814,-0.843,-3.562),(-0.692,-0.952,-1.49),(-0.691,-0.951,-2.326),(-0.646,-0.982,-2.326),(-0.645,-0.981,-2.727),(-0.69,-0.95,-2.727),(-0.647,-0.984,-1.49),(-0.647,-0.984,-1.917),(-0.692,-0.952,-1.917),(-0.817,-0.846,-2.326),(-0.735,-0.918,-2.326),(-0.733,-0.917,-2.727),(-0.777,-0.883,-2.326),(-0.775,-0.881,-2.727),(-0.815,-0.844,-2.727),(-0.736,-0.919,-1.49),(-0.736,-0.919,-1.917),(-0.777,-0.884,-1.49),(-0.778,-0.884,-1.917),(-0.818,-0.847,-1.917),(-1.071,-0.012,-5.822),(-0.0,-0.0,-6.482),(-0.973,-0.447,-5.822),(-0.601,-0.276,-6.364),(-0.0,-0.0,-6.482),(-0.539,-0.382,-6.364),(-0.229,-0.163,-6.474),(-0.0,-0.0,-6.482),(-0.213,-0.183,-6.474),(-0.069,-0.059,-6.482),(-0.0,-0.0,-6.482),(-0.066,-0.062,-6.482),(-0.204,-0.193,-6.474),(-0.131,-0.123,-6.482),(-0.136,-0.117,-6.482),(-0.074,-0.052,-6.482),(-0.0,-0.0,-6.482),(-0.071,-0.056,-6.482),(-0.221,-0.173,-6.474),(-0.141,-0.111,-6.482),(-0.146,-0.104,-6.482),(-0.501,-0.431,-6.364),(-0.306,-0.263,-6.453),(-0.294,-0.277,-6.453),(-0.481,-0.454,-6.364),(-0.39,-0.368,-6.416),(-0.406,-0.349,-6.416),(-0.329,-0.233,-6.453),(-0.318,-0.248,-6.453),(-0.521,-0.407,-6.364),(-0.422,-0.33,-6.416),(-0.437,-0.31,-6.416),(-0.255,-0.117,-6.474),(-0.0,-0.0,-6.482),(-0.243,-0.141,-6.474),(-0.078,-0.045,-6.482),(-0.0,-0.0,-6.482),(-0.076,-0.049,-6.482),(-0.237,-0.152,-6.474),(-0.151,-0.097,-6.482),(-0.155,-0.09,-6.482),(-0.082,-0.038,-6.482),(-0.0,-0.0,-6.482),(-0.08,-0.042,-6.482),(-0.25,-0.129,-6.474),(-0.159,-0.082,-6.482),(-0.163,-0.075,-6.482),(-0.573,-0.331,-6.364),(-0.35,-0.202,-6.453),(-0.34,-0.218,-6.453),(-0.557,-0.357,-6.364),(-0.451,-0.289,-6.416),(-0.464,-0.268,-6.416),(-0.367,-0.168,-6.453),(-0.359,-0.185,-6.453),(-0.587,-0.304,-6.364),(-0.476,-0.246,-6.416),(-0.487,-0.224,-6.416),(-0.874,-0.619,-5.822),(-0.752,-0.533,-6.124),(-0.699,-0.601,-6.124),(-0.581,-0.499,-6.295),(-0.557,-0.526,-6.295),(-0.671,-0.633,-6.124),(-0.62,-0.585,-6.213),(-0.646,-0.555,-6.213),(-0.625,-0.443,-6.295),(-0.604,-0.472,-6.295),(-0.726,-0.568,-6.124),(-0.671,-0.525,-6.213),(-0.695,-0.493,-6.213),(-0.812,-0.698,-5.822),(-0.743,-0.638,-6.031),(-0.712,-0.672,-6.031),(-0.779,-0.735,-5.822),(-0.748,-0.705,-5.931),(-0.78,-0.67,-5.931),(-0.799,-0.566,-6.031),(-0.772,-0.603,-6.031),(-0.844,-0.659,-5.822),(-0.81,-0.633,-5.931),(-0.838,-0.594,-5.931),(-0.838,-0.385,-6.124),(-0.798,-0.461,-6.124),(-0.664,-0.383,-6.295),(-0.645,-0.414,-6.295),(-0.776,-0.498,-6.124),(-0.717,-0.46,-6.213),(-0.738,-0.426,-6.213),(-0.697,-0.32,-6.295),(-0.681,-0.352,-6.295),(-0.819,-0.423,-6.124),(-0.757,-0.391,-6.213),(-0.774,-0.356,-6.213),(-0.927,-0.535,-5.822),(-0.848,-0.49,-6.031),(-0.824,-0.529,-6.031),(-0.902,-0.578,-5.822),(-0.865,-0.555,-5.931),(-0.89,-0.514,-5.931),(-0.89,-0.409,-6.031),(-0.87,-0.45,-6.031),(-0.951,-0.492,-5.822),(-0.913,-0.472,-5.931),(-0.934,-0.429,-5.931),(-0.661,-0.0080,-6.364),(-0.0,-0.0,-6.482),(-0.641,-0.16,-6.364),(-0.273,-0.068,-6.474),(-0.0,-0.0,-6.482),(-0.265,-0.093,-6.474),(-0.085,-0.03,-6.482),(-0.0,-0.0,-6.482),(-0.084,-0.034,-6.482),(-0.261,-0.105,-6.474),(-0.166,-0.067,-6.482),(-0.169,-0.059,-6.482),(-0.088,-0.022,-6.482),(-0.0,-0.0,-6.482),(-0.087,-0.026,-6.482),(-0.269,-0.081,-6.474),(-0.172,-0.051,-6.482),(-0.174,-0.043,-6.482),(-0.624,-0.219,-6.364),(-0.381,-0.134,-6.453),(-0.374,-0.151,-6.453),(-0.613,-0.248,-6.364),(-0.497,-0.201,-6.416),(-0.506,-0.177,-6.416),(-0.392,-0.098,-6.453),(-0.387,-0.116,-6.453),(-0.633,-0.19,-6.364),(-0.513,-0.154,-6.416),(-0.52,-0.13,-6.416),(-0.281,-0.0030,-6.474),(-0.0,-0.0,-6.482),(-0.278,-0.042,-6.474),(-0.089,-0.014,-6.482),(-0.0,-0.0,-6.482),(-0.089,-0.018,-6.482),(-0.276,-0.055,-6.474),(-0.176,-0.035,-6.482),(-0.177,-0.027,-6.482),(-0.0,-0.0,-6.482),(-0.279,-0.029,-6.474),(-0.09,-0.0090,-6.482),(-0.179,-0.019,-6.482),(-0.091,-0.0010,-6.482),(-0.0,-0.0,-6.482),(-0.09,-0.0050,-6.482),(-0.281,-0.016,-6.474),(-0.179,-0.01,-6.482),(-0.18,-0.0020,-6.482),(-0.654,-0.1,-6.364),(-0.399,-0.061,-6.453),(-0.396,-0.079,-6.453),(-0.648,-0.13,-6.364),(-0.525,-0.105,-6.416),(-0.53,-0.081,-6.416),(-0.657,-0.069,-6.364),(-0.401,-0.042,-6.453),(-0.533,-0.056,-6.416),(-0.404,-0.0050,-6.453),(-0.403,-0.023,-6.453),(-0.66,-0.038,-6.364),(-0.535,-0.031,-6.416),(-0.536,-0.0060,-6.416),(-1.039,-0.259,-5.822),(-0.894,-0.223,-6.124),(-0.87,-0.305,-6.124),(-0.723,-0.254,-6.295),(-0.711,-0.287,-6.295),(-0.855,-0.345,-6.124),(-0.79,-0.319,-6.213),(-0.804,-0.282,-6.213),(-0.744,-0.185,-6.295),(-0.734,-0.22,-6.295),(-0.883,-0.264,-6.124),(-0.816,-0.244,-6.213),(-0.827,-0.206,-6.213),(-1.011,-0.355,-5.822),(-0.924,-0.324,-6.031),(-0.908,-0.367,-6.031),(-0.993,-0.401,-5.822),(-0.953,-0.385,-5.931),(-0.97,-0.34,-5.931),(-0.95,-0.237,-6.031),(-0.938,-0.281,-6.031),(-1.026,-0.307,-5.822),(-0.985,-0.295,-5.931),(-0.997,-0.249,-5.931),(-0.922,-0.011,-6.124),(-0.911,-0.139,-6.124),(-0.758,-0.115,-6.295),(-0.751,-0.151,-6.295),(-0.904,-0.181,-6.124),(-0.836,-0.167,-6.213),(-0.842,-0.128,-6.213),(-0.917,-0.096,-6.124),(-0.762,-0.08,-6.295),(-0.847,-0.089,-6.213),(-0.766,-0.0090,-6.295),(-0.765,-0.045,-6.295),(-0.92,-0.054,-6.124),(-0.851,-0.05,-6.213),(-0.852,-0.01,-6.213),(-1.059,-0.161,-5.822),(-0.968,-0.148,-6.031),(-0.96,-0.192,-6.031),(-1.05,-0.21,-5.822),(-1.008,-0.202,-5.931),(-1.016,-0.155,-5.931),(-1.065,-0.112,-5.822),(-0.974,-0.102,-6.031),(-1.022,-0.107,-5.931),(-0.979,-0.011,-6.031),(-0.978,-0.057,-6.031),(-1.069,-0.062,-5.822),(-1.026,-0.06,-5.931),(-1.028,-0.012,-5.931),(-1.07,-0.491,-1.49),(-1.069,-0.491,-4.398),(-0.96,-0.681,-4.398),(-0.953,-0.676,-5.346),(-0.886,-0.761,-5.346),(-0.843,-0.724,-5.699),(-0.808,-0.762,-5.699),(-0.85,-0.802,-5.346),(-0.833,-0.786,-5.546),(-0.868,-0.746,-5.546),(-0.906,-0.642,-5.699),(-0.875,-0.684,-5.699),(-0.921,-0.719,-5.346),(-0.902,-0.705,-5.546),(-0.934,-0.662,-5.546),(-0.893,-0.767,-4.398),(-0.894,-0.768,-5.085),(-0.857,-0.809,-5.085),(-0.856,-0.807,-4.398),(-0.858,-0.81,-4.767),(-0.895,-0.769,-4.767),(-0.962,-0.682,-5.085),(-0.929,-0.726,-5.085),(-0.927,-0.724,-4.398),(-0.93,-0.726,-4.767),(-0.962,-0.682,-4.767),(-1.062,-0.488,-5.346),(-1.012,-0.584,-5.346),(-0.962,-0.555,-5.699),(-0.935,-0.6,-5.699),(-0.983,-0.631,-5.346),(-0.964,-0.618,-5.546),(-0.991,-0.572,-5.546),(-1.01,-0.464,-5.699),(-0.987,-0.51,-5.699),(-1.038,-0.536,-5.346),(-1.017,-0.526,-5.546),(-1.04,-0.478,-5.546),(-1.019,-0.588,-4.398),(-1.021,-0.589,-5.085),(-0.992,-0.636,-5.085),(-0.991,-0.635,-4.398),(-0.993,-0.637,-4.767),(-1.022,-0.59,-4.767),(-1.071,-0.492,-5.085),(-1.047,-0.541,-5.085),(-1.045,-0.54,-4.398),(-1.048,-0.542,-4.767),(-1.072,-0.492,-4.767),(-0.96,-0.681,-1.49),(-0.956,-0.678,-3.135),(-0.889,-0.764,-3.135),(-0.89,-0.765,-3.99),(-0.854,-0.806,-3.99),(-0.853,-0.805,-3.135),(-0.853,-0.805,-3.562),(-0.889,-0.764,-3.562),(-0.958,-0.679,-3.99),(-0.925,-0.723,-3.99),(-0.924,-0.722,-3.135),(-0.924,-0.722,-3.562),(-0.956,-0.678,-3.562),(-0.893,-0.767,-1.49),(-0.892,-0.766,-2.326),(-0.855,-0.807,-2.326),(-0.854,-0.806,-2.727),(-0.89,-0.765,-2.727),(-0.856,-0.808,-1.49),(-0.856,-0.808,-1.917),(-0.893,-0.767,-1.917),(-0.959,-0.68,-2.326),(-0.927,-0.724,-2.326),(-0.925,-0.723,-2.727),(-0.958,-0.679,-2.727),(-0.928,-0.725,-1.49),(-0.928,-0.725,-1.917),(-0.96,-0.681,-1.917),(-1.065,-0.489,-3.135),(-1.015,-0.586,-3.135),(-1.017,-0.587,-3.99),(-0.988,-0.634,-3.99),(-0.987,-0.633,-3.135),(-0.987,-0.633,-3.562),(-1.015,-0.586,-3.562),(-1.067,-0.49,-3.99),(-1.043,-0.539,-3.99),(-1.041,-0.538,-3.135),(-1.041,-0.538,-3.562),(-1.065,-0.489,-3.562),(-1.02,-0.589,-1.49),(-1.018,-0.588,-2.326),(-0.99,-0.635,-2.326),(-0.988,-0.634,-2.727),(-1.017,-0.587,-2.727),(-0.991,-0.635,-1.49),(-0.991,-0.635,-1.917),(-1.02,-0.589,-1.917),(-1.069,-0.491,-2.326),(-1.045,-0.54,-2.326),(-1.043,-0.539,-2.727),(-1.067,-0.49,-2.727),(-1.046,-0.541,-1.49),(-1.046,-0.541,-1.917),(-1.07,-0.491,-1.917),(-1.177,-0.014,-4.398),(-1.142,-0.285,-4.398),(-1.133,-0.283,-5.346),(-1.102,-0.387,-5.346),(-1.048,-0.368,-5.699),(-1.03,-0.416,-5.699),(-1.083,-0.438,-5.346),(-1.061,-0.429,-5.546),(-1.08,-0.379,-5.546),(-1.078,-0.269,-5.699),(-1.064,-0.319,-5.699),(-1.119,-0.335,-5.346),(-1.097,-0.328,-5.546),(-1.111,-0.277,-5.546),(-1.11,-0.39,-4.398),(-1.112,-0.39,-5.085),(-1.093,-0.442,-5.085),(-1.091,-0.441,-4.398),(-1.094,-0.442,-4.767),(-1.113,-0.391,-4.767),(-1.144,-0.285,-5.085),(-1.129,-0.338,-5.085),(-1.127,-0.337,-4.398),(-1.13,-0.338,-4.767),(-1.145,-0.285,-4.767),(-1.168,-0.014,-5.346),(-1.155,-0.176,-5.346),(-1.098,-0.167,-5.699),(-1.089,-0.218,-5.699),(-1.145,-0.23,-5.346),(-1.122,-0.225,-5.546),(-1.132,-0.172,-5.546),(-1.162,-0.122,-5.346),(-1.105,-0.116,-5.699),(-1.138,-0.12,-5.546),(-1.111,-0.013,-5.699),(-1.109,-0.065,-5.699),(-1.166,-0.068,-5.346),(-1.143,-0.067,-5.546),(-1.145,-0.013,-5.546),(-1.163,-0.177,-4.398),(-1.165,-0.178,-5.085),(-1.156,-0.232,-5.085),(-1.154,-0.231,-4.398),(-1.157,-0.232,-4.767),(-1.166,-0.178,-4.767),(-1.17,-0.123,-4.398),(-1.172,-0.123,-5.085),(-1.173,-0.123,-4.767),(-1.179,-0.014,-5.085),(-1.177,-0.069,-5.085),(-1.175,-0.068,-4.398),(-1.178,-0.069,-4.767),(-1.18,-0.014,-4.767),(-1.142,-0.285,-1.49),(-1.138,-0.284,-3.135),(-1.106,-0.388,-3.135),(-1.108,-0.389,-3.99),(-1.088,-0.44,-3.99),(-1.087,-0.439,-3.135),(-1.087,-0.439,-3.562),(-1.106,-0.388,-3.562),(-1.139,-0.284,-3.99),(-1.125,-0.337,-3.99),(-1.123,-0.336,-3.135),(-1.123,-0.336,-3.562),(-1.138,-0.284,-3.562),(-1.111,-0.39,-1.49),(-1.11,-0.389,-2.326),(-1.09,-0.44,-2.326),(-1.088,-0.44,-2.727),(-1.108,-0.389,-2.727),(-1.091,-0.441,-1.49),(-1.092,-0.441,-1.917),(-1.111,-0.39,-1.917),(-1.141,-0.284,-2.326),(-1.126,-0.337,-2.326),(-1.125,-0.337,-2.727),(-1.139,-0.284,-2.727),(-1.128,-0.338,-1.49),(-1.128,-0.338,-1.917),(-1.142,-0.285,-1.917),(-1.172,-0.014,-3.135),(-1.159,-0.177,-3.135),(-1.16,-0.177,-3.99),(-1.151,-0.231,-3.99),(-1.149,-0.23,-3.135),(-1.149,-0.23,-3.562),(-1.159,-0.177,-3.562),(-1.166,-0.123,-3.135),(-1.167,-0.123,-3.99),(-1.166,-0.123,-3.562),(-1.174,-0.014,-3.99),(-1.172,-0.068,-3.99),(-1.17,-0.068,-3.135),(-1.17,-0.068,-3.562),(-1.172,-0.014,-3.562),(-1.164,-0.177,-1.49),(-1.162,-0.177,-2.326),(-1.153,-0.231,-2.326),(-1.151,-0.231,-2.727),(-1.16,-0.177,-2.727),(-1.154,-0.231,-1.49),(-1.154,-0.231,-1.917),(-1.164,-0.177,-1.917),(-1.176,-0.014,-2.326),(-1.169,-0.123,-2.326),(-1.167,-0.123,-2.727),(-1.174,-0.068,-2.326),(-1.172,-0.068,-2.727),(-1.174,-0.014,-2.727),(-1.171,-0.123,-1.49),(-1.171,-0.123,-1.917),(-1.175,-0.068,-1.49),(-1.175,-0.068,-1.917),(-1.177,-0.014,-1.917),(-0.207,-0.214,6.474),(-0.815,-0.844,2.919),(-0.401,-1.102,2.919),(-0.401,-1.103,0.721),(-0.19,-1.158,0.721),(-0.19,-1.158,-0.287),(-0.082,-1.171,-0.287),(-0.082,-1.173,-1.061),(-0.027,-1.176,-1.061),(-0.027,-1.174,-0.287),(-0.027,-1.174,-0.654),(-0.082,-1.172,-0.654),(-0.191,-1.161,-1.061),(-0.137,-1.168,-1.061),(-0.136,-1.166,-0.287),(-0.136,-1.167,-0.654),(-0.191,-1.159,-0.654),(-0.082,-1.171,0.721),(-0.082,-1.171,0.053),(-0.027,-1.173,0.053),(-0.027,-1.173,0.721),(-0.027,-1.173,0.383),(-0.082,-1.171,0.383),(-0.19,-1.158,0.053),(-0.136,-1.166,0.053),(-0.136,-1.166,0.721),(-0.136,-1.166,0.383),(-0.19,-1.158,0.383),(-0.402,-1.103,-0.287),(-0.297,-1.136,-0.287),(-0.298,-1.138,-1.061),(-0.245,-1.15,-1.061),(-0.244,-1.148,-0.287),(-0.244,-1.149,-0.654),(-0.297,-1.137,-0.654),(-0.402,-1.105,-1.061),(-0.35,-1.123,-1.061),(-0.35,-1.121,-0.287),(-0.35,-1.121,-0.654),(-0.402,-1.104,-0.654),(-0.297,-1.135,0.721),(-0.297,-1.135,0.053),(-0.244,-1.148,0.053),(-0.244,-1.148,0.721),(-0.244,-1.148,0.383),(-0.297,-1.135,0.383),(-0.401,-1.103,0.053),(-0.35,-1.12,0.053),(-0.35,-1.12,0.721),(-0.35,-1.12,0.383),(-0.401,-1.103,0.383),(-0.19,-1.158,2.919),(-0.19,-1.157,1.778),(-0.082,-1.17,1.778),(-0.082,-1.171,1.067),(-0.027,-1.173,1.067),(-0.027,-1.173,1.778),(-0.027,-1.173,1.421),(-0.082,-1.171,1.421),(-0.19,-1.158,1.067),(-0.136,-1.166,1.067),(-0.136,-1.165,1.778),(-0.136,-1.166,1.421),(-0.19,-1.158,1.421),(-0.082,-1.17,2.919),(-0.082,-1.169,2.429),(-0.027,-1.172,2.429),(-0.027,-1.172,2.121),(-0.082,-1.17,2.121),(-0.027,-1.173,2.919),(-0.027,-1.173,2.689),(-0.082,-1.17,2.689),(-0.19,-1.157,2.429),(-0.136,-1.164,2.429),(-0.136,-1.165,2.121),(-0.19,-1.157,2.121),(-0.136,-1.165,2.919),(-0.136,-1.165,2.689),(-0.19,-1.157,2.689),(-0.401,-1.102,1.778),(-0.297,-1.135,1.778),(-0.297,-1.135,1.067),(-0.244,-1.148,1.067),(-0.244,-1.147,1.778),(-0.244,-1.148,1.421),(-0.297,-1.135,1.421),(-0.401,-1.103,1.067),(-0.35,-1.12,1.067),(-0.349,-1.12,1.778),(-0.35,-1.12,1.421),(-0.401,-1.103,1.421),(-0.297,-1.135,2.919),(-0.297,-1.134,2.429),(-0.244,-1.147,2.429),(-0.244,-1.147,2.121),(-0.297,-1.134,2.121),(-0.244,-1.147,2.919),(-0.244,-1.147,2.689),(-0.297,-1.135,2.689),(-0.401,-1.102,2.429),(-0.349,-1.119,2.429),(-0.349,-1.119,2.121),(-0.401,-1.102,2.121),(-0.349,-1.12,2.919),(-0.349,-1.12,2.689),(-0.401,-1.102,2.689),(-0.815,-0.844,0.721),(-0.599,-1.01,0.721),(-0.599,-1.01,-0.287),(-0.502,-1.061,-0.287),(-0.503,-1.063,-1.061),(-0.453,-1.085,-1.061),(-0.452,-1.083,-0.287),(-0.453,-1.084,-0.654),(-0.503,-1.062,-0.654),(-0.6,-1.012,-1.061),(-0.552,-1.038,-1.061),(-0.551,-1.037,-0.287),(-0.552,-1.037,-0.654),(-0.599,-1.011,-0.654),(-0.502,-1.061,0.721),(-0.502,-1.061,0.053),(-0.452,-1.083,0.053),(-0.452,-1.083,0.721),(-0.452,-1.083,0.383),(-0.502,-1.061,0.383),(-0.599,-1.01,0.053),(-0.551,-1.036,0.053),(-0.551,-1.036,0.721),(-0.551,-1.036,0.383),(-0.599,-1.009,0.383),(-0.816,-0.845,-0.287),(-0.69,-0.95,-0.287),(-0.691,-0.951,-1.061),(-0.646,-0.983,-1.061),(-0.645,-0.981,-0.287),(-0.646,-0.982,-0.654),(-0.691,-0.95,-0.654),(-0.734,-0.917,-0.287),(-0.735,-0.918,-1.061),(-0.734,-0.917,-0.654),(-0.817,-0.846,-1.061),(-0.777,-0.883,-1.061),(-0.775,-0.882,-0.287),(-0.776,-0.882,-0.654),(-0.816,-0.845,-0.654),(-0.69,-0.95,0.721),(-0.69,-0.95,0.053),(-0.645,-0.981,0.053),(-0.645,-0.981,0.721),(-0.645,-0.981,0.383),(-0.69,-0.949,0.383),(-0.733,-0.916,0.721),(-0.733,-0.916,0.053),(-0.733,-0.916,0.383),(-0.815,-0.844,0.053),(-0.775,-0.881,0.053),(-0.775,-0.881,0.721),(-0.775,-0.881,0.383),(-0.815,-0.844,0.383),(-0.598,-1.009,2.919),(-0.598,-1.009,1.778),(-0.502,-1.06,1.778),(-0.502,-1.061,1.067),(-0.452,-1.083,1.067),(-0.452,-1.082,1.778),(-0.452,-1.083,1.421),(-0.502,-1.061,1.421),(-0.599,-1.01,1.067),(-0.551,-1.036,1.067),(-0.551,-1.036,1.778),(-0.551,-1.036,1.421),(-0.599,-1.009,1.421),(-0.502,-1.06,2.919),(-0.502,-1.06,2.429),(-0.452,-1.082,2.429),(-0.452,-1.082,2.121),(-0.502,-1.06,2.121),(-0.452,-1.082,2.919),(-0.452,-1.082,2.689),(-0.502,-1.06,2.689),(-0.598,-1.008,2.429),(-0.55,-1.035,2.429),(-0.55,-1.035,2.121),(-0.598,-1.008,2.121),(-0.551,-1.036,2.919),(-0.551,-1.036,2.689),(-0.598,-1.009,2.689),(-0.815,-0.844,1.778),(-0.689,-0.949,1.778),(-0.69,-0.95,1.067),(-0.645,-0.981,1.067),(-0.645,-0.98,1.778),(-0.645,-0.98,1.421),(-0.69,-0.949,1.421),(-0.733,-0.916,1.778),(-0.733,-0.916,1.067),(-0.733,-0.916,1.421),(-0.815,-0.844,1.067),(-0.775,-0.881,1.067),(-0.775,-0.881,1.778),(-0.775,-0.881,1.421),(-0.815,-0.844,1.421),(-0.69,-0.949,2.919),(-0.689,-0.948,2.429),(-0.644,-0.979,2.429),(-0.644,-0.98,2.121),(-0.689,-0.949,2.121),(-0.645,-0.98,2.919),(-0.644,-0.98,2.689),(-0.689,-0.949,2.689),(-0.814,-0.843,2.429),(-0.732,-0.915,2.429),(-0.733,-0.915,2.121),(-0.774,-0.88,2.429),(-0.774,-0.88,2.121),(-0.814,-0.843,2.121),(-0.733,-0.916,2.919),(-0.733,-0.916,2.689),(-0.775,-0.881,2.919),(-0.775,-0.881,2.689),(-0.815,-0.844,2.689),(-0.102,-0.28,6.474),(-0.397,-1.09,4.408),(-0.188,-1.145,4.408),(-0.189,-1.151,3.631),(-0.081,-1.163,3.631),(-0.082,-1.169,3.143),(-0.027,-1.172,3.143),(-0.027,-1.166,3.631),(-0.027,-1.169,3.381),(-0.082,-1.166,3.381),(-0.19,-1.156,3.143),(-0.136,-1.164,3.143),(-0.135,-1.158,3.631),(-0.136,-1.161,3.381),(-0.19,-1.154,3.381),(-0.081,-1.158,4.408),(-0.081,-1.163,3.887),(-0.027,-1.166,3.887),(-0.027,-1.16,4.408),(-0.027,-1.168,4.145),(-0.081,-1.165,4.145),(-0.189,-1.15,3.887),(-0.135,-1.158,3.887),(-0.135,-1.152,4.408),(-0.136,-1.16,4.145),(-0.189,-1.152,4.145),(-0.399,-1.096,3.631),(-0.295,-1.128,3.631),(-0.297,-1.134,3.143),(-0.244,-1.146,3.143),(-0.242,-1.141,3.631),(-0.243,-1.143,3.381),(-0.296,-1.131,3.381),(-0.401,-1.101,3.143),(-0.349,-1.119,3.143),(-0.347,-1.113,3.631),(-0.348,-1.116,3.381),(-0.4,-1.099,3.381),(-0.294,-1.123,4.408),(-0.295,-1.128,3.887),(-0.242,-1.14,3.887),(-0.241,-1.135,4.408),(-0.243,-1.142,4.145),(-0.296,-1.13,4.145),(-0.399,-1.096,3.887),(-0.347,-1.113,3.887),(-0.346,-1.108,4.408),(-0.348,-1.115,4.145),(-0.399,-1.097,4.145),(-0.048,-0.294,6.474),(-0.157,-0.954,5.268),(-0.067,-0.964,5.268),(-0.079,-1.126,4.685),(-0.026,-1.128,4.685),(-0.022,-0.966,5.268),(-0.025,-1.062,4.977),(-0.074,-1.059,4.977),(-0.183,-1.114,4.685),(-0.131,-1.121,4.685),(-0.112,-0.96,5.268),(-0.123,-1.055,4.977),(-0.172,-1.048,4.977),(-0.021,-0.297,6.474),(-0.05,-0.719,5.779),(-0.017,-0.72,5.779),(-0.02,-0.851,5.537),(-0.059,-0.85,5.537),(-0.0070,-0.298,6.474),(-0.013,-0.547,6.063),(-0.038,-0.545,6.063),(-0.117,-0.711,5.779),(-0.084,-0.715,5.779),(-0.099,-0.846,5.537),(-0.138,-0.84,5.537),(-0.035,-0.296,6.474),(-0.063,-0.543,6.063),(-0.089,-0.54,6.063),(-0.331,-0.908,5.268),(-0.245,-0.935,5.268),(-0.286,-1.092,4.685),(-0.235,-1.104,4.685),(-0.201,-0.945,5.268),(-0.221,-1.039,4.977),(-0.269,-1.027,4.977),(-0.386,-1.061,4.685),(-0.336,-1.077,4.685),(-0.288,-0.923,5.268),(-0.316,-1.014,4.977),(-0.363,-0.998,4.977),(-0.075,-0.288,6.474),(-0.182,-0.697,5.779),(-0.15,-0.705,5.779),(-0.177,-0.833,5.537),(-0.216,-0.824,5.537),(-0.062,-0.291,6.474),(-0.114,-0.535,6.063),(-0.138,-0.529,6.063),(-0.246,-0.677,5.779),(-0.215,-0.688,5.779),(-0.254,-0.813,5.537),(-0.291,-0.8,5.537),(-0.089,-0.284,6.474),(-0.163,-0.522,6.063),(-0.187,-0.514,6.063),(-0.806,-0.835,4.408),(-0.592,-0.998,4.408),(-0.595,-1.003,3.631),(-0.499,-1.054,3.631),(-0.501,-1.059,3.143),(-0.452,-1.081,3.143),(-0.449,-1.076,3.631),(-0.451,-1.079,3.381),(-0.5,-1.057,3.381),(-0.598,-1.008,3.143),(-0.55,-1.035,3.143),(-0.547,-1.03,3.631),(-0.549,-1.032,3.381),(-0.596,-1.006,3.381),(-0.496,-1.049,4.408),(-0.499,-1.054,3.887),(-0.449,-1.076,3.887),(-0.447,-1.071,4.408),(-0.45,-1.078,4.145),(-0.5,-1.056,4.145),(-0.595,-1.003,3.887),(-0.547,-1.029,3.887),(-0.545,-1.025,4.408),(-0.548,-1.031,4.145),(-0.596,-1.005,4.145),(-0.81,-0.839,3.631),(-0.685,-0.943,3.631),(-0.689,-0.948,3.143),(-0.644,-0.979,3.143),(-0.641,-0.974,3.631),(-0.642,-0.977,3.381),(-0.687,-0.946,3.381),(-0.729,-0.911,3.631),(-0.732,-0.915,3.143),(-0.73,-0.913,3.381),(-0.814,-0.843,3.143),(-0.774,-0.88,3.143),(-0.77,-0.876,3.631),(-0.772,-0.878,3.381),(-0.812,-0.841,3.381),(-0.682,-0.939,4.408),(-0.685,-0.943,3.887),(-0.641,-0.974,3.887),(-0.638,-0.969,4.408),(-0.642,-0.976,4.145),(-0.686,-0.945,4.145),(-0.725,-0.906,4.408),(-0.728,-0.91,3.887),(-0.73,-0.912,4.145),(-0.81,-0.839,3.887),(-0.77,-0.875,3.887),(-0.766,-0.871,4.408),(-0.771,-0.877,4.145),(-0.811,-0.84,4.145),(-0.152,-0.256,6.474),(-0.493,-0.831,5.268),(-0.414,-0.873,5.268),(-0.483,-1.02,4.685),(-0.435,-1.041,4.685),(-0.372,-0.892,5.268),(-0.409,-0.98,4.977),(-0.454,-0.96,4.977),(-0.576,-0.971,4.685),(-0.53,-0.996,4.685),(-0.454,-0.853,5.268),(-0.499,-0.938,4.977),(-0.542,-0.913,4.977),(-0.127,-0.269,6.474),(-0.308,-0.651,5.779),(-0.278,-0.665,5.779),(-0.328,-0.786,5.537),(-0.364,-0.77,5.537),(-0.115,-0.275,6.474),(-0.211,-0.505,6.063),(-0.234,-0.494,6.063),(-0.367,-0.62,5.779),(-0.338,-0.636,5.779),(-0.4,-0.752,5.537),(-0.434,-0.733,5.537),(-0.14,-0.263,6.474),(-0.257,-0.483,6.063),(-0.279,-0.47,6.063),(-0.671,-0.695,5.268),(-0.568,-0.782,5.268),(-0.663,-0.913,4.685),(-0.62,-0.943,4.685),(-0.531,-0.807,5.268),(-0.584,-0.887,4.977),(-0.624,-0.859,4.977),(-0.604,-0.755,5.268),(-0.705,-0.881,4.685),(-0.664,-0.829,4.977),(-0.784,-0.812,4.685),(-0.745,-0.847,4.685),(-0.638,-0.726,5.268),(-0.701,-0.797,4.977),(-0.738,-0.764,4.977),(-0.175,-0.241,6.474),(-0.423,-0.583,5.779),(-0.396,-0.602,5.779),(-0.468,-0.712,5.537),(-0.501,-0.689,5.537),(-0.164,-0.249,6.474),(-0.3,-0.457,6.063),(-0.321,-0.442,6.063),(-0.5,-0.518,5.779),(-0.45,-0.562,5.779),(-0.532,-0.665,5.537),(-0.476,-0.541,5.779),(-0.562,-0.639,5.537),(-0.592,-0.613,5.537),(-0.186,-0.233,6.474),(-0.342,-0.427,6.063),(-0.197,-0.224,6.474),(-0.361,-0.411,6.063),(-0.38,-0.393,6.063),(-1.173,-0.014,2.919),(-1.066,-0.49,2.919),(-1.067,-0.49,0.721),(-0.958,-0.679,0.721),(-0.958,-0.679,-0.287),(-0.89,-0.765,-0.287),(-0.892,-0.766,-1.061),(-0.855,-0.807,-1.061),(-0.854,-0.806,-0.287),(-0.855,-0.806,-0.654),(-0.891,-0.766,-0.654),(-0.959,-0.68,-1.061),(-0.927,-0.724,-1.061),(-0.925,-0.723,-0.287),(-0.926,-0.723,-0.654),(-0.958,-0.679,-0.654),(-0.89,-0.765,0.721),(-0.89,-0.765,0.053),(-0.854,-0.805,0.053),(-0.854,-0.805,0.721),(-0.854,-0.805,0.383),(-0.89,-0.765,0.383),(-0.957,-0.679,0.053),(-0.925,-0.723,0.053),(-0.925,-0.723,0.721),(-0.925,-0.723,0.383),(-0.957,-0.679,0.383),(-1.067,-0.49,-0.287),(-1.017,-0.587,-0.287),(-1.019,-0.588,-1.061),(-0.99,-0.635,-1.061),(-0.988,-0.634,-0.287),(-0.989,-0.634,-0.654),(-1.017,-0.587,-0.654),(-1.069,-0.491,-1.061),(-1.045,-0.54,-1.061),(-1.043,-0.539,-0.287),(-1.044,-0.539,-0.654),(-1.068,-0.49,-0.654),(-1.016,-0.587,0.721),(-1.016,-0.587,0.053),(-0.988,-0.633,0.053),(-0.988,-0.634,0.721),(-0.988,-0.633,0.383),(-1.016,-0.587,0.383),(-1.067,-0.49,0.053),(-1.043,-0.539,0.053),(-1.043,-0.539,0.721),(-1.043,-0.539,0.383),(-1.067,-0.49,0.383),(-0.957,-0.678,2.919),(-0.957,-0.678,1.778),(-0.89,-0.764,1.778),(-0.89,-0.765,1.067),(-0.854,-0.805,1.067),(-0.853,-0.805,1.778),(-0.854,-0.805,1.421),(-0.89,-0.765,1.421),(-0.958,-0.679,1.067),(-0.925,-0.723,1.067),(-0.924,-0.722,1.778),(-0.925,-0.722,1.421),(-0.957,-0.679,1.421),(-0.89,-0.764,2.919),(-0.889,-0.764,2.429),(-0.853,-0.805,2.429),(-0.853,-0.805,2.121),(-0.889,-0.764,2.121),(-0.853,-0.805,2.919),(-0.853,-0.805,2.689),(-0.89,-0.764,2.689),(-0.956,-0.678,2.429),(-0.924,-0.722,2.429),(-0.924,-0.722,2.121),(-0.956,-0.678,2.121),(-0.924,-0.722,2.919),(-0.924,-0.722,2.689),(-0.957,-0.678,2.689),(-1.066,-0.49,1.778),(-1.016,-0.586,1.778),(-1.016,-0.587,1.067),(-0.988,-0.634,1.067),(-0.987,-0.633,1.778),(-0.988,-0.633,1.421),(-1.016,-0.587,1.421),(-1.067,-0.49,1.067),(-1.043,-0.539,1.067),(-1.042,-0.539,1.778),(-1.042,-0.539,1.421),(-1.066,-0.49,1.421),(-1.016,-0.587,2.919),(-1.015,-0.586,2.429),(-0.987,-0.633,2.429),(-0.987,-0.633,2.121),(-1.015,-0.586,2.121),(-0.988,-0.633,2.919),(-0.987,-0.633,2.689),(-1.016,-0.586,2.689),(-1.065,-0.489,2.429),(-1.041,-0.538,2.429),(-1.042,-0.538,2.121),(-1.065,-0.489,2.121),(-1.042,-0.539,2.919),(-1.042,-0.539,2.689),(-1.066,-0.489,2.689),(-1.174,-0.014,0.721),(-1.139,-0.284,0.721),(-1.139,-0.284,-0.287),(-1.108,-0.389,-0.287),(-1.11,-0.389,-1.061),(-1.09,-0.441,-1.061),(-1.089,-0.44,-0.287),(-1.089,-0.44,-0.654),(-1.109,-0.389,-0.654),(-1.141,-0.285,-1.061),(-1.127,-0.337,-1.061),(-1.125,-0.337,-0.287),(-1.125,-0.337,-0.654),(-1.14,-0.284,-0.654),(-1.108,-0.389,0.721),(-1.107,-0.389,0.053),(-1.088,-0.44,0.053),(-1.088,-0.44,0.721),(-1.088,-0.44,0.383),(-1.107,-0.389,0.383),(-1.139,-0.284,0.053),(-1.124,-0.337,0.053),(-1.124,-0.337,0.721),(-1.124,-0.337,0.383),(-1.139,-0.284,0.383),(-1.174,-0.014,-0.287),(-1.161,-0.177,-0.287),(-1.163,-0.177,-1.061),(-1.153,-0.231,-1.061),(-1.151,-0.231,-0.287),(-1.152,-0.231,-0.654),(-1.161,-0.177,-0.654),(-1.168,-0.123,-0.287),(-1.17,-0.123,-1.061),(-1.168,-0.123,-0.654),(-1.176,-0.014,-1.061),(-1.174,-0.068,-1.061),(-1.172,-0.068,-0.287),(-1.173,-0.068,-0.654),(-1.175,-0.014,-0.654),(-1.16,-0.177,0.721),(-1.16,-0.177,0.053),(-1.151,-0.231,0.053),(-1.151,-0.231,0.721),(-1.151,-0.231,0.383),(-1.16,-0.177,0.383),(-1.167,-0.123,0.721),(-1.167,-0.123,0.053),(-1.167,-0.123,0.383),(-1.174,-0.014,0.053),(-1.172,-0.068,0.053),(-1.172,-0.068,0.721),(-1.172,-0.068,0.383),(-1.174,-0.014,0.383),(-1.138,-0.284,2.919),(-1.138,-0.284,1.778),(-1.107,-0.388,1.778),(-1.108,-0.389,1.067),(-1.088,-0.44,1.067),(-1.088,-0.439,1.778),(-1.088,-0.44,1.421),(-1.107,-0.389,1.421),(-1.139,-0.284,1.067),(-1.124,-0.337,1.067),(-1.124,-0.336,1.778),(-1.124,-0.337,1.421),(-1.139,-0.284,1.421),(-1.107,-0.388,2.919),(-1.106,-0.388,2.429),(-1.087,-0.439,2.429),(-1.087,-0.439,2.121),(-1.106,-0.388,2.121),(-1.088,-0.439,2.919),(-1.087,-0.439,2.689),(-1.107,-0.388,2.689),(-1.138,-0.284,2.429),(-1.123,-0.336,2.429),(-1.123,-0.336,2.121),(-1.138,-0.284,2.121),(-1.124,-0.336,2.919),(-1.124,-0.336,2.689),(-1.138,-0.284,2.689),(-1.173,-0.014,1.778),(-1.16,-0.177,1.778),(-1.16,-0.177,1.067),(-1.151,-0.231,1.067),(-1.15,-0.231,1.778),(-1.151,-0.231,1.421),(-1.16,-0.177,1.421),(-1.167,-0.123,1.778),(-1.167,-0.123,1.067),(-1.167,-0.123,1.421),(-1.174,-0.014,1.067),(-1.172,-0.068,1.067),(-1.171,-0.068,1.778),(-1.172,-0.068,1.421),(-1.173,-0.014,1.421),(-1.16,-0.177,2.919),(-1.159,-0.177,2.429),(-1.149,-0.23,2.429),(-1.15,-0.23,2.121),(-1.159,-0.177,2.121),(-1.15,-0.231,2.919),(-1.15,-0.23,2.689),(-1.159,-0.177,2.689),(-1.172,-0.014,2.429),(-1.166,-0.123,2.429),(-1.166,-0.123,2.121),(-1.17,-0.068,2.429),(-1.17,-0.068,2.121),(-1.172,-0.014,2.121),(-1.167,-0.123,2.919),(-1.166,-0.123,2.689),(-1.171,-0.068,2.919),(-1.171,-0.068,2.689),(-1.173,-0.014,2.689),(-0.271,-0.124,6.474),(-1.054,-0.484,4.408),(-0.947,-0.671,4.408),(-0.951,-0.674,3.631),(-0.885,-0.76,3.631),(-0.889,-0.764,3.143),(-0.852,-0.804,3.143),(-0.848,-0.8,3.631),(-0.85,-0.802,3.381),(-0.887,-0.762,3.381),(-0.956,-0.678,3.143),(-0.924,-0.722,3.143),(-0.919,-0.718,3.631),(-0.921,-0.72,3.381),(-0.954,-0.676,3.381),(-0.88,-0.756,4.408),(-0.884,-0.76,3.887),(-0.848,-0.8,3.887),(-0.844,-0.796,4.408),(-0.85,-0.801,4.145),(-0.886,-0.761,4.145),(-0.951,-0.674,3.887),(-0.919,-0.718,3.887),(-0.914,-0.714,4.408),(-0.92,-0.719,4.145),(-0.953,-0.675,4.145),(-1.06,-0.487,3.631),(-1.01,-0.583,3.631),(-1.015,-0.586,3.143),(-0.987,-0.633,3.143),(-0.982,-0.629,3.631),(-0.984,-0.631,3.381),(-1.012,-0.585,3.381),(-1.065,-0.489,3.143),(-1.041,-0.538,3.143),(-1.036,-0.535,3.631),(-1.039,-0.537,3.381),(-1.062,-0.488,3.381),(-1.005,-0.58,4.408),(-1.01,-0.583,3.887),(-0.981,-0.629,3.887),(-0.977,-0.626,4.408),(-0.983,-0.63,4.145),(-1.011,-0.584,4.145),(-1.06,-0.487,3.887),(-1.036,-0.535,3.887),(-1.031,-0.533,4.408),(-1.038,-0.536,4.145),(-1.061,-0.487,4.145),(-0.243,-0.172,6.474),(-0.788,-0.559,5.268),(-0.733,-0.63,5.268),(-0.856,-0.735,4.685),(-0.821,-0.774,4.685),(-0.703,-0.663,5.268),(-0.772,-0.729,4.977),(-0.806,-0.692,4.977),(-0.921,-0.653,4.685),(-0.889,-0.695,4.685),(-0.762,-0.595,5.268),(-0.837,-0.654,4.977),(-0.866,-0.614,4.977),(-0.226,-0.194,6.474),(-0.546,-0.469,5.779),(-0.524,-0.494,5.779),(-0.619,-0.584,5.537),(-0.646,-0.555,5.537),(-0.217,-0.204,6.474),(-0.398,-0.375,6.063),(-0.415,-0.356,6.063),(-0.588,-0.417,5.779),(-0.568,-0.443,5.779),(-0.671,-0.524,5.537),(-0.695,-0.493,5.537),(-0.235,-0.183,6.474),(-0.431,-0.337,6.063),(-0.446,-0.316,6.063),(-0.878,-0.403,5.268),(-0.837,-0.483,5.268),(-0.977,-0.564,4.685),(-0.95,-0.609,4.685),(-0.814,-0.522,5.268),(-0.894,-0.573,4.977),(-0.92,-0.531,4.977),(-1.026,-0.471,4.685),(-1.003,-0.518,4.685),(-0.859,-0.444,5.268),(-0.943,-0.488,4.977),(-0.965,-0.443,4.977),(-0.258,-0.149,6.474),(-0.624,-0.36,5.779),(-0.606,-0.389,5.779),(-0.717,-0.46,5.537),(-0.738,-0.426,5.537),(-0.251,-0.161,6.474),(-0.46,-0.295,6.063),(-0.473,-0.273,6.063),(-0.655,-0.301,5.779),(-0.64,-0.331,5.779),(-0.757,-0.391,5.537),(-0.774,-0.355,5.537),(-0.265,-0.137,6.474),(-0.486,-0.251,6.063),(-0.497,-0.228,6.063),(-1.16,-0.014,4.408),(-1.126,-0.281,4.408),(-1.132,-0.282,3.631),(-1.1,-0.386,3.631),(-1.106,-0.388,3.143),(-1.087,-0.439,3.143),(-1.081,-0.437,3.631),(-1.084,-0.438,3.381),(-1.103,-0.387,3.381),(-1.137,-0.284,3.143),(-1.123,-0.336,3.143),(-1.117,-0.334,3.631),(-1.12,-0.335,3.381),(-1.134,-0.283,3.381),(-1.095,-0.384,4.408),(-1.1,-0.386,3.887),(-1.081,-0.437,3.887),(-1.076,-0.435,4.408),(-1.083,-0.438,4.145),(-1.102,-0.387,4.145),(-1.131,-0.282,3.887),(-1.117,-0.334,3.887),(-1.112,-0.333,4.408),(-1.119,-0.335,4.145),(-1.133,-0.283,4.145),(-1.166,-0.014,3.631),(-1.153,-0.176,3.631),(-1.159,-0.177,3.143),(-1.149,-0.23,3.143),(-1.143,-0.229,3.631),(-1.146,-0.23,3.381),(-1.156,-0.176,3.381),(-1.16,-0.122,3.631),(-1.166,-0.123,3.143),(-1.163,-0.122,3.381),(-1.172,-0.014,3.143),(-1.17,-0.068,3.143),(-1.164,-0.068,3.631),(-1.167,-0.068,3.381),(-1.169,-0.014,3.381),(-1.147,-0.175,4.408),(-1.153,-0.176,3.887),(-1.143,-0.229,3.887),(-1.138,-0.228,4.408),(-1.145,-0.23,4.145),(-1.155,-0.176,4.145),(-1.154,-0.121,4.408),(-1.16,-0.122,3.887),(-1.162,-0.122,4.145),(-1.166,-0.014,3.887),(-1.164,-0.068,3.887),(-1.158,-0.067,4.408),(-1.166,-0.068,4.145),(-1.168,-0.014,4.145),(-0.289,-0.072,6.474),(-0.938,-0.234,5.268),(-0.912,-0.32,5.268),(-1.065,-0.374,4.685),(-1.046,-0.423,4.685),(-0.896,-0.362,5.268),(-0.985,-0.398,4.977),(-1.002,-0.352,4.977),(-1.095,-0.273,4.685),(-1.081,-0.324,4.685),(-0.926,-0.277,5.268),(-1.017,-0.305,4.977),(-1.03,-0.257,4.977),(-0.281,-0.099,6.474),(-0.68,-0.238,5.779),(-0.668,-0.27,5.779),(-0.79,-0.319,5.537),(-0.804,-0.282,5.537),(-0.276,-0.112,6.474),(-0.507,-0.205,6.063),(-0.516,-0.181,6.063),(-0.699,-0.174,5.779),(-0.69,-0.207,5.779),(-0.816,-0.244,5.537),(-0.826,-0.206,5.537),(-0.285,-0.085,6.474),(-0.524,-0.157,6.063),(-0.531,-0.132,6.063),(-0.966,-0.011,5.268),(-0.955,-0.146,5.268),(-1.116,-0.17,4.685),(-1.107,-0.222,4.685),(-0.948,-0.19,5.268),(-1.041,-0.209,4.977),(-1.05,-0.16,4.977),(-0.961,-0.101,5.268),(-1.122,-0.118,4.685),(-1.056,-0.111,4.977),(-1.128,-0.013,4.685),(-1.127,-0.066,4.685),(-0.965,-0.056,5.268),(-1.06,-0.062,4.977),(-1.062,-0.012,4.977),(-0.294,-0.045,6.474),(-0.712,-0.109,5.779),(-0.706,-0.142,5.779),(-0.835,-0.167,5.537),(-0.842,-0.128,5.537),(-0.292,-0.059,6.474),(-0.536,-0.107,6.063),(-0.54,-0.082,6.063),(-0.72,-0.0080,5.779),(-0.716,-0.075,5.779),(-0.847,-0.089,5.537),(-0.719,-0.042,5.779),(-0.85,-0.05,5.537),(-0.852,-0.01,5.537),(-0.296,-0.031,6.474),(-0.544,-0.057,6.063),(-0.297,-0.017,6.474),(-0.546,-0.032,6.063),(-0.547,-0.0060,6.063),(-0.0,0.0,-6.482),(-0.837,0.828,-1.49),(-0.762,0.753,-5.822),(-0.0,0.0,-6.482),(-1.002,0.378,-5.822),(-0.619,0.233,-6.364),(-0.0,0.0,-6.482),(-0.651,0.115,-6.364),(-0.277,0.049,-6.474),(-0.0,0.0,-6.482),(-0.28,0.023,-6.474),(-0.09,0.0070,-6.482),(-0.0,0.0,-6.482),(-0.09,0.0030,-6.482),(-0.281,0.01,-6.474),(-0.179,0.0060,-6.482),(-0.179,0.015,-6.482),(-0.089,0.016,-6.482),(-0.0,0.0,-6.482),(-0.09,0.012,-6.482),(-0.279,0.036,-6.474),(-0.178,0.023,-6.482),(-0.177,0.031,-6.482),(-0.659,0.054,-6.364),(-0.402,0.033,-6.453),(-0.403,0.014,-6.453),(-0.661,0.023,-6.364),(-0.535,0.019,-6.416),(-0.534,0.044,-6.416),(-0.397,0.07,-6.453),(-0.4,0.052,-6.453),(-0.656,0.084,-6.364),(-0.531,0.068,-6.416),(-0.528,0.093,-6.416),(-0.263,0.099,-6.474),(-0.0,0.0,-6.482),(-0.271,0.074,-6.474),(-0.087,0.024,-6.482),(-0.0,0.0,-6.482),(-0.088,0.02,-6.482),(-0.274,0.062,-6.474),(-0.175,0.039,-6.482),(-0.173,0.047,-6.482),(-0.085,0.032,-6.482),(-0.0,0.0,-6.482),(-0.086,0.028,-6.482),(-0.267,0.087,-6.474),(-0.171,0.055,-6.482),(-0.168,0.063,-6.482),(-0.638,0.175,-6.364),(-0.389,0.107,-6.453),(-0.394,0.088,-6.453),(-0.645,0.145,-6.364),(-0.523,0.117,-6.416),(-0.517,0.142,-6.416),(-0.378,0.142,-6.453),(-0.384,0.125,-6.453),(-0.629,0.204,-6.364),(-0.51,0.166,-6.416),(-0.501,0.189,-6.416),(-1.055,0.186,-5.822),(-0.908,0.16,-6.124),(-0.919,0.075,-6.124),(-0.764,0.062,-6.295),(-0.766,0.027,-6.295),(-0.921,0.032,-6.124),(-0.852,0.03,-6.213),(-0.849,0.069,-6.213),(-0.755,0.133,-6.295),(-0.76,0.098,-6.295),(-0.914,0.118,-6.124),(-0.845,0.109,-6.213),(-0.839,0.148,-6.213),(-1.067,0.087,-5.822),(-0.976,0.08,-6.031),(-0.979,0.034,-6.031),(-1.07,0.037,-5.822),(-1.027,0.036,-5.931),(-1.024,0.084,-5.931),(-0.964,0.17,-6.031),(-0.971,0.125,-6.031),(-1.062,0.137,-5.822),(-1.019,0.131,-5.931),(-1.012,0.178,-5.931),(-0.863,0.325,-6.124),(-0.889,0.244,-6.124),(-0.739,0.203,-6.295),(-0.748,0.168,-6.295),(-0.899,0.202,-6.124),(-0.831,0.187,-6.213),(-0.822,0.225,-6.213),(-0.717,0.271,-6.295),(-0.729,0.237,-6.295),(-0.877,0.285,-6.124),(-0.81,0.263,-6.213),(-0.797,0.301,-6.213),(-1.033,0.283,-5.822),(-0.944,0.259,-6.031),(-0.955,0.215,-6.031),(-1.045,0.235,-5.822),(-1.003,0.225,-5.931),(-0.991,0.272,-5.931),(-0.916,0.346,-6.031),(-0.931,0.303,-6.031),(-1.019,0.331,-5.822),(-0.978,0.318,-5.931),(-0.962,0.363,-5.931),(-0.47,0.465,-6.364),(-0.0,0.0,-6.482),(-0.565,0.344,-6.364),(-0.24,0.146,-6.474),(-0.0,0.0,-6.482),(-0.253,0.123,-6.474),(-0.081,0.04,-6.482),(-0.0,0.0,-6.482),(-0.083,0.036,-6.482),(-0.258,0.111,-6.474),(-0.165,0.071,-6.482),(-0.161,0.079,-6.482),(-0.077,0.047,-6.482),(-0.0,0.0,-6.482),(-0.079,0.043,-6.482),(-0.247,0.135,-6.474),(-0.158,0.086,-6.482),(-0.153,0.093,-6.482),(-0.594,0.29,-6.364),(-0.363,0.177,-6.453),(-0.371,0.16,-6.453),(-0.607,0.262,-6.364),(-0.492,0.212,-6.416),(-0.482,0.235,-6.416),(-0.345,0.21,-6.453),(-0.354,0.194,-6.453),(-0.58,0.317,-6.364),(-0.47,0.257,-6.416),(-0.458,0.279,-6.416),(-0.2,0.198,-6.474),(-0.0,0.0,-6.482),(-0.225,0.168,-6.474),(-0.073,0.054,-6.482),(-0.0,0.0,-6.482),(-0.075,0.051,-6.482),(-0.233,0.157,-6.474),(-0.149,0.1,-6.482),(-0.144,0.107,-6.482),(-0.0,0.0,-6.482),(-0.217,0.178,-6.474),(-0.07,0.057,-6.482),(-0.139,0.114,-6.482),(-0.064,0.064,-6.482),(-0.0,0.0,-6.482),(-0.067,0.061,-6.482),(-0.209,0.188,-6.474),(-0.133,0.12,-6.482),(-0.128,0.126,-6.482),(-0.53,0.395,-6.364),(-0.324,0.241,-6.453),(-0.335,0.226,-6.453),(-0.548,0.37,-6.364),(-0.444,0.3,-6.416),(-0.43,0.32,-6.416),(-0.511,0.419,-6.364),(-0.312,0.256,-6.453),(-0.414,0.34,-6.416),(-0.287,0.284,-6.453),(-0.3,0.27,-6.453),(-0.491,0.442,-6.364),(-0.398,0.359,-6.416),(-0.381,0.377,-6.416),(-0.915,0.557,-5.822),(-0.787,0.479,-6.124),(-0.829,0.404,-6.124),(-0.689,0.336,-6.295),(-0.704,0.304,-6.295),(-0.846,0.365,-6.124),(-0.782,0.338,-6.213),(-0.766,0.374,-6.213),(-0.655,0.399,-6.295),(-0.672,0.368,-6.295),(-0.809,0.442,-6.124),(-0.748,0.409,-6.213),(-0.728,0.443,-6.213),(-0.963,0.469,-5.822),(-0.88,0.429,-6.031),(-0.899,0.388,-6.031),(-0.983,0.424,-5.822),(-0.944,0.407,-5.931),(-0.924,0.451,-5.931),(-0.836,0.509,-6.031),(-0.859,0.47,-6.031),(-0.94,0.514,-5.822),(-0.902,0.493,-5.931),(-0.878,0.534,-5.931),(-0.656,0.648,-6.124),(-0.739,0.55,-6.124),(-0.615,0.458,-6.295),(-0.635,0.429,-6.295),(-0.764,0.515,-6.124),(-0.706,0.476,-6.213),(-0.684,0.509,-6.213),(-0.713,0.584,-6.124),(-0.593,0.486,-6.295),(-0.659,0.54,-6.213),(-0.545,0.539,-6.295),(-0.57,0.513,-6.295),(-0.685,0.617,-6.124),(-0.633,0.57,-6.213),(-0.606,0.599,-6.213),(-0.859,0.64,-5.822),(-0.785,0.585,-6.031),(-0.812,0.548,-6.031),(-0.888,0.599,-5.822),(-0.852,0.575,-5.931),(-0.824,0.614,-5.931),(-0.828,0.679,-5.822),(-0.757,0.621,-6.031),(-0.795,0.651,-5.931),(-0.696,0.688,-6.031),(-0.728,0.655,-6.031),(-0.796,0.717,-5.822),(-0.764,0.688,-5.931),(-0.731,0.723,-5.931),(-1.101,0.415,-1.49),(-1.101,0.415,-4.398),(-1.159,0.204,-4.398),(-1.15,0.203,-5.346),(-1.164,0.095,-5.346),(-1.107,0.09,-5.699),(-1.11,0.039,-5.699),(-1.167,0.041,-5.346),(-1.144,0.04,-5.546),(-1.141,0.093,-5.546),(-1.094,0.193,-5.699),(-1.102,0.142,-5.699),(-1.159,0.149,-5.346),(-1.135,0.146,-5.546),(-1.127,0.199,-5.546),(-1.173,0.096,-4.398),(-1.175,0.096,-5.085),(-1.178,0.041,-5.085),(-1.176,0.041,-4.398),(-1.179,0.041,-4.767),(-1.176,0.096,-4.767),(-1.161,0.205,-5.085),(-1.169,0.15,-5.085),(-1.167,0.15,-4.398),(-1.17,0.151,-4.767),(-1.162,0.205,-4.767),(-1.093,0.412,-5.346),(-1.127,0.309,-5.346),(-1.071,0.294,-5.699),(-1.084,0.244,-5.699),(-1.14,0.256,-5.346),(-1.117,0.251,-5.546),(-1.104,0.303,-5.546),(-1.039,0.392,-5.699),(-1.057,0.343,-5.699),(-1.111,0.361,-5.346),(-1.089,0.354,-5.546),(-1.071,0.404,-5.546),(-1.135,0.311,-4.398),(-1.137,0.312,-5.085),(-1.15,0.258,-5.085),(-1.148,0.258,-4.398),(-1.151,0.259,-4.767),(-1.138,0.312,-4.767),(-1.103,0.416,-5.085),(-1.121,0.364,-5.085),(-1.119,0.364,-4.398),(-1.122,0.365,-4.767),(-1.104,0.416,-4.767),(-1.159,0.204,-1.49),(-1.155,0.204,-3.135),(-1.168,0.095,-3.135),(-1.17,0.096,-3.99),(-1.173,0.041,-3.99),(-1.172,0.041,-3.135),(-1.172,0.041,-3.562),(-1.168,0.095,-3.562),(-1.156,0.204,-3.99),(-1.164,0.15,-3.99),(-1.163,0.15,-3.135),(-1.163,0.15,-3.562),(-1.155,0.204,-3.562),(-1.173,0.096,-1.49),(-1.172,0.096,-2.326),(-1.175,0.041,-2.326),(-1.173,0.041,-2.727),(-1.17,0.096,-2.727),(-1.177,0.041,-1.49),(-1.177,0.041,-1.917),(-1.173,0.096,-1.917),(-1.158,0.204,-2.326),(-1.166,0.15,-2.326),(-1.164,0.15,-2.727),(-1.156,0.204,-2.727),(-1.168,0.15,-1.49),(-1.168,0.15,-1.917),(-1.159,0.204,-1.917),(-1.097,0.414,-3.135),(-1.131,0.31,-3.135),(-1.132,0.31,-3.99),(-1.145,0.257,-3.99),(-1.144,0.257,-3.135),(-1.144,0.257,-3.562),(-1.131,0.31,-3.562),(-1.098,0.414,-3.99),(-1.116,0.363,-3.99),(-1.115,0.362,-3.135),(-1.115,0.362,-3.562),(-1.097,0.414,-3.562),(-1.135,0.311,-1.49),(-1.134,0.311,-2.326),(-1.147,0.258,-2.326),(-1.145,0.257,-2.727),(-1.132,0.31,-2.727),(-1.149,0.258,-1.49),(-1.149,0.258,-1.917),(-1.135,0.311,-1.917),(-1.1,0.415,-2.326),(-1.118,0.363,-2.326),(-1.116,0.363,-2.727),(-1.098,0.414,-2.727),(-1.12,0.364,-1.49),(-1.12,0.364,-1.917),(-1.102,0.416,-1.917),(-0.837,0.827,-4.398),(-1.005,0.612,-4.398),(-0.998,0.607,-5.346),(-1.05,0.512,-5.346),(-0.998,0.487,-5.699),(-1.02,0.44,-5.699),(-1.073,0.463,-5.346),(-1.051,0.453,-5.546),(-1.029,0.502,-5.546),(-0.949,0.578,-5.699),(-0.975,0.533,-5.699),(-1.025,0.56,-5.346),(-1.004,0.549,-5.546),(-0.978,0.595,-5.546),(-1.058,0.516,-4.398),(-1.059,0.517,-5.085),(-1.082,0.467,-5.085),(-1.08,0.466,-4.398),(-1.083,0.467,-4.767),(-1.06,0.517,-4.767),(-1.007,0.613,-5.085),(-1.034,0.565,-5.085),(-1.032,0.564,-4.398),(-1.035,0.566,-4.767),(-1.008,0.613,-4.767),(-0.831,0.821,-5.346),(-0.937,0.698,-5.346),(-0.891,0.663,-5.699),(-0.921,0.621,-5.699),(-0.968,0.653,-5.346),(-0.949,0.64,-5.546),(-0.918,0.684,-5.546),(-0.904,0.74,-5.346),(-0.859,0.704,-5.699),(-0.885,0.726,-5.546),(-0.79,0.781,-5.699),(-0.826,0.743,-5.699),(-0.868,0.782,-5.346),(-0.851,0.766,-5.546),(-0.814,0.805,-5.546),(-0.944,0.703,-4.398),(-0.945,0.704,-5.085),(-0.977,0.659,-5.085),(-0.976,0.658,-4.398),(-0.978,0.66,-4.767),(-0.946,0.704,-4.767),(-0.91,0.746,-4.398),(-0.912,0.747,-5.085),(-0.912,0.748,-4.767),(-0.838,0.829,-5.085),(-0.876,0.789,-5.085),(-0.874,0.787,-4.398),(-0.877,0.789,-4.767),(-0.839,0.829,-4.767),(-1.006,0.612,-1.49),(-1.001,0.61,-3.135),(-1.054,0.514,-3.135),(-1.055,0.515,-3.99),(-1.078,0.465,-3.99),(-1.076,0.464,-3.135),(-1.076,0.464,-3.562),(-1.054,0.514,-3.562),(-1.003,0.61,-3.99),(-1.03,0.563,-3.99),(-1.029,0.562,-3.135),(-1.029,0.562,-3.562),(-1.001,0.61,-3.562),(-1.058,0.516,-1.49),(-1.057,0.515,-2.326),(-1.08,0.466,-2.326),(-1.078,0.465,-2.727),(-1.055,0.515,-2.727),(-1.081,0.466,-1.49),(-1.081,0.466,-1.917),(-1.058,0.516,-1.917),(-1.004,0.611,-2.326),(-1.032,0.564,-2.326),(-1.03,0.563,-2.727),(-1.003,0.61,-2.727),(-1.033,0.565,-1.49),(-1.033,0.565,-1.917),(-1.006,0.612,-1.917),(-0.834,0.824,-3.135),(-0.94,0.7,-3.135),(-0.942,0.701,-3.99),(-0.973,0.656,-3.99),(-0.972,0.656,-3.135),(-0.972,0.656,-3.562),(-0.94,0.7,-3.562),(-0.907,0.743,-3.135),(-0.908,0.744,-3.99),(-0.907,0.743,-3.562),(-0.835,0.825,-3.99),(-0.872,0.785,-3.99),(-0.871,0.784,-3.135),(-0.871,0.784,-3.562),(-0.834,0.824,-3.562),(-0.944,0.703,-1.49),(-0.943,0.702,-2.326),(-0.975,0.658,-2.326),(-0.973,0.656,-2.727),(-0.942,0.701,-2.727),(-0.976,0.658,-1.49),(-0.976,0.658,-1.917),(-0.944,0.703,-1.917),(-0.836,0.827,-2.326),(-0.91,0.745,-2.326),(-0.908,0.744,-2.727),(-0.874,0.787,-2.326),(-0.872,0.785,-2.727),(-0.835,0.825,-2.727),(-0.911,0.746,-1.49),(-0.911,0.746,-1.917),(-0.875,0.788,-1.49),(-0.875,0.788,-1.917),(-0.837,0.828,-1.917),(-0.0,0.0,-6.482),(-0.436,0.978,-5.822),(-0.269,0.604,-6.364),(-0.0,0.0,-6.482),(-0.376,0.544,-6.364),(-0.16,0.231,-6.474),(-0.0,0.0,-6.482),(-0.181,0.215,-6.474),(-0.058,0.069,-6.482),(-0.0,0.0,-6.482),(-0.061,0.067,-6.482),(-0.19,0.207,-6.474),(-0.122,0.132,-6.482),(-0.115,0.138,-6.482),(-0.051,0.074,-6.482),(-0.0,0.0,-6.482),(-0.055,0.072,-6.482),(-0.17,0.223,-6.474),(-0.109,0.143,-6.482),(-0.102,0.148,-6.482),(-0.425,0.506,-6.364),(-0.259,0.309,-6.453),(-0.274,0.297,-6.453),(-0.448,0.486,-6.364),(-0.363,0.394,-6.416),(-0.344,0.41,-6.416),(-0.23,0.332,-6.453),(-0.245,0.321,-6.453),(-0.401,0.526,-6.364),(-0.325,0.426,-6.416),(-0.305,0.441,-6.416),(-0.114,0.257,-6.474),(-0.0,0.0,-6.482),(-0.138,0.245,-6.474),(-0.044,0.079,-6.482),(-0.0,0.0,-6.482),(-0.048,0.077,-6.482),(-0.149,0.238,-6.474),(-0.095,0.152,-6.482),(-0.088,0.157,-6.482),(-0.037,0.083,-6.482),(-0.0,0.0,-6.482),(-0.041,0.081,-6.482),(-0.126,0.251,-6.474),(-0.081,0.16,-6.482),(-0.073,0.164,-6.482),(-0.324,0.576,-6.364),(-0.198,0.352,-6.453),(-0.214,0.342,-6.453),(-0.35,0.561,-6.364),(-0.284,0.454,-6.416),(-0.262,0.467,-6.416),(-0.164,0.369,-6.453),(-0.181,0.361,-6.453),(-0.297,0.591,-6.364),(-0.24,0.479,-6.416),(-0.218,0.489,-6.416),(-0.609,0.881,-5.822),(-0.524,0.758,-6.124),(-0.593,0.706,-6.124),(-0.493,0.587,-6.295),(-0.519,0.564,-6.295),(-0.625,0.678,-6.124),(-0.578,0.627,-6.213),(-0.548,0.653,-6.213),(-0.436,0.63,-6.295),(-0.465,0.609,-6.295),(-0.559,0.733,-6.124),(-0.517,0.678,-6.213),(-0.485,0.701,-6.213),(-0.688,0.82,-5.822),(-0.629,0.75,-6.031),(-0.664,0.72,-6.031),(-0.726,0.787,-5.822),(-0.697,0.756,-5.931),(-0.661,0.787,-5.931),(-0.557,0.805,-6.031),(-0.594,0.779,-6.031),(-0.649,0.852,-5.822),(-0.623,0.817,-5.931),(-0.585,0.845,-5.931),(-0.375,0.842,-6.124),(-0.452,0.804,-6.124),(-0.375,0.668,-6.295),(-0.406,0.65,-6.295),(-0.488,0.782,-6.124),(-0.452,0.723,-6.213),(-0.417,0.743,-6.213),(-0.312,0.7,-6.295),(-0.344,0.685,-6.295),(-0.414,0.824,-6.124),(-0.382,0.761,-6.213),(-0.347,0.778,-6.213),(-0.525,0.934,-5.822),(-0.48,0.854,-6.031),(-0.519,0.83,-6.031),(-0.568,0.908,-5.822),(-0.545,0.872,-5.931),(-0.504,0.896,-5.931),(-0.398,0.895,-6.031),(-0.439,0.875,-6.031),(-0.481,0.957,-5.822),(-0.461,0.918,-5.931),(-0.418,0.939,-5.931),(-0.0,0.0,-6.482),(-0.152,0.643,-6.364),(-0.065,0.273,-6.474),(-0.0,0.0,-6.482),(-0.09,0.266,-6.474),(-0.029,0.086,-6.482),(-0.0,0.0,-6.482),(-0.033,0.084,-6.482),(-0.102,0.262,-6.474),(-0.065,0.167,-6.482),(-0.057,0.17,-6.482),(-0.021,0.088,-6.482),(-0.0,0.0,-6.482),(-0.025,0.087,-6.482),(-0.077,0.27,-6.474),(-0.049,0.173,-6.482),(-0.041,0.175,-6.482),(-0.212,0.626,-6.364),(-0.129,0.382,-6.453),(-0.147,0.376,-6.453),(-0.241,0.616,-6.364),(-0.195,0.499,-6.416),(-0.171,0.508,-6.416),(-0.093,0.393,-6.453),(-0.111,0.388,-6.453),(-0.182,0.635,-6.364),(-0.148,0.515,-6.416),(-0.124,0.521,-6.416),(-0.0,0.0,-6.482),(-0.039,0.278,-6.474),(-0.013,0.09,-6.482),(-0.0,0.0,-6.482),(-0.017,0.089,-6.482),(-0.052,0.276,-6.474),(-0.033,0.176,-6.482),(-0.025,0.178,-6.482),(-0.0,0.0,-6.482),(-0.026,0.28,-6.474),(-0.0080,0.09,-6.482),(-0.017,0.179,-6.482),(-0.0,0.0,-6.482),(-0.0040,0.09,-6.482),(-0.013,0.281,-6.474),(-0.0080,0.179,-6.482),(-0.092,0.655,-6.364),(-0.056,0.4,-6.453),(-0.075,0.397,-6.453),(-0.122,0.65,-6.364),(-0.099,0.527,-6.416),(-0.075,0.531,-6.416),(-0.061,0.658,-6.364),(-0.038,0.402,-6.453),(-0.05,0.533,-6.416),(-0.019,0.403,-6.453),(-0.031,0.66,-6.364),(-0.025,0.535,-6.416),(-0.247,1.042,-5.822),(-0.213,0.897,-6.124),(-0.295,0.873,-6.124),(-0.245,0.726,-6.295),(-0.279,0.714,-6.295),(-0.335,0.859,-6.124),(-0.31,0.794,-6.213),(-0.273,0.807,-6.213),(-0.177,0.746,-6.295),(-0.211,0.737,-6.295),(-0.254,0.886,-6.124),(-0.235,0.819,-6.213),(-0.197,0.829,-6.213),(-0.343,1.015,-5.822),(-0.313,0.928,-6.031),(-0.356,0.912,-6.031),(-0.39,0.998,-5.822),(-0.374,0.957,-5.931),(-0.329,0.974,-5.931),(-0.226,0.953,-6.031),(-0.27,0.941,-6.031),(-0.295,1.029,-5.822),(-0.283,0.988,-5.931),(-0.237,1.0,-5.931),(-0.128,0.913,-6.124),(-0.107,0.759,-6.295),(-0.142,0.753,-6.295),(-0.171,0.906,-6.124),(-0.158,0.837,-6.213),(-0.119,0.844,-6.213),(-0.086,0.918,-6.124),(-0.071,0.763,-6.295),(-0.079,0.848,-6.213),(-0.036,0.766,-6.295),(-0.043,0.921,-6.124),(-0.04,0.851,-6.213),(-0.149,1.061,-5.822),(-0.136,0.97,-6.031),(-0.181,0.962,-6.031),(-0.198,1.052,-5.822),(-0.19,1.01,-5.931),(-0.143,1.018,-5.931),(-0.1,1.066,-5.822),(-0.091,0.975,-6.031),(-0.096,1.023,-5.931),(-0.046,0.978,-6.031),(-0.05,1.07,-5.822),(-0.048,1.027,-5.931),(-0.479,1.075,-1.49),(-0.479,1.075,-4.398),(-0.669,0.968,-4.398),(-0.664,0.961,-5.346),(-0.751,0.895,-5.346),(-0.714,0.851,-5.699),(-0.753,0.817,-5.699),(-0.792,0.859,-5.346),(-0.776,0.842,-5.546),(-0.736,0.877,-5.546),(-0.632,0.914,-5.699),(-0.674,0.883,-5.699),(-0.708,0.929,-5.346),(-0.694,0.91,-5.546),(-0.651,0.941,-5.546),(-0.756,0.901,-4.398),(-0.758,0.903,-5.085),(-0.799,0.867,-5.085),(-0.797,0.865,-4.398),(-0.8,0.867,-4.767),(-0.758,0.904,-4.767),(-0.67,0.969,-5.085),(-0.715,0.937,-5.085),(-0.714,0.936,-4.398),(-0.715,0.938,-4.767),(-0.671,0.97,-4.767),(-0.475,1.067,-5.346),(-0.572,1.018,-5.346),(-0.544,0.968,-5.699),(-0.589,0.942,-5.699),(-0.619,0.991,-5.346),(-0.607,0.971,-5.546),(-0.561,0.998,-5.546),(-0.452,1.015,-5.699),(-0.499,0.993,-5.699),(-0.524,1.044,-5.346),(-0.514,1.023,-5.546),(-0.466,1.046,-5.546),(-0.576,1.026,-4.398),(-0.577,1.027,-5.085),(-0.625,1.0,-5.085),(-0.624,0.998,-4.398),(-0.625,1.0,-4.767),(-0.578,1.028,-4.767),(-0.479,1.077,-5.085),(-0.529,1.053,-5.085),(-0.528,1.052,-4.398),(-0.529,1.054,-4.767),(-0.48,1.078,-4.767),(-0.67,0.968,-1.49),(-0.667,0.964,-3.135),(-0.754,0.898,-3.135),(-0.755,0.899,-3.99),(-0.796,0.863,-3.99),(-0.795,0.862,-3.135),(-0.795,0.862,-3.562),(-0.754,0.898,-3.562),(-0.668,0.965,-3.99),(-0.712,0.933,-3.99),(-0.711,0.932,-3.135),(-0.711,0.932,-3.562),(-0.667,0.964,-3.562),(-0.757,0.902,-1.49),(-0.756,0.901,-2.326),(-0.797,0.865,-2.326),(-0.796,0.863,-2.727),(-0.755,0.899,-2.727),(-0.798,0.866,-1.49),(-0.798,0.866,-1.917),(-0.757,0.902,-1.917),(-0.669,0.967,-2.326),(-0.713,0.935,-2.326),(-0.712,0.933,-2.727),(-0.668,0.965,-2.727),(-0.714,0.936,-1.49),(-0.714,0.936,-1.917),(-0.67,0.968,-1.917),(-0.477,1.071,-3.135),(-0.574,1.022,-3.135),(-0.575,1.023,-3.99),(-0.622,0.996,-3.99),(-0.621,0.994,-3.135),(-0.621,0.994,-3.562),(-0.574,1.022,-3.562),(-0.477,1.072,-3.99),(-0.527,1.049,-3.99),(-0.526,1.048,-3.135),(-0.526,1.048,-3.562),(-0.477,1.071,-3.562),(-0.577,1.026,-1.49),(-0.576,1.025,-2.326),(-0.623,0.997,-2.326),(-0.622,0.995,-2.727),(-0.575,1.023,-2.727),(-0.624,0.998,-1.49),(-0.624,0.998,-1.917),(-0.577,1.026,-1.917),(-0.478,1.074,-2.326),(-0.528,1.051,-2.326),(-0.527,1.049,-2.727),(-0.477,1.072,-2.727),(-0.528,1.052,-1.49),(-0.528,1.052,-1.917),(-0.479,1.076,-1.917),(-0.271,1.145,-4.398),(-0.269,1.137,-5.346),(-0.374,1.107,-5.346),(-0.356,1.052,-5.699),(-0.404,1.035,-5.699),(-0.425,1.088,-5.346),(-0.416,1.066,-5.546),(-0.366,1.084,-5.546),(-0.256,1.081,-5.699),(-0.306,1.068,-5.699),(-0.322,1.123,-5.346),(-0.316,1.1,-5.546),(-0.264,1.114,-5.546),(-0.377,1.115,-4.398),(-0.377,1.117,-5.085),(-0.429,1.098,-5.085),(-0.428,1.096,-4.398),(-0.429,1.099,-4.767),(-0.378,1.118,-4.767),(-0.272,1.147,-5.085),(-0.325,1.133,-5.085),(-0.324,1.131,-4.398),(-0.325,1.134,-4.767),(-0.272,1.148,-4.767),(-0.163,1.157,-5.346),(-0.155,1.1,-5.699),(-0.206,1.092,-5.699),(-0.216,1.148,-5.346),(-0.212,1.125,-5.546),(-0.159,1.134,-5.546),(-0.109,1.163,-5.346),(-0.103,1.106,-5.699),(-0.106,1.14,-5.546),(-0.052,1.11,-5.699),(-0.054,1.167,-5.346),(-0.053,1.143,-5.546),(-0.164,1.165,-4.398),(-0.164,1.167,-5.085),(-0.218,1.158,-5.085),(-0.218,1.156,-4.398),(-0.218,1.159,-4.767),(-0.164,1.168,-4.767),(-0.109,1.172,-4.398),(-0.11,1.173,-5.085),(-0.11,1.175,-4.767),(-0.055,1.177,-5.085),(-0.055,1.175,-4.398),(-0.055,1.178,-4.767),(-0.271,1.145,-1.49),(-0.27,1.141,-3.135),(-0.375,1.111,-3.135),(-0.376,1.112,-3.99),(-0.427,1.093,-3.99),(-0.426,1.092,-3.135),(-0.426,1.092,-3.562),(-0.375,1.111,-3.562),(-0.271,1.142,-3.99),(-0.324,1.128,-3.99),(-0.323,1.127,-3.135),(-0.323,1.127,-3.562),(-0.27,1.141,-3.562),(-0.377,1.115,-1.49),(-0.376,1.114,-2.326),(-0.428,1.095,-2.326),(-0.427,1.093,-2.727),(-0.376,1.112,-2.727),(-0.428,1.097,-1.49),(-0.428,1.097,-1.917),(-0.377,1.115,-1.917),(-0.271,1.144,-2.326),(-0.324,1.13,-2.326),(-0.324,1.128,-2.727),(-0.271,1.142,-2.727),(-0.324,1.132,-1.49),(-0.325,1.132,-1.917),(-0.272,1.146,-1.917),(-0.163,1.161,-3.135),(-0.163,1.162,-3.99),(-0.217,1.154,-3.99),(-0.217,1.152,-3.135),(-0.217,1.152,-3.562),(-0.163,1.161,-3.562),(-0.109,1.167,-3.135),(-0.109,1.169,-3.99),(-0.109,1.167,-3.562),(-0.055,1.173,-3.99),(-0.055,1.171,-3.135),(-0.055,1.171,-3.562),(-0.164,1.166,-1.49),(-0.164,1.164,-2.326),(-0.218,1.156,-2.326),(-0.217,1.154,-2.727),(-0.163,1.162,-2.727),(-0.218,1.157,-1.49),(-0.218,1.157,-1.917),(-0.164,1.166,-1.917),(-0.109,1.171,-2.326),(-0.109,1.169,-2.727),(-0.055,1.175,-2.326),(-0.055,1.173,-2.727),(-0.109,1.172,-1.49),(-0.109,1.172,-1.917),(-0.055,1.176,-1.49),(-0.055,1.176,-1.917),(-0.212,0.209,6.474),(-0.834,0.825,2.919),(-1.098,0.414,2.919),(-1.098,0.414,0.721),(-1.156,0.204,0.721),(-1.156,0.204,-0.287),(-1.17,0.096,-0.287),(-1.172,0.096,-1.061),(-1.175,0.041,-1.061),(-1.173,0.041,-0.287),(-1.174,0.041,-0.654),(-1.171,0.096,-0.654),(-1.158,0.204,-1.061),(-1.166,0.15,-1.061),(-1.164,0.15,-0.287),(-1.165,0.15,-0.654),(-1.157,0.204,-0.654),(-1.17,0.095,0.721),(-1.17,0.095,0.053),(-1.173,0.041,0.053),(-1.173,0.041,0.721),(-1.173,0.041,0.383),(-1.17,0.095,0.383),(-1.156,0.204,0.053),(-1.164,0.15,0.053),(-1.164,0.15,0.721),(-1.164,0.15,0.383),(-1.156,0.204,0.383),(-1.098,0.414,-0.287),(-1.132,0.31,-0.287),(-1.134,0.311,-1.061),(-1.147,0.258,-1.061),(-1.145,0.257,-0.287),(-1.146,0.258,-0.654),(-1.133,0.311,-0.654),(-1.1,0.415,-1.061),(-1.119,0.363,-1.061),(-1.117,0.363,-0.287),(-1.117,0.363,-0.654),(-1.099,0.415,-0.654),(-1.132,0.31,0.721),(-1.132,0.31,0.053),(-1.145,0.257,0.053),(-1.145,0.257,0.721),(-1.145,0.257,0.383),(-1.132,0.31,0.383),(-1.098,0.414,0.053),(-1.116,0.363,0.053),(-1.116,0.363,0.721),(-1.116,0.363,0.383),(-1.098,0.414,0.383),(-1.155,0.204,2.919),(-1.155,0.204,1.778),(-1.169,0.095,1.778),(-1.17,0.095,1.067),(-1.173,0.041,1.067),(-1.172,0.041,1.778),(-1.173,0.041,1.421),(-1.17,0.095,1.421),(-1.156,0.204,1.067),(-1.164,0.15,1.067),(-1.163,0.15,1.778),(-1.164,0.15,1.421),(-1.156,0.204,1.421),(-1.169,0.095,2.919),(-1.168,0.095,2.429),(-1.172,0.041,2.429),(-1.172,0.041,2.121),(-1.169,0.095,2.121),(-1.172,0.041,2.919),(-1.172,0.041,2.689),(-1.169,0.095,2.689),(-1.155,0.204,2.429),(-1.163,0.15,2.429),(-1.163,0.15,2.121),(-1.155,0.204,2.121),(-1.163,0.15,2.919),(-1.163,0.15,2.689),(-1.155,0.204,2.689),(-1.098,0.414,1.778),(-1.131,0.31,1.778),(-1.132,0.31,1.067),(-1.145,0.257,1.067),(-1.144,0.257,1.778),(-1.145,0.257,1.421),(-1.132,0.31,1.421),(-1.098,0.414,1.067),(-1.116,0.363,1.067),(-1.116,0.362,1.778),(-1.116,0.363,1.421),(-1.098,0.414,1.421),(-1.131,0.31,2.919),(-1.131,0.31,2.429),(-1.144,0.257,2.429),(-1.144,0.257,2.121),(-1.131,0.31,2.121),(-1.145,0.257,2.919),(-1.144,0.257,2.689),(-1.131,0.31,2.689),(-1.097,0.414,2.429),(-1.115,0.362,2.429),(-1.115,0.362,2.121),(-1.097,0.414,2.121),(-1.116,0.363,2.919),(-1.115,0.362,2.689),(-1.097,0.414,2.689),(-0.835,0.825,0.721),(-1.003,0.61,0.721),(-1.003,0.61,-0.287),(-1.055,0.515,-0.287),(-1.057,0.516,-1.061),(-1.08,0.466,-1.061),(-1.078,0.465,-0.287),(-1.079,0.465,-0.654),(-1.056,0.515,-0.654),(-1.005,0.612,-1.061),(-1.032,0.564,-1.061),(-1.03,0.563,-0.287),(-1.031,0.564,-0.654),(-1.003,0.611,-0.654),(-1.055,0.515,0.721),(-1.055,0.514,0.053),(-1.078,0.465,0.053),(-1.078,0.465,0.721),(-1.078,0.465,0.383),(-1.055,0.514,0.383),(-1.002,0.61,0.053),(-1.03,0.563,0.053),(-1.03,0.563,0.721),(-1.03,0.563,0.383),(-1.002,0.61,0.383),(-0.835,0.825,-0.287),(-0.942,0.701,-0.287),(-0.943,0.702,-1.061),(-0.975,0.658,-1.061),(-0.973,0.656,-0.287),(-0.974,0.657,-0.654),(-0.942,0.702,-0.654),(-0.908,0.744,-0.287),(-0.91,0.745,-1.061),(-0.909,0.745,-0.654),(-0.836,0.827,-1.061),(-0.874,0.787,-1.061),(-0.872,0.786,-0.287),(-0.873,0.786,-0.654),(-0.836,0.826,-0.654),(-0.941,0.701,0.721),(-0.941,0.701,0.053),(-0.973,0.656,0.053),(-0.973,0.656,0.721),(-0.973,0.656,0.383),(-0.941,0.701,0.383),(-0.908,0.744,0.721),(-0.908,0.744,0.053),(-0.908,0.744,0.383),(-0.835,0.825,0.053),(-0.872,0.785,0.053),(-0.872,0.785,0.721),(-0.872,0.785,0.383),(-0.835,0.825,0.383),(-1.002,0.61,2.919),(-1.002,0.61,1.778),(-1.054,0.514,1.778),(-1.055,0.515,1.067),(-1.078,0.465,1.067),(-1.077,0.465,1.778),(-1.078,0.465,1.421),(-1.055,0.514,1.421),(-1.003,0.61,1.067),(-1.03,0.563,1.067),(-1.029,0.563,1.778),(-1.03,0.563,1.421),(-1.002,0.61,1.421),(-1.054,0.514,2.919),(-1.054,0.514,2.429),(-1.076,0.464,2.429),(-1.077,0.464,2.121),(-1.054,0.514,2.121),(-1.077,0.465,2.919),(-1.077,0.465,2.689),(-1.054,0.514,2.689),(-1.001,0.61,2.429),(-1.029,0.562,2.429),(-1.029,0.562,2.121),(-1.001,0.61,2.121),(-1.029,0.563,2.919),(-1.029,0.563,2.689),(-1.002,0.61,2.689),(-0.834,0.825,1.778),(-0.941,0.7,1.778),(-0.941,0.701,1.067),(-0.973,0.656,1.067),(-0.972,0.656,1.778),(-0.973,0.656,1.421),(-0.941,0.701,1.421),(-0.907,0.743,1.778),(-0.908,0.744,1.067),(-0.908,0.744,1.421),(-0.835,0.825,1.067),(-0.872,0.785,1.067),(-0.872,0.785,1.778),(-0.872,0.785,1.421),(-0.835,0.825,1.421),(-0.941,0.701,2.919),(-0.94,0.7,2.429),(-0.972,0.656,2.429),(-0.972,0.656,2.121),(-0.94,0.7,2.121),(-0.973,0.656,2.919),(-0.972,0.656,2.689),(-0.941,0.7,2.689),(-0.834,0.824,2.429),(-0.907,0.743,2.429),(-0.907,0.743,2.121),(-0.871,0.784,2.429),(-0.871,0.785,2.121),(-0.834,0.824,2.121),(-0.907,0.744,2.919),(-0.907,0.743,2.689),(-0.872,0.785,2.919),(-0.872,0.785,2.689),(-0.834,0.824,2.689),(-0.279,0.105,6.474),(-1.086,0.41,4.408),(-1.143,0.201,4.408),(-1.148,0.203,3.631),(-1.162,0.095,3.631),(-1.168,0.095,3.143),(-1.171,0.041,3.143),(-1.165,0.041,3.631),(-1.168,0.041,3.381),(-1.165,0.095,3.381),(-1.154,0.204,3.143),(-1.162,0.15,3.143),(-1.157,0.149,3.631),(-1.159,0.149,3.381),(-1.151,0.203,3.381),(-1.156,0.094,4.408),(-1.162,0.095,3.887),(-1.165,0.041,3.887),(-1.16,0.04,4.408),(-1.167,0.041,4.145),(-1.164,0.095,4.145),(-1.148,0.202,3.887),(-1.156,0.149,3.887),(-1.151,0.148,4.408),(-1.158,0.149,4.145),(-1.15,0.203,4.145),(-1.091,0.412,3.631),(-1.125,0.308,3.631),(-1.13,0.31,3.143),(-1.143,0.257,3.143),(-1.138,0.256,3.631),(-1.141,0.256,3.381),(-1.127,0.309,3.381),(-1.097,0.414,3.143),(-1.115,0.362,3.143),(-1.109,0.36,3.631),(-1.112,0.361,3.381),(-1.094,0.413,3.381),(-1.119,0.307,4.408),(-1.124,0.308,3.887),(-1.138,0.256,3.887),(-1.132,0.254,4.408),(-1.139,0.256,4.145),(-1.126,0.309,4.145),(-1.091,0.411,3.887),(-1.109,0.36,3.887),(-1.104,0.359,4.408),(-1.111,0.361,4.145),(-1.093,0.412,4.145),(-0.293,0.052,6.474),(-0.952,0.168,5.268),(-0.963,0.079,5.268),(-1.125,0.092,4.685),(-1.128,0.039,4.685),(-0.966,0.034,5.268),(-1.061,0.037,4.977),(-1.058,0.086,4.977),(-1.111,0.196,4.685),(-1.119,0.144,4.685),(-0.959,0.123,5.268),(-1.053,0.136,4.977),(-1.046,0.184,4.977),(-0.297,0.024,6.474),(-0.718,0.059,5.779),(-0.72,0.025,5.779),(-0.851,0.03,5.537),(-0.849,0.069,5.537),(-0.298,0.01,6.474),(-0.546,0.019,6.063),(-0.545,0.044,6.063),(-0.709,0.125,5.779),(-0.714,0.092,5.779),(-0.845,0.109,5.537),(-0.839,0.148,5.537),(-0.295,0.038,6.474),(-0.542,0.07,6.063),(-0.538,0.095,6.063),(-0.904,0.341,5.268),(-0.932,0.256,5.268),(-1.088,0.298,4.685),(-1.101,0.247,4.685),(-0.943,0.212,5.268),(-1.036,0.233,4.977),(-1.024,0.281,4.977),(-1.056,0.398,4.685),(-1.073,0.349,4.685),(-0.919,0.299,5.268),(-1.01,0.328,4.977),(-0.994,0.375,4.977),(-0.287,0.079,6.474),(-0.695,0.19,5.779),(-0.703,0.158,5.779),(-0.831,0.187,5.537),(-0.821,0.225,5.537),(-0.291,0.065,6.474),(-0.533,0.12,6.063),(-0.527,0.145,6.063),(-0.674,0.254,5.779),(-0.685,0.223,5.779),(-0.81,0.263,5.537),(-0.797,0.301,5.537),(-0.283,0.092,6.474),(-0.52,0.169,6.063),(-0.512,0.193,6.063),(-0.825,0.816,4.408),(-0.991,0.603,4.408),(-0.996,0.606,3.631),(-1.048,0.511,3.631),(-1.053,0.514,3.143),(-1.076,0.464,3.143),(-1.071,0.462,3.631),(-1.073,0.463,3.381),(-1.051,0.512,3.381),(-1.001,0.609,3.143),(-1.028,0.562,3.143),(-1.023,0.559,3.631),(-1.026,0.561,3.381),(-0.999,0.608,3.381),(-1.043,0.509,4.408),(-1.048,0.511,3.887),(-1.071,0.462,3.887),(-1.065,0.46,4.408),(-1.072,0.463,4.145),(-1.05,0.512,4.145),(-0.996,0.606,3.887),(-1.023,0.559,3.887),(-1.018,0.557,4.408),(-1.025,0.56,4.145),(-0.998,0.607,4.145),(-0.829,0.82,3.631),(-0.935,0.696,3.631),(-0.94,0.7,3.143),(-0.972,0.655,3.143),(-0.967,0.652,3.631),(-0.969,0.654,3.381),(-0.938,0.698,3.381),(-0.902,0.739,3.631),(-0.906,0.743,3.143),(-0.904,0.741,3.381),(-0.834,0.824,3.143),(-0.871,0.784,3.143),(-0.867,0.78,3.631),(-0.869,0.782,3.381),(-0.831,0.822,3.381),(-0.931,0.693,4.408),(-0.935,0.696,3.887),(-0.967,0.652,3.887),(-0.962,0.649,4.408),(-0.968,0.653,4.145),(-0.937,0.697,4.145),(-0.897,0.735,4.408),(-0.902,0.739,3.887),(-0.903,0.74,4.145),(-0.829,0.82,3.887),(-0.866,0.78,3.887),(-0.862,0.776,4.408),(-0.868,0.781,4.145),(-0.831,0.821,4.145),(-0.254,0.155,6.474),(-0.825,0.503,5.268),(-0.869,0.424,5.268),(-1.014,0.495,4.685),(-1.036,0.447,4.685),(-0.887,0.383,5.268),(-0.975,0.421,4.977),(-0.955,0.466,4.977),(-0.964,0.587,4.685),(-0.99,0.541,4.685),(-0.848,0.464,5.268),(-0.932,0.509,4.977),(-0.907,0.552,4.977),(-0.268,0.131,6.474),(-0.647,0.316,5.779),(-0.661,0.285,5.779),(-0.782,0.337,5.537),(-0.765,0.373,5.537),(-0.273,0.118,6.474),(-0.502,0.217,6.063),(-0.491,0.24,6.063),(-0.615,0.375,5.779),(-0.632,0.346,5.779),(-0.747,0.409,5.537),(-0.727,0.443,5.537),(-0.261,0.143,6.474),(-0.48,0.262,6.063),(-0.467,0.284,6.063),(-0.687,0.679,5.268),(-0.775,0.577,5.268),(-0.905,0.674,4.685),(-0.936,0.631,4.685),(-0.801,0.54,5.268),(-0.88,0.594,4.977),(-0.852,0.634,4.977),(-0.748,0.613,5.268),(-0.873,0.715,4.685),(-0.821,0.673,4.977),(-0.803,0.793,4.685),(-0.839,0.755,4.685),(-0.718,0.647,5.268),(-0.789,0.711,4.977),(-0.755,0.747,4.977),(-0.239,0.178,6.474),(-0.578,0.43,5.779),(-0.597,0.403,5.779),(-0.706,0.476,5.537),(-0.683,0.509,5.537),(-0.247,0.167,6.474),(-0.453,0.306,6.063),(-0.439,0.326,6.063),(-0.512,0.506,5.779),(-0.557,0.457,5.779),(-0.659,0.54,5.537),(-0.535,0.482,5.779),(-0.633,0.57,5.537),(-0.606,0.599,5.537),(-0.23,0.189,6.474),(-0.423,0.347,6.063),(-0.221,0.199,6.474),(-0.406,0.366,6.063),(-0.389,0.384,6.063),(-0.477,1.072,2.919),(-0.477,1.072,0.721),(-0.668,0.965,0.721),(-0.668,0.966,-0.287),(-0.755,0.899,-0.287),(-0.756,0.901,-1.061),(-0.797,0.865,-1.061),(-0.796,0.863,-0.287),(-0.796,0.864,-0.654),(-0.755,0.9,-0.654),(-0.669,0.967,-1.061),(-0.713,0.935,-1.061),(-0.712,0.933,-0.287),(-0.712,0.934,-0.654),(-0.668,0.966,-0.654),(-0.754,0.899,0.721),(-0.754,0.899,0.053),(-0.795,0.863,0.053),(-0.795,0.863,0.721),(-0.795,0.863,0.383),(-0.754,0.899,0.383),(-0.668,0.965,0.053),(-0.712,0.933,0.053),(-0.712,0.933,0.721),(-0.712,0.933,0.383),(-0.668,0.965,0.383),(-0.478,1.073,-0.287),(-0.575,1.023,-0.287),(-0.576,1.025,-1.061),(-0.623,0.997,-1.061),(-0.622,0.996,-0.287),(-0.623,0.996,-0.654),(-0.576,1.024,-0.654),(-0.478,1.074,-1.061),(-0.528,1.051,-1.061),(-0.527,1.049,-0.287),(-0.527,1.05,-0.654),(-0.478,1.073,-0.654),(-0.575,1.023,0.721),(-0.575,1.023,0.053),(-0.622,0.995,0.053),(-0.622,0.995,0.721),(-0.622,0.995,0.383),(-0.575,1.023,0.383),(-0.477,1.072,0.053),(-0.527,1.049,0.053),(-0.527,1.049,0.721),(-0.527,1.049,0.383),(-0.477,1.072,0.383),(-0.667,0.965,2.919),(-0.667,0.965,1.778),(-0.754,0.899,1.778),(-0.754,0.899,1.067),(-0.795,0.863,1.067),(-0.795,0.863,1.778),(-0.795,0.863,1.421),(-0.754,0.899,1.421),(-0.668,0.965,1.067),(-0.712,0.933,1.067),(-0.711,0.933,1.778),(-0.712,0.933,1.421),(-0.668,0.965,1.421),(-0.754,0.899,2.919),(-0.754,0.898,2.429),(-0.795,0.862,2.429),(-0.795,0.862,2.121),(-0.754,0.898,2.121),(-0.795,0.863,2.919),(-0.795,0.862,2.689),(-0.754,0.898,2.689),(-0.667,0.964,2.429),(-0.711,0.932,2.429),(-0.711,0.932,2.121),(-0.667,0.964,2.121),(-0.711,0.933,2.919),(-0.711,0.933,2.689),(-0.667,0.965,2.689),(-0.477,1.072,1.778),(-0.575,1.023,1.778),(-0.575,1.023,1.067),(-0.622,0.995,1.067),(-0.622,0.995,1.778),(-0.622,0.995,1.421),(-0.575,1.023,1.421),(-0.477,1.072,1.067),(-0.527,1.049,1.067),(-0.526,1.048,1.778),(-0.527,1.049,1.421),(-0.477,1.072,1.421),(-0.575,1.023,2.919),(-0.574,1.022,2.429),(-0.621,0.994,2.429),(-0.621,0.994,2.121),(-0.574,1.022,2.121),(-0.622,0.995,2.919),(-0.622,0.995,2.689),(-0.575,1.022,2.689),(-0.477,1.071,2.429),(-0.526,1.048,2.429),(-0.526,1.048,2.121),(-0.477,1.071,2.121),(-0.526,1.048,2.919),(-0.526,1.048,2.689),(-0.477,1.071,2.689),(-0.271,1.142,0.721),(-0.271,1.142,-0.287),(-0.376,1.112,-0.287),(-0.376,1.114,-1.061),(-0.428,1.096,-1.061),(-0.427,1.094,-0.287),(-0.427,1.094,-0.654),(-0.376,1.113,-0.654),(-0.271,1.144,-1.061),(-0.324,1.131,-1.061),(-0.324,1.129,-0.287),(-0.324,1.129,-0.654),(-0.271,1.143,-0.654),(-0.376,1.112,0.721),(-0.376,1.112,0.053),(-0.427,1.093,0.053),(-0.427,1.093,0.721),(-0.427,1.093,0.383),(-0.376,1.112,0.383),(-0.271,1.142,0.053),(-0.324,1.128,0.053),(-0.324,1.128,0.721),(-0.323,1.128,0.383),(-0.271,1.142,0.383),(-0.163,1.163,-0.287),(-0.164,1.165,-1.061),(-0.218,1.156,-1.061),(-0.217,1.154,-0.287),(-0.217,1.155,-0.654),(-0.164,1.163,-0.654),(-0.109,1.169,-0.287),(-0.109,1.171,-1.061),(-0.109,1.17,-0.654),(-0.055,1.175,-1.061),(-0.055,1.173,-0.287),(-0.055,1.174,-0.654),(-0.163,1.162,0.721),(-0.163,1.162,0.053),(-0.217,1.153,0.053),(-0.217,1.153,0.721),(-0.217,1.153,0.383),(-0.163,1.162,0.383),(-0.109,1.169,0.721),(-0.109,1.169,0.053),(-0.109,1.169,0.383),(-0.055,1.172,0.053),(-0.055,1.172,0.721),(-0.055,1.172,0.383),(-0.271,1.141,2.919),(-0.271,1.141,1.778),(-0.375,1.111,1.778),(-0.376,1.112,1.067),(-0.427,1.093,1.067),(-0.427,1.093,1.778),(-0.427,1.093,1.421),(-0.376,1.112,1.421),(-0.271,1.142,1.067),(-0.324,1.128,1.067),(-0.323,1.128,1.778),(-0.323,1.128,1.421),(-0.271,1.142,1.421),(-0.375,1.111,2.919),(-0.375,1.111,2.429),(-0.426,1.092,2.429),(-0.427,1.092,2.121),(-0.375,1.111,2.121),(-0.427,1.093,2.919),(-0.427,1.092,2.689),(-0.375,1.111,2.689),(-0.27,1.141,2.429),(-0.323,1.127,2.429),(-0.323,1.127,2.121),(-0.27,1.141,2.121),(-0.323,1.128,2.919),(-0.323,1.127,2.689),(-0.27,1.141,2.689),(-0.163,1.162,1.778),(-0.163,1.162,1.067),(-0.217,1.153,1.067),(-0.217,1.153,1.778),(-0.217,1.153,1.421),(-0.163,1.162,1.421),(-0.109,1.168,1.778),(-0.109,1.169,1.067),(-0.109,1.168,1.421),(-0.055,1.172,1.067),(-0.055,1.172,1.778),(-0.055,1.172,1.421),(-0.163,1.162,2.919),(-0.163,1.161,2.429),(-0.217,1.152,2.429),(-0.217,1.152,2.121),(-0.163,1.161,2.121),(-0.217,1.153,2.919),(-0.217,1.153,2.689),(-0.163,1.161,2.689),(-0.109,1.167,2.429),(-0.109,1.167,2.121),(-0.055,1.171,2.429),(-0.055,1.171,2.121),(-0.109,1.168,2.919),(-0.109,1.168,2.689),(-0.055,1.172,2.919),(-0.055,1.172,2.689),(-0.121,0.272,6.474),(-0.472,1.06,4.408),(-0.66,0.954,4.408),(-0.663,0.959,3.631),(-0.75,0.893,3.631),(-0.753,0.898,3.143),(-0.794,0.862,3.143),(-0.79,0.858,3.631),(-0.792,0.86,3.381),(-0.751,0.896,3.381),(-0.667,0.964,3.143),(-0.711,0.932,3.143),(-0.707,0.927,3.631),(-0.709,0.93,3.381),(-0.665,0.962,3.381),(-0.746,0.889,4.408),(-0.749,0.893,3.887),(-0.79,0.857,3.887),(-0.786,0.853,4.408),(-0.792,0.859,4.145),(-0.751,0.895,4.145),(-0.663,0.959,3.887),(-0.707,0.927,3.887),(-0.704,0.923,4.408),(-0.708,0.929,4.145),(-0.664,0.961,4.145),(-0.474,1.065,3.631),(-0.571,1.017,3.631),(-0.574,1.022,3.143),(-0.621,0.994,3.143),(-0.618,0.989,3.631),(-0.619,0.991,3.381),(-0.573,1.019,3.381),(-0.477,1.071,3.143),(-0.526,1.047,3.143),(-0.523,1.042,3.631),(-0.525,1.045,3.381),(-0.475,1.068,3.381),(-0.568,1.012,4.408),(-0.571,1.016,3.887),(-0.618,0.989,3.887),(-0.615,0.984,4.408),(-0.619,0.99,4.145),(-0.572,1.018,4.145),(-0.474,1.065,3.887),(-0.523,1.042,3.887),(-0.521,1.037,4.408),(-0.524,1.044,4.145),(-0.475,1.067,4.145),(-0.169,0.245,6.474),(-0.55,0.795,5.268),(-0.621,0.74,5.268),(-0.725,0.865,4.685),(-0.765,0.83,4.685),(-0.655,0.711,5.268),(-0.72,0.781,4.977),(-0.683,0.814,4.977),(-0.642,0.928,4.685),(-0.684,0.897,4.685),(-0.586,0.768,5.268),(-0.644,0.844,4.977),(-0.604,0.873,4.977),(-0.191,0.228,6.474),(-0.463,0.552,5.779),(-0.488,0.53,5.779),(-0.577,0.626,5.537),(-0.547,0.652,5.537),(-0.202,0.219,6.474),(-0.371,0.402,6.063),(-0.351,0.419,6.063),(-0.41,0.592,5.779),(-0.437,0.573,5.779),(-0.516,0.677,5.537),(-0.484,0.7,5.537),(-0.181,0.237,6.474),(-0.332,0.435,6.063),(-0.311,0.45,6.063),(-0.393,0.883,5.268),(-0.473,0.843,5.268),(-0.553,0.984,4.685),(-0.598,0.957,4.685),(-0.512,0.82,5.268),(-0.563,0.901,4.977),(-0.52,0.926,4.977),(-0.459,1.031,4.685),(-0.507,1.009,4.685),(-0.434,0.864,5.268),(-0.477,0.949,4.977),(-0.432,0.97,4.977),(-0.146,0.26,6.474),(-0.353,0.628,5.779),(-0.382,0.611,5.779),(-0.451,0.722,5.537),(-0.417,0.742,5.537),(-0.158,0.253,6.474),(-0.29,0.464,6.063),(-0.268,0.477,6.063),(-0.293,0.658,5.779),(-0.323,0.644,5.779),(-0.382,0.761,5.537),(-0.346,0.778,5.537),(-0.134,0.266,6.474),(-0.245,0.489,6.063),(-0.222,0.499,6.063),(-0.268,1.129,4.408),(-0.269,1.135,3.631),(-0.373,1.105,3.631),(-0.375,1.11,3.143),(-0.426,1.092,3.143),(-0.424,1.086,3.631),(-0.425,1.089,3.381),(-0.374,1.108,3.381),(-0.27,1.14,3.143),(-0.323,1.127,3.143),(-0.321,1.121,3.631),(-0.322,1.124,3.381),(-0.27,1.138,3.381),(-0.371,1.099,4.408),(-0.373,1.105,3.887),(-0.424,1.086,3.887),(-0.422,1.081,4.408),(-0.425,1.088,4.145),(-0.374,1.106,4.145),(-0.269,1.134,3.887),(-0.321,1.121,3.887),(-0.32,1.115,4.408),(-0.322,1.123,4.145),(-0.269,1.136,4.145),(-0.162,1.155,3.631),(-0.163,1.161,3.143),(-0.217,1.152,3.143),(-0.216,1.146,3.631),(-0.216,1.149,3.381),(-0.163,1.158,3.381),(-0.108,1.161,3.631),(-0.109,1.167,3.143),(-0.109,1.164,3.381),(-0.055,1.171,3.143),(-0.054,1.165,3.631),(-0.054,1.168,3.381),(-0.161,1.149,4.408),(-0.162,1.155,3.887),(-0.216,1.146,3.887),(-0.215,1.14,4.408),(-0.216,1.148,4.145),(-0.163,1.157,4.145),(-0.108,1.155,4.408),(-0.108,1.161,3.887),(-0.109,1.163,4.145),(-0.054,1.165,3.887),(-0.054,1.159,4.408),(-0.054,1.167,4.145),(-0.069,0.29,6.474),(-0.223,0.94,5.268),(-0.309,0.916,5.268),(-0.361,1.069,4.685),(-0.411,1.051,4.685),(-0.352,0.9,5.268),(-0.386,0.989,4.977),(-0.34,1.006,4.977),(-0.26,1.098,4.685),(-0.311,1.085,4.685),(-0.266,0.929,5.268),(-0.293,1.021,4.977),(-0.245,1.033,4.977),(-0.095,0.282,6.474),(-0.231,0.682,5.779),(-0.262,0.671,5.779),(-0.31,0.793,5.537),(-0.273,0.807,5.537),(-0.108,0.277,6.474),(-0.199,0.509,6.063),(-0.175,0.518,6.063),(-0.166,0.701,5.779),(-0.199,0.692,5.779),(-0.235,0.819,5.537),(-0.196,0.829,5.537),(-0.082,0.286,6.474),(-0.151,0.526,6.063),(-0.126,0.532,6.063),(-0.135,0.957,5.268),(-0.157,1.118,4.685),(-0.209,1.109,4.685),(-0.179,0.95,5.268),(-0.197,1.044,4.977),(-0.148,1.052,4.977),(-0.09,0.962,5.268),(-0.105,1.124,4.685),(-0.099,1.057,4.977),(-0.053,1.127,4.685),(-0.045,0.965,5.268),(-0.049,1.061,4.977),(-0.041,0.295,6.474),(-0.1,0.713,5.779),(-0.133,0.708,5.779),(-0.158,0.837,5.537),(-0.119,0.843,5.537),(-0.055,0.293,6.474),(-0.101,0.537,6.063),(-0.076,0.541,6.063),(-0.067,0.717,5.779),(-0.079,0.848,5.537),(-0.034,0.72,5.779),(-0.04,0.851,5.537),(-0.028,0.297,6.474),(-0.051,0.544,6.063),(-0.014,0.298,6.474),(-0.025,0.546,6.063)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsCylinder1_0Geo',convex=False,coordIndex=[94,1,95,-1,49,2,50,-1,27,4,28,-1,17,6,18,-1,12,1,8,-1,0,10,11,-1,10,12,13,-1,15,16,14,-1,9,11,16,-1,8,17,13,-1,11,13,18,-1,16,18,19,-1,6,20,19,-1,7,14,22,-1,14,19,23,-1,25,26,24,-1,21,22,26,-1,20,27,23,-1,22,23,28,-1,26,28,29,-1,39,30,40,-1,4,32,29,-1,5,24,34,-1,24,29,35,-1,37,38,36,-1,33,34,38,-1,32,39,35,-1,34,35,40,-1,38,40,41,-1,30,42,41,-1,31,36,44,-1,36,41,45,-1,47,48,46,-1,43,44,48,-1,42,49,45,-1,44,45,50,-1,48,50,51,-1,73,52,74,-1,63,54,64,-1,2,56,51,-1,3,46,58,-1,46,51,59,-1,61,62,60,-1,57,58,62,-1,56,63,59,-1,58,59,64,-1,62,64,65,-1,54,66,65,-1,55,60,68,-1,60,65,69,-1,71,72,70,-1,67,68,72,-1,66,73,69,-1,68,69,74,-1,72,74,75,-1,85,76,86,-1,52,78,75,-1,53,70,80,-1,70,75,81,-1,83,84,82,-1,79,80,84,-1,78,85,81,-1,80,81,86,-1,84,86,87,-1,76,88,87,-1,77,82,90,-1,82,87,91,-1,92,93,10,-1,89,90,93,-1,88,94,91,-1,90,91,95,-1,93,95,12,-1,1,12,95,-1,2,51,50,-1,4,29,28,-1,6,19,18,-1,8,13,12,-1,11,9,0,-1,13,11,10,-1,14,7,15,-1,16,15,9,-1,17,18,13,-1,18,16,11,-1,19,14,16,-1,20,23,19,-1,22,21,7,-1,23,22,14,-1,24,5,25,-1,26,25,21,-1,27,28,23,-1,28,26,22,-1,29,24,26,-1,30,41,40,-1,32,35,29,-1,34,33,5,-1,35,34,24,-1,36,31,37,-1,38,37,33,-1,39,40,35,-1,40,38,34,-1,41,36,38,-1,42,45,41,-1,44,43,31,-1,45,44,36,-1,46,3,47,-1,48,47,43,-1,49,50,45,-1,50,48,44,-1,51,46,48,-1,52,75,74,-1,54,65,64,-1,56,59,51,-1,58,57,3,-1,59,58,46,-1,60,55,61,-1,62,61,57,-1,63,64,59,-1,64,62,58,-1,65,60,62,-1,66,69,65,-1,68,67,55,-1,69,68,60,-1,70,53,71,-1,72,71,67,-1,73,74,69,-1,74,72,68,-1,75,70,72,-1,76,87,86,-1,78,81,75,-1,80,79,53,-1,81,80,70,-1,82,77,83,-1,84,83,79,-1,85,86,81,-1,86,84,80,-1,87,82,84,-1,88,91,87,-1,90,89,77,-1,91,90,82,-1,10,0,92,-1,93,92,89,-1,94,95,91,-1,95,93,90,-1,12,10,93,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsCylinder1GeoPoints',point=[(1.0,-1.0,-0.0),(1.0,1.0,-0.0),(-1.0,1.0,0.0),(-1.0,-1.0,0.0),(0.0,1.0,1.0),(0.0,-1.0,1.0),(0.707,1.0,0.707),(0.707,-1.0,0.707),(0.965,1.0,0.258),(0.965,-1.0,0.258),(1.0,-0.333,-0.0),(0.965,-0.333,0.258),(1.0,0.333,-0.0),(0.965,0.333,0.258),(0.707,-0.333,0.707),(0.865,-1.0,0.5),(0.865,-0.333,0.5),(0.865,1.0,0.5),(0.865,0.333,0.5),(0.707,0.333,0.707),(0.5,1.0,0.865),(0.5,-1.0,0.865),(0.5,-0.333,0.865),(0.5,0.333,0.865),(0.0,-0.333,1.0),(0.258,-1.0,0.965),(0.258,-0.333,0.965),(0.258,1.0,0.965),(0.258,0.333,0.965),(0.0,0.333,1.0),(-0.707,1.0,0.707),(-0.707,-1.0,0.707),(-0.258,1.0,0.965),(-0.258,-1.0,0.965),(-0.258,-0.333,0.965),(-0.258,0.333,0.965),(-0.707,-0.333,0.707),(-0.5,-1.0,0.865),(-0.5,-0.333,0.865),(-0.5,1.0,0.865),(-0.5,0.333,0.865),(-0.707,0.333,0.707),(-0.865,1.0,0.5),(-0.865,-1.0,0.5),(-0.865,-0.333,0.5),(-0.865,0.333,0.5),(-1.0,-0.333,0.0),(-0.965,-1.0,0.258),(-0.965,-0.333,0.258),(-0.965,1.0,0.258),(-0.965,0.333,0.258),(-1.0,0.333,0.0),(-0.0,1.0,-1.0),(-0.0,-1.0,-1.0),(-0.707,1.0,-0.707),(-0.707,-1.0,-0.707),(-0.965,1.0,-0.258),(-0.965,-1.0,-0.258),(-0.965,-0.333,-0.258),(-0.965,0.333,-0.258),(-0.707,-0.333,-0.707),(-0.865,-1.0,-0.5),(-0.865,-0.333,-0.5),(-0.865,1.0,-0.5),(-0.865,0.333,-0.5),(-0.707,0.333,-0.707),(-0.5,1.0,-0.865),(-0.5,-1.0,-0.865),(-0.5,-0.333,-0.865),(-0.5,0.333,-0.865),(-0.0,-0.333,-1.0),(-0.258,-1.0,-0.965),(-0.258,-0.333,-0.965),(-0.258,1.0,-0.965),(-0.258,0.333,-0.965),(-0.0,0.333,-1.0),(0.707,1.0,-0.707),(0.707,-1.0,-0.707),(0.258,1.0,-0.965),(0.258,-1.0,-0.965),(0.258,-0.333,-0.965),(0.258,0.333,-0.965),(0.707,-0.333,-0.707),(0.5,-1.0,-0.865),(0.5,-0.333,-0.865),(0.5,1.0,-0.865),(0.5,0.333,-0.865),(0.707,0.333,-0.707),(0.865,1.0,-0.5),(0.865,-1.0,-0.5),(0.865,-0.333,-0.5),(0.865,0.333,-0.5),(0.965,-1.0,-0.258),(0.965,-0.333,-0.258),(0.965,1.0,-0.258),(0.965,0.333,-0.258)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsSphere1_0Geo',convex=False,coordIndex=[264,56,265,-1,264,142,141,-1,264,76,75,-1,39,1,40,-1,22,2,23,-1,12,4,13,-1,8,3,5,-1,230,6,7,-1,6,8,9,-1,10,230,11,-1,230,7,11,-1,5,12,9,-1,7,9,13,-1,11,13,14,-1,18,0,15,-1,3,16,17,-1,16,18,19,-1,12,21,20,-1,5,17,21,-1,15,22,19,-1,17,19,23,-1,21,23,24,-1,32,31,25,-1,14,4,26,-1,230,10,27,-1,10,14,28,-1,29,230,30,-1,230,27,30,-1,28,26,31,-1,27,28,32,-1,30,32,33,-1,2,34,24,-1,4,20,35,-1,20,24,36,-1,31,38,37,-1,26,35,38,-1,34,39,36,-1,35,36,40,-1,38,40,41,-1,264,61,60,-1,51,43,52,-1,47,42,44,-1,0,45,46,-1,45,47,48,-1,22,50,49,-1,15,46,50,-1,44,51,48,-1,46,48,52,-1,50,52,53,-1,56,264,57,-1,42,54,55,-1,54,56,57,-1,51,59,58,-1,44,55,59,-1,264,60,57,-1,55,57,60,-1,59,60,61,-1,69,68,62,-1,53,43,63,-1,2,49,64,-1,49,53,65,-1,39,67,66,-1,34,64,67,-1,65,63,68,-1,64,65,69,-1,67,69,70,-1,264,72,61,-1,43,58,71,-1,58,61,72,-1,68,74,73,-1,63,71,74,-1,264,75,72,-1,71,72,75,-1,74,75,76,-1,111,110,77,-1,93,78,94,-1,85,79,86,-1,33,25,80,-1,230,29,81,-1,29,33,82,-1,230,84,83,-1,230,81,84,-1,82,80,85,-1,81,82,86,-1,84,86,87,-1,41,1,88,-1,25,37,89,-1,37,41,90,-1,85,92,91,-1,80,89,92,-1,88,93,90,-1,89,90,94,-1,92,94,95,-1,103,102,96,-1,87,79,97,-1,230,83,98,-1,83,87,99,-1,100,230,101,-1,230,98,101,-1,99,97,102,-1,98,99,103,-1,101,103,104,-1,95,78,105,-1,79,91,106,-1,91,95,107,-1,102,109,108,-1,97,106,109,-1,107,105,110,-1,106,107,111,-1,109,111,112,-1,264,127,126,-1,120,119,113,-1,70,62,114,-1,1,66,115,-1,66,70,116,-1,93,118,117,-1,88,115,118,-1,116,114,119,-1,115,116,120,-1,118,120,121,-1,264,123,76,-1,62,73,122,-1,73,76,123,-1,119,125,124,-1,114,122,125,-1,264,126,123,-1,122,123,126,-1,125,126,127,-1,135,134,128,-1,121,113,129,-1,78,117,130,-1,117,121,131,-1,110,133,132,-1,105,130,133,-1,131,129,134,-1,130,131,135,-1,133,135,136,-1,264,138,127,-1,113,124,137,-1,124,127,138,-1,134,140,139,-1,129,137,140,-1,264,141,138,-1,137,138,141,-1,140,141,142,-1,264,208,207,-1,177,176,143,-1,159,144,160,-1,151,145,152,-1,104,96,146,-1,230,100,147,-1,100,104,148,-1,230,150,149,-1,230,147,150,-1,148,146,151,-1,147,148,152,-1,150,152,153,-1,112,77,154,-1,96,108,155,-1,108,112,156,-1,151,158,157,-1,146,155,158,-1,154,159,156,-1,155,156,160,-1,158,160,161,-1,169,168,162,-1,153,145,163,-1,230,149,164,-1,149,153,165,-1,166,230,167,-1,230,164,167,-1,165,163,168,-1,164,165,169,-1,167,169,170,-1,161,144,171,-1,145,157,172,-1,157,161,173,-1,168,175,174,-1,163,172,175,-1,173,171,176,-1,172,173,177,-1,175,177,178,-1,264,193,192,-1,186,185,179,-1,136,128,180,-1,77,132,181,-1,132,136,182,-1,159,184,183,-1,154,181,184,-1,182,180,185,-1,181,182,186,-1,184,186,187,-1,264,189,142,-1,128,139,188,-1,139,142,189,-1,185,191,190,-1,180,188,191,-1,264,192,189,-1,188,189,192,-1,191,192,193,-1,201,200,194,-1,187,179,195,-1,144,183,196,-1,183,187,197,-1,176,199,198,-1,171,196,199,-1,197,195,200,-1,196,197,201,-1,199,201,202,-1,264,204,193,-1,179,190,203,-1,190,193,204,-1,200,206,205,-1,195,203,206,-1,264,207,204,-1,203,204,207,-1,206,207,208,-1,239,238,0,-1,224,209,225,-1,216,210,217,-1,170,162,211,-1,230,166,212,-1,166,170,213,-1,230,215,214,-1,230,212,215,-1,213,211,216,-1,212,213,217,-1,215,217,218,-1,178,143,219,-1,162,174,220,-1,174,178,221,-1,216,223,222,-1,211,220,223,-1,219,224,221,-1,220,221,225,-1,223,225,226,-1,233,232,3,-1,218,210,227,-1,230,214,228,-1,214,218,229,-1,6,230,231,-1,230,228,231,-1,229,227,232,-1,228,229,233,-1,231,233,8,-1,226,209,234,-1,210,222,235,-1,222,226,236,-1,232,237,16,-1,227,235,237,-1,236,234,238,-1,235,236,239,-1,237,239,18,-1,264,254,253,-1,247,246,240,-1,202,194,241,-1,143,198,242,-1,198,202,243,-1,224,245,244,-1,219,242,245,-1,243,241,246,-1,242,243,247,-1,245,247,248,-1,264,250,208,-1,194,205,249,-1,205,208,250,-1,246,252,251,-1,241,249,252,-1,264,253,250,-1,249,250,253,-1,252,253,254,-1,260,259,42,-1,248,240,255,-1,209,244,256,-1,244,248,257,-1,238,258,45,-1,234,256,258,-1,257,255,259,-1,256,257,260,-1,258,260,47,-1,264,262,254,-1,240,251,261,-1,251,254,262,-1,259,263,54,-1,255,261,263,-1,264,265,262,-1,261,262,265,-1,263,265,56,-1,1,41,40,-1,2,24,23,-1,4,14,13,-1,5,9,8,-1,9,7,6,-1,12,13,9,-1,13,11,7,-1,14,10,11,-1,15,19,18,-1,17,5,3,-1,19,17,16,-1,20,4,12,-1,21,12,5,-1,22,23,19,-1,23,21,17,-1,24,20,21,-1,25,33,32,-1,26,28,14,-1,28,27,10,-1,31,32,28,-1,32,30,27,-1,33,29,30,-1,34,36,24,-1,35,26,4,-1,36,35,20,-1,37,25,31,-1,38,31,26,-1,39,40,36,-1,40,38,35,-1,41,37,38,-1,43,53,52,-1,44,48,47,-1,46,15,0,-1,48,46,45,-1,49,2,22,-1,50,22,15,-1,51,52,48,-1,52,50,46,-1,53,49,50,-1,55,44,42,-1,57,55,54,-1,58,43,51,-1,59,51,44,-1,60,59,55,-1,61,58,59,-1,62,70,69,-1,63,65,53,-1,64,34,2,-1,65,64,49,-1,66,1,39,-1,67,39,34,-1,68,69,65,-1,69,67,64,-1,70,66,67,-1,71,63,43,-1,72,71,58,-1,73,62,68,-1,74,68,63,-1,75,74,71,-1,76,73,74,-1,77,112,111,-1,78,95,94,-1,79,87,86,-1,80,82,33,-1,82,81,29,-1,85,86,82,-1,86,84,81,-1,87,83,84,-1,88,90,41,-1,89,80,25,-1,90,89,37,-1,91,79,85,-1,92,85,80,-1,93,94,90,-1,94,92,89,-1,95,91,92,-1,96,104,103,-1,97,99,87,-1,99,98,83,-1,102,103,99,-1,103,101,98,-1,104,100,101,-1,105,107,95,-1,106,97,79,-1,107,106,91,-1,108,96,102,-1,109,102,97,-1,110,111,107,-1,111,109,106,-1,112,108,109,-1,113,121,120,-1,114,116,70,-1,115,88,1,-1,116,115,66,-1,117,78,93,-1,118,93,88,-1,119,120,116,-1,120,118,115,-1,121,117,118,-1,122,114,62,-1,123,122,73,-1,124,113,119,-1,125,119,114,-1,126,125,122,-1,127,124,125,-1,128,136,135,-1,129,131,121,-1,130,105,78,-1,131,130,117,-1,132,77,110,-1,133,110,105,-1,134,135,131,-1,135,133,130,-1,136,132,133,-1,137,129,113,-1,138,137,124,-1,139,128,134,-1,140,134,129,-1,141,140,137,-1,142,139,140,-1,143,178,177,-1,144,161,160,-1,145,153,152,-1,146,148,104,-1,148,147,100,-1,151,152,148,-1,152,150,147,-1,153,149,150,-1,154,156,112,-1,155,146,96,-1,156,155,108,-1,157,145,151,-1,158,151,146,-1,159,160,156,-1,160,158,155,-1,161,157,158,-1,162,170,169,-1,163,165,153,-1,165,164,149,-1,168,169,165,-1,169,167,164,-1,170,166,167,-1,171,173,161,-1,172,163,145,-1,173,172,157,-1,174,162,168,-1,175,168,163,-1,176,177,173,-1,177,175,172,-1,178,174,175,-1,179,187,186,-1,180,182,136,-1,181,154,77,-1,182,181,132,-1,183,144,159,-1,184,159,154,-1,185,186,182,-1,186,184,181,-1,187,183,184,-1,188,180,128,-1,189,188,139,-1,190,179,185,-1,191,185,180,-1,192,191,188,-1,193,190,191,-1,194,202,201,-1,195,197,187,-1,196,171,144,-1,197,196,183,-1,198,143,176,-1,199,176,171,-1,200,201,197,-1,201,199,196,-1,202,198,199,-1,203,195,179,-1,204,203,190,-1,205,194,200,-1,206,200,195,-1,207,206,203,-1,208,205,206,-1,0,18,239,-1,209,226,225,-1,210,218,217,-1,211,213,170,-1,213,212,166,-1,216,217,213,-1,217,215,212,-1,218,214,215,-1,219,221,178,-1,220,211,162,-1,221,220,174,-1,222,210,216,-1,223,216,211,-1,224,225,221,-1,225,223,220,-1,226,222,223,-1,3,8,233,-1,227,229,218,-1,229,228,214,-1,232,233,229,-1,233,231,228,-1,8,6,231,-1,234,236,226,-1,235,227,210,-1,236,235,222,-1,16,3,232,-1,237,232,227,-1,238,239,236,-1,239,237,235,-1,18,16,237,-1,240,248,247,-1,241,243,202,-1,242,219,143,-1,243,242,198,-1,244,209,224,-1,245,224,219,-1,246,247,243,-1,247,245,242,-1,248,244,245,-1,249,241,194,-1,250,249,205,-1,251,240,246,-1,252,246,241,-1,253,252,249,-1,254,251,252,-1,42,47,260,-1,255,257,248,-1,256,234,209,-1,257,256,244,-1,45,0,238,-1,258,238,234,-1,259,260,257,-1,260,258,256,-1,47,45,258,-1,261,255,240,-1,262,261,251,-1,54,42,259,-1,263,259,255,-1,265,263,261,-1,56,54,263,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsSphere1GeoPoints',point=[(1.0,0.0,0.0),(0.0,-0.0,1.0),(0.707,-0.0,0.707),(0.707,-0.707,-0.0),(0.5,-0.707,0.5),(0.682,-0.707,0.183),(0.255,-0.965,-0.0),(0.246,-0.965,0.066),(0.498,-0.865,-0.0),(0.48,-0.865,0.129),(0.181,-0.965,0.181),(0.221,-0.965,0.128),(0.612,-0.707,0.353),(0.431,-0.865,0.249),(0.352,-0.865,0.352),(0.965,0.0,0.258),(0.866,-0.5,-0.0),(0.836,-0.5,0.224),(0.965,-0.258,0.0),(0.932,-0.258,0.249),(0.612,-0.5,0.612),(0.749,-0.5,0.433),(0.865,-0.0,0.5),(0.835,-0.258,0.482),(0.683,-0.258,0.683),(0.0,-0.707,0.707),(0.353,-0.707,0.612),(0.128,-0.965,0.221),(0.249,-0.865,0.431),(0.0,-0.965,0.255),(0.066,-0.965,0.246),(0.183,-0.707,0.682),(0.129,-0.865,0.48),(0.0,-0.865,0.498),(0.5,-0.0,0.865),(0.433,-0.5,0.749),(0.482,-0.258,0.835),(0.0,-0.5,0.866),(0.224,-0.5,0.836),(0.258,-0.0,0.965),(0.249,-0.258,0.932),(0.0,-0.258,0.965),(0.707,0.707,0.0),(0.5,0.707,0.5),(0.682,0.707,0.183),(0.965,0.258,0.0),(0.932,0.258,0.249),(0.866,0.5,0.0),(0.836,0.5,0.224),(0.683,0.258,0.683),(0.835,0.258,0.482),(0.612,0.707,0.353),(0.749,0.5,0.433),(0.612,0.5,0.612),(0.498,0.865,0.0),(0.48,0.865,0.129),(0.255,0.965,0.0),(0.246,0.965,0.066),(0.352,0.865,0.352),(0.431,0.865,0.249),(0.221,0.965,0.128),(0.181,0.965,0.181),(0.0,0.707,0.707),(0.353,0.707,0.612),(0.482,0.258,0.835),(0.433,0.5,0.749),(0.0,0.258,0.965),(0.249,0.258,0.932),(0.183,0.707,0.682),(0.224,0.5,0.836),(0.0,0.5,0.866),(0.249,0.865,0.431),(0.128,0.965,0.221),(0.0,0.865,0.498),(0.129,0.865,0.48),(0.066,0.965,0.246),(0.0,0.965,0.255),(-1.0,0.0,0.0),(-0.707,-0.0,0.707),(-0.5,-0.707,0.5),(-0.183,-0.707,0.682),(-0.066,-0.965,0.246),(-0.129,-0.865,0.48),(-0.181,-0.965,0.181),(-0.128,-0.965,0.221),(-0.353,-0.707,0.612),(-0.249,-0.865,0.431),(-0.352,-0.865,0.352),(-0.258,-0.0,0.965),(-0.224,-0.5,0.836),(-0.249,-0.258,0.932),(-0.612,-0.5,0.612),(-0.433,-0.5,0.749),(-0.5,-0.0,0.865),(-0.482,-0.258,0.835),(-0.683,-0.258,0.683),(-0.707,-0.707,0.0),(-0.612,-0.707,0.353),(-0.221,-0.965,0.128),(-0.431,-0.865,0.249),(-0.255,-0.965,-0.0),(-0.246,-0.965,0.066),(-0.682,-0.707,0.183),(-0.48,-0.865,0.129),(-0.498,-0.865,0.0),(-0.865,-0.0,0.5),(-0.749,-0.5,0.433),(-0.835,-0.258,0.482),(-0.866,-0.5,0.0),(-0.836,-0.5,0.224),(-0.965,0.0,0.258),(-0.932,-0.258,0.249),(-0.965,-0.258,0.0),(-0.5,0.707,0.5),(-0.183,0.707,0.682),(-0.249,0.258,0.932),(-0.224,0.5,0.836),(-0.683,0.258,0.683),(-0.482,0.258,0.835),(-0.353,0.707,0.612),(-0.433,0.5,0.749),(-0.612,0.5,0.612),(-0.129,0.865,0.48),(-0.066,0.965,0.246),(-0.352,0.865,0.352),(-0.249,0.865,0.431),(-0.128,0.965,0.221),(-0.181,0.965,0.181),(-0.707,0.707,0.0),(-0.612,0.707,0.353),(-0.835,0.258,0.482),(-0.749,0.5,0.433),(-0.965,0.258,0.0),(-0.932,0.258,0.249),(-0.682,0.707,0.183),(-0.836,0.5,0.224),(-0.866,0.5,0.0),(-0.431,0.865,0.249),(-0.221,0.965,0.128),(-0.498,0.865,0.0),(-0.48,0.865,0.129),(-0.246,0.965,0.066),(-0.255,0.965,0.0),(-0.0,0.0,-1.0),(-0.707,0.0,-0.707),(-0.5,-0.707,-0.5),(-0.682,-0.707,-0.183),(-0.246,-0.965,-0.066),(-0.48,-0.865,-0.129),(-0.181,-0.965,-0.181),(-0.221,-0.965,-0.128),(-0.612,-0.707,-0.353),(-0.431,-0.865,-0.249),(-0.352,-0.865,-0.352),(-0.965,0.0,-0.258),(-0.836,-0.5,-0.224),(-0.932,-0.258,-0.249),(-0.612,-0.5,-0.612),(-0.749,-0.5,-0.433),(-0.865,0.0,-0.5),(-0.835,-0.258,-0.482),(-0.683,-0.258,-0.683),(-0.0,-0.707,-0.707),(-0.353,-0.707,-0.612),(-0.128,-0.965,-0.221),(-0.249,-0.865,-0.431),(-0.0,-0.965,-0.255),(-0.066,-0.965,-0.246),(-0.183,-0.707,-0.682),(-0.129,-0.865,-0.48),(-0.0,-0.865,-0.498),(-0.5,0.0,-0.865),(-0.433,-0.5,-0.749),(-0.482,-0.258,-0.835),(-0.0,-0.5,-0.866),(-0.224,-0.5,-0.836),(-0.258,0.0,-0.965),(-0.249,-0.258,-0.932),(-0.0,-0.258,-0.965),(-0.5,0.707,-0.5),(-0.682,0.707,-0.183),(-0.932,0.258,-0.249),(-0.836,0.5,-0.224),(-0.683,0.258,-0.683),(-0.835,0.258,-0.482),(-0.612,0.707,-0.353),(-0.749,0.5,-0.433),(-0.612,0.5,-0.612),(-0.48,0.865,-0.129),(-0.246,0.965,-0.066),(-0.352,0.865,-0.352),(-0.431,0.865,-0.249),(-0.221,0.965,-0.128),(-0.181,0.965,-0.181),(-0.0,0.707,-0.707),(-0.353,0.707,-0.612),(-0.482,0.258,-0.835),(-0.433,0.5,-0.749),(-0.0,0.258,-0.965),(-0.249,0.258,-0.932),(-0.183,0.707,-0.682),(-0.224,0.5,-0.836),(-0.0,0.5,-0.866),(-0.249,0.865,-0.431),(-0.128,0.965,-0.221),(-0.0,0.865,-0.498),(-0.129,0.865,-0.48),(-0.066,0.965,-0.246),(-0.0,0.965,-0.255),(0.707,0.0,-0.707),(0.5,-0.707,-0.5),(0.183,-0.707,-0.682),(0.066,-0.965,-0.246),(0.129,-0.865,-0.48),(0.181,-0.965,-0.181),(0.128,-0.965,-0.221),(0.353,-0.707,-0.612),(0.249,-0.865,-0.431),(0.352,-0.865,-0.352),(0.258,0.0,-0.965),(0.224,-0.5,-0.836),(0.249,-0.258,-0.932),(0.612,-0.5,-0.612),(0.433,-0.5,-0.749),(0.5,0.0,-0.865),(0.482,-0.258,-0.835),(0.683,-0.258,-0.683),(0.612,-0.707,-0.353),(0.221,-0.965,-0.128),(0.431,-0.865,-0.249),(0.0,-1.0,-0.0),(0.246,-0.965,-0.066),(0.682,-0.707,-0.183),(0.48,-0.865,-0.129),(0.865,0.0,-0.5),(0.749,-0.5,-0.433),(0.835,-0.258,-0.482),(0.836,-0.5,-0.224),(0.965,0.0,-0.258),(0.932,-0.258,-0.249),(0.5,0.707,-0.5),(0.183,0.707,-0.682),(0.249,0.258,-0.932),(0.224,0.5,-0.836),(0.683,0.258,-0.683),(0.482,0.258,-0.835),(0.353,0.707,-0.612),(0.433,0.5,-0.749),(0.612,0.5,-0.612),(0.129,0.865,-0.48),(0.066,0.965,-0.246),(0.352,0.865,-0.352),(0.249,0.865,-0.431),(0.128,0.965,-0.221),(0.181,0.965,-0.181),(0.612,0.707,-0.353),(0.835,0.258,-0.482),(0.749,0.5,-0.433),(0.932,0.258,-0.249),(0.682,0.707,-0.183),(0.836,0.5,-0.224),(0.431,0.865,-0.249),(0.221,0.965,-0.128),(0.48,0.865,-0.129),(0.0,1.0,-0.0),(0.246,0.965,-0.066)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly7_0Geo',convex=False,coordIndex=[45,2,47,-1,25,4,26,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,13,16,27,-1,17,14,15,-1,23,21,19,-1,22,18,21,-1,17,22,23,-1,20,23,24,-1,16,25,27,-1,18,27,26,-1,21,26,28,-1,29,41,33,-1,38,31,39,-1,36,35,33,-1,24,19,35,-1,5,24,36,-1,34,36,37,-1,4,38,28,-1,19,28,39,-1,35,39,40,-1,41,30,32,-1,29,42,41,-1,30,41,44,-1,42,45,44,-1,43,44,47,-1,46,47,48,-1,2,48,47,-1,4,28,26,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,18,15,13,-1,27,18,13,-1,15,18,22,-1,22,17,15,-1,19,24,23,-1,21,23,22,-1,23,20,17,-1,24,5,20,-1,25,26,27,-1,26,21,18,-1,28,19,21,-1,40,31,29,-1,29,33,40,-1,31,40,39,-1,33,37,36,-1,35,36,24,-1,36,34,5,-1,37,32,34,-1,38,39,28,-1,39,35,19,-1,40,33,35,-1,37,33,41,-1,41,32,37,-1,42,44,41,-1,44,43,30,-1,45,47,44,-1,47,46,43,-1,48,3,46,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly7GeoPoints',point=[(-0.912,0.0090,0.189),(-1.11,0.0090,0.189),(1.128,0.0060,0.189),(0.93,0.011,0.189),(0.0070,1.237,0.084),(0.0,1.051,0.084),(-0.767,0.583,0.137),(-0.624,0.528,0.137),(-0.951,0.294,0.162),(-0.768,0.277,0.162),(-1.012,0.0090,0.189),(-0.86,0.286,0.162),(-0.696,0.556,0.137),(-0.556,0.867,0.113),(-0.467,0.76,0.113),(-0.511,0.813,0.113),(-0.305,1.117,0.093),(-0.271,0.957,0.093),(-0.288,1.037,0.093),(0.0040,1.144,0.084),(-0.137,1.028,0.086),(-0.142,1.118,0.086),(-0.28,0.997,0.093),(-0.139,1.073,0.086),(0.0020,1.098,0.084),(-0.147,1.208,0.086),(-0.145,1.163,0.086),(-0.296,1.077,0.093),(0.0050,1.19,0.084),(0.563,0.855,0.114),(0.465,0.754,0.114),(0.315,1.109,0.094),(0.27,0.953,0.094),(0.293,1.031,0.094),(0.136,1.026,0.087),(0.147,1.115,0.087),(0.142,1.071,0.087),(0.281,0.992,0.094),(0.159,1.204,0.087),(0.153,1.159,0.087),(0.304,1.07,0.094),(0.514,0.805,0.114),(0.773,0.572,0.137),(0.625,0.523,0.137),(0.699,0.547,0.137),(0.96,0.285,0.162),(0.776,0.275,0.162),(0.868,0.28,0.162),(1.029,0.0090,0.189)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly8_0Geo',convex=False,coordIndex=[41,2,43,-1,32,19,18,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,13,16,15,-1,14,15,18,-1,5,17,18,-1,34,20,36,-1,30,22,31,-1,28,26,24,-1,27,19,26,-1,5,27,28,-1,25,28,29,-1,4,30,32,-1,19,32,31,-1,26,31,33,-1,22,34,36,-1,36,35,23,-1,35,36,37,-1,20,38,37,-1,21,37,40,-1,38,41,40,-1,39,40,43,-1,42,43,44,-1,2,44,43,-1,18,16,4,-1,18,4,32,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,16,18,15,-1,18,17,14,-1,18,19,27,-1,27,5,18,-1,20,37,36,-1,22,33,31,-1,24,29,28,-1,26,28,27,-1,28,25,5,-1,29,23,25,-1,30,31,32,-1,31,26,19,-1,33,24,26,-1,36,24,33,-1,33,22,36,-1,29,24,36,-1,36,23,29,-1,37,21,35,-1,38,40,37,-1,40,39,21,-1,41,43,40,-1,43,42,39,-1,44,3,42,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly8GeoPoints',point=[(-1.11,0.0090,0.189),(-1.11,0.0090,-0.189),(1.128,0.0060,-0.189),(1.128,0.0060,0.189),(-0.147,1.208,-0.086),(-0.147,1.208,0.086),(-0.793,0.546,-0.14),(-0.793,0.546,0.14),(-0.958,0.281,-0.163),(-0.958,0.281,0.163),(-1.11,0.0090,0.0),(-0.958,0.281,0.0),(-0.793,0.546,0.0),(-0.61,0.8,-0.119),(-0.61,0.8,0.119),(-0.61,0.8,0.0),(-0.403,1.033,-0.1),(-0.403,1.033,0.1),(-0.403,1.033,0.0),(-0.147,1.208,0.0),(0.613,0.789,-0.119),(0.615,0.79,0.119),(0.157,1.204,-0.087),(0.157,1.204,0.087),(0.157,1.204,0.0),(0.0050,1.237,0.084),(0.0050,1.237,0.0),(-0.147,1.208,0.043),(0.0050,1.237,0.042),(0.157,1.204,0.043),(0.0050,1.237,-0.084),(0.0050,1.237,-0.042),(-0.147,1.208,-0.043),(0.157,1.204,-0.043),(0.409,1.024,-0.1),(0.41,1.025,0.1),(0.409,1.025,0.0),(0.614,0.789,0.0),(0.795,0.535,-0.14),(0.798,0.536,0.14),(0.797,0.535,0.0),(0.965,0.273,-0.163),(0.967,0.273,0.163),(0.966,0.273,0.0),(1.128,0.0060,0.0)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly9_0Geo',convex=False,coordIndex=[45,2,47,-1,25,4,26,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,27,18,15,-1,22,17,14,-1,23,21,19,-1,22,18,21,-1,17,22,23,-1,20,23,24,-1,16,25,27,-1,18,27,26,-1,21,26,28,-1,31,29,41,-1,38,31,39,-1,36,35,33,-1,24,19,35,-1,5,24,36,-1,34,36,37,-1,4,38,28,-1,19,28,39,-1,35,39,40,-1,30,32,37,-1,29,42,41,-1,30,41,44,-1,42,45,44,-1,43,44,47,-1,46,47,48,-1,2,48,47,-1,4,28,26,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,15,13,16,-1,15,16,27,-1,14,15,18,-1,14,18,22,-1,19,24,23,-1,21,23,22,-1,23,20,17,-1,24,5,20,-1,25,26,27,-1,26,21,18,-1,28,19,21,-1,41,33,40,-1,40,31,41,-1,31,40,39,-1,33,37,36,-1,35,36,24,-1,36,34,5,-1,37,32,34,-1,38,39,28,-1,39,35,19,-1,40,33,35,-1,33,41,30,-1,37,33,30,-1,42,44,41,-1,44,43,30,-1,45,47,44,-1,47,46,43,-1,48,3,46,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly9GeoPoints',point=[(-1.11,0.0090,-0.189),(-0.912,0.0090,-0.189),(0.93,0.011,-0.189),(1.128,0.0060,-0.189),(0.0,1.051,-0.084),(0.0070,1.237,-0.084),(-0.624,0.528,-0.137),(-0.768,0.583,-0.137),(-0.768,0.277,-0.162),(-0.951,0.294,-0.162),(-1.011,0.0090,-0.189),(-0.859,0.286,-0.162),(-0.696,0.556,-0.137),(-0.467,0.76,-0.113),(-0.556,0.867,-0.113),(-0.511,0.813,-0.113),(-0.271,0.957,-0.093),(-0.305,1.117,-0.093),(-0.288,1.037,-0.093),(0.0030,1.144,-0.084),(-0.147,1.208,-0.086),(-0.142,1.118,-0.086),(-0.296,1.077,-0.093),(-0.145,1.163,-0.086),(0.0050,1.19,-0.084),(-0.137,1.028,-0.086),(-0.139,1.073,-0.086),(-0.28,0.997,-0.093),(0.0020,1.098,-0.084),(0.465,0.754,-0.114),(0.561,0.854,-0.114),(0.27,0.952,-0.094),(0.315,1.108,-0.094),(0.293,1.03,-0.094),(0.159,1.203,-0.087),(0.147,1.115,-0.087),(0.153,1.159,-0.087),(0.304,1.069,-0.094),(0.136,1.026,-0.087),(0.142,1.07,-0.087),(0.281,0.991,-0.094),(0.513,0.804,-0.114),(0.626,0.523,-0.137),(0.771,0.571,-0.137),(0.698,0.547,-0.137),(0.776,0.275,-0.162),(0.958,0.284,-0.162),(0.867,0.28,-0.162),(1.029,0.0090,-0.189)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly10_0Geo',convex=False,coordIndex=[41,2,43,-1,32,19,18,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,13,16,15,-1,14,15,18,-1,5,17,18,-1,34,20,36,-1,30,22,31,-1,28,26,24,-1,27,19,26,-1,5,27,28,-1,25,28,29,-1,4,30,32,-1,19,32,31,-1,26,31,33,-1,22,34,36,-1,36,35,23,-1,35,36,37,-1,20,38,37,-1,21,37,40,-1,38,41,40,-1,39,40,43,-1,42,43,44,-1,2,44,43,-1,18,16,4,-1,18,4,32,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,16,18,15,-1,18,17,14,-1,18,19,27,-1,27,5,18,-1,20,37,36,-1,22,33,31,-1,24,29,28,-1,26,28,27,-1,28,25,5,-1,29,23,25,-1,30,31,32,-1,31,26,19,-1,33,24,26,-1,36,24,33,-1,33,22,36,-1,29,24,36,-1,36,23,29,-1,37,21,35,-1,38,40,37,-1,40,39,21,-1,41,43,40,-1,43,42,39,-1,44,3,42,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly10GeoPoints',point=[(-0.912,0.0090,-0.189),(-0.912,0.0090,0.189),(0.93,0.011,0.189),(0.93,0.011,-0.189),(-0.128,1.031,0.086),(-0.128,1.031,-0.086),(-0.659,0.47,0.143),(-0.659,0.47,-0.143),(-0.788,0.241,0.166),(-0.788,0.241,-0.166),(-0.912,0.0090,0.0),(-0.788,0.241,-0.0),(-0.659,0.47,-0.0),(-0.517,0.691,0.12),(-0.517,0.691,-0.12),(-0.517,0.691,-0.0),(-0.348,0.893,0.1),(-0.348,0.893,-0.1),(-0.348,0.893,-0.0),(-0.128,1.031,-0.0),(0.518,0.684,0.121),(0.518,0.684,-0.121),(0.131,1.028,0.086),(0.131,1.028,-0.086),(0.131,1.028,-0.0),(0.0010,1.051,-0.084),(0.0010,1.051,-0.0),(-0.128,1.031,-0.043),(0.0010,1.051,-0.042),(0.131,1.028,-0.043),(0.0010,1.051,0.084),(0.0010,1.051,0.042),(-0.128,1.031,0.043),(0.131,1.028,0.043),(0.349,0.885,0.101),(0.349,0.885,-0.101),(0.349,0.885,-0.0),(0.518,0.684,-0.0),(0.662,0.464,0.143),(0.662,0.464,-0.143),(0.662,0.464,0.0),(0.797,0.238,0.166),(0.797,0.238,-0.166),(0.797,0.238,0.0),(0.93,0.011,0.0)]))), Shape( geometry=IndexedFaceSet(DEF='extrudedSurface1_0Geo',convex=False,coordIndex=[13,1,70,-1,37,3,38,-1,19,5,20,-1,12,7,14,-1,10,6,8,-1,0,10,11,-1,8,12,11,-1,9,11,14,-1,13,14,15,-1,17,4,16,-1,6,17,18,-1,16,19,18,-1,8,18,20,-1,12,20,21,-1,27,23,28,-1,25,22,24,-1,4,25,26,-1,24,27,26,-1,16,26,28,-1,19,28,29,-1,33,2,30,-1,22,31,32,-1,31,33,34,-1,27,36,35,-1,24,32,36,-1,30,37,34,-1,32,34,38,-1,36,38,39,-1,53,41,54,-1,47,43,48,-1,45,42,44,-1,2,45,46,-1,44,47,46,-1,30,46,48,-1,37,48,49,-1,51,40,50,-1,42,51,52,-1,50,53,52,-1,44,52,54,-1,47,54,55,-1,61,57,62,-1,59,56,58,-1,40,59,60,-1,58,61,60,-1,50,60,62,-1,53,62,63,-1,66,0,9,-1,56,64,65,-1,64,66,67,-1,61,69,68,-1,58,65,69,-1,9,13,67,-1,65,67,70,-1,69,70,71,-1,1,71,70,-1,3,39,38,-1,5,21,20,-1,7,15,14,-1,8,11,10,-1,11,9,0,-1,12,14,11,-1,14,13,9,-1,15,1,13,-1,16,18,17,-1,18,8,6,-1,19,20,18,-1,20,12,8,-1,21,7,12,-1,23,29,28,-1,24,26,25,-1,26,16,4,-1,27,28,26,-1,28,19,16,-1,29,5,19,-1,30,34,33,-1,32,24,22,-1,34,32,31,-1,35,23,27,-1,36,27,24,-1,37,38,34,-1,38,36,32,-1,39,35,36,-1,41,55,54,-1,43,49,48,-1,44,46,45,-1,46,30,2,-1,47,48,46,-1,48,37,30,-1,49,3,37,-1,50,52,51,-1,52,44,42,-1,53,54,52,-1,54,47,44,-1,55,43,47,-1,57,63,62,-1,58,60,59,-1,60,50,40,-1,61,62,60,-1,62,53,50,-1,63,41,53,-1,9,67,66,-1,65,58,56,-1,67,65,64,-1,68,57,61,-1,69,61,58,-1,13,70,67,-1,70,69,65,-1,71,68,69,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='extrudedSurface1GeoPoints',point=[(-0.013,0.0,-0.35),(-0.014,2.955,-0.35),(-0.013,0.0,0.35),(-0.014,2.955,0.173),(-0.072,0.0,-0.061),(-0.072,2.956,-0.128),(-0.051,0.0,-0.267),(-0.051,2.955,-0.276),(-0.053,0.999,-0.27),(-0.015,0.999,-0.35),(-0.033,0.0,-0.328),(-0.035,0.999,-0.328),(-0.053,1.981,-0.273),(-0.016,1.981,-0.35),(-0.035,1.981,-0.329),(-0.033,2.955,-0.329),(-0.073,0.999,-0.087),(-0.065,0.0,-0.175),(-0.066,0.999,-0.186),(-0.074,1.981,-0.108),(-0.067,1.981,-0.196),(-0.065,2.955,-0.205),(-0.065,0.0,0.175),(-0.065,2.955,0.027),(-0.066,0.999,0.118),(-0.072,0.0,0.061),(-0.073,0.999,0.018),(-0.067,1.981,0.07),(-0.074,1.981,-0.017),(-0.072,2.956,-0.049),(-0.015,0.999,0.282),(-0.051,0.0,0.267),(-0.053,0.999,0.202),(-0.033,0.0,0.328),(-0.035,0.999,0.26),(-0.051,2.955,0.099),(-0.053,1.981,0.148),(-0.016,1.981,0.225),(-0.035,1.981,0.203),(-0.033,2.955,0.152),(0.041,0.0,0.061),(0.04,2.955,-0.049),(0.022,0.0,0.267),(0.022,2.955,0.099),(0.021,0.999,0.202),(0.0060,0.0,0.328),(0.0040,0.999,0.26),(0.02,1.981,0.148),(0.0030,1.981,0.203),(0.0050,2.955,0.152),(0.039,0.999,0.018),(0.034,0.0,0.175),(0.033,0.999,0.118),(0.038,1.981,-0.017),(0.032,1.981,0.07),(0.034,2.955,0.027),(0.034,0.0,-0.175),(0.034,2.955,-0.205),(0.033,0.999,-0.186),(0.041,0.0,-0.061),(0.039,0.999,-0.087),(0.032,1.981,-0.196),(0.038,1.981,-0.108),(0.04,2.955,-0.128),(0.022,0.0,-0.267),(0.021,0.999,-0.27),(0.0060,0.0,-0.328),(0.0040,0.999,-0.328),(0.022,2.955,-0.276),(0.02,1.981,-0.273),(0.0030,1.981,-0.329),(0.0050,2.955,-0.329)]))), Shape( geometry=IndexedFaceSet(DEF='topnurbsCube1_0Geo',convex=False,coordIndex=[127,2,128,-1,69,5,70,-1,36,6,37,-1,23,9,24,-1,16,10,18,-1,14,13,15,-1,0,12,14,-1,17,8,16,-1,12,17,18,-1,14,18,19,-1,21,22,20,-1,11,13,22,-1,10,23,19,-1,13,19,24,-1,22,24,25,-1,30,26,32,-1,29,28,16,-1,8,27,29,-1,31,4,30,-1,27,31,32,-1,29,32,33,-1,23,35,34,-1,10,28,35,-1,26,36,33,-1,28,33,37,-1,35,37,38,-1,56,55,39,-1,45,41,46,-1,43,44,42,-1,7,20,44,-1,25,9,45,-1,20,25,46,-1,44,46,47,-1,47,41,49,-1,40,42,50,-1,42,47,51,-1,53,54,52,-1,48,50,54,-1,51,49,55,-1,50,51,56,-1,54,56,57,-1,61,58,62,-1,45,60,59,-1,9,34,60,-1,6,61,38,-1,34,38,62,-1,60,62,63,-1,58,64,63,-1,41,59,65,-1,59,63,66,-1,55,68,67,-1,49,65,68,-1,64,69,66,-1,65,66,70,-1,68,70,71,-1,98,72,99,-1,85,74,86,-1,79,75,81,-1,78,77,30,-1,4,76,78,-1,80,73,79,-1,76,80,81,-1,78,81,82,-1,36,84,83,-1,26,77,84,-1,75,85,82,-1,77,82,86,-1,84,86,87,-1,92,88,94,-1,91,90,79,-1,73,89,91,-1,93,1,92,-1,89,93,94,-1,91,94,95,-1,85,97,96,-1,75,90,97,-1,88,98,95,-1,90,95,99,-1,97,99,100,-1,114,113,101,-1,105,102,106,-1,61,104,103,-1,6,83,104,-1,87,74,105,-1,83,87,106,-1,104,106,107,-1,107,102,108,-1,58,103,109,-1,103,107,110,-1,69,112,111,-1,64,109,112,-1,110,108,113,-1,109,110,114,-1,112,114,115,-1,119,116,120,-1,105,118,117,-1,74,96,118,-1,72,119,100,-1,96,100,120,-1,118,120,121,-1,116,122,121,-1,102,117,123,-1,117,121,124,-1,113,126,125,-1,108,123,126,-1,122,127,124,-1,123,124,128,-1,126,128,129,-1,2,129,128,-1,5,71,70,-1,6,38,37,-1,9,25,24,-1,10,19,18,-1,13,11,15,-1,14,15,0,-1,16,18,17,-1,18,14,12,-1,19,13,14,-1,20,7,21,-1,22,21,11,-1,23,24,19,-1,24,22,13,-1,25,20,22,-1,26,33,32,-1,28,10,16,-1,29,16,8,-1,30,32,31,-1,32,29,27,-1,33,28,29,-1,34,9,23,-1,35,23,10,-1,36,37,33,-1,37,35,28,-1,38,34,35,-1,39,57,56,-1,41,47,46,-1,42,40,43,-1,44,43,7,-1,45,46,25,-1,46,44,20,-1,47,42,44,-1,49,51,47,-1,50,48,40,-1,51,50,42,-1,52,3,53,-1,54,53,48,-1,55,56,51,-1,56,54,50,-1,57,52,54,-1,58,63,62,-1,59,41,45,-1,60,45,9,-1,61,62,38,-1,62,60,34,-1,63,59,60,-1,64,66,63,-1,65,49,41,-1,66,65,59,-1,67,39,55,-1,68,55,49,-1,69,70,66,-1,70,68,65,-1,71,67,68,-1,72,100,99,-1,74,87,86,-1,75,82,81,-1,77,26,30,-1,78,30,4,-1,79,81,80,-1,81,78,76,-1,82,77,78,-1,83,6,36,-1,84,36,26,-1,85,86,82,-1,86,84,77,-1,87,83,84,-1,88,95,94,-1,90,75,79,-1,91,79,73,-1,92,94,93,-1,94,91,89,-1,95,90,91,-1,96,74,85,-1,97,85,75,-1,98,99,95,-1,99,97,90,-1,100,96,97,-1,101,115,114,-1,102,107,106,-1,103,58,61,-1,104,61,6,-1,105,106,87,-1,106,104,83,-1,107,103,104,-1,108,110,107,-1,109,64,58,-1,110,109,103,-1,111,5,69,-1,112,69,64,-1,113,114,110,-1,114,112,109,-1,115,111,112,-1,116,121,120,-1,117,102,105,-1,118,105,74,-1,119,120,100,-1,120,118,96,-1,121,117,118,-1,122,124,121,-1,123,108,102,-1,124,123,117,-1,125,101,113,-1,126,113,108,-1,127,128,124,-1,128,126,123,-1,129,125,126,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='topnurbsCube1GeoPoints',point=[(-0.042,-0.0090,0.077),(0.029,-0.0090,0.077),(0.024,0.031,-0.1),(-0.021,0.031,-0.1),(-0.0010,-0.0090,0.077),(0.0,0.031,-0.1),(0.0,0.023,0.0080),(-0.024,0.023,0.0080),(-0.021,-0.0090,0.077),(-0.012,0.023,0.0080),(-0.016,0.0080,0.043),(-0.032,0.0080,0.043),(-0.035,-0.0090,0.077),(-0.027,0.0080,0.043),(-0.031,-0.0010,0.06),(-0.037,-0.0010,0.06),(-0.019,-0.0010,0.06),(-0.028,-0.0090,0.077),(-0.025,-0.0010,0.06),(-0.022,0.0080,0.043),(-0.02,0.023,0.0080),(-0.028,0.017,0.026),(-0.023,0.017,0.026),(-0.014,0.017,0.026),(-0.018,0.017,0.026),(-0.016,0.023,0.0080),(-0.0,0.0080,0.043),(-0.014,-0.0090,0.077),(-0.011,0.0080,0.043),(-0.012,-0.0010,0.06),(-0.0010,-0.0010,0.06),(-0.0070,-0.0090,0.077),(-0.0060,-0.0010,0.06),(-0.0050,0.0080,0.043),(-0.0080,0.023,0.0080),(-0.0090,0.017,0.026),(-0.0,0.017,0.026),(-0.0050,0.017,0.026),(-0.0040,0.023,0.0080),(-0.011,0.031,-0.1),(-0.021,0.03,-0.033),(-0.01,0.03,-0.033),(-0.017,0.03,-0.033),(-0.022,0.028,-0.012),(-0.018,0.028,-0.012),(-0.011,0.028,-0.012),(-0.015,0.028,-0.012),(-0.014,0.03,-0.033),(-0.021,0.031,-0.055),(-0.01,0.031,-0.055),(-0.017,0.031,-0.055),(-0.014,0.031,-0.055),(-0.018,0.031,-0.1),(-0.021,0.031,-0.078),(-0.018,0.031,-0.078),(-0.011,0.031,-0.078),(-0.014,0.031,-0.078),(-0.014,0.031,-0.1),(0.0,0.03,-0.033),(-0.0070,0.03,-0.033),(-0.0070,0.028,-0.012),(0.0,0.028,-0.012),(-0.0040,0.028,-0.012),(-0.0030,0.03,-0.033),(0.0,0.031,-0.055),(-0.0070,0.031,-0.055),(-0.0030,0.031,-0.055),(-0.0070,0.031,-0.1),(-0.0070,0.031,-0.078),(0.0,0.031,-0.078),(-0.0040,0.031,-0.078),(-0.0040,0.031,-0.1),(0.024,0.023,0.0080),(0.014,-0.0090,0.077),(0.012,0.023,0.0080),(0.013,0.0080,0.043),(0.0050,-0.0090,0.077),(0.0040,0.0080,0.043),(0.0050,-0.0010,0.06),(0.014,-0.0010,0.06),(0.01,-0.0090,0.077),(0.0090,-0.0010,0.06),(0.0090,0.0080,0.043),(0.0040,0.023,0.0080),(0.0040,0.017,0.026),(0.013,0.017,0.026),(0.0080,0.017,0.026),(0.0080,0.023,0.0080),(0.026,0.0080,0.043),(0.019,-0.0090,0.077),(0.018,0.0080,0.043),(0.018,-0.0010,0.06),(0.028,-0.0010,0.06),(0.024,-0.0090,0.077),(0.023,-0.0010,0.06),(0.022,0.0080,0.043),(0.016,0.023,0.0080),(0.017,0.017,0.026),(0.025,0.017,0.026),(0.021,0.017,0.026),(0.02,0.023,0.0080),(0.012,0.031,-0.1),(0.012,0.03,-0.033),(0.0040,0.03,-0.033),(0.0040,0.028,-0.012),(0.012,0.028,-0.012),(0.0080,0.028,-0.012),(0.0080,0.03,-0.033),(0.012,0.031,-0.055),(0.0040,0.031,-0.055),(0.0080,0.031,-0.055),(0.0040,0.031,-0.1),(0.0040,0.031,-0.078),(0.012,0.031,-0.078),(0.0080,0.031,-0.078),(0.0080,0.031,-0.1),(0.024,0.03,-0.033),(0.016,0.03,-0.033),(0.016,0.028,-0.012),(0.024,0.028,-0.012),(0.02,0.028,-0.012),(0.02,0.03,-0.033),(0.024,0.031,-0.055),(0.016,0.031,-0.055),(0.02,0.031,-0.055),(0.016,0.031,-0.1),(0.016,0.031,-0.078),(0.024,0.031,-0.078),(0.02,0.031,-0.078),(0.02,0.031,-0.1)]))), Shape( geometry=IndexedFaceSet(DEF='bottomnurbsCube1_0Geo',convex=False,coordIndex=[127,2,128,-1,69,5,70,-1,36,6,37,-1,23,9,24,-1,16,10,18,-1,14,13,15,-1,0,12,14,-1,17,8,16,-1,12,17,18,-1,14,18,19,-1,21,22,20,-1,11,13,22,-1,10,23,19,-1,13,19,24,-1,22,24,25,-1,30,26,32,-1,29,28,16,-1,8,27,29,-1,31,4,30,-1,27,31,32,-1,29,32,33,-1,23,35,34,-1,10,28,35,-1,26,36,33,-1,28,33,37,-1,35,37,38,-1,56,55,39,-1,45,41,46,-1,43,44,42,-1,7,20,44,-1,25,9,45,-1,20,25,46,-1,44,46,47,-1,47,41,49,-1,40,42,50,-1,42,47,51,-1,53,54,52,-1,48,50,54,-1,51,49,55,-1,50,51,56,-1,54,56,57,-1,61,58,62,-1,45,60,59,-1,9,34,60,-1,6,61,38,-1,34,38,62,-1,60,62,63,-1,58,64,63,-1,41,59,65,-1,59,63,66,-1,55,68,67,-1,49,65,68,-1,64,69,66,-1,65,66,70,-1,68,70,71,-1,98,72,99,-1,85,74,86,-1,79,75,81,-1,78,77,30,-1,4,76,78,-1,80,73,79,-1,76,80,81,-1,78,81,82,-1,36,84,83,-1,26,77,84,-1,75,85,82,-1,77,82,86,-1,84,86,87,-1,92,88,94,-1,91,90,79,-1,73,89,91,-1,93,1,92,-1,89,93,94,-1,91,94,95,-1,85,97,96,-1,75,90,97,-1,88,98,95,-1,90,95,99,-1,97,99,100,-1,114,113,101,-1,105,102,106,-1,61,104,103,-1,6,83,104,-1,87,74,105,-1,83,87,106,-1,104,106,107,-1,107,102,108,-1,58,103,109,-1,103,107,110,-1,69,112,111,-1,64,109,112,-1,110,108,113,-1,109,110,114,-1,112,114,115,-1,119,116,120,-1,105,118,117,-1,74,96,118,-1,72,119,100,-1,96,100,120,-1,118,120,121,-1,116,122,121,-1,102,117,123,-1,117,121,124,-1,113,126,125,-1,108,123,126,-1,122,127,124,-1,123,124,128,-1,126,128,129,-1,2,129,128,-1,5,71,70,-1,6,38,37,-1,9,25,24,-1,10,19,18,-1,13,11,15,-1,14,15,0,-1,16,18,17,-1,18,14,12,-1,19,13,14,-1,20,7,21,-1,22,21,11,-1,23,24,19,-1,24,22,13,-1,25,20,22,-1,26,33,32,-1,28,10,16,-1,29,16,8,-1,30,32,31,-1,32,29,27,-1,33,28,29,-1,34,9,23,-1,35,23,10,-1,36,37,33,-1,37,35,28,-1,38,34,35,-1,39,57,56,-1,41,47,46,-1,42,40,43,-1,44,43,7,-1,45,46,25,-1,46,44,20,-1,47,42,44,-1,49,51,47,-1,50,48,40,-1,51,50,42,-1,52,3,53,-1,54,53,48,-1,55,56,51,-1,56,54,50,-1,57,52,54,-1,58,63,62,-1,59,41,45,-1,60,45,9,-1,61,62,38,-1,62,60,34,-1,63,59,60,-1,64,66,63,-1,65,49,41,-1,66,65,59,-1,67,39,55,-1,68,55,49,-1,69,70,66,-1,70,68,65,-1,71,67,68,-1,72,100,99,-1,74,87,86,-1,75,82,81,-1,77,26,30,-1,78,30,4,-1,79,81,80,-1,81,78,76,-1,82,77,78,-1,83,6,36,-1,84,36,26,-1,85,86,82,-1,86,84,77,-1,87,83,84,-1,88,95,94,-1,90,75,79,-1,91,79,73,-1,92,94,93,-1,94,91,89,-1,95,90,91,-1,96,74,85,-1,97,85,75,-1,98,99,95,-1,99,97,90,-1,100,96,97,-1,101,115,114,-1,102,107,106,-1,103,58,61,-1,104,61,6,-1,105,106,87,-1,106,104,83,-1,107,103,104,-1,108,110,107,-1,109,64,58,-1,110,109,103,-1,111,5,69,-1,112,69,64,-1,113,114,110,-1,114,112,109,-1,115,111,112,-1,116,121,120,-1,117,102,105,-1,118,105,74,-1,119,120,100,-1,120,118,96,-1,121,117,118,-1,122,124,121,-1,123,108,102,-1,124,123,117,-1,125,101,113,-1,126,113,108,-1,127,128,124,-1,128,126,123,-1,129,125,126,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='bottomnurbsCube1GeoPoints',point=[(-0.05,-0.055,0.113),(-0.05,-0.055,-0.105),(0.05,-0.055,-0.105),(0.05,-0.055,0.113),(-0.055,-0.055,0.0),(0.057,-0.055,0.0),(-0.0060,-0.055,0.0),(-0.0060,-0.055,0.113),(-0.053,-0.055,0.057),(-0.0060,-0.055,0.057),(-0.029,-0.055,0.057),(-0.028,-0.055,0.113),(-0.051,-0.055,0.095),(-0.028,-0.055,0.095),(-0.04,-0.055,0.095),(-0.039,-0.055,0.113),(-0.041,-0.055,0.057),(-0.052,-0.055,0.076),(-0.04,-0.055,0.076),(-0.029,-0.055,0.076),(-0.0060,-0.055,0.095),(-0.017,-0.055,0.113),(-0.017,-0.055,0.095),(-0.018,-0.055,0.057),(-0.017,-0.055,0.076),(-0.0060,-0.055,0.076),(-0.03,-0.055,0.0),(-0.054,-0.055,0.038),(-0.03,-0.055,0.038),(-0.042,-0.055,0.038),(-0.043,-0.055,0.0),(-0.054,-0.055,0.019),(-0.042,-0.055,0.019),(-0.03,-0.055,0.019),(-0.0060,-0.055,0.038),(-0.018,-0.055,0.038),(-0.018,-0.055,0.0),(-0.018,-0.055,0.019),(-0.0060,-0.055,0.019),(0.054,-0.055,0.057),(0.017,-0.055,0.113),(0.018,-0.055,0.057),(0.017,-0.055,0.095),(0.0060,-0.055,0.113),(0.0060,-0.055,0.095),(0.0060,-0.055,0.057),(0.0060,-0.055,0.076),(0.018,-0.055,0.076),(0.028,-0.055,0.113),(0.03,-0.055,0.057),(0.028,-0.055,0.095),(0.029,-0.055,0.076),(0.051,-0.055,0.095),(0.039,-0.055,0.113),(0.04,-0.055,0.095),(0.042,-0.055,0.057),(0.041,-0.055,0.076),(0.053,-0.055,0.076),(0.019,-0.055,0.0),(0.018,-0.055,0.038),(0.0060,-0.055,0.038),(0.0060,-0.055,0.0),(0.0060,-0.055,0.019),(0.019,-0.055,0.019),(0.032,-0.055,0.0),(0.031,-0.055,0.038),(0.031,-0.055,0.019),(0.055,-0.055,0.038),(0.043,-0.055,0.038),(0.044,-0.055,0.0),(0.044,-0.055,0.019),(0.056,-0.055,0.019),(-0.0060,-0.055,-0.105),(-0.053,-0.055,-0.053),(-0.0060,-0.055,-0.053),(-0.029,-0.055,-0.053),(-0.054,-0.055,-0.018),(-0.03,-0.055,-0.018),(-0.042,-0.055,-0.018),(-0.041,-0.055,-0.053),(-0.054,-0.055,-0.035),(-0.042,-0.055,-0.035),(-0.03,-0.055,-0.035),(-0.0060,-0.055,-0.018),(-0.018,-0.055,-0.018),(-0.018,-0.055,-0.053),(-0.018,-0.055,-0.035),(-0.0060,-0.055,-0.035),(-0.028,-0.055,-0.105),(-0.052,-0.055,-0.07),(-0.029,-0.055,-0.07),(-0.04,-0.055,-0.07),(-0.039,-0.055,-0.105),(-0.051,-0.055,-0.088),(-0.04,-0.055,-0.088),(-0.028,-0.055,-0.088),(-0.0060,-0.055,-0.07),(-0.017,-0.055,-0.07),(-0.017,-0.055,-0.105),(-0.017,-0.055,-0.088),(-0.0060,-0.055,-0.088),(0.054,-0.055,-0.053),(0.018,-0.055,-0.053),(0.019,-0.055,-0.018),(0.0060,-0.055,-0.018),(0.0060,-0.055,-0.053),(0.0060,-0.055,-0.035),(0.018,-0.055,-0.035),(0.03,-0.055,-0.053),(0.031,-0.055,-0.018),(0.031,-0.055,-0.035),(0.056,-0.055,-0.018),(0.044,-0.055,-0.018),(0.042,-0.055,-0.053),(0.043,-0.055,-0.035),(0.055,-0.055,-0.035),(0.017,-0.055,-0.105),(0.018,-0.055,-0.07),(0.0060,-0.055,-0.07),(0.0060,-0.055,-0.105),(0.0060,-0.055,-0.088),(0.017,-0.055,-0.088),(0.028,-0.055,-0.105),(0.029,-0.055,-0.07),(0.028,-0.055,-0.088),(0.053,-0.055,-0.07),(0.041,-0.055,-0.07),(0.039,-0.055,-0.105),(0.04,-0.055,-0.088),(0.051,-0.055,-0.088)]))), Shape( geometry=IndexedFaceSet(DEF='leftnurbsCube1_0Geo',convex=False,coordIndex=[127,2,128,-1,69,5,70,-1,36,6,37,-1,23,9,24,-1,16,10,18,-1,14,13,15,-1,0,12,14,-1,17,8,16,-1,12,17,18,-1,14,18,19,-1,21,22,20,-1,11,13,22,-1,10,23,19,-1,13,19,24,-1,22,24,25,-1,30,26,32,-1,29,28,16,-1,8,27,29,-1,31,4,30,-1,27,31,32,-1,29,32,33,-1,23,35,34,-1,10,28,35,-1,26,36,33,-1,28,33,37,-1,35,37,38,-1,56,55,39,-1,45,41,46,-1,43,44,42,-1,7,20,44,-1,25,9,45,-1,20,25,46,-1,44,46,47,-1,47,41,49,-1,40,42,50,-1,42,47,51,-1,53,54,52,-1,48,50,54,-1,51,49,55,-1,50,51,56,-1,54,56,57,-1,61,58,62,-1,45,60,59,-1,9,34,60,-1,6,61,38,-1,34,38,62,-1,60,62,63,-1,58,64,63,-1,41,59,65,-1,59,63,66,-1,55,68,67,-1,49,65,68,-1,64,69,66,-1,65,66,70,-1,68,70,71,-1,98,72,99,-1,85,74,86,-1,79,75,81,-1,78,77,30,-1,4,76,78,-1,80,73,79,-1,76,80,81,-1,78,81,82,-1,36,84,83,-1,26,77,84,-1,75,85,82,-1,77,82,86,-1,84,86,87,-1,92,88,94,-1,91,90,79,-1,73,89,91,-1,93,1,92,-1,89,93,94,-1,91,94,95,-1,85,97,96,-1,75,90,97,-1,88,98,95,-1,90,95,99,-1,97,99,100,-1,114,113,101,-1,105,102,106,-1,61,104,103,-1,6,83,104,-1,87,74,105,-1,83,87,106,-1,104,106,107,-1,107,102,108,-1,58,103,109,-1,103,107,110,-1,69,112,111,-1,64,109,112,-1,110,108,113,-1,109,110,114,-1,112,114,115,-1,119,116,120,-1,105,118,117,-1,74,96,118,-1,72,119,100,-1,96,100,120,-1,118,120,121,-1,116,122,121,-1,102,117,123,-1,117,121,124,-1,113,126,125,-1,108,123,126,-1,122,127,124,-1,123,124,128,-1,126,128,129,-1,2,129,128,-1,5,71,70,-1,6,38,37,-1,9,25,24,-1,10,19,18,-1,13,11,15,-1,14,15,0,-1,16,18,17,-1,18,14,12,-1,19,13,14,-1,20,7,21,-1,22,21,11,-1,23,24,19,-1,24,22,13,-1,25,20,22,-1,26,33,32,-1,28,10,16,-1,29,16,8,-1,30,32,31,-1,32,29,27,-1,33,28,29,-1,34,9,23,-1,35,23,10,-1,36,37,33,-1,37,35,28,-1,38,34,35,-1,39,57,56,-1,41,47,46,-1,42,40,43,-1,44,43,7,-1,45,46,25,-1,46,44,20,-1,47,42,44,-1,49,51,47,-1,50,48,40,-1,51,50,42,-1,52,3,53,-1,54,53,48,-1,55,56,51,-1,56,54,50,-1,57,52,54,-1,58,63,62,-1,59,41,45,-1,60,45,9,-1,61,62,38,-1,62,60,34,-1,63,59,60,-1,64,66,63,-1,65,49,41,-1,66,65,59,-1,67,39,55,-1,68,55,49,-1,69,70,66,-1,70,68,65,-1,71,67,68,-1,72,100,99,-1,74,87,86,-1,75,82,81,-1,77,26,30,-1,78,30,4,-1,79,81,80,-1,81,78,76,-1,82,77,78,-1,83,6,36,-1,84,36,26,-1,85,86,82,-1,86,84,77,-1,87,83,84,-1,88,95,94,-1,90,75,79,-1,91,79,73,-1,92,94,93,-1,94,91,89,-1,95,90,91,-1,96,74,85,-1,97,85,75,-1,98,99,95,-1,99,97,90,-1,100,96,97,-1,101,115,114,-1,102,107,106,-1,103,58,61,-1,104,61,6,-1,105,106,87,-1,106,104,83,-1,107,103,104,-1,108,110,107,-1,109,64,58,-1,110,109,103,-1,111,5,69,-1,112,69,64,-1,113,114,110,-1,114,112,109,-1,115,111,112,-1,116,121,120,-1,117,102,105,-1,118,105,74,-1,119,120,100,-1,120,118,96,-1,121,117,118,-1,122,124,121,-1,123,108,102,-1,124,123,117,-1,125,101,113,-1,126,113,108,-1,127,128,124,-1,128,126,123,-1,129,125,126,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='leftnurbsCube1GeoPoints',point=[(-0.05,-0.055,0.113),(0.05,-0.055,0.113),(0.043,-0.0090,0.077),(-0.042,-0.0090,0.077),(-0.0,-0.055,0.113),(0.0,-0.0090,0.077),(0.0,-0.029,0.112),(-0.05,-0.029,0.112),(-0.025,-0.055,0.113),(-0.025,-0.029,0.112),(-0.025,-0.042,0.114),(-0.05,-0.042,0.114),(-0.042,-0.055,0.113),(-0.042,-0.042,0.114),(-0.042,-0.048,0.114),(-0.05,-0.048,0.114),(-0.025,-0.048,0.114),(-0.033,-0.055,0.113),(-0.033,-0.048,0.114),(-0.033,-0.042,0.114),(-0.041,-0.029,0.112),(-0.05,-0.035,0.114),(-0.042,-0.035,0.114),(-0.025,-0.035,0.114),(-0.033,-0.035,0.114),(-0.033,-0.029,0.112),(-0.0,-0.042,0.114),(-0.017,-0.055,0.113),(-0.017,-0.042,0.114),(-0.017,-0.048,0.114),(-0.0,-0.048,0.114),(-0.0080,-0.055,0.113),(-0.0080,-0.048,0.114),(-0.0080,-0.042,0.114),(-0.017,-0.029,0.112),(-0.017,-0.035,0.114),(-0.0,-0.035,0.114),(-0.0080,-0.035,0.114),(-0.0080,-0.029,0.112),(-0.021,-0.0090,0.077),(-0.048,-0.02,0.102),(-0.024,-0.02,0.102),(-0.04,-0.02,0.102),(-0.049,-0.024,0.108),(-0.041,-0.024,0.108),(-0.024,-0.024,0.108),(-0.033,-0.024,0.108),(-0.032,-0.02,0.102),(-0.046,-0.016,0.094),(-0.023,-0.016,0.094),(-0.038,-0.016,0.094),(-0.031,-0.016,0.094),(-0.035,-0.0090,0.077),(-0.044,-0.013,0.085),(-0.037,-0.013,0.085),(-0.022,-0.013,0.085),(-0.029,-0.013,0.085),(-0.028,-0.0090,0.077),(0.0,-0.02,0.102),(-0.016,-0.02,0.102),(-0.016,-0.024,0.108),(0.0,-0.024,0.108),(-0.0080,-0.024,0.108),(-0.0080,-0.02,0.102),(0.0,-0.016,0.094),(-0.015,-0.016,0.094),(-0.0080,-0.016,0.094),(-0.014,-0.0090,0.077),(-0.015,-0.013,0.085),(0.0,-0.013,0.085),(-0.0070,-0.013,0.085),(-0.0070,-0.0090,0.077),(0.05,-0.029,0.112),(0.025,-0.055,0.113),(0.025,-0.029,0.112),(0.025,-0.042,0.114),(0.0080,-0.055,0.113),(0.0080,-0.042,0.114),(0.0080,-0.048,0.114),(0.025,-0.048,0.114),(0.017,-0.055,0.113),(0.017,-0.048,0.114),(0.017,-0.042,0.114),(0.0080,-0.029,0.112),(0.0080,-0.035,0.114),(0.025,-0.035,0.114),(0.017,-0.035,0.114),(0.017,-0.029,0.112),(0.05,-0.042,0.114),(0.033,-0.055,0.113),(0.033,-0.042,0.114),(0.033,-0.048,0.114),(0.05,-0.048,0.114),(0.042,-0.055,0.113),(0.042,-0.048,0.114),(0.042,-0.042,0.114),(0.033,-0.029,0.112),(0.033,-0.035,0.114),(0.05,-0.035,0.114),(0.042,-0.035,0.114),(0.041,-0.029,0.112),(0.021,-0.0090,0.077),(0.024,-0.02,0.102),(0.0080,-0.02,0.102),(0.0080,-0.024,0.108),(0.024,-0.024,0.108),(0.016,-0.024,0.108),(0.016,-0.02,0.102),(0.023,-0.016,0.094),(0.0080,-0.016,0.094),(0.015,-0.016,0.094),(0.0070,-0.0090,0.077),(0.0070,-0.013,0.085),(0.022,-0.013,0.085),(0.015,-0.013,0.085),(0.014,-0.0090,0.077),(0.048,-0.02,0.102),(0.032,-0.02,0.102),(0.033,-0.024,0.108),(0.049,-0.024,0.108),(0.041,-0.024,0.108),(0.04,-0.02,0.102),(0.046,-0.016,0.094),(0.031,-0.016,0.094),(0.038,-0.016,0.094),(0.028,-0.0090,0.077),(0.029,-0.013,0.085),(0.044,-0.013,0.085),(0.037,-0.013,0.085),(0.035,-0.0090,0.077)]))), Shape( geometry=IndexedFaceSet(DEF='rightnurbsCube1_0Geo',convex=False,coordIndex=[127,2,128,-1,69,5,70,-1,36,6,37,-1,23,9,24,-1,16,10,18,-1,14,13,15,-1,0,12,14,-1,17,8,16,-1,12,17,18,-1,14,18,19,-1,21,22,20,-1,11,13,22,-1,10,23,19,-1,13,19,24,-1,22,24,25,-1,30,26,32,-1,29,28,16,-1,8,27,29,-1,31,4,30,-1,27,31,32,-1,29,32,33,-1,23,35,34,-1,10,28,35,-1,26,36,33,-1,28,33,37,-1,35,37,38,-1,56,55,39,-1,45,41,46,-1,43,44,42,-1,7,20,44,-1,25,9,45,-1,20,25,46,-1,44,46,47,-1,47,41,49,-1,40,42,50,-1,42,47,51,-1,53,54,52,-1,48,50,54,-1,51,49,55,-1,50,51,56,-1,54,56,57,-1,61,58,62,-1,45,60,59,-1,9,34,60,-1,6,61,38,-1,34,38,62,-1,60,62,63,-1,58,64,63,-1,41,59,65,-1,59,63,66,-1,55,68,67,-1,49,65,68,-1,64,69,66,-1,65,66,70,-1,68,70,71,-1,98,72,99,-1,85,74,86,-1,79,75,81,-1,78,77,30,-1,4,76,78,-1,80,73,79,-1,76,80,81,-1,78,81,82,-1,36,84,83,-1,26,77,84,-1,75,85,82,-1,77,82,86,-1,84,86,87,-1,92,88,94,-1,91,90,79,-1,73,89,91,-1,93,1,92,-1,89,93,94,-1,91,94,95,-1,85,97,96,-1,75,90,97,-1,88,98,95,-1,90,95,99,-1,97,99,100,-1,114,113,101,-1,105,102,106,-1,61,104,103,-1,6,83,104,-1,87,74,105,-1,83,87,106,-1,104,106,107,-1,107,102,108,-1,58,103,109,-1,103,107,110,-1,69,112,111,-1,64,109,112,-1,110,108,113,-1,109,110,114,-1,112,114,115,-1,119,116,120,-1,105,118,117,-1,74,96,118,-1,72,119,100,-1,96,100,120,-1,118,120,121,-1,116,122,121,-1,102,117,123,-1,117,121,124,-1,113,126,125,-1,108,123,126,-1,122,127,124,-1,123,124,128,-1,126,128,129,-1,2,129,128,-1,5,71,70,-1,6,38,37,-1,9,25,24,-1,10,19,18,-1,13,11,15,-1,14,15,0,-1,16,18,17,-1,18,14,12,-1,19,13,14,-1,20,7,21,-1,22,21,11,-1,23,24,19,-1,24,22,13,-1,25,20,22,-1,26,33,32,-1,28,10,16,-1,29,16,8,-1,30,32,31,-1,32,29,27,-1,33,28,29,-1,34,9,23,-1,35,23,10,-1,36,37,33,-1,37,35,28,-1,38,34,35,-1,39,57,56,-1,41,47,46,-1,42,40,43,-1,44,43,7,-1,45,46,25,-1,46,44,20,-1,47,42,44,-1,49,51,47,-1,50,48,40,-1,51,50,42,-1,52,3,53,-1,54,53,48,-1,55,56,51,-1,56,54,50,-1,57,52,54,-1,58,63,62,-1,59,41,45,-1,60,45,9,-1,61,62,38,-1,62,60,34,-1,63,59,60,-1,64,66,63,-1,65,49,41,-1,66,65,59,-1,67,39,55,-1,68,55,49,-1,69,70,66,-1,70,68,65,-1,71,67,68,-1,72,100,99,-1,74,87,86,-1,75,82,81,-1,77,26,30,-1,78,30,4,-1,79,81,80,-1,81,78,76,-1,82,77,78,-1,83,6,36,-1,84,36,26,-1,85,86,82,-1,86,84,77,-1,87,83,84,-1,88,95,94,-1,90,75,79,-1,91,79,73,-1,92,94,93,-1,94,91,89,-1,95,90,91,-1,96,74,85,-1,97,85,75,-1,98,99,95,-1,99,97,90,-1,100,96,97,-1,101,115,114,-1,102,107,106,-1,103,58,61,-1,104,61,6,-1,105,106,87,-1,106,104,83,-1,107,103,104,-1,108,110,107,-1,109,64,58,-1,110,109,103,-1,111,5,69,-1,112,69,64,-1,113,114,110,-1,114,112,109,-1,115,111,112,-1,116,121,120,-1,117,102,105,-1,118,105,74,-1,119,120,100,-1,120,118,96,-1,121,117,118,-1,122,124,121,-1,123,108,102,-1,124,123,117,-1,125,101,113,-1,126,113,108,-1,127,128,124,-1,128,126,123,-1,129,125,126,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='rightnurbsCube1GeoPoints',point=[(-0.05,-0.055,-0.105),(-0.021,0.031,-0.1),(0.024,0.031,-0.1),(0.05,-0.055,-0.105),(-0.029,-0.0010,-0.167),(0.026,-0.0010,-0.167),(-0.0030,-0.0010,-0.167),(-0.0060,-0.055,-0.105),(-0.039,-0.027,-0.141),(-0.0040,-0.027,-0.141),(-0.022,-0.027,-0.141),(-0.028,-0.055,-0.105),(-0.046,-0.045,-0.117),(-0.026,-0.045,-0.117),(-0.036,-0.045,-0.117),(-0.039,-0.055,-0.105),(-0.03,-0.027,-0.141),(-0.043,-0.036,-0.129),(-0.033,-0.036,-0.129),(-0.024,-0.036,-0.129),(-0.0050,-0.045,-0.117),(-0.017,-0.055,-0.105),(-0.015,-0.045,-0.117),(-0.013,-0.027,-0.141),(-0.014,-0.036,-0.129),(-0.0050,-0.036,-0.129),(-0.016,-0.0010,-0.167),(-0.035,-0.018,-0.154),(-0.019,-0.018,-0.154),(-0.027,-0.018,-0.154),(-0.022,-0.0010,-0.167),(-0.032,-0.0090,-0.164),(-0.025,-0.0090,-0.164),(-0.017,-0.0090,-0.164),(-0.0040,-0.018,-0.154),(-0.012,-0.018,-0.154),(-0.01,-0.0010,-0.167),(-0.01,-0.0090,-0.164),(-0.0040,-0.0090,-0.164),(0.037,-0.027,-0.141),(0.017,-0.055,-0.105),(0.012,-0.027,-0.141),(0.015,-0.045,-0.117),(0.0060,-0.055,-0.105),(0.0050,-0.045,-0.117),(0.0040,-0.027,-0.141),(0.0050,-0.036,-0.129),(0.014,-0.036,-0.129),(0.028,-0.055,-0.105),(0.021,-0.027,-0.141),(0.025,-0.045,-0.117),(0.023,-0.036,-0.129),(0.046,-0.045,-0.117),(0.039,-0.055,-0.105),(0.036,-0.045,-0.117),(0.029,-0.027,-0.141),(0.032,-0.036,-0.129),(0.042,-0.036,-0.129),(0.0090,-0.0010,-0.167),(0.011,-0.018,-0.154),(0.0040,-0.018,-0.154),(0.0030,-0.0010,-0.167),(0.0030,-0.0090,-0.164),(0.01,-0.0090,-0.164),(0.015,-0.0010,-0.167),(0.018,-0.018,-0.154),(0.016,-0.0090,-0.164),(0.033,-0.018,-0.154),(0.026,-0.018,-0.154),(0.02,-0.0010,-0.167),(0.023,-0.0090,-0.164),(0.029,-0.0090,-0.164),(-0.0020,0.031,-0.1),(-0.024,0.016,-0.139),(-0.0030,0.016,-0.139),(-0.014,0.016,-0.139),(-0.027,0.0050,-0.163),(-0.015,0.0050,-0.163),(-0.021,0.0050,-0.163),(-0.019,0.016,-0.139),(-0.025,0.011,-0.152),(-0.02,0.011,-0.152),(-0.014,0.011,-0.152),(-0.0030,0.0050,-0.163),(-0.0090,0.0050,-0.163),(-0.0080,0.016,-0.139),(-0.0080,0.011,-0.152),(-0.0030,0.011,-0.152),(-0.012,0.031,-0.1),(-0.023,0.021,-0.125),(-0.013,0.021,-0.125),(-0.018,0.021,-0.125),(-0.016,0.031,-0.1),(-0.022,0.026,-0.113),(-0.017,0.026,-0.113),(-0.012,0.026,-0.113),(-0.0030,0.021,-0.125),(-0.0080,0.021,-0.125),(-0.0070,0.031,-0.1),(-0.0070,0.026,-0.113),(-0.0020,0.026,-0.113),(0.024,0.016,-0.139),(0.0080,0.016,-0.139),(0.0080,0.0050,-0.163),(0.0030,0.0050,-0.163),(0.0030,0.016,-0.139),(0.0030,0.011,-0.152),(0.0080,0.011,-0.152),(0.013,0.016,-0.139),(0.014,0.0050,-0.163),(0.014,0.011,-0.152),(0.025,0.0050,-0.163),(0.019,0.0050,-0.163),(0.019,0.016,-0.139),(0.019,0.011,-0.152),(0.024,0.011,-0.152),(0.0080,0.031,-0.1),(0.0080,0.021,-0.125),(0.0030,0.021,-0.125),(0.0030,0.031,-0.1),(0.0030,0.026,-0.113),(0.0080,0.026,-0.113),(0.013,0.031,-0.1),(0.013,0.021,-0.125),(0.013,0.026,-0.113),(0.024,0.021,-0.125),(0.019,0.021,-0.125),(0.018,0.031,-0.1),(0.019,0.026,-0.113),(0.024,0.026,-0.113)]))), Shape( geometry=IndexedFaceSet(DEF='frontnurbsCube1_0Geo',convex=False,coordIndex=[127,2,128,-1,69,5,70,-1,36,6,37,-1,23,9,24,-1,16,10,18,-1,14,13,15,-1,0,12,14,-1,17,8,16,-1,12,17,18,-1,14,18,19,-1,21,22,20,-1,11,13,22,-1,10,23,19,-1,13,19,24,-1,22,24,25,-1,30,26,32,-1,29,28,16,-1,8,27,29,-1,31,4,30,-1,27,31,32,-1,29,32,33,-1,23,35,34,-1,10,28,35,-1,26,36,33,-1,28,33,37,-1,35,37,38,-1,56,55,39,-1,45,41,46,-1,43,44,42,-1,7,20,44,-1,25,9,45,-1,20,25,46,-1,44,46,47,-1,47,41,49,-1,40,42,50,-1,42,47,51,-1,53,54,52,-1,48,50,54,-1,51,49,55,-1,50,51,56,-1,54,56,57,-1,61,58,62,-1,45,60,59,-1,9,34,60,-1,6,61,38,-1,34,38,62,-1,60,62,63,-1,58,64,63,-1,41,59,65,-1,59,63,66,-1,55,68,67,-1,49,65,68,-1,64,69,66,-1,65,66,70,-1,68,70,71,-1,98,72,99,-1,85,74,86,-1,79,75,81,-1,78,77,30,-1,4,76,78,-1,80,73,79,-1,76,80,81,-1,78,81,82,-1,36,84,83,-1,26,77,84,-1,75,85,82,-1,77,82,86,-1,84,86,87,-1,92,88,94,-1,91,90,79,-1,73,89,91,-1,93,1,92,-1,89,93,94,-1,91,94,95,-1,85,97,96,-1,75,90,97,-1,88,98,95,-1,90,95,99,-1,97,99,100,-1,114,113,101,-1,105,102,106,-1,61,104,103,-1,6,83,104,-1,87,74,105,-1,83,87,106,-1,104,106,107,-1,107,102,108,-1,58,103,109,-1,103,107,110,-1,69,112,111,-1,64,109,112,-1,110,108,113,-1,109,110,114,-1,112,114,115,-1,119,116,120,-1,105,118,117,-1,74,96,118,-1,72,119,100,-1,96,100,120,-1,118,120,121,-1,116,122,121,-1,102,117,123,-1,117,121,124,-1,113,126,125,-1,108,123,126,-1,122,127,124,-1,123,124,128,-1,126,128,129,-1,2,129,128,-1,5,71,70,-1,6,38,37,-1,9,25,24,-1,10,19,18,-1,13,11,15,-1,14,15,0,-1,16,18,17,-1,18,14,12,-1,19,13,14,-1,20,7,21,-1,22,21,11,-1,23,24,19,-1,24,22,13,-1,25,20,22,-1,26,33,32,-1,28,10,16,-1,29,16,8,-1,30,32,31,-1,32,29,27,-1,33,28,29,-1,34,9,23,-1,35,23,10,-1,36,37,33,-1,37,35,28,-1,38,34,35,-1,39,57,56,-1,41,47,46,-1,42,40,43,-1,44,43,7,-1,45,46,25,-1,46,44,20,-1,47,42,44,-1,49,51,47,-1,50,48,40,-1,51,50,42,-1,52,3,53,-1,54,53,48,-1,55,56,51,-1,56,54,50,-1,57,52,54,-1,58,63,62,-1,59,41,45,-1,60,45,9,-1,61,62,38,-1,62,60,34,-1,63,59,60,-1,64,66,63,-1,65,49,41,-1,66,65,59,-1,67,39,55,-1,68,55,49,-1,69,70,66,-1,70,68,65,-1,71,67,68,-1,72,100,99,-1,74,87,86,-1,75,82,81,-1,77,26,30,-1,78,30,4,-1,79,81,80,-1,81,78,76,-1,82,77,78,-1,83,6,36,-1,84,36,26,-1,85,86,82,-1,86,84,77,-1,87,83,84,-1,88,95,94,-1,90,75,79,-1,91,79,73,-1,92,94,93,-1,94,91,89,-1,95,90,91,-1,96,74,85,-1,97,85,75,-1,98,99,95,-1,99,97,90,-1,100,96,97,-1,101,115,114,-1,102,107,106,-1,103,58,61,-1,104,61,6,-1,105,106,87,-1,106,104,83,-1,107,103,104,-1,108,110,107,-1,109,64,58,-1,110,109,103,-1,111,5,69,-1,112,69,64,-1,113,114,110,-1,114,112,109,-1,115,111,112,-1,116,121,120,-1,117,102,105,-1,118,105,74,-1,119,120,100,-1,120,118,96,-1,121,117,118,-1,122,124,121,-1,123,108,102,-1,124,123,117,-1,125,101,113,-1,126,113,108,-1,127,128,124,-1,128,126,123,-1,129,125,126,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='frontnurbsCube1GeoPoints',point=[(0.05,-0.055,0.113),(0.05,-0.055,-0.105),(0.024,0.031,-0.1),(0.043,-0.0090,0.077),(0.057,-0.055,0.0),(0.025,0.027,-0.0010),(0.049,-0.022,-0.0030),(0.05,-0.029,0.112),(0.054,-0.055,0.057),(0.05,-0.026,0.057),(0.053,-0.04,0.057),(0.05,-0.042,0.114),(0.051,-0.055,0.095),(0.051,-0.041,0.095),(0.051,-0.048,0.095),(0.05,-0.048,0.114),(0.053,-0.048,0.057),(0.053,-0.055,0.076),(0.052,-0.048,0.076),(0.052,-0.041,0.076),(0.05,-0.028,0.094),(0.05,-0.035,0.114),(0.051,-0.035,0.095),(0.052,-0.033,0.057),(0.051,-0.034,0.076),(0.05,-0.027,0.075),(0.054,-0.039,-0.0010),(0.055,-0.055,0.038),(0.053,-0.04,0.038),(0.054,-0.047,0.038),(0.055,-0.047,-0.0),(0.056,-0.055,0.019),(0.055,-0.047,0.019),(0.054,-0.039,0.019),(0.05,-0.025,0.038),(0.052,-0.033,0.039),(0.052,-0.031,-0.0020),(0.052,-0.032,0.019),(0.05,-0.024,0.019),(0.033,0.01,0.039),(0.048,-0.02,0.102),(0.045,-0.012,0.051),(0.047,-0.017,0.085),(0.049,-0.024,0.108),(0.049,-0.022,0.09),(0.048,-0.019,0.055),(0.048,-0.021,0.072),(0.046,-0.014,0.068),(0.046,-0.016,0.094),(0.041,-0.0040,0.047),(0.044,-0.012,0.078),(0.043,-0.0080,0.063),(0.039,-0.0030,0.064),(0.044,-0.013,0.085),(0.042,-0.0080,0.071),(0.037,0.0030,0.043),(0.039,-0.0030,0.057),(0.036,0.0030,0.051),(0.041,-0.0030,-0.0030),(0.044,-0.0090,0.035),(0.048,-0.017,0.037),(0.045,-0.013,-0.0030),(0.047,-0.015,0.018),(0.043,-0.0060,0.017),(0.036,0.0060,-0.0020),(0.039,-0.0,0.032),(0.038,0.0030,0.016),(0.03,0.016,0.026),(0.034,0.0080,0.029),(0.03,0.017,-0.0020),(0.032,0.013,0.014),(0.027,0.022,0.013),(0.028,-0.0070,-0.163),(0.054,-0.055,-0.053),(0.04,-0.015,-0.081),(0.047,-0.034,-0.07),(0.056,-0.055,-0.018),(0.052,-0.037,-0.023),(0.054,-0.046,-0.02),(0.05,-0.045,-0.061),(0.055,-0.055,-0.035),(0.052,-0.045,-0.04),(0.05,-0.036,-0.046),(0.047,-0.02,-0.027),(0.05,-0.029,-0.026),(0.043,-0.024,-0.077),(0.047,-0.027,-0.051),(0.043,-0.017,-0.054),(0.038,-0.03,-0.14),(0.053,-0.055,-0.07),(0.044,-0.033,-0.093),(0.048,-0.044,-0.081),(0.044,-0.042,-0.121),(0.051,-0.055,-0.088),(0.046,-0.043,-0.101),(0.041,-0.031,-0.117),(0.036,-0.012,-0.109),(0.04,-0.022,-0.103),(0.033,-0.018,-0.155),(0.036,-0.02,-0.129),(0.032,-0.0090,-0.136),(0.024,0.03,-0.05),(0.033,0.0040,-0.076),(0.039,-0.0010,-0.026),(0.043,-0.011,-0.027),(0.036,-0.0050,-0.081),(0.04,-0.0080,-0.054),(0.036,0.0010,-0.051),(0.03,0.013,-0.068),(0.034,0.0090,-0.023),(0.032,0.011,-0.045),(0.024,0.029,-0.017),(0.029,0.019,-0.02),(0.027,0.021,-0.058),(0.028,0.02,-0.039),(0.024,0.03,-0.033),(0.024,0.011,-0.154),(0.03,0.0060,-0.102),(0.033,-0.0030,-0.108),(0.026,0.0030,-0.163),(0.029,0.0,-0.135),(0.027,0.0090,-0.128),(0.024,0.018,-0.137),(0.028,0.014,-0.091),(0.026,0.016,-0.114),(0.024,0.03,-0.067),(0.026,0.022,-0.078),(0.024,0.024,-0.117),(0.025,0.023,-0.098),(0.024,0.031,-0.083)]))), Shape( geometry=IndexedFaceSet(DEF='backnurbsCube1_0Geo',convex=False,coordIndex=[127,2,128,-1,69,5,70,-1,36,6,37,-1,23,9,24,-1,16,10,18,-1,14,13,15,-1,0,12,14,-1,17,8,16,-1,12,17,18,-1,14,18,19,-1,21,22,20,-1,11,13,22,-1,10,23,19,-1,13,19,24,-1,22,24,25,-1,30,26,32,-1,29,28,16,-1,8,27,29,-1,31,4,30,-1,27,31,32,-1,29,32,33,-1,23,35,34,-1,10,28,35,-1,26,36,33,-1,28,33,37,-1,35,37,38,-1,56,55,39,-1,45,41,46,-1,43,44,42,-1,7,20,44,-1,25,9,45,-1,20,25,46,-1,44,46,47,-1,47,41,49,-1,40,42,50,-1,42,47,51,-1,53,54,52,-1,48,50,54,-1,51,49,55,-1,50,51,56,-1,54,56,57,-1,61,58,62,-1,45,60,59,-1,9,34,60,-1,6,61,38,-1,34,38,62,-1,60,62,63,-1,58,64,63,-1,41,59,65,-1,59,63,66,-1,55,68,67,-1,49,65,68,-1,64,69,66,-1,65,66,70,-1,68,70,71,-1,98,72,99,-1,85,74,86,-1,79,75,81,-1,78,77,30,-1,4,76,78,-1,80,73,79,-1,76,80,81,-1,78,81,82,-1,36,84,83,-1,26,77,84,-1,75,85,82,-1,77,82,86,-1,84,86,87,-1,92,88,94,-1,91,90,79,-1,73,89,91,-1,93,1,92,-1,89,93,94,-1,91,94,95,-1,85,97,96,-1,75,90,97,-1,88,98,95,-1,90,95,99,-1,97,99,100,-1,114,113,101,-1,105,102,106,-1,61,104,103,-1,6,83,104,-1,87,74,105,-1,83,87,106,-1,104,106,107,-1,107,102,108,-1,58,103,109,-1,103,107,110,-1,69,112,111,-1,64,109,112,-1,110,108,113,-1,109,110,114,-1,112,114,115,-1,119,116,120,-1,105,118,117,-1,74,96,118,-1,72,119,100,-1,96,100,120,-1,118,120,121,-1,116,122,121,-1,102,117,123,-1,117,121,124,-1,113,126,125,-1,108,123,126,-1,122,127,124,-1,123,124,128,-1,126,128,129,-1,2,129,128,-1,5,71,70,-1,6,38,37,-1,9,25,24,-1,10,19,18,-1,13,11,15,-1,14,15,0,-1,16,18,17,-1,18,14,12,-1,19,13,14,-1,20,7,21,-1,22,21,11,-1,23,24,19,-1,24,22,13,-1,25,20,22,-1,26,33,32,-1,28,10,16,-1,29,16,8,-1,30,32,31,-1,32,29,27,-1,33,28,29,-1,34,9,23,-1,35,23,10,-1,36,37,33,-1,37,35,28,-1,38,34,35,-1,39,57,56,-1,41,47,46,-1,42,40,43,-1,44,43,7,-1,45,46,25,-1,46,44,20,-1,47,42,44,-1,49,51,47,-1,50,48,40,-1,51,50,42,-1,52,3,53,-1,54,53,48,-1,55,56,51,-1,56,54,50,-1,57,52,54,-1,58,63,62,-1,59,41,45,-1,60,45,9,-1,61,62,38,-1,62,60,34,-1,63,59,60,-1,64,66,63,-1,65,49,41,-1,66,65,59,-1,67,39,55,-1,68,55,49,-1,69,70,66,-1,70,68,65,-1,71,67,68,-1,72,100,99,-1,74,87,86,-1,75,82,81,-1,77,26,30,-1,78,30,4,-1,79,81,80,-1,81,78,76,-1,82,77,78,-1,83,6,36,-1,84,36,26,-1,85,86,82,-1,86,84,77,-1,87,83,84,-1,88,95,94,-1,90,75,79,-1,91,79,73,-1,92,94,93,-1,94,91,89,-1,95,90,91,-1,96,74,85,-1,97,85,75,-1,98,99,95,-1,99,97,90,-1,100,96,97,-1,101,115,114,-1,102,107,106,-1,103,58,61,-1,104,61,6,-1,105,106,87,-1,106,104,83,-1,107,103,104,-1,108,110,107,-1,109,64,58,-1,110,109,103,-1,111,5,69,-1,112,69,64,-1,113,114,110,-1,114,112,109,-1,115,111,112,-1,116,121,120,-1,117,102,105,-1,118,105,74,-1,119,120,100,-1,120,118,96,-1,121,117,118,-1,122,124,121,-1,123,108,102,-1,124,123,117,-1,125,101,113,-1,126,113,108,-1,127,128,124,-1,128,126,123,-1,129,125,126,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='backnurbsCube1GeoPoints',point=[(-0.05,-0.055,0.113),(-0.042,-0.0090,0.077),(-0.021,0.031,-0.1),(-0.05,-0.055,-0.105),(-0.05,-0.027,0.111),(-0.029,-0.0010,-0.167),(-0.048,-0.019,0.011),(-0.054,-0.055,0.013),(-0.05,-0.04,0.114),(-0.052,-0.037,0.012),(-0.052,-0.039,0.064),(-0.053,-0.055,0.063),(-0.05,-0.05,0.113),(-0.052,-0.05,0.063),(-0.051,-0.05,0.088),(-0.051,-0.055,0.088),(-0.051,-0.04,0.089),(-0.05,-0.045,0.114),(-0.051,-0.045,0.088),(-0.052,-0.044,0.063),(-0.053,-0.049,0.013),(-0.054,-0.055,0.038),(-0.053,-0.049,0.038),(-0.052,-0.038,0.039),(-0.053,-0.044,0.038),(-0.053,-0.043,0.012),(-0.05,-0.023,0.063),(-0.05,-0.035,0.114),(-0.051,-0.034,0.064),(-0.051,-0.034,0.089),(-0.049,-0.025,0.087),(-0.05,-0.031,0.113),(-0.05,-0.029,0.088),(-0.051,-0.028,0.064),(-0.051,-0.031,0.011),(-0.052,-0.033,0.039),(-0.049,-0.021,0.038),(-0.051,-0.027,0.039),(-0.05,-0.025,0.011),(-0.039,-0.027,-0.141),(-0.054,-0.055,-0.035),(-0.048,-0.034,-0.046),(-0.052,-0.048,-0.039),(-0.054,-0.055,-0.011),(-0.053,-0.048,-0.013),(-0.051,-0.036,-0.017),(-0.052,-0.042,-0.015),(-0.05,-0.041,-0.043),(-0.053,-0.055,-0.059),(-0.045,-0.032,-0.078),(-0.05,-0.047,-0.065),(-0.048,-0.039,-0.071),(-0.046,-0.045,-0.117),(-0.051,-0.055,-0.082),(-0.048,-0.046,-0.091),(-0.042,-0.029,-0.11),(-0.045,-0.038,-0.1),(-0.043,-0.036,-0.129),(-0.042,-0.013,-0.054),(-0.047,-0.027,-0.05),(-0.05,-0.029,-0.018),(-0.046,-0.016,-0.02),(-0.048,-0.023,-0.02),(-0.045,-0.02,-0.053),(-0.038,-0.0090,-0.092),(-0.043,-0.024,-0.084),(-0.041,-0.016,-0.09),(-0.035,-0.018,-0.154),(-0.039,-0.021,-0.119),(-0.033,-0.0050,-0.13),(-0.036,-0.013,-0.127),(-0.032,-0.0090,-0.164),(-0.024,0.023,0.0080),(-0.046,-0.017,0.096),(-0.037,0.0020,0.0090),(-0.042,-0.0070,0.054),(-0.049,-0.023,0.107),(-0.047,-0.018,0.061),(-0.048,-0.02,0.084),(-0.044,-0.012,0.074),(-0.048,-0.02,0.102),(-0.046,-0.016,0.079),(-0.045,-0.013,0.058),(-0.045,-0.012,0.01),(-0.047,-0.015,0.037),(-0.039,-0.0020,0.033),(-0.043,-0.0090,0.035),(-0.041,-0.0050,0.01),(-0.032,0.0080,0.043),(-0.045,-0.015,0.089),(-0.038,-0.0020,0.05),(-0.042,-0.0090,0.07),(-0.037,-0.0010,0.06),(-0.044,-0.012,0.083),(-0.04,-0.0050,0.065),(-0.035,0.0030,0.047),(-0.033,0.0090,0.0090),(-0.035,0.0040,0.031),(-0.028,0.017,0.026),(-0.031,0.01,0.028),(-0.028,0.016,0.0080),(-0.024,0.016,-0.139),(-0.032,0.0090,-0.045),(-0.039,-0.0060,-0.053),(-0.043,-0.0090,-0.02),(-0.034,0.0060,-0.017),(-0.039,-0.0020,-0.018),(-0.036,0.0010,-0.05),(-0.029,0.011,-0.076),(-0.035,-0.0020,-0.089),(-0.032,0.0050,-0.083),(-0.027,0.0050,-0.163),(-0.031,0.0020,-0.126),(-0.027,0.013,-0.108),(-0.029,0.0080,-0.118),(-0.025,0.011,-0.152),(-0.021,0.03,-0.033),(-0.028,0.016,-0.041),(-0.03,0.013,-0.015),(-0.022,0.028,-0.012),(-0.026,0.02,-0.013),(-0.024,0.023,-0.037),(-0.021,0.031,-0.055),(-0.026,0.018,-0.069),(-0.024,0.024,-0.062),(-0.023,0.021,-0.125),(-0.025,0.019,-0.097),(-0.021,0.031,-0.078),(-0.023,0.025,-0.087),(-0.022,0.026,-0.113)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly1_0Geo',convex=False,coordIndex=[23,2,25,-1,13,4,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,14,15,16,-1,19,17,21,-1,4,19,16,-1,5,16,21,-1,20,21,22,-1,17,23,22,-1,18,22,25,-1,24,25,26,-1,2,26,25,-1,4,16,15,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,16,5,14,-1,17,22,21,-1,19,21,16,-1,21,20,5,-1,22,18,20,-1,23,25,22,-1,25,24,18,-1,26,3,24,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly1GeoPoints',point=[(-0.037,2.517,1.683),(0.025,2.517,1.683),(0.021,2.541,1.543),(-0.019,2.541,1.543),(0.021,2.539,1.614),(-0.019,2.539,1.614),(0.022,2.53,1.649),(-0.026,2.53,1.649),(0.024,2.524,1.666),(-0.032,2.524,1.666),(-0.0010,2.517,1.683),(-0.0010,2.524,1.666),(-0.0010,2.53,1.649),(0.021,2.536,1.632),(-0.022,2.536,1.632),(-0.0,2.536,1.632),(-0.0,2.539,1.614),(0.02,2.541,1.579),(-0.018,2.541,1.579),(0.02,2.541,1.597),(-0.018,2.541,1.597),(-0.0,2.541,1.597),(-0.0,2.541,1.579),(0.021,2.541,1.561),(-0.019,2.541,1.561),(-0.0,2.541,1.561),(-0.0,2.541,1.543)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly2_0Geo',convex=False,coordIndex=[29,2,30,-1,15,5,16,-1,10,4,6,-1,0,8,9,-1,8,10,11,-1,13,14,12,-1,7,9,14,-1,6,15,11,-1,9,11,16,-1,14,16,17,-1,23,19,24,-1,21,18,20,-1,4,21,22,-1,20,23,22,-1,6,22,24,-1,15,24,25,-1,27,1,26,-1,18,27,28,-1,26,29,28,-1,20,28,30,-1,23,30,31,-1,2,31,30,-1,5,17,16,-1,6,11,10,-1,9,7,0,-1,11,9,8,-1,12,3,13,-1,14,13,7,-1,15,16,11,-1,16,14,9,-1,17,12,14,-1,19,25,24,-1,20,22,21,-1,22,6,4,-1,23,24,22,-1,24,15,6,-1,25,5,15,-1,26,28,27,-1,28,20,18,-1,29,30,28,-1,30,23,20,-1,31,19,23,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly2GeoPoints',point=[(-0.044,2.49,1.711),(-0.044,2.49,1.538),(0.043,2.49,1.538),(0.043,2.49,1.711),(-0.048,2.49,1.637),(0.049,2.49,1.637),(-0.016,2.49,1.637),(-0.014,2.49,1.711),(-0.045,2.49,1.687),(-0.015,2.49,1.687),(-0.046,2.49,1.662),(-0.015,2.49,1.662),(0.045,2.49,1.687),(0.015,2.49,1.711),(0.015,2.49,1.687),(0.017,2.49,1.637),(0.016,2.49,1.662),(0.047,2.49,1.662),(-0.047,2.491,1.588),(0.048,2.491,1.588),(-0.015,2.491,1.588),(-0.048,2.49,1.613),(-0.016,2.49,1.613),(0.016,2.491,1.588),(0.017,2.49,1.613),(0.049,2.49,1.613),(-0.014,2.49,1.538),(-0.045,2.49,1.563),(-0.015,2.49,1.563),(0.015,2.49,1.538),(0.015,2.49,1.563),(0.046,2.49,1.563)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly3_0Geo',convex=False,coordIndex=[2,139,132,-1,57,5,65,-1,46,6,47,-1,20,9,21,-1,12,8,10,-1,0,12,13,-1,18,16,14,-1,17,13,16,-1,11,17,18,-1,15,18,19,-1,10,20,22,-1,13,22,21,-1,16,21,23,-1,34,25,35,-1,27,24,26,-1,8,27,28,-1,32,30,29,-1,31,28,30,-1,10,31,32,-1,20,32,33,-1,26,34,36,-1,28,36,35,-1,30,35,37,-1,39,4,38,-1,24,39,40,-1,44,42,41,-1,43,40,42,-1,26,43,44,-1,34,44,45,-1,38,46,48,-1,40,48,47,-1,42,47,49,-1,3,51,56,-1,55,54,52,-1,9,54,55,-1,53,7,19,-1,53,55,56,-1,62,57,63,-1,60,59,58,-1,25,59,60,-1,54,9,33,-1,54,60,61,-1,6,62,63,-1,59,25,45,-1,59,63,64,-1,50,52,61,-1,67,103,96,-1,91,68,92,-1,79,70,80,-1,69,71,81,-1,4,72,73,-1,77,75,74,-1,76,73,75,-1,38,76,77,-1,46,77,78,-1,71,79,81,-1,73,81,80,-1,75,80,82,-1,66,83,93,-1,84,85,88,-1,89,87,86,-1,88,85,87,-1,71,88,89,-1,79,89,90,-1,83,91,93,-1,85,93,92,-1,87,92,94,-1,100,95,101,-1,98,97,96,-1,82,70,97,-1,62,6,78,-1,62,98,99,-1,100,101,86,-1,101,97,70,-1,97,101,102,-1,5,57,99,-1,127,104,128,-1,115,106,116,-1,105,107,117,-1,108,109,112,-1,113,111,110,-1,112,109,111,-1,83,112,113,-1,91,113,114,-1,107,115,117,-1,109,117,116,-1,111,116,118,-1,1,119,129,-1,120,121,124,-1,125,123,122,-1,124,121,123,-1,107,124,125,-1,115,125,126,-1,119,127,129,-1,121,129,128,-1,123,128,130,-1,136,131,137,-1,134,133,132,-1,118,106,133,-1,114,110,134,-1,100,134,135,-1,136,137,122,-1,137,133,106,-1,133,137,138,-1,139,67,95,-1,138,131,2,-1,2,132,138,-1,65,58,64,-1,64,57,65,-1,6,49,47,-1,9,23,21,-1,22,13,12,-1,12,10,22,-1,17,11,0,-1,0,13,17,-1,14,19,18,-1,16,18,17,-1,18,15,11,-1,19,7,15,-1,20,21,22,-1,21,16,13,-1,23,14,16,-1,25,37,35,-1,36,28,27,-1,27,26,36,-1,31,10,8,-1,8,28,31,-1,29,33,32,-1,30,32,31,-1,32,20,10,-1,33,9,20,-1,34,35,36,-1,35,30,28,-1,37,29,30,-1,48,40,39,-1,39,38,48,-1,43,26,24,-1,24,40,43,-1,41,45,44,-1,42,44,43,-1,44,34,26,-1,45,25,34,-1,46,47,48,-1,47,42,40,-1,49,41,42,-1,52,50,3,-1,56,52,3,-1,52,56,55,-1,55,14,23,-1,23,9,55,-1,14,55,53,-1,19,14,53,-1,56,51,53,-1,57,64,63,-1,58,61,60,-1,60,29,37,-1,37,25,60,-1,29,60,54,-1,33,29,54,-1,61,52,54,-1,63,41,49,-1,49,6,63,-1,41,63,59,-1,45,41,59,-1,64,58,59,-1,58,65,50,-1,61,58,50,-1,102,95,67,-1,67,96,102,-1,68,94,92,-1,70,82,80,-1,73,72,69,-1,81,73,69,-1,76,38,4,-1,4,73,76,-1,74,78,77,-1,75,77,76,-1,77,46,38,-1,78,6,46,-1,79,80,81,-1,80,75,73,-1,82,74,75,-1,85,84,66,-1,93,85,66,-1,71,69,84,-1,88,71,84,-1,86,90,89,-1,87,89,88,-1,89,79,71,-1,90,70,79,-1,91,92,93,-1,92,87,85,-1,94,86,87,-1,95,102,101,-1,96,99,98,-1,97,98,74,-1,97,74,82,-1,74,98,62,-1,78,74,62,-1,99,57,62,-1,94,68,100,-1,100,86,94,-1,90,86,101,-1,101,70,90,-1,102,96,97,-1,96,103,5,-1,99,96,5,-1,104,130,128,-1,106,118,116,-1,109,108,105,-1,117,109,105,-1,83,66,108,-1,112,83,108,-1,110,114,113,-1,111,113,112,-1,113,91,83,-1,114,68,91,-1,115,116,117,-1,116,111,109,-1,118,110,111,-1,121,120,1,-1,129,121,1,-1,107,105,120,-1,124,107,120,-1,122,126,125,-1,123,125,124,-1,125,115,107,-1,126,106,115,-1,127,128,129,-1,128,123,121,-1,130,122,123,-1,131,138,137,-1,132,135,134,-1,133,134,110,-1,133,110,118,-1,134,100,68,-1,134,68,114,-1,135,95,100,-1,130,104,136,-1,136,122,130,-1,126,122,137,-1,137,106,126,-1,138,132,133,-1,135,132,139,-1,139,95,135,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly3GeoPoints',point=[(-0.044,2.49,1.711),(0.043,2.49,1.711),(0.037,2.517,1.683),(-0.037,2.517,1.683),(-0.0060,2.49,1.711),(-0.0050,2.517,1.683),(-0.0060,2.505,1.711),(-0.044,2.505,1.711),(-0.031,2.49,1.711),(-0.031,2.505,1.711),(-0.031,2.498,1.712),(-0.044,2.498,1.712),(-0.038,2.49,1.711),(-0.038,2.498,1.712),(-0.037,2.505,1.711),(-0.044,2.502,1.712),(-0.038,2.502,1.712),(-0.041,2.498,1.712),(-0.041,2.502,1.712),(-0.041,2.505,1.711),(-0.031,2.502,1.712),(-0.035,2.502,1.712),(-0.035,2.498,1.712),(-0.034,2.505,1.711),(-0.019,2.49,1.711),(-0.019,2.505,1.711),(-0.019,2.498,1.712),(-0.025,2.49,1.711),(-0.025,2.498,1.712),(-0.025,2.505,1.711),(-0.025,2.502,1.712),(-0.028,2.498,1.712),(-0.028,2.502,1.712),(-0.028,2.505,1.711),(-0.019,2.502,1.712),(-0.022,2.502,1.712),(-0.022,2.498,1.712),(-0.022,2.505,1.711),(-0.0060,2.498,1.712),(-0.013,2.49,1.711),(-0.013,2.498,1.712),(-0.013,2.505,1.711),(-0.013,2.502,1.712),(-0.016,2.498,1.712),(-0.016,2.502,1.712),(-0.016,2.505,1.711),(-0.0060,2.502,1.712),(-0.01,2.502,1.712),(-0.01,2.498,1.712),(-0.0090,2.505,1.711),(-0.027,2.517,1.683),(-0.041,2.513,1.697),(-0.029,2.513,1.697),(-0.042,2.509,1.706),(-0.03,2.509,1.706),(-0.036,2.509,1.706),(-0.035,2.513,1.697),(-0.0060,2.513,1.697),(-0.017,2.513,1.697),(-0.018,2.509,1.706),(-0.024,2.509,1.706),(-0.023,2.513,1.697),(-0.0060,2.509,1.706),(-0.012,2.509,1.706),(-0.012,2.513,1.697),(-0.016,2.517,1.683),(0.019,2.49,1.711),(0.016,2.517,1.683),(0.018,2.505,1.711),(0.0060,2.49,1.711),(0.0060,2.505,1.711),(0.0060,2.498,1.712),(-0.0,2.49,1.711),(-0.0,2.498,1.712),(-0.0,2.505,1.711),(-0.0,2.502,1.712),(-0.0030,2.498,1.712),(-0.0030,2.502,1.712),(-0.0030,2.505,1.711),(0.0060,2.502,1.712),(0.0030,2.502,1.712),(0.0030,2.498,1.712),(0.0030,2.505,1.711),(0.019,2.498,1.712),(0.012,2.49,1.711),(0.012,2.498,1.712),(0.012,2.505,1.711),(0.012,2.502,1.712),(0.0090,2.498,1.712),(0.0090,2.502,1.712),(0.0090,2.505,1.711),(0.019,2.502,1.712),(0.015,2.502,1.712),(0.015,2.498,1.712),(0.015,2.505,1.711),(0.017,2.513,1.697),(0.0060,2.513,1.697),(0.0060,2.509,1.706),(-0.0,2.509,1.706),(-0.0,2.513,1.697),(0.018,2.509,1.706),(0.012,2.509,1.706),(0.011,2.513,1.697),(0.0050,2.517,1.683),(0.043,2.505,1.711),(0.031,2.49,1.711),(0.031,2.505,1.711),(0.031,2.498,1.712),(0.025,2.49,1.711),(0.025,2.498,1.712),(0.025,2.505,1.711),(0.025,2.502,1.712),(0.022,2.498,1.712),(0.022,2.502,1.712),(0.022,2.505,1.711),(0.031,2.502,1.712),(0.028,2.502,1.712),(0.028,2.498,1.712),(0.028,2.505,1.711),(0.044,2.498,1.712),(0.037,2.49,1.711),(0.037,2.498,1.712),(0.037,2.505,1.711),(0.037,2.502,1.712),(0.034,2.498,1.712),(0.034,2.502,1.712),(0.034,2.505,1.711),(0.044,2.502,1.712),(0.041,2.502,1.712),(0.041,2.498,1.712),(0.04,2.505,1.711),(0.04,2.513,1.697),(0.029,2.513,1.697),(0.03,2.509,1.706),(0.024,2.509,1.706),(0.023,2.513,1.697),(0.042,2.509,1.706),(0.036,2.509,1.706),(0.035,2.513,1.697),(0.026,2.517,1.683)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly4_0Geo',convex=False,coordIndex=[130,2,131,-1,115,34,33,-1,12,7,14,-1,10,6,8,-1,0,10,11,-1,8,12,11,-1,9,11,14,-1,13,14,15,-1,66,16,23,-1,20,18,8,-1,53,19,22,-1,17,21,22,-1,20,22,23,-1,95,24,29,-1,12,8,18,-1,74,28,23,-1,18,23,28,-1,27,28,29,-1,30,7,12,-1,110,31,33,-1,25,29,33,-1,32,33,34,-1,36,99,100,-1,35,37,39,-1,40,39,57,-1,38,40,42,-1,43,42,52,-1,41,43,46,-1,47,46,50,-1,49,45,47,-1,4,49,50,-1,48,50,51,-1,55,54,52,-1,51,46,54,-1,44,51,55,-1,53,55,56,-1,67,60,59,-1,42,59,60,-1,63,62,60,-1,56,52,62,-1,19,56,63,-1,61,63,64,-1,68,67,65,-1,64,60,67,-1,58,64,68,-1,66,68,69,-1,37,70,71,-1,71,86,88,-1,39,72,73,-1,75,73,81,-1,57,75,76,-1,79,78,76,-1,69,65,78,-1,16,69,79,-1,77,79,80,-1,84,83,81,-1,80,76,83,-1,74,80,84,-1,82,84,85,-1,86,94,96,-1,81,73,88,-1,92,91,89,-1,85,81,91,-1,26,85,92,-1,90,92,93,-1,97,96,94,-1,93,89,96,-1,87,93,97,-1,95,97,98,-1,99,114,116,-1,86,71,100,-1,104,103,101,-1,94,86,103,-1,107,106,104,-1,98,94,106,-1,24,98,107,-1,105,107,108,-1,112,111,109,-1,108,104,111,-1,102,108,112,-1,110,112,113,-1,114,122,124,-1,109,101,116,-1,120,119,117,-1,113,109,119,-1,31,113,120,-1,118,120,121,-1,125,124,122,-1,121,117,124,-1,115,121,125,-1,123,125,126,-1,128,1,127,-1,35,128,129,-1,127,130,129,-1,37,129,131,-1,70,131,132,-1,2,132,131,-1,123,5,34,-1,33,31,118,-1,118,115,33,-1,34,115,123,-1,7,15,14,-1,8,11,10,-1,11,9,0,-1,12,14,11,-1,14,13,9,-1,15,3,13,-1,22,19,61,-1,23,22,58,-1,23,58,66,-1,61,58,22,-1,8,6,17,-1,8,17,20,-1,21,4,48,-1,22,21,44,-1,22,44,53,-1,48,44,21,-1,22,20,17,-1,23,18,20,-1,28,26,90,-1,29,28,87,-1,29,87,95,-1,90,87,28,-1,27,25,12,-1,12,18,27,-1,82,26,28,-1,23,16,77,-1,77,74,23,-1,28,74,82,-1,28,27,18,-1,29,25,27,-1,12,25,32,-1,32,30,12,-1,29,24,105,-1,33,29,102,-1,33,102,110,-1,105,102,29,-1,33,32,25,-1,34,30,32,-1,71,70,36,-1,100,71,36,-1,40,38,35,-1,35,39,40,-1,59,42,40,-1,40,57,59,-1,43,41,38,-1,38,42,43,-1,54,46,43,-1,43,52,54,-1,47,45,41,-1,41,46,47,-1,46,51,50,-1,47,50,49,-1,50,48,4,-1,51,44,48,-1,52,56,55,-1,54,55,51,-1,55,53,44,-1,56,19,53,-1,59,57,65,-1,59,65,67,-1,62,52,42,-1,42,60,62,-1,60,64,63,-1,62,63,56,-1,63,61,19,-1,64,58,61,-1,65,69,68,-1,67,68,64,-1,68,66,58,-1,69,16,66,-1,72,39,37,-1,37,71,72,-1,73,72,71,-1,88,73,71,-1,75,57,39,-1,39,73,75,-1,83,76,75,-1,75,81,83,-1,78,65,57,-1,57,76,78,-1,76,80,79,-1,78,79,69,-1,79,77,16,-1,80,74,77,-1,81,85,84,-1,83,84,80,-1,84,82,74,-1,85,26,82,-1,89,88,86,-1,96,89,86,-1,88,89,91,-1,91,81,88,-1,89,93,92,-1,91,92,85,-1,92,90,26,-1,93,87,90,-1,94,98,97,-1,96,97,93,-1,97,95,87,-1,98,24,95,-1,101,100,99,-1,116,101,99,-1,100,101,103,-1,103,86,100,-1,101,109,111,-1,111,104,101,-1,103,104,106,-1,106,94,103,-1,104,108,107,-1,106,107,98,-1,107,105,24,-1,108,102,105,-1,109,113,112,-1,111,112,108,-1,112,110,102,-1,113,31,110,-1,117,116,114,-1,124,117,114,-1,116,117,119,-1,119,109,116,-1,117,121,120,-1,119,120,113,-1,120,118,31,-1,121,115,118,-1,122,126,125,-1,124,125,121,-1,125,123,115,-1,126,5,123,-1,127,129,128,-1,129,37,35,-1,130,131,129,-1,131,70,37,-1,132,36,70,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly4GeoPoints',point=[(-0.044,2.49,1.538),(-0.019,2.541,1.543),(0.021,2.541,1.543),(0.043,2.49,1.538),(-0.026,2.521,1.489),(0.023,2.521,1.489),(-0.035,2.505,1.513),(0.034,2.505,1.513),(-0.012,2.505,1.513),(-0.015,2.49,1.538),(-0.039,2.498,1.526),(-0.014,2.498,1.526),(0.011,2.505,1.513),(0.014,2.49,1.538),(0.012,2.498,1.526),(0.039,2.498,1.526),(-0.0090,2.521,1.489),(-0.031,2.512,1.501),(-0.011,2.512,1.501),(-0.017,2.521,1.489),(-0.021,2.512,1.501),(-0.028,2.517,1.493),(-0.019,2.517,1.493),(-0.01,2.517,1.493),(0.0070,2.521,1.489),(0.0090,2.512,1.501),(-0.0010,2.521,1.489),(-0.0010,2.512,1.501),(-0.0010,2.517,1.493),(0.0080,2.517,1.493),(0.029,2.512,1.501),(0.015,2.521,1.489),(0.019,2.512,1.501),(0.017,2.517,1.493),(0.026,2.517,1.493),(-0.021,2.533,1.514),(0.021,2.533,1.514),(-0.0070,2.533,1.514),(-0.022,2.529,1.5),(-0.0080,2.529,1.5),(-0.015,2.529,1.5),(-0.024,2.525,1.492),(-0.016,2.525,1.492),(-0.02,2.525,1.492),(-0.022,2.521,1.489),(-0.025,2.523,1.49),(-0.021,2.523,1.49),(-0.023,2.523,1.49),(-0.024,2.521,1.489),(-0.025,2.522,1.489),(-0.023,2.522,1.489),(-0.021,2.522,1.489),(-0.017,2.523,1.49),(-0.019,2.521,1.489),(-0.019,2.523,1.49),(-0.019,2.522,1.489),(-0.017,2.522,1.489),(-0.0080,2.525,1.492),(-0.013,2.521,1.489),(-0.012,2.525,1.492),(-0.013,2.523,1.49),(-0.015,2.521,1.489),(-0.015,2.523,1.49),(-0.015,2.522,1.489),(-0.013,2.522,1.489),(-0.0090,2.523,1.49),(-0.011,2.521,1.489),(-0.011,2.523,1.49),(-0.011,2.522,1.489),(-0.0090,2.522,1.489),(0.0070,2.533,1.514),(0.0070,2.529,1.5),(-0.0,2.529,1.5),(-0.0010,2.525,1.492),(-0.0050,2.521,1.489),(-0.0040,2.525,1.492),(-0.0050,2.523,1.49),(-0.0070,2.521,1.489),(-0.0070,2.523,1.49),(-0.0070,2.522,1.489),(-0.0050,2.522,1.489),(-0.0010,2.523,1.49),(-0.0030,2.521,1.489),(-0.0030,2.523,1.49),(-0.0030,2.522,1.489),(-0.0010,2.522,1.489),(0.0070,2.525,1.492),(0.0030,2.521,1.489),(0.0030,2.525,1.492),(0.0030,2.523,1.49),(0.0010,2.521,1.489),(0.0010,2.523,1.49),(0.0010,2.522,1.489),(0.0030,2.522,1.489),(0.0070,2.523,1.49),(0.0050,2.521,1.489),(0.0050,2.523,1.49),(0.0050,2.522,1.489),(0.0070,2.522,1.489),(0.021,2.529,1.5),(0.014,2.529,1.5),(0.014,2.525,1.492),(0.011,2.521,1.489),(0.011,2.525,1.492),(0.011,2.523,1.49),(0.0090,2.521,1.489),(0.0090,2.523,1.49),(0.0090,2.522,1.489),(0.011,2.522,1.489),(0.015,2.523,1.49),(0.013,2.521,1.489),(0.013,2.523,1.49),(0.013,2.522,1.489),(0.015,2.522,1.489),(0.022,2.525,1.492),(0.019,2.521,1.489),(0.018,2.525,1.492),(0.019,2.523,1.49),(0.017,2.521,1.489),(0.017,2.523,1.49),(0.017,2.522,1.489),(0.019,2.522,1.489),(0.022,2.523,1.49),(0.021,2.521,1.489),(0.02,2.523,1.49),(0.021,2.522,1.489),(0.023,2.522,1.489),(-0.0070,2.541,1.543),(-0.02,2.537,1.528),(-0.0070,2.537,1.528),(0.0060,2.541,1.543),(0.0070,2.537,1.528),(0.021,2.537,1.528)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly5_0Geo',convex=False,coordIndex=[2,138,135,-1,39,5,40,-1,20,23,22,-1,10,8,14,-1,12,6,10,-1,0,12,13,-1,18,16,19,-1,17,13,16,-1,11,17,18,-1,15,18,9,-1,8,22,14,-1,21,9,19,-1,21,23,3,-1,31,24,33,-1,27,26,29,-1,28,25,27,-1,6,28,29,-1,10,29,30,-1,32,4,31,-1,25,32,33,-1,27,33,34,-1,37,36,38,-1,30,26,37,-1,8,30,20,-1,20,37,7,-1,24,39,34,-1,26,34,40,-1,36,40,35,-1,68,43,69,-1,60,44,61,-1,55,46,50,-1,48,45,47,-1,4,48,49,-1,31,49,50,-1,42,51,62,-1,52,53,57,-1,58,56,54,-1,57,53,58,-1,47,57,58,-1,55,58,59,-1,51,61,62,-1,53,62,56,-1,56,61,63,-1,66,65,64,-1,50,46,65,-1,24,50,66,-1,39,66,67,-1,68,69,54,-1,69,65,46,-1,65,69,70,-1,119,71,120,-1,91,73,92,-1,72,74,84,-1,75,76,79,-1,81,80,78,-1,79,78,80,-1,51,80,60,-1,60,80,81,-1,74,82,93,-1,78,76,84,-1,89,87,85,-1,88,83,87,-1,78,88,89,-1,86,89,90,-1,82,91,93,-1,83,93,92,-1,87,92,94,-1,1,95,113,-1,96,97,100,-1,109,107,98,-1,99,97,113,-1,82,74,100,-1,105,103,102,-1,104,101,103,-1,82,104,105,-1,91,105,106,-1,108,99,107,-1,101,108,109,-1,103,109,110,-1,95,111,121,-1,97,99,108,-1,117,115,114,-1,116,112,115,-1,99,116,117,-1,107,117,118,-1,111,119,121,-1,112,121,120,-1,115,120,122,-1,123,129,125,-1,130,124,131,-1,128,127,125,-1,81,77,127,-1,44,81,128,-1,126,128,129,-1,94,73,130,-1,90,85,131,-1,127,131,132,-1,133,43,68,-1,139,134,140,-1,135,136,141,-1,110,98,136,-1,106,102,137,-1,130,137,138,-1,139,140,114,-1,140,136,98,-1,141,140,134,-1,142,132,124,-1,141,134,2,-1,2,135,141,-1,5,41,40,-1,7,23,20,-1,16,13,10,-1,10,14,16,-1,10,13,12,-1,17,11,0,-1,0,13,17,-1,14,19,16,-1,16,18,17,-1,18,15,11,-1,19,9,18,-1,20,22,8,-1,14,22,21,-1,19,14,21,-1,23,21,22,-1,24,34,33,-1,26,30,29,-1,27,29,28,-1,29,10,6,-1,30,8,10,-1,31,33,32,-1,33,27,25,-1,34,26,27,-1,35,38,36,-1,36,37,26,-1,37,20,30,-1,38,7,37,-1,39,40,34,-1,40,36,26,-1,41,35,40,-1,43,70,69,-1,44,63,61,-1,50,49,47,-1,50,47,55,-1,47,49,48,-1,49,31,4,-1,50,24,31,-1,53,52,42,-1,62,53,42,-1,47,45,52,-1,57,47,52,-1,54,59,58,-1,56,58,53,-1,58,55,47,-1,59,46,55,-1,60,61,51,-1,61,56,62,-1,63,54,56,-1,64,67,66,-1,65,66,50,-1,66,39,24,-1,67,5,39,-1,63,44,126,-1,54,63,68,-1,126,68,63,-1,59,54,69,-1,69,46,59,-1,70,64,65,-1,71,122,120,-1,73,94,92,-1,76,75,72,-1,84,76,72,-1,51,42,75,-1,79,51,75,-1,86,77,81,-1,81,78,86,-1,78,79,76,-1,80,51,79,-1,81,44,60,-1,83,84,74,-1,93,83,74,-1,84,83,88,-1,88,78,84,-1,85,90,89,-1,87,89,88,-1,89,86,78,-1,90,77,86,-1,91,92,93,-1,92,87,83,-1,94,85,87,-1,97,96,1,-1,113,97,1,-1,74,72,96,-1,100,74,96,-1,98,110,109,-1,101,100,97,-1,108,101,97,-1,100,101,104,-1,104,82,100,-1,102,106,105,-1,103,105,104,-1,105,91,82,-1,106,73,91,-1,107,109,108,-1,109,103,101,-1,110,102,103,-1,113,112,116,-1,121,112,95,-1,112,113,95,-1,116,99,113,-1,114,118,117,-1,115,117,116,-1,117,107,99,-1,118,98,107,-1,119,120,121,-1,120,115,112,-1,122,114,115,-1,132,142,123,-1,123,125,132,-1,124,132,131,-1,125,129,128,-1,127,128,81,-1,128,126,44,-1,129,68,126,-1,130,131,85,-1,130,85,94,-1,131,127,77,-1,131,77,90,-1,132,125,127,-1,129,123,133,-1,133,68,129,-1,140,141,136,-1,135,138,137,-1,136,137,102,-1,136,102,110,-1,137,130,73,-1,137,73,106,-1,138,124,130,-1,122,71,139,-1,139,114,122,-1,118,114,140,-1,140,98,118,-1,136,135,137,-1,138,142,124,-1,142,138,2,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly5GeoPoints',point=[(0.043,2.49,1.711),(0.043,2.49,1.538),(0.021,2.541,1.543),(0.037,2.517,1.683),(0.049,2.49,1.624),(0.022,2.538,1.622),(0.046,2.49,1.681),(0.031,2.525,1.662),(0.042,2.51,1.679),(0.043,2.508,1.708),(0.045,2.501,1.682),(0.044,2.5,1.712),(0.045,2.49,1.696),(0.044,2.5,1.697),(0.042,2.509,1.693),(0.043,2.504,1.711),(0.044,2.505,1.696),(0.044,2.5,1.705),(0.044,2.505,1.704),(0.043,2.509,1.701),(0.037,2.518,1.671),(0.04,2.513,1.697),(0.039,2.515,1.684),(0.034,2.521,1.672),(0.04,2.514,1.621),(0.048,2.49,1.651),(0.042,2.512,1.65),(0.046,2.501,1.652),(0.047,2.49,1.666),(0.045,2.501,1.667),(0.042,2.511,1.665),(0.046,2.502,1.622),(0.049,2.49,1.637),(0.046,2.501,1.637),(0.041,2.513,1.637),(0.026,2.533,1.642),(0.034,2.522,1.647),(0.036,2.52,1.659),(0.029,2.529,1.652),(0.031,2.526,1.621),(0.033,2.524,1.635),(0.023,2.536,1.632),(0.047,2.49,1.58),(0.02,2.541,1.582),(0.032,2.519,1.557),(0.049,2.49,1.601),(0.036,2.517,1.59),(0.043,2.503,1.593),(0.049,2.49,1.612),(0.045,2.503,1.608),(0.038,2.516,1.606),(0.039,2.505,1.563),(0.048,2.491,1.59),(0.041,2.504,1.578),(0.034,2.518,1.574),(0.04,2.51,1.59),(0.038,2.511,1.574),(0.042,2.504,1.585),(0.039,2.511,1.582),(0.035,2.517,1.582),(0.035,2.512,1.558),(0.037,2.512,1.566),(0.04,2.505,1.571),(0.033,2.519,1.566),(0.02,2.54,1.602),(0.029,2.528,1.595),(0.03,2.527,1.608),(0.021,2.54,1.612),(0.026,2.53,1.567),(0.027,2.529,1.581),(0.02,2.54,1.592),(0.022,2.524,1.493),(0.045,2.49,1.559),(0.027,2.522,1.525),(0.035,2.507,1.534),(0.046,2.49,1.57),(0.037,2.506,1.549),(0.029,2.52,1.541),(0.033,2.513,1.542),(0.038,2.506,1.556),(0.034,2.513,1.55),(0.03,2.52,1.549),(0.03,2.515,1.526),(0.032,2.514,1.534),(0.036,2.506,1.541),(0.028,2.521,1.533),(0.031,2.517,1.541),(0.03,2.518,1.533),(0.032,2.514,1.538),(0.03,2.517,1.537),(0.029,2.521,1.537),(0.029,2.518,1.524),(0.029,2.518,1.529),(0.031,2.514,1.53),(0.028,2.521,1.529),(0.031,2.508,1.505),(0.044,2.49,1.549),(0.033,2.508,1.52),(0.025,2.523,1.509),(0.028,2.516,1.51),(0.034,2.507,1.527),(0.029,2.515,1.518),(0.026,2.522,1.517),(0.027,2.519,1.516),(0.03,2.515,1.522),(0.028,2.518,1.52),(0.026,2.522,1.521),(0.026,2.519,1.508),(0.029,2.515,1.514),(0.027,2.519,1.512),(0.025,2.522,1.513),(0.026,2.517,1.494),(0.027,2.516,1.502),(0.032,2.508,1.512),(0.023,2.523,1.501),(0.025,2.52,1.5),(0.028,2.516,1.506),(0.026,2.52,1.504),(0.024,2.523,1.505),(0.024,2.52,1.492),(0.024,2.52,1.496),(0.026,2.517,1.498),(0.023,2.524,1.497),(0.021,2.541,1.562),(0.023,2.532,1.54),(0.025,2.531,1.553),(0.029,2.525,1.561),(0.027,2.526,1.545),(0.028,2.525,1.553),(0.025,2.53,1.56),(0.025,2.527,1.53),(0.026,2.526,1.538),(0.024,2.531,1.547),(0.021,2.541,1.572),(0.021,2.533,1.512),(0.022,2.532,1.526),(0.023,2.528,1.515),(0.024,2.527,1.522),(0.023,2.532,1.533),(0.021,2.529,1.499),(0.022,2.528,1.507),(0.021,2.533,1.519),(0.021,2.541,1.552)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly6_0Geo',convex=False,coordIndex=[2,211,212,-1,52,4,53,-1,29,32,31,-1,25,9,27,-1,14,10,23,-1,15,13,11,-1,18,22,21,-1,19,17,15,-1,20,8,21,-1,16,20,21,-1,19,21,22,-1,15,17,23,-1,24,7,11,-1,10,27,23,-1,13,23,27,-1,26,27,28,-1,30,29,31,-1,30,31,10,-1,25,10,31,-1,44,46,45,-1,43,38,42,-1,39,37,41,-1,7,24,40,-1,28,9,39,-1,24,28,41,-1,40,41,42,-1,36,38,43,-1,6,45,32,-1,39,9,32,-1,37,45,35,-1,50,49,47,-1,43,35,49,-1,34,43,50,-1,48,50,51,-1,33,52,46,-1,35,46,53,-1,49,53,54,-1,98,55,99,-1,69,57,70,-1,67,65,59,-1,47,61,66,-1,5,51,62,-1,58,60,62,-1,66,61,65,-1,62,66,67,-1,64,67,68,-1,4,69,54,-1,47,54,70,-1,71,59,65,-1,96,95,72,-1,80,74,82,-1,73,58,63,-1,59,76,83,-1,63,68,77,-1,75,77,78,-1,76,80,83,-1,78,83,82,-1,81,82,84,-1,56,73,75,-1,89,87,91,-1,86,75,79,-1,84,74,89,-1,79,84,91,-1,90,91,92,-1,85,86,88,-1,92,87,95,-1,88,92,96,-1,94,96,97,-1,57,98,71,-1,99,74,80,-1,74,99,100,-1,141,101,142,-1,139,138,103,-1,115,105,117,-1,104,56,85,-1,110,107,112,-1,111,109,108,-1,97,72,110,-1,93,97,112,-1,111,112,113,-1,106,108,109,-1,107,115,113,-1,109,113,117,-1,116,117,118,-1,102,104,106,-1,133,126,125,-1,120,106,114,-1,118,105,123,-1,114,118,124,-1,124,125,122,-1,122,120,124,-1,131,129,134,-1,128,122,126,-1,133,121,131,-1,126,133,134,-1,132,134,135,-1,127,128,130,-1,135,129,138,-1,130,135,139,-1,137,139,140,-1,55,141,100,-1,142,105,115,-1,208,103,138,-1,203,202,144,-1,172,146,174,-1,145,102,119,-1,159,148,161,-1,149,150,147,-1,154,151,156,-1,155,153,152,-1,140,103,154,-1,136,140,156,-1,155,156,157,-1,150,152,153,-1,151,159,157,-1,153,157,161,-1,160,161,162,-1,150,149,152,-1,167,164,169,-1,165,150,158,-1,148,167,162,-1,158,162,169,-1,168,169,170,-1,163,165,166,-1,164,172,170,-1,166,170,174,-1,173,174,175,-1,3,145,147,-1,188,178,190,-1,163,147,165,-1,183,180,185,-1,184,182,181,-1,175,146,183,-1,171,175,185,-1,184,185,186,-1,179,181,182,-1,180,188,186,-1,182,186,190,-1,189,190,191,-1,179,177,181,-1,196,194,198,-1,193,179,187,-1,191,178,196,-1,187,191,198,-1,197,198,199,-1,192,193,195,-1,199,194,202,-1,195,199,203,-1,201,203,204,-1,207,2,206,-1,206,208,207,-1,208,143,207,-1,159,151,209,-1,146,210,213,-1,211,210,212,-1,212,209,206,-1,188,180,213,-1,214,144,202,-1,205,207,143,-1,212,206,2,-1,4,54,53,-1,6,32,29,-1,9,28,27,-1,23,17,22,-1,22,14,23,-1,11,0,12,-1,11,12,15,-1,14,22,18,-1,15,12,16,-1,15,16,19,-1,18,21,8,-1,21,19,16,-1,22,17,19,-1,23,13,15,-1,11,13,26,-1,26,24,11,-1,25,27,10,-1,27,26,13,-1,28,24,26,-1,29,30,1,-1,18,8,30,-1,10,14,30,-1,30,14,18,-1,31,32,9,-1,31,9,25,-1,33,46,44,-1,37,35,43,-1,42,37,43,-1,37,42,41,-1,38,36,7,-1,40,38,7,-1,39,41,28,-1,41,40,24,-1,42,38,40,-1,43,34,36,-1,44,45,6,-1,32,45,37,-1,32,37,39,-1,46,35,45,-1,47,51,50,-1,49,50,43,-1,50,48,34,-1,51,5,48,-1,52,53,46,-1,53,49,35,-1,54,47,49,-1,55,100,99,-1,57,71,70,-1,59,68,67,-1,62,51,47,-1,66,62,47,-1,62,60,5,-1,64,63,58,-1,58,62,64,-1,65,67,66,-1,67,64,62,-1,68,63,64,-1,69,70,54,-1,70,61,47,-1,61,70,71,-1,65,61,71,-1,72,97,96,-1,74,84,82,-1,77,75,73,-1,73,63,77,-1,78,68,59,-1,83,78,59,-1,78,77,68,-1,81,79,75,-1,75,78,81,-1,80,82,83,-1,82,81,78,-1,84,79,81,-1,86,85,56,-1,56,75,86,-1,87,92,91,-1,90,88,86,-1,86,79,90,-1,89,91,84,-1,91,90,79,-1,92,88,90,-1,94,93,85,-1,85,88,94,-1,95,96,92,-1,96,94,88,-1,97,93,94,-1,98,99,71,-1,59,71,99,-1,80,76,99,-1,99,76,59,-1,100,72,95,-1,100,89,74,-1,87,89,100,-1,100,95,87,-1,143,101,205,-1,103,140,139,-1,105,118,117,-1,108,106,104,-1,104,85,108,-1,107,113,112,-1,108,85,93,-1,108,93,111,-1,110,112,97,-1,112,111,93,-1,113,109,111,-1,116,114,106,-1,106,109,116,-1,115,117,113,-1,117,116,109,-1,118,114,116,-1,120,119,102,-1,102,106,120,-1,125,123,121,-1,125,121,133,-1,120,122,119,-1,120,114,124,-1,123,125,118,-1,125,124,118,-1,126,122,125,-1,119,127,149,-1,119,122,128,-1,129,135,134,-1,132,130,128,-1,128,126,132,-1,131,134,133,-1,134,132,126,-1,135,130,132,-1,137,136,127,-1,127,130,137,-1,138,139,135,-1,139,137,130,-1,140,136,137,-1,141,142,100,-1,72,100,142,-1,115,107,142,-1,142,107,110,-1,110,72,142,-1,105,142,143,-1,131,121,208,-1,138,129,208,-1,208,129,131,-1,143,208,121,-1,143,123,105,-1,121,123,143,-1,144,204,203,-1,146,175,174,-1,149,147,145,-1,145,119,149,-1,148,162,161,-1,127,119,128,-1,149,127,152,-1,151,157,156,-1,152,127,136,-1,152,136,155,-1,154,156,140,-1,156,155,136,-1,157,153,155,-1,160,158,150,-1,150,153,160,-1,159,161,157,-1,161,160,153,-1,162,158,160,-1,147,163,177,-1,147,150,165,-1,164,170,169,-1,168,166,165,-1,165,158,168,-1,167,169,162,-1,169,168,158,-1,170,166,168,-1,173,171,163,-1,163,166,173,-1,172,174,170,-1,174,173,166,-1,175,171,173,-1,177,176,3,-1,3,147,177,-1,178,191,190,-1,177,179,176,-1,177,163,181,-1,180,186,185,-1,181,163,171,-1,181,171,184,-1,183,185,175,-1,185,184,171,-1,186,182,184,-1,189,187,179,-1,179,182,189,-1,188,190,186,-1,190,189,182,-1,191,187,189,-1,193,192,176,-1,176,179,193,-1,194,199,198,-1,197,195,193,-1,193,187,197,-1,196,198,191,-1,198,197,187,-1,199,195,197,-1,201,200,192,-1,192,195,201,-1,202,203,199,-1,203,201,195,-1,204,200,201,-1,101,143,142,-1,207,205,2,-1,209,212,210,-1,208,206,209,-1,103,208,209,-1,148,209,210,-1,209,151,154,-1,154,103,209,-1,209,148,159,-1,172,164,210,-1,210,164,167,-1,167,148,210,-1,211,214,213,-1,210,211,213,-1,210,146,172,-1,178,213,214,-1,213,180,183,-1,183,146,213,-1,213,178,188,-1,202,194,214,-1,214,194,196,-1,196,178,214,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly6GeoPoints',point=[(-0.044,2.49,1.711),(-0.037,2.517,1.683),(-0.019,2.541,1.543),(-0.044,2.49,1.538),(-0.02,2.538,1.622),(-0.048,2.49,1.624),(-0.031,2.525,1.662),(-0.046,2.49,1.681),(-0.043,2.509,1.708),(-0.042,2.511,1.679),(-0.043,2.51,1.693),(-0.045,2.49,1.696),(-0.044,2.5,1.712),(-0.044,2.5,1.697),(-0.043,2.509,1.701),(-0.044,2.5,1.704),(-0.044,2.505,1.711),(-0.044,2.505,1.704),(-0.043,2.509,1.704),(-0.044,2.505,1.708),(-0.044,2.507,1.71),(-0.044,2.507,1.706),(-0.043,2.507,1.703),(-0.044,2.505,1.696),(-0.045,2.501,1.682),(-0.043,2.51,1.686),(-0.045,2.5,1.689),(-0.044,2.505,1.689),(-0.044,2.506,1.682),(-0.034,2.521,1.672),(-0.04,2.513,1.696),(-0.038,2.515,1.683),(-0.037,2.518,1.671),(-0.024,2.533,1.642),(-0.047,2.49,1.651),(-0.042,2.513,1.651),(-0.046,2.49,1.666),(-0.042,2.512,1.666),(-0.045,2.501,1.667),(-0.042,2.511,1.673),(-0.045,2.501,1.674),(-0.045,2.506,1.674),(-0.045,2.506,1.667),(-0.046,2.501,1.652),(-0.027,2.529,1.652),(-0.035,2.52,1.659),(-0.033,2.523,1.647),(-0.04,2.515,1.621),(-0.048,2.49,1.638),(-0.041,2.514,1.636),(-0.046,2.502,1.637),(-0.045,2.502,1.622),(-0.022,2.536,1.632),(-0.032,2.525,1.634),(-0.03,2.526,1.621),(-0.018,2.541,1.582),(-0.046,2.491,1.58),(-0.018,2.54,1.602),(-0.047,2.49,1.601),(-0.037,2.517,1.589),(-0.048,2.49,1.613),(-0.038,2.516,1.606),(-0.044,2.503,1.608),(-0.043,2.504,1.593),(-0.044,2.503,1.601),(-0.038,2.517,1.598),(-0.042,2.509,1.606),(-0.041,2.51,1.598),(-0.041,2.51,1.59),(-0.019,2.539,1.612),(-0.029,2.528,1.609),(-0.028,2.529,1.595),(-0.033,2.52,1.557),(-0.047,2.491,1.59),(-0.035,2.518,1.574),(-0.042,2.504,1.579),(-0.036,2.518,1.582),(-0.042,2.504,1.586),(-0.04,2.511,1.582),(-0.039,2.511,1.574),(-0.035,2.518,1.578),(-0.039,2.511,1.578),(-0.037,2.515,1.577),(-0.038,2.514,1.581),(-0.037,2.515,1.573),(-0.04,2.505,1.564),(-0.041,2.505,1.572),(-0.034,2.519,1.565),(-0.038,2.512,1.566),(-0.034,2.519,1.569),(-0.038,2.512,1.57),(-0.036,2.515,1.569),(-0.036,2.516,1.565),(-0.037,2.513,1.557),(-0.037,2.512,1.562),(-0.033,2.519,1.561),(-0.035,2.516,1.56),(-0.035,2.516,1.556),(-0.018,2.541,1.592),(-0.027,2.53,1.582),(-0.025,2.53,1.569),(-0.019,2.541,1.562),(-0.045,2.49,1.559),(-0.028,2.522,1.524),(-0.046,2.491,1.569),(-0.031,2.521,1.54),(-0.038,2.506,1.55),(-0.032,2.52,1.549),(-0.039,2.506,1.557),(-0.035,2.513,1.549),(-0.032,2.52,1.553),(-0.036,2.513,1.553),(-0.034,2.516,1.552),(-0.034,2.517,1.548),(-0.034,2.514,1.541),(-0.031,2.521,1.545),(-0.035,2.514,1.545),(-0.033,2.517,1.544),(-0.032,2.517,1.539),(-0.036,2.507,1.535),(-0.037,2.507,1.543),(-0.029,2.522,1.532),(-0.033,2.514,1.533),(-0.03,2.521,1.536),(-0.034,2.514,1.537),(-0.032,2.518,1.535),(-0.031,2.518,1.531),(-0.032,2.515,1.525),(-0.033,2.515,1.529),(-0.029,2.522,1.528),(-0.031,2.518,1.527),(-0.029,2.522,1.53),(-0.031,2.518,1.529),(-0.03,2.52,1.531),(-0.03,2.52,1.529),(-0.03,2.52,1.527),(-0.03,2.519,1.523),(-0.03,2.519,1.525),(-0.029,2.522,1.526),(-0.029,2.52,1.525),(-0.029,2.52,1.523),(-0.018,2.541,1.572),(-0.024,2.531,1.556),(-0.023,2.532,1.542),(-0.024,2.525,1.491),(-0.044,2.49,1.549),(-0.026,2.523,1.507),(-0.035,2.508,1.521),(-0.027,2.523,1.515),(-0.035,2.507,1.528),(-0.031,2.516,1.517),(-0.028,2.522,1.52),(-0.031,2.515,1.521),(-0.03,2.519,1.518),(-0.028,2.522,1.522),(-0.03,2.519,1.52),(-0.029,2.521,1.521),(-0.029,2.521,1.519),(-0.029,2.519,1.514),(-0.027,2.523,1.518),(-0.029,2.519,1.516),(-0.028,2.521,1.516),(-0.028,2.521,1.514),(-0.03,2.516,1.508),(-0.027,2.523,1.511),(-0.03,2.516,1.512),(-0.028,2.52,1.51),(-0.027,2.523,1.513),(-0.029,2.52,1.512),(-0.028,2.521,1.512),(-0.027,2.521,1.51),(-0.028,2.52,1.506),(-0.026,2.523,1.509),(-0.028,2.52,1.508),(-0.027,2.522,1.508),(-0.027,2.522,1.506),(-0.033,2.509,1.507),(-0.034,2.508,1.514),(-0.025,2.524,1.499),(-0.029,2.517,1.5),(-0.026,2.524,1.503),(-0.029,2.517,1.504),(-0.027,2.52,1.502),(-0.026,2.524,1.505),(-0.027,2.52,1.504),(-0.027,2.522,1.504),(-0.026,2.522,1.502),(-0.027,2.521,1.497),(-0.025,2.524,1.501),(-0.027,2.521,1.499),(-0.026,2.522,1.5),(-0.026,2.522,1.498),(-0.028,2.517,1.492),(-0.028,2.517,1.496),(-0.025,2.524,1.495),(-0.026,2.521,1.493),(-0.025,2.524,1.497),(-0.026,2.521,1.495),(-0.026,2.523,1.496),(-0.025,2.523,1.494),(-0.026,2.521,1.489),(-0.026,2.521,1.491),(-0.024,2.524,1.493),(-0.025,2.523,1.492),(-0.025,2.523,1.49),(-0.019,2.541,1.552),(-0.022,2.532,1.529),(-0.023,2.532,1.535),(-0.026,2.527,1.532),(-0.025,2.528,1.524),(-0.024,2.528,1.516),(-0.021,2.533,1.515),(-0.022,2.533,1.522),(-0.023,2.529,1.509),(-0.022,2.529,1.501)]))), Shape( geometry=IndexedFaceSet(DEF='extrudedSurface2_0Geo',convex=False,coordIndex=[70,1,71,-1,37,2,38,-1,19,4,20,-1,12,6,14,-1,10,9,11,-1,0,8,10,-1,13,1,12,-1,8,13,14,-1,10,14,15,-1,17,18,16,-1,7,9,18,-1,6,19,15,-1,9,15,20,-1,18,20,21,-1,27,22,28,-1,25,26,24,-1,5,16,26,-1,4,27,21,-1,16,21,28,-1,26,28,29,-1,22,30,29,-1,23,24,32,-1,24,29,33,-1,35,36,34,-1,31,32,36,-1,30,37,33,-1,32,33,38,-1,36,38,39,-1,53,40,54,-1,47,42,48,-1,45,46,44,-1,3,34,46,-1,2,47,39,-1,34,39,48,-1,46,48,49,-1,51,52,50,-1,43,44,52,-1,42,53,49,-1,44,49,54,-1,52,54,55,-1,61,56,62,-1,59,60,58,-1,41,50,60,-1,40,61,55,-1,50,55,62,-1,60,62,63,-1,56,64,63,-1,57,58,66,-1,58,63,67,-1,68,69,8,-1,65,66,69,-1,64,70,67,-1,66,67,71,-1,69,71,13,-1,1,13,71,-1,2,39,38,-1,4,21,20,-1,6,15,14,-1,9,7,11,-1,10,11,0,-1,12,14,13,-1,14,10,8,-1,15,9,10,-1,16,5,17,-1,18,17,7,-1,19,20,15,-1,20,18,9,-1,21,16,18,-1,22,29,28,-1,24,23,25,-1,26,25,5,-1,27,28,21,-1,28,26,16,-1,29,24,26,-1,30,33,29,-1,32,31,23,-1,33,32,24,-1,34,3,35,-1,36,35,31,-1,37,38,33,-1,38,36,32,-1,39,34,36,-1,40,55,54,-1,42,49,48,-1,44,43,45,-1,46,45,3,-1,47,48,39,-1,48,46,34,-1,49,44,46,-1,50,41,51,-1,52,51,43,-1,53,54,49,-1,54,52,44,-1,55,50,52,-1,56,63,62,-1,58,57,59,-1,60,59,41,-1,61,62,55,-1,62,60,50,-1,63,58,60,-1,64,67,63,-1,66,65,57,-1,67,66,58,-1,8,0,68,-1,69,68,65,-1,70,71,67,-1,71,69,66,-1,13,8,69,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='extrudedSurface2GeoPoints',point=[(0.052,1.0,0.0060),(-0.035,1.0,0.0060),(0.052,-1.0,0.0060),(-0.035,-1.0,0.0060),(-0.98,0.132,0.0060),(-0.965,0.217,0.0060),(-0.666,0.735,0.0060),(-0.6,0.791,0.0060),(0.023,1.0,0.0060),(-0.622,0.772,0.0060),(-0.318,0.942,0.0060),(-0.291,0.952,0.0060),(-0.372,0.922,0.0060),(-0.0060,1.0,0.0060),(-0.345,0.932,0.0060),(-0.644,0.754,0.0060),(-0.97,0.188,0.0060),(-0.836,0.538,0.0060),(-0.85,0.513,0.0060),(-0.879,0.462,0.0060),(-0.865,0.487,0.0060),(-0.975,0.16,0.0060),(-0.836,-0.538,0.0060),(-0.879,-0.462,0.0060),(-0.865,-0.487,0.0060),(-0.98,-0.132,0.0060),(-0.975,-0.16,0.0060),(-0.965,-0.217,0.0060),(-0.97,-0.188,0.0060),(-0.85,-0.513,0.0060),(-0.6,-0.791,0.0060),(-0.666,-0.735,0.0060),(-0.644,-0.754,0.0060),(-0.622,-0.772,0.0060),(-0.0060,-1.0,0.0060),(-0.372,-0.922,0.0060),(-0.345,-0.932,0.0060),(-0.291,-0.952,0.0060),(-0.318,-0.942,0.0060),(0.023,-1.0,0.0060),(0.998,-0.132,0.0060),(0.983,-0.217,0.0060),(0.683,-0.735,0.0060),(0.617,-0.791,0.0060),(0.639,-0.772,0.0060),(0.308,-0.952,0.0060),(0.335,-0.942,0.0060),(0.389,-0.922,0.0060),(0.362,-0.932,0.0060),(0.661,-0.754,0.0060),(0.988,-0.188,0.0060),(0.853,-0.538,0.0060),(0.867,-0.513,0.0060),(0.896,-0.462,0.0060),(0.882,-0.487,0.0060),(0.993,-0.16,0.0060),(0.853,0.538,0.0060),(0.896,0.462,0.0060),(0.882,0.487,0.0060),(0.998,0.132,0.0060),(0.993,0.16,0.0060),(0.983,0.217,0.0060),(0.988,0.188,0.0060),(0.867,0.513,0.0060),(0.617,0.791,0.0060),(0.683,0.735,0.0060),(0.661,0.754,0.0060),(0.639,0.772,0.0060),(0.389,0.922,0.0060),(0.362,0.932,0.0060),(0.308,0.952,0.0060),(0.335,0.942,0.0060)]))), Shape( geometry=IndexedFaceSet(DEF='extrudedSurface3_0Geo',convex=False,coordIndex=[70,1,71,-1,37,2,38,-1,19,4,20,-1,12,6,14,-1,10,9,11,-1,0,8,10,-1,13,1,12,-1,8,13,14,-1,10,14,15,-1,17,18,16,-1,7,9,18,-1,6,19,15,-1,9,15,20,-1,18,20,21,-1,27,22,28,-1,25,26,24,-1,5,16,26,-1,4,27,21,-1,16,21,28,-1,26,28,29,-1,22,30,29,-1,23,24,32,-1,24,29,33,-1,35,36,34,-1,31,32,36,-1,30,37,33,-1,32,33,38,-1,36,38,39,-1,53,40,54,-1,47,42,48,-1,45,46,44,-1,3,34,46,-1,2,47,39,-1,34,39,48,-1,46,48,49,-1,51,52,50,-1,43,44,52,-1,42,53,49,-1,44,49,54,-1,52,54,55,-1,61,56,62,-1,59,60,58,-1,41,50,60,-1,40,61,55,-1,50,55,62,-1,60,62,63,-1,56,64,63,-1,57,58,66,-1,58,63,67,-1,68,69,8,-1,65,66,69,-1,64,70,67,-1,66,67,71,-1,69,71,13,-1,1,13,71,-1,2,39,38,-1,4,21,20,-1,6,15,14,-1,9,7,11,-1,10,11,0,-1,12,14,13,-1,14,10,8,-1,15,9,10,-1,16,5,17,-1,18,17,7,-1,19,20,15,-1,20,18,9,-1,21,16,18,-1,22,29,28,-1,24,23,25,-1,26,25,5,-1,27,28,21,-1,28,26,16,-1,29,24,26,-1,30,33,29,-1,32,31,23,-1,33,32,24,-1,34,3,35,-1,36,35,31,-1,37,38,33,-1,38,36,32,-1,39,34,36,-1,40,55,54,-1,42,49,48,-1,44,43,45,-1,46,45,3,-1,47,48,39,-1,48,46,34,-1,49,44,46,-1,50,41,51,-1,52,51,43,-1,53,54,49,-1,54,52,44,-1,55,50,52,-1,56,63,62,-1,58,57,59,-1,60,59,41,-1,61,62,55,-1,62,60,50,-1,63,58,60,-1,64,67,63,-1,66,65,57,-1,67,66,58,-1,8,0,68,-1,69,68,65,-1,70,71,67,-1,71,69,66,-1,13,8,69,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='extrudedSurface3GeoPoints',point=[(-0.052,1.0,0.0060),(-0.052,1.0,-0.0060),(0.035,-1.0,-0.0060),(0.035,-1.0,0.0060),(-0.998,0.132,-0.0060),(-0.998,0.132,0.0060),(-0.683,0.735,-0.0060),(-0.683,0.735,0.0060),(-0.052,1.0,0.0020),(-0.683,0.735,0.0020),(-0.389,0.922,0.0020),(-0.389,0.922,0.0060),(-0.389,0.922,-0.0060),(-0.052,1.0,-0.0020),(-0.389,0.922,-0.0020),(-0.683,0.735,-0.0020),(-0.998,0.132,0.0020),(-0.896,0.462,0.0060),(-0.896,0.462,0.0020),(-0.896,0.462,-0.0060),(-0.896,0.462,-0.0020),(-0.998,0.132,-0.0020),(-0.853,-0.538,-0.0060),(-0.853,-0.538,0.0060),(-0.853,-0.538,0.0020),(-0.983,-0.217,0.0060),(-0.983,-0.217,0.0020),(-0.983,-0.217,-0.0060),(-0.983,-0.217,-0.0020),(-0.853,-0.538,-0.0020),(-0.617,-0.791,-0.0060),(-0.617,-0.791,0.0060),(-0.617,-0.791,0.0020),(-0.617,-0.791,-0.0020),(0.035,-1.0,0.0020),(-0.308,-0.952,0.0060),(-0.308,-0.952,0.0020),(-0.308,-0.952,-0.0060),(-0.308,-0.952,-0.0020),(0.035,-1.0,-0.0020),(0.98,-0.132,-0.0060),(0.98,-0.132,0.0060),(0.666,-0.735,-0.0060),(0.666,-0.735,0.0060),(0.666,-0.735,0.0020),(0.372,-0.922,0.0060),(0.372,-0.922,0.0020),(0.372,-0.922,-0.0060),(0.372,-0.922,-0.0020),(0.666,-0.735,-0.0020),(0.98,-0.132,0.0020),(0.879,-0.462,0.0060),(0.879,-0.462,0.0020),(0.879,-0.462,-0.0060),(0.879,-0.462,-0.0020),(0.98,-0.132,-0.0020),(0.836,0.538,-0.0060),(0.836,0.538,0.0060),(0.836,0.538,0.0020),(0.965,0.217,0.0060),(0.965,0.217,0.0020),(0.965,0.217,-0.0060),(0.965,0.217,-0.0020),(0.836,0.538,-0.0020),(0.6,0.791,-0.0060),(0.6,0.791,0.0060),(0.6,0.791,0.0020),(0.6,0.791,-0.0020),(0.291,0.952,0.0060),(0.291,0.952,0.0020),(0.291,0.952,-0.0060),(0.291,0.952,-0.0020)]))), Shape( geometry=IndexedFaceSet(DEF='extrudedSurface4_0Geo',convex=False,coordIndex=[70,1,71,-1,37,2,38,-1,19,4,20,-1,12,6,14,-1,10,9,11,-1,0,8,10,-1,13,1,12,-1,8,13,14,-1,10,14,15,-1,17,18,16,-1,7,9,18,-1,6,19,15,-1,9,15,20,-1,18,20,21,-1,27,22,28,-1,25,26,24,-1,5,16,26,-1,4,27,21,-1,16,21,28,-1,26,28,29,-1,22,30,29,-1,23,24,32,-1,24,29,33,-1,35,36,34,-1,31,32,36,-1,30,37,33,-1,32,33,38,-1,36,38,39,-1,53,40,54,-1,47,42,48,-1,45,46,44,-1,3,34,46,-1,2,47,39,-1,34,39,48,-1,46,48,49,-1,51,52,50,-1,43,44,52,-1,42,53,49,-1,44,49,54,-1,52,54,55,-1,61,56,62,-1,59,60,58,-1,41,50,60,-1,40,61,55,-1,50,55,62,-1,60,62,63,-1,56,64,63,-1,57,58,66,-1,58,63,67,-1,68,69,8,-1,65,66,69,-1,64,70,67,-1,66,67,71,-1,69,71,13,-1,1,13,71,-1,2,39,38,-1,4,21,20,-1,6,15,14,-1,9,7,11,-1,10,11,0,-1,12,14,13,-1,14,10,8,-1,15,9,10,-1,16,5,17,-1,18,17,7,-1,19,20,15,-1,20,18,9,-1,21,16,18,-1,22,29,28,-1,24,23,25,-1,26,25,5,-1,27,28,21,-1,28,26,16,-1,29,24,26,-1,30,33,29,-1,32,31,23,-1,33,32,24,-1,34,3,35,-1,36,35,31,-1,37,38,33,-1,38,36,32,-1,39,34,36,-1,40,55,54,-1,42,49,48,-1,44,43,45,-1,46,45,3,-1,47,48,39,-1,48,46,34,-1,49,44,46,-1,50,41,51,-1,52,51,43,-1,53,54,49,-1,54,52,44,-1,55,50,52,-1,56,63,62,-1,58,57,59,-1,60,59,41,-1,61,62,55,-1,62,60,50,-1,63,58,60,-1,64,67,63,-1,66,65,57,-1,67,66,58,-1,8,0,68,-1,69,68,65,-1,70,71,67,-1,71,69,66,-1,13,8,69,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='extrudedSurface4GeoPoints',point=[(-0.052,1.0,-0.0060),(0.035,1.0,-0.0060),(-0.052,-1.0,-0.0060),(0.035,-1.0,-0.0060),(-0.983,0.217,-0.0060),(-0.998,0.132,-0.0060),(-0.617,0.791,-0.0060),(-0.683,0.735,-0.0060),(-0.023,1.0,-0.0060),(-0.661,0.754,-0.0060),(-0.362,0.932,-0.0060),(-0.389,0.922,-0.0060),(-0.308,0.952,-0.0060),(0.0060,1.0,-0.0060),(-0.335,0.942,-0.0060),(-0.639,0.772,-0.0060),(-0.993,0.16,-0.0060),(-0.896,0.462,-0.0060),(-0.882,0.487,-0.0060),(-0.853,0.538,-0.0060),(-0.867,0.513,-0.0060),(-0.988,0.188,-0.0060),(-0.896,-0.462,-0.0060),(-0.853,-0.538,-0.0060),(-0.867,-0.513,-0.0060),(-0.983,-0.217,-0.0060),(-0.988,-0.188,-0.0060),(-0.998,-0.132,-0.0060),(-0.993,-0.16,-0.0060),(-0.882,-0.487,-0.0060),(-0.683,-0.735,-0.0060),(-0.617,-0.791,-0.0060),(-0.639,-0.772,-0.0060),(-0.661,-0.754,-0.0060),(0.0060,-1.0,-0.0060),(-0.308,-0.952,-0.0060),(-0.335,-0.942,-0.0060),(-0.389,-0.922,-0.0060),(-0.362,-0.932,-0.0060),(-0.023,-1.0,-0.0060),(0.965,-0.217,-0.0060),(0.98,-0.132,-0.0060),(0.6,-0.791,-0.0060),(0.666,-0.735,-0.0060),(0.644,-0.754,-0.0060),(0.372,-0.922,-0.0060),(0.345,-0.932,-0.0060),(0.291,-0.952,-0.0060),(0.318,-0.942,-0.0060),(0.622,-0.772,-0.0060),(0.975,-0.16,-0.0060),(0.879,-0.462,-0.0060),(0.865,-0.487,-0.0060),(0.836,-0.538,-0.0060),(0.85,-0.513,-0.0060),(0.97,-0.188,-0.0060),(0.879,0.462,-0.0060),(0.836,0.538,-0.0060),(0.85,0.513,-0.0060),(0.965,0.217,-0.0060),(0.97,0.188,-0.0060),(0.98,0.132,-0.0060),(0.975,0.16,-0.0060),(0.865,0.487,-0.0060),(0.666,0.735,-0.0060),(0.6,0.791,-0.0060),(0.622,0.772,-0.0060),(0.644,0.754,-0.0060),(0.291,0.952,-0.0060),(0.318,0.942,-0.0060),(0.372,0.922,-0.0060),(0.345,0.932,-0.0060)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly11_0Geo',convex=False,coordIndex=[2084,0,2673,-1,1,1157,1285,-1,90,2,650,-1,4,168,237,-1,5,10,79,-1,0,7,16,-1,79,10,80,-1,46,11,48,-1,42,14,44,-1,29,15,31,-1,7,17,20,-1,23,19,26,-1,17,21,24,-1,25,13,23,-1,21,25,26,-1,24,26,27,-1,28,18,20,-1,19,29,27,-1,22,27,31,-1,30,31,32,-1,33,12,16,-1,37,34,39,-1,36,35,18,-1,15,37,32,-1,28,32,39,-1,38,39,40,-1,41,33,35,-1,34,42,40,-1,36,40,44,-1,43,44,45,-1,47,9,46,-1,48,15,29,-1,49,14,42,-1,77,76,50,-1,62,52,64,-1,12,33,55,-1,57,54,59,-1,33,41,58,-1,45,14,57,-1,41,45,59,-1,58,59,60,-1,61,53,55,-1,54,62,60,-1,56,60,64,-1,63,64,65,-1,66,8,51,-1,70,68,72,-1,53,61,71,-1,65,52,70,-1,61,65,72,-1,71,72,73,-1,74,66,67,-1,73,68,76,-1,69,73,77,-1,75,77,78,-1,11,79,49,-1,80,52,62,-1,81,50,76,-1,82,93,92,-1,88,86,130,-1,87,8,98,-1,6,87,88,-1,85,88,89,-1,89,84,171,-1,83,89,92,-1,90,92,93,-1,94,95,158,-1,165,159,158,-1,126,96,127,-1,122,97,124,-1,109,99,111,-1,8,66,102,-1,104,101,106,-1,66,74,105,-1,78,50,104,-1,74,78,106,-1,105,106,107,-1,108,100,102,-1,101,109,107,-1,103,107,111,-1,110,111,112,-1,98,100,115,-1,117,114,119,-1,100,108,118,-1,112,99,117,-1,108,112,119,-1,118,119,120,-1,121,113,115,-1,114,122,120,-1,116,120,124,-1,123,124,125,-1,81,10,126,-1,127,99,109,-1,117,99,127,-1,156,155,129,-1,141,131,143,-1,86,113,134,-1,136,133,138,-1,113,121,137,-1,125,97,136,-1,121,125,138,-1,137,138,139,-1,140,132,134,-1,133,141,139,-1,135,139,143,-1,142,143,144,-1,145,84,130,-1,149,147,151,-1,132,140,150,-1,144,131,149,-1,140,144,151,-1,150,151,152,-1,153,145,146,-1,152,147,155,-1,148,152,156,-1,154,156,157,-1,96,158,159,-1,162,160,159,-1,161,128,160,-1,136,97,161,-1,141,133,162,-1,166,165,164,-1,163,159,165,-1,149,131,163,-1,155,147,166,-1,243,238,237,-1,199,169,204,-1,195,170,197,-1,182,172,184,-1,84,145,175,-1,177,174,179,-1,145,153,178,-1,157,129,177,-1,153,157,179,-1,178,179,180,-1,181,173,175,-1,174,182,180,-1,176,180,184,-1,183,184,185,-1,171,173,188,-1,190,187,192,-1,173,181,191,-1,185,172,190,-1,181,185,192,-1,191,192,193,-1,194,186,188,-1,187,195,193,-1,189,193,197,-1,196,197,198,-1,95,199,200,-1,201,200,202,-1,167,164,201,-1,202,174,177,-1,182,174,202,-1,206,205,204,-1,203,200,205,-1,190,172,203,-1,195,187,206,-1,235,234,208,-1,220,210,222,-1,91,186,213,-1,215,212,217,-1,186,194,216,-1,198,170,215,-1,194,198,217,-1,216,217,218,-1,219,211,213,-1,212,220,218,-1,214,218,222,-1,221,222,223,-1,224,82,209,-1,228,226,230,-1,211,219,229,-1,223,210,228,-1,219,223,230,-1,229,230,231,-1,232,224,225,-1,231,226,234,-1,227,231,235,-1,233,235,236,-1,169,237,238,-1,240,239,238,-1,207,204,239,-1,215,170,207,-1,220,212,240,-1,244,243,242,-1,241,238,243,-1,228,210,241,-1,234,226,244,-1,6,249,383,-1,3,246,255,-1,383,249,384,-1,318,250,320,-1,314,253,316,-1,285,254,287,-1,246,256,259,-1,272,258,274,-1,256,260,263,-1,266,262,269,-1,267,265,263,-1,268,252,266,-1,264,268,269,-1,267,269,270,-1,263,265,273,-1,262,272,270,-1,265,270,274,-1,273,274,275,-1,276,257,259,-1,280,277,282,-1,261,271,281,-1,258,280,275,-1,271,275,282,-1,281,282,283,-1,278,279,286,-1,277,285,283,-1,279,283,287,-1,286,287,288,-1,289,251,255,-1,301,290,303,-1,291,257,276,-1,296,293,298,-1,276,284,297,-1,254,296,288,-1,284,288,298,-1,297,298,299,-1,294,295,302,-1,293,301,299,-1,295,299,303,-1,302,303,304,-1,289,291,292,-1,309,306,311,-1,292,300,310,-1,290,309,304,-1,300,304,311,-1,310,311,312,-1,307,308,315,-1,306,314,312,-1,308,312,316,-1,315,316,317,-1,319,248,318,-1,320,254,285,-1,321,253,314,-1,381,380,322,-1,350,324,352,-1,251,289,327,-1,337,326,339,-1,330,328,327,-1,332,329,334,-1,333,331,330,-1,317,253,332,-1,313,317,334,-1,333,334,335,-1,330,331,338,-1,329,337,335,-1,331,335,339,-1,338,339,340,-1,325,327,328,-1,345,342,347,-1,328,336,346,-1,326,345,340,-1,336,340,347,-1,346,347,348,-1,343,344,351,-1,342,350,348,-1,344,348,352,-1,351,352,353,-1,354,247,323,-1,366,356,368,-1,355,325,341,-1,361,358,363,-1,362,360,359,-1,353,324,361,-1,349,353,363,-1,362,363,364,-1,359,360,367,-1,358,366,364,-1,360,364,368,-1,367,368,369,-1,354,355,357,-1,374,372,376,-1,357,365,375,-1,369,356,374,-1,365,369,376,-1,375,376,377,-1,371,373,379,-1,377,372,380,-1,373,377,381,-1,379,381,382,-1,250,383,321,-1,384,324,350,-1,385,322,380,-1,94,387,523,-1,94,5,456,-1,6,85,390,-1,517,516,388,-1,452,390,453,-1,448,391,450,-1,419,393,421,-1,247,354,396,-1,406,395,408,-1,399,397,396,-1,401,398,403,-1,402,400,399,-1,382,322,401,-1,378,382,403,-1,402,403,404,-1,399,400,407,-1,398,406,404,-1,400,404,408,-1,407,408,409,-1,394,396,397,-1,414,411,416,-1,397,405,415,-1,395,414,409,-1,405,409,416,-1,415,416,417,-1,412,413,420,-1,411,419,417,-1,413,417,421,-1,420,421,422,-1,392,394,425,-1,435,424,437,-1,428,426,425,-1,430,427,432,-1,431,429,428,-1,422,393,430,-1,418,422,432,-1,431,432,433,-1,428,429,436,-1,427,435,433,-1,429,433,437,-1,436,437,438,-1,423,425,426,-1,443,440,445,-1,426,434,444,-1,424,443,438,-1,434,438,445,-1,444,445,446,-1,441,442,449,-1,440,448,446,-1,442,446,450,-1,449,450,451,-1,385,249,452,-1,453,393,419,-1,454,391,448,-1,514,513,455,-1,483,457,485,-1,389,423,460,-1,470,459,472,-1,463,461,460,-1,465,462,467,-1,466,464,463,-1,451,391,465,-1,447,451,467,-1,466,467,468,-1,463,464,471,-1,462,470,468,-1,464,468,472,-1,471,472,473,-1,458,460,461,-1,478,475,480,-1,461,469,479,-1,459,478,473,-1,469,473,480,-1,479,480,481,-1,476,477,484,-1,475,483,481,-1,477,481,485,-1,484,485,486,-1,487,387,456,-1,499,489,501,-1,488,458,474,-1,494,491,496,-1,495,493,492,-1,486,457,494,-1,482,486,496,-1,495,496,497,-1,492,493,500,-1,491,499,497,-1,493,497,501,-1,500,501,502,-1,487,488,490,-1,507,505,509,-1,490,498,508,-1,502,489,507,-1,498,502,509,-1,508,509,510,-1,504,506,512,-1,510,505,513,-1,506,510,514,-1,512,514,515,-1,454,390,516,-1,478,454,517,-1,518,455,513,-1,648,647,519,-1,583,521,584,-1,579,522,581,-1,550,524,552,-1,387,487,527,-1,537,526,539,-1,530,528,527,-1,532,529,534,-1,533,531,530,-1,515,455,532,-1,511,515,534,-1,533,534,535,-1,530,531,538,-1,529,537,535,-1,531,535,539,-1,538,539,540,-1,525,527,528,-1,545,542,547,-1,528,536,546,-1,526,545,540,-1,536,540,547,-1,546,547,548,-1,543,544,551,-1,542,550,548,-1,544,548,552,-1,551,552,553,-1,523,525,556,-1,566,555,568,-1,559,557,556,-1,561,558,563,-1,562,560,559,-1,553,524,561,-1,549,553,563,-1,562,563,564,-1,559,560,567,-1,558,566,564,-1,560,564,568,-1,567,568,569,-1,554,556,557,-1,574,571,576,-1,557,565,575,-1,555,574,569,-1,565,569,576,-1,575,576,577,-1,572,573,580,-1,571,579,577,-1,573,577,581,-1,580,581,582,-1,518,388,583,-1,584,524,550,-1,585,522,579,-1,645,644,586,-1,614,588,616,-1,520,554,591,-1,601,590,603,-1,594,592,591,-1,596,593,598,-1,597,595,594,-1,582,522,596,-1,578,582,598,-1,597,598,599,-1,594,595,602,-1,593,601,599,-1,595,599,603,-1,602,603,604,-1,589,591,592,-1,609,606,611,-1,592,600,610,-1,590,609,604,-1,600,604,611,-1,610,611,612,-1,607,608,615,-1,606,614,612,-1,608,612,616,-1,615,616,617,-1,618,386,587,-1,630,620,632,-1,619,589,605,-1,625,622,627,-1,626,624,623,-1,617,588,625,-1,613,617,627,-1,626,627,628,-1,623,624,631,-1,622,630,628,-1,624,628,632,-1,631,632,633,-1,618,619,621,-1,638,636,640,-1,621,629,639,-1,633,620,638,-1,629,633,640,-1,639,640,641,-1,635,637,643,-1,641,636,644,-1,637,641,645,-1,643,645,646,-1,585,521,647,-1,609,585,648,-1,649,586,644,-1,83,90,651,-1,583,388,651,-1,647,521,650,-1,854,747,746,-1,4,655,692,-1,702,656,660,-1,665,658,659,-1,2,93,659,-1,657,659,660,-1,661,735,736,-1,662,697,698,-1,688,663,690,-1,675,664,677,-1,82,224,668,-1,670,667,672,-1,224,232,671,-1,236,208,670,-1,232,236,672,-1,671,672,673,-1,674,666,668,-1,667,675,673,-1,669,673,677,-1,676,677,678,-1,658,665,666,-1,683,680,685,-1,681,666,674,-1,664,683,678,-1,674,678,685,-1,684,685,686,-1,679,681,682,-1,680,688,686,-1,682,686,690,-1,689,690,691,-1,168,692,693,-1,694,693,695,-1,245,242,694,-1,695,667,670,-1,675,667,695,-1,699,698,697,-1,696,693,698,-1,683,664,696,-1,700,663,688,-1,728,727,701,-1,713,703,715,-1,702,658,679,-1,708,705,710,-1,709,707,706,-1,691,663,708,-1,687,691,710,-1,709,710,711,-1,704,706,707,-1,705,713,711,-1,707,711,715,-1,714,715,716,-1,656,702,704,-1,721,719,723,-1,718,704,712,-1,716,703,721,-1,712,716,723,-1,722,723,724,-1,717,718,720,-1,724,719,727,-1,720,724,728,-1,726,728,729,-1,730,731,732,-1,733,732,731,-1,700,697,732,-1,708,663,700,-1,734,703,713,-1,737,736,735,-1,734,731,736,-1,721,703,734,-1,738,701,727,-1,1,740,745,-1,788,741,745,-1,750,743,744,-1,654,660,744,-1,742,744,745,-1,655,746,778,-1,816,747,817,-1,748,783,784,-1,774,749,776,-1,761,751,763,-1,750,656,717,-1,756,753,758,-1,757,755,754,-1,729,701,756,-1,725,729,758,-1,757,758,759,-1,752,754,755,-1,753,761,759,-1,755,759,763,-1,762,763,764,-1,743,750,752,-1,769,766,771,-1,770,768,767,-1,764,751,769,-1,760,764,771,-1,770,771,772,-1,765,767,768,-1,766,774,772,-1,768,772,776,-1,775,776,777,-1,735,661,778,-1,780,779,781,-1,738,735,780,-1,781,753,756,-1,782,751,761,-1,785,784,783,-1,782,779,784,-1,769,751,782,-1,786,749,774,-1,812,787,814,-1,799,789,801,-1,788,743,765,-1,794,791,796,-1,795,793,792,-1,777,749,794,-1,773,777,796,-1,795,796,797,-1,790,792,793,-1,791,799,797,-1,793,797,801,-1,800,801,802,-1,741,788,790,-1,807,804,809,-1,808,806,805,-1,802,789,807,-1,798,802,809,-1,808,809,810,-1,803,805,806,-1,804,812,810,-1,806,810,814,-1,813,814,815,-1,783,748,816,-1,818,817,819,-1,786,783,818,-1,819,791,794,-1,820,789,799,-1,821,787,812,-1,887,886,822,-1,854,824,855,-1,850,825,852,-1,837,827,839,-1,826,741,803,-1,832,829,834,-1,833,831,830,-1,815,787,832,-1,811,815,834,-1,833,834,835,-1,828,830,831,-1,829,837,835,-1,831,835,839,-1,838,839,840,-1,823,826,828,-1,845,842,847,-1,846,844,843,-1,840,827,845,-1,836,840,847,-1,846,847,848,-1,841,843,844,-1,842,850,848,-1,844,848,852,-1,851,852,853,-1,821,747,854,-1,821,855,832,-1,845,827,855,-1,884,883,857,-1,869,859,871,-1,858,823,841,-1,864,861,866,-1,865,863,862,-1,853,825,864,-1,849,853,866,-1,865,866,867,-1,860,862,863,-1,861,869,867,-1,863,867,871,-1,870,871,872,-1,739,858,860,-1,877,875,879,-1,874,860,868,-1,872,859,877,-1,868,872,879,-1,878,879,880,-1,873,874,876,-1,880,875,883,-1,876,880,884,-1,882,884,885,-1,856,824,886,-1,864,825,856,-1,877,859,887,-1,954,519,652,-1,655,4,958,-1,1019,1018,890,-1,954,892,955,-1,950,893,952,-1,921,895,923,-1,386,618,898,-1,908,897,910,-1,901,899,898,-1,903,900,905,-1,904,902,901,-1,646,586,903,-1,642,646,905,-1,904,905,906,-1,901,902,909,-1,900,908,906,-1,902,906,910,-1,909,910,911,-1,896,898,899,-1,916,913,918,-1,899,907,917,-1,897,916,911,-1,907,911,918,-1,917,918,919,-1,914,915,922,-1,913,921,919,-1,915,919,923,-1,922,923,924,-1,891,894,896,-1,937,926,939,-1,896,912,930,-1,932,929,934,-1,912,920,933,-1,924,895,932,-1,920,924,934,-1,933,934,935,-1,930,931,938,-1,929,937,935,-1,931,935,939,-1,938,939,940,-1,941,925,927,-1,945,942,947,-1,928,936,946,-1,926,945,940,-1,936,940,947,-1,946,947,948,-1,943,944,951,-1,942,950,948,-1,944,948,952,-1,951,952,953,-1,649,519,954,-1,955,895,921,-1,932,895,955,-1,1016,1015,957,-1,985,959,987,-1,958,891,925,-1,972,961,974,-1,925,941,965,-1,967,964,969,-1,941,949,968,-1,953,893,967,-1,949,953,969,-1,968,969,970,-1,965,966,973,-1,964,972,970,-1,966,970,974,-1,973,974,975,-1,976,960,962,-1,980,977,982,-1,963,971,981,-1,961,980,975,-1,971,975,982,-1,981,982,983,-1,978,979,986,-1,977,985,983,-1,979,983,987,-1,986,987,988,-1,889,958,960,-1,1001,991,1003,-1,960,976,994,-1,996,993,998,-1,976,984,997,-1,988,959,996,-1,984,988,998,-1,997,998,999,-1,994,995,1002,-1,993,1001,999,-1,995,999,1003,-1,1002,1003,1004,-1,1005,989,990,-1,1009,1007,1011,-1,992,1000,1010,-1,1004,991,1009,-1,1000,1004,1011,-1,1010,1011,1012,-1,1006,1008,1014,-1,1012,1007,1015,-1,1008,1012,1016,-1,1014,1016,1017,-1,956,892,1018,-1,967,893,956,-1,996,959,1019,-1,746,1022,1161,-1,655,889,1027,-1,742,740,1154,-1,1152,1151,1023,-1,1087,1025,1088,-1,1083,1026,1085,-1,1054,1028,1056,-1,1027,889,989,-1,1041,1030,1043,-1,989,1005,1034,-1,1036,1033,1038,-1,1005,1013,1037,-1,1017,957,1036,-1,1013,1017,1038,-1,1037,1038,1039,-1,1034,1035,1042,-1,1033,1041,1039,-1,1035,1039,1043,-1,1042,1043,1044,-1,1045,1029,1031,-1,1049,1046,1051,-1,1032,1040,1050,-1,1030,1049,1044,-1,1040,1044,1051,-1,1050,1051,1052,-1,1047,1048,1055,-1,1046,1054,1052,-1,1048,1052,1056,-1,1055,1056,1057,-1,1024,1027,1029,-1,1070,1059,1072,-1,1029,1045,1063,-1,1065,1062,1067,-1,1045,1053,1066,-1,1057,1028,1065,-1,1053,1057,1067,-1,1066,1067,1068,-1,1063,1064,1071,-1,1062,1070,1068,-1,1064,1068,1072,-1,1071,1072,1073,-1,1074,1058,1060,-1,1078,1075,1080,-1,1061,1069,1079,-1,1059,1078,1073,-1,1069,1073,1080,-1,1079,1080,1081,-1,1076,1077,1084,-1,1075,1083,1081,-1,1077,1081,1085,-1,1084,1085,1086,-1,1020,890,1087,-1,1020,1088,1041,-1,1065,1028,1088,-1,1149,1148,1090,-1,1118,1092,1120,-1,1091,1024,1058,-1,1105,1094,1107,-1,1058,1074,1098,-1,1100,1097,1102,-1,1074,1082,1101,-1,1086,1026,1100,-1,1082,1086,1102,-1,1101,1102,1103,-1,1098,1099,1106,-1,1097,1105,1103,-1,1099,1103,1107,-1,1106,1107,1108,-1,1109,1093,1095,-1,1113,1110,1115,-1,1096,1104,1114,-1,1094,1113,1108,-1,1104,1108,1115,-1,1114,1115,1116,-1,1111,1112,1119,-1,1110,1118,1116,-1,1112,1116,1120,-1,1119,1120,1121,-1,1022,1091,1093,-1,1134,1124,1136,-1,1093,1109,1127,-1,1129,1126,1131,-1,1109,1117,1130,-1,1121,1092,1129,-1,1117,1121,1131,-1,1130,1131,1132,-1,1127,1128,1135,-1,1126,1134,1132,-1,1128,1132,1136,-1,1135,1136,1137,-1,1138,1122,1123,-1,1142,1140,1144,-1,1125,1133,1143,-1,1137,1124,1142,-1,1133,1137,1144,-1,1143,1144,1145,-1,1139,1141,1147,-1,1145,1140,1148,-1,1141,1145,1149,-1,1147,1149,1150,-1,1089,1025,1151,-1,1100,1026,1089,-1,1129,1092,1152,-1,654,742,1155,-1,1154,1025,1087,-1,1156,1023,1151,-1,1286,1285,1157,-1,1221,1159,1222,-1,1217,1160,1219,-1,1188,1162,1190,-1,1161,1022,1122,-1,1175,1164,1177,-1,1122,1138,1168,-1,1170,1167,1172,-1,1138,1146,1171,-1,1150,1090,1170,-1,1146,1150,1172,-1,1171,1172,1173,-1,1168,1169,1176,-1,1167,1175,1173,-1,1169,1173,1177,-1,1176,1177,1178,-1,1179,1163,1165,-1,1183,1180,1185,-1,1166,1174,1184,-1,1164,1183,1178,-1,1174,1178,1185,-1,1184,1185,1186,-1,1181,1182,1189,-1,1180,1188,1186,-1,1182,1186,1190,-1,1189,1190,1191,-1,1158,1161,1163,-1,1204,1193,1206,-1,1163,1179,1197,-1,1199,1196,1201,-1,1179,1187,1200,-1,1191,1162,1199,-1,1187,1191,1201,-1,1200,1201,1202,-1,1197,1198,1205,-1,1196,1204,1202,-1,1198,1202,1206,-1,1205,1206,1207,-1,1208,1192,1194,-1,1212,1209,1214,-1,1195,1203,1213,-1,1193,1212,1207,-1,1203,1207,1214,-1,1213,1214,1215,-1,1210,1211,1218,-1,1209,1217,1215,-1,1211,1215,1219,-1,1218,1219,1220,-1,1153,1023,1221,-1,1153,1222,1175,-1,1199,1162,1222,-1,1283,1282,1224,-1,1252,1226,1254,-1,1225,1158,1192,-1,1239,1228,1241,-1,1192,1208,1232,-1,1234,1231,1236,-1,1208,1216,1235,-1,1220,1160,1234,-1,1216,1220,1236,-1,1235,1236,1237,-1,1232,1233,1240,-1,1231,1239,1237,-1,1233,1237,1241,-1,1240,1241,1242,-1,1243,1227,1229,-1,1247,1244,1249,-1,1230,1238,1248,-1,1228,1247,1242,-1,1238,1242,1249,-1,1248,1249,1250,-1,1245,1246,1253,-1,1244,1252,1250,-1,1246,1250,1254,-1,1253,1254,1255,-1,1021,1225,1227,-1,1268,1258,1270,-1,1227,1243,1261,-1,1263,1260,1265,-1,1243,1251,1264,-1,1255,1226,1263,-1,1251,1255,1265,-1,1264,1265,1266,-1,1261,1262,1269,-1,1260,1268,1266,-1,1262,1266,1270,-1,1269,1270,1271,-1,1272,1256,1257,-1,1276,1274,1278,-1,1259,1267,1277,-1,1271,1258,1276,-1,1267,1271,1278,-1,1277,1278,1279,-1,1273,1275,1281,-1,1279,1274,1282,-1,1275,1279,1283,-1,1281,1283,1284,-1,1223,1159,1285,-1,1234,1160,1223,-1,1263,1226,1286,-1,1363,1288,1911,-1,1289,1436,1506,-1,1291,1293,1357,-1,1,739,1298,-1,1357,1293,1358,-1,1325,1294,1326,-1,1321,1296,1323,-1,1308,1297,1310,-1,1301,1299,1298,-1,1303,1300,1305,-1,1304,1302,1301,-1,885,857,1303,-1,881,885,1305,-1,1304,1305,1306,-1,1299,1301,1302,-1,1300,1308,1306,-1,1302,1306,1310,-1,1309,1310,1311,-1,1295,1298,1299,-1,1316,1313,1318,-1,1314,1299,1307,-1,1297,1316,1311,-1,1307,1311,1318,-1,1317,1318,1319,-1,1312,1314,1315,-1,1313,1321,1319,-1,1315,1319,1323,-1,1322,1323,1324,-1,888,822,1325,-1,888,1326,1303,-1,1316,1297,1326,-1,1355,1354,1328,-1,1340,1330,1342,-1,1295,1312,1333,-1,1335,1332,1337,-1,1312,1320,1336,-1,1324,1296,1335,-1,1320,1324,1337,-1,1336,1337,1338,-1,1339,1331,1333,-1,1332,1340,1338,-1,1334,1338,1342,-1,1341,1342,1343,-1,1344,1292,1329,-1,1348,1346,1350,-1,1331,1339,1349,-1,1343,1330,1348,-1,1339,1343,1350,-1,1349,1350,1351,-1,1352,1344,1345,-1,1351,1346,1354,-1,1347,1351,1355,-1,1353,1355,1356,-1,1294,1357,1327,-1,1358,1330,1340,-1,1359,1328,1354,-1,1360,1367,1366,-1,1290,1292,1373,-1,1365,1362,1439,-1,1361,1365,1366,-1,1363,1366,1367,-1,1368,1369,1433,-1,1433,1369,1434,-1,1401,1371,1402,-1,1397,1372,1399,-1,1384,1374,1386,-1,1292,1344,1377,-1,1379,1376,1381,-1,1344,1352,1380,-1,1356,1328,1379,-1,1352,1356,1381,-1,1380,1381,1382,-1,1383,1375,1377,-1,1376,1384,1382,-1,1378,1382,1386,-1,1385,1386,1387,-1,1373,1375,1390,-1,1392,1389,1394,-1,1375,1383,1393,-1,1387,1374,1392,-1,1383,1387,1394,-1,1393,1394,1395,-1,1396,1388,1390,-1,1389,1397,1395,-1,1391,1395,1399,-1,1398,1399,1400,-1,1359,1293,1401,-1,1402,1374,1384,-1,1403,1372,1397,-1,1429,1404,1431,-1,1416,1406,1418,-1,1370,1388,1409,-1,1411,1408,1413,-1,1388,1396,1412,-1,1400,1372,1411,-1,1396,1400,1413,-1,1412,1413,1414,-1,1415,1407,1409,-1,1408,1416,1414,-1,1410,1414,1418,-1,1417,1418,1419,-1,1405,1407,1422,-1,1424,1421,1426,-1,1407,1415,1425,-1,1419,1406,1424,-1,1415,1419,1426,-1,1425,1426,1427,-1,1428,1420,1422,-1,1421,1429,1427,-1,1423,1427,1431,-1,1430,1431,1432,-1,1403,1371,1433,-1,1434,1406,1416,-1,1424,1406,1434,-1,1512,1507,1506,-1,1467,1437,1473,-1,1463,1438,1465,-1,1450,1440,1452,-1,1362,1420,1443,-1,1445,1442,1447,-1,1420,1428,1446,-1,1432,1404,1445,-1,1428,1432,1447,-1,1446,1447,1448,-1,1449,1441,1443,-1,1442,1450,1448,-1,1444,1448,1452,-1,1451,1452,1453,-1,1439,1441,1456,-1,1458,1455,1460,-1,1441,1449,1459,-1,1453,1440,1458,-1,1449,1453,1460,-1,1459,1460,1461,-1,1462,1454,1456,-1,1455,1463,1461,-1,1457,1461,1465,-1,1464,1465,1466,-1,1369,1467,1468,-1,1469,1468,1471,-1,1470,1435,1469,-1,1471,1442,1445,-1,1450,1442,1471,-1,1475,1474,1473,-1,1472,1468,1474,-1,1458,1440,1472,-1,1463,1455,1475,-1,1504,1503,1477,-1,1489,1479,1491,-1,1364,1454,1482,-1,1484,1481,1486,-1,1454,1462,1485,-1,1466,1438,1484,-1,1462,1466,1486,-1,1485,1486,1487,-1,1488,1480,1482,-1,1481,1489,1487,-1,1483,1487,1491,-1,1490,1491,1492,-1,1493,1360,1478,-1,1497,1495,1499,-1,1480,1488,1498,-1,1492,1479,1497,-1,1488,1492,1499,-1,1498,1499,1500,-1,1501,1493,1494,-1,1500,1495,1503,-1,1496,1500,1504,-1,1502,1504,1505,-1,1437,1506,1507,-1,1509,1508,1507,-1,1476,1473,1508,-1,1484,1438,1476,-1,1489,1481,1509,-1,1513,1512,1511,-1,1510,1507,1512,-1,1497,1479,1510,-1,1503,1495,1513,-1,1290,1516,1644,-1,653,1021,1520,-1,1645,1644,1516,-1,1580,1518,1581,-1,1576,1519,1578,-1,1547,1521,1549,-1,1520,1021,1256,-1,1534,1523,1536,-1,1256,1272,1527,-1,1529,1526,1531,-1,1272,1280,1530,-1,1284,1224,1529,-1,1280,1284,1531,-1,1530,1531,1532,-1,1527,1528,1535,-1,1526,1534,1532,-1,1528,1532,1536,-1,1535,1536,1537,-1,1538,1522,1524,-1,1542,1539,1544,-1,1525,1533,1543,-1,1523,1542,1537,-1,1533,1537,1544,-1,1543,1544,1545,-1,1540,1541,1548,-1,1539,1547,1545,-1,1541,1545,1549,-1,1548,1549,1550,-1,1517,1520,1522,-1,1563,1552,1565,-1,1556,1554,1553,-1,1558,1555,1560,-1,1538,1546,1559,-1,1550,1521,1558,-1,1546,1550,1560,-1,1559,1560,1561,-1,1556,1557,1564,-1,1555,1563,1561,-1,1557,1561,1565,-1,1564,1565,1566,-1,1551,1553,1554,-1,1571,1568,1573,-1,1554,1562,1572,-1,1552,1571,1566,-1,1562,1566,1573,-1,1572,1573,1574,-1,1569,1570,1577,-1,1568,1576,1574,-1,1570,1574,1578,-1,1577,1578,1579,-1,1287,1157,1580,-1,1287,1581,1534,-1,1558,1521,1581,-1,1642,1641,1583,-1,1611,1585,1613,-1,1517,1551,1588,-1,1598,1587,1600,-1,1551,1567,1591,-1,1593,1590,1595,-1,1594,1592,1591,-1,1579,1519,1593,-1,1575,1579,1595,-1,1594,1595,1596,-1,1591,1592,1599,-1,1590,1598,1596,-1,1592,1596,1600,-1,1599,1600,1601,-1,1602,1586,1588,-1,1606,1603,1608,-1,1589,1597,1607,-1,1587,1606,1601,-1,1597,1601,1608,-1,1607,1608,1609,-1,1604,1605,1612,-1,1603,1611,1609,-1,1605,1609,1613,-1,1612,1613,1614,-1,1615,1515,1584,-1,1627,1617,1629,-1,1616,1586,1602,-1,1622,1619,1624,-1,1623,1621,1620,-1,1614,1585,1622,-1,1610,1614,1624,-1,1623,1624,1625,-1,1620,1621,1628,-1,1619,1627,1625,-1,1621,1625,1629,-1,1628,1629,1630,-1,1615,1616,1618,-1,1635,1633,1637,-1,1618,1626,1636,-1,1630,1617,1635,-1,1626,1630,1637,-1,1636,1637,1638,-1,1632,1634,1640,-1,1638,1633,1641,-1,1634,1638,1642,-1,1640,1642,1643,-1,1582,1518,1644,-1,1606,1582,1645,-1,1646,1583,1641,-1,1289,1368,1848,-1,1368,1291,1717,-1,1290,1361,1912,-1,1778,1777,1649,-1,1713,1651,1714,-1,1709,1652,1711,-1,1680,1654,1682,-1,1515,1615,1657,-1,1667,1656,1669,-1,1660,1658,1657,-1,1662,1659,1664,-1,1663,1661,1660,-1,1643,1583,1662,-1,1639,1643,1664,-1,1663,1664,1665,-1,1660,1661,1668,-1,1659,1667,1665,-1,1661,1665,1669,-1,1668,1669,1670,-1,1655,1657,1658,-1,1675,1672,1677,-1,1658,1666,1676,-1,1656,1675,1670,-1,1666,1670,1677,-1,1676,1677,1678,-1,1673,1674,1681,-1,1672,1680,1678,-1,1674,1678,1682,-1,1681,1682,1683,-1,1653,1655,1686,-1,1696,1685,1698,-1,1689,1687,1686,-1,1691,1688,1693,-1,1692,1690,1689,-1,1683,1654,1691,-1,1679,1683,1693,-1,1692,1693,1694,-1,1689,1690,1697,-1,1688,1696,1694,-1,1690,1694,1698,-1,1697,1698,1699,-1,1684,1686,1687,-1,1704,1701,1706,-1,1687,1695,1705,-1,1685,1704,1699,-1,1695,1699,1706,-1,1705,1706,1707,-1,1702,1703,1710,-1,1701,1709,1707,-1,1703,1707,1711,-1,1710,1711,1712,-1,1646,1516,1713,-1,1714,1654,1680,-1,1715,1652,1709,-1,1775,1774,1716,-1,1744,1718,1746,-1,1650,1684,1721,-1,1731,1720,1733,-1,1724,1722,1721,-1,1726,1723,1728,-1,1727,1725,1724,-1,1712,1652,1726,-1,1708,1712,1728,-1,1727,1728,1729,-1,1724,1725,1732,-1,1723,1731,1729,-1,1725,1729,1733,-1,1732,1733,1734,-1,1719,1721,1722,-1,1739,1736,1741,-1,1722,1730,1740,-1,1720,1739,1734,-1,1730,1734,1741,-1,1740,1741,1742,-1,1737,1738,1745,-1,1736,1744,1742,-1,1738,1742,1746,-1,1745,1746,1747,-1,1748,1648,1717,-1,1760,1750,1762,-1,1749,1719,1735,-1,1755,1752,1757,-1,1756,1754,1753,-1,1747,1718,1755,-1,1743,1747,1757,-1,1756,1757,1758,-1,1753,1754,1761,-1,1752,1760,1758,-1,1754,1758,1762,-1,1761,1762,1763,-1,1748,1749,1751,-1,1768,1766,1770,-1,1751,1759,1769,-1,1763,1750,1768,-1,1759,1763,1770,-1,1769,1770,1771,-1,1765,1767,1773,-1,1771,1766,1774,-1,1767,1771,1775,-1,1773,1775,1776,-1,1715,1651,1777,-1,1739,1715,1778,-1,1779,1716,1774,-1,1909,1908,1780,-1,1844,1782,1845,-1,1840,1783,1842,-1,1811,1785,1813,-1,1648,1748,1788,-1,1798,1787,1800,-1,1791,1789,1788,-1,1793,1790,1795,-1,1794,1792,1791,-1,1776,1716,1793,-1,1772,1776,1795,-1,1794,1795,1796,-1,1791,1792,1799,-1,1790,1798,1796,-1,1792,1796,1800,-1,1799,1800,1801,-1,1786,1788,1789,-1,1806,1803,1808,-1,1789,1797,1807,-1,1787,1806,1801,-1,1797,1801,1808,-1,1807,1808,1809,-1,1804,1805,1812,-1,1803,1811,1809,-1,1805,1809,1813,-1,1812,1813,1814,-1,1784,1786,1817,-1,1827,1816,1829,-1,1820,1818,1817,-1,1822,1819,1824,-1,1823,1821,1820,-1,1814,1785,1822,-1,1810,1814,1824,-1,1823,1824,1825,-1,1820,1821,1828,-1,1819,1827,1825,-1,1821,1825,1829,-1,1828,1829,1830,-1,1815,1817,1818,-1,1835,1832,1837,-1,1818,1826,1836,-1,1816,1835,1830,-1,1826,1830,1837,-1,1836,1837,1838,-1,1833,1834,1841,-1,1832,1840,1838,-1,1834,1838,1842,-1,1841,1842,1843,-1,1779,1649,1844,-1,1845,1785,1811,-1,1846,1783,1840,-1,1906,1905,1847,-1,1875,1849,1877,-1,1781,1815,1852,-1,1862,1851,1864,-1,1855,1853,1852,-1,1857,1854,1859,-1,1858,1856,1855,-1,1843,1783,1857,-1,1839,1843,1859,-1,1858,1859,1860,-1,1855,1856,1863,-1,1854,1862,1860,-1,1856,1860,1864,-1,1863,1864,1865,-1,1850,1852,1853,-1,1870,1867,1872,-1,1853,1861,1871,-1,1851,1870,1865,-1,1861,1865,1872,-1,1871,1872,1873,-1,1868,1869,1876,-1,1867,1875,1873,-1,1869,1873,1877,-1,1876,1877,1878,-1,1879,1647,1848,-1,1891,1881,1893,-1,1880,1850,1866,-1,1886,1883,1888,-1,1887,1885,1884,-1,1878,1849,1886,-1,1874,1878,1888,-1,1887,1888,1889,-1,1884,1885,1892,-1,1883,1891,1889,-1,1885,1889,1893,-1,1892,1893,1894,-1,1879,1880,1882,-1,1899,1897,1901,-1,1882,1890,1900,-1,1894,1881,1899,-1,1890,1894,1901,-1,1900,1901,1902,-1,1896,1898,1904,-1,1902,1897,1905,-1,1898,1902,1906,-1,1904,1906,1907,-1,1846,1782,1908,-1,1870,1846,1909,-1,1910,1847,1905,-1,1361,1363,1912,-1,1844,1649,1912,-1,1908,1782,1911,-1,2191,2091,2090,-1,1927,1915,2037,-1,2047,1916,1926,-1,1921,1920,1969,-1,1367,1360,1932,-1,1288,1367,1921,-1,1919,1921,1922,-1,2009,1924,1925,-1,1917,1922,1925,-1,1923,1925,1926,-1,1927,1928,1997,-1,1928,2002,2003,-1,1959,1929,1964,-1,1955,1930,1957,-1,1942,1931,1944,-1,1360,1493,1935,-1,1937,1934,1939,-1,1493,1501,1938,-1,1505,1477,1937,-1,1501,1505,1939,-1,1938,1939,1940,-1,1941,1933,1935,-1,1934,1942,1940,-1,1936,1940,1944,-1,1943,1944,1945,-1,1946,1920,1932,-1,1950,1947,1952,-1,1949,1948,1933,-1,1931,1950,1945,-1,1941,1945,1952,-1,1951,1952,1953,-1,1954,1946,1948,-1,1947,1955,1953,-1,1949,1953,1957,-1,1956,1957,1958,-1,1436,1959,1960,-1,1961,1960,1962,-1,1514,1511,1961,-1,1962,1934,1937,-1,1942,1934,1962,-1,1966,1965,1964,-1,1963,1960,1965,-1,1950,1931,1963,-1,1955,1947,1966,-1,1995,1994,1968,-1,1980,1970,1982,-1,1920,1946,1973,-1,1975,1972,1977,-1,1946,1954,1976,-1,1958,1930,1975,-1,1954,1958,1977,-1,1976,1977,1978,-1,1979,1971,1973,-1,1972,1980,1978,-1,1974,1978,1982,-1,1981,1982,1983,-1,1918,1969,1971,-1,1988,1986,1990,-1,1985,1971,1979,-1,1983,1970,1988,-1,1979,1983,1990,-1,1989,1990,1991,-1,1984,1985,1987,-1,1991,1986,1994,-1,1987,1991,1995,-1,1993,1995,1996,-1,1929,1997,1998,-1,2000,1999,1998,-1,1967,1964,1999,-1,1975,1930,1967,-1,1980,1972,2000,-1,2004,2003,2002,-1,2001,1998,2003,-1,1988,1970,2001,-1,2005,1968,1994,-1,2006,2080,2081,-1,2007,2042,2043,-1,2033,2008,2035,-1,2020,2010,2022,-1,2009,1918,1984,-1,2015,2012,2017,-1,2016,2014,2013,-1,1996,1968,2015,-1,1992,1996,2017,-1,2016,2017,2018,-1,2011,2013,2014,-1,2012,2020,2018,-1,2014,2018,2022,-1,2021,2022,2023,-1,1924,2009,2011,-1,2028,2025,2030,-1,2029,2027,2026,-1,2023,2010,2028,-1,2019,2023,2030,-1,2029,2030,2031,-1,2024,2026,2027,-1,2025,2033,2031,-1,2027,2031,2035,-1,2034,2035,2036,-1,2002,1928,2037,-1,2039,2038,2040,-1,2005,2002,2039,-1,2040,2012,2015,-1,2041,2010,2020,-1,2044,2043,2042,-1,2041,2038,2043,-1,2028,2010,2041,-1,2045,2008,2033,-1,2073,2072,2046,-1,2058,2048,2060,-1,2047,1924,2024,-1,2053,2050,2055,-1,2054,2052,2051,-1,2036,2008,2053,-1,2032,2036,2055,-1,2054,2055,2056,-1,2049,2051,2052,-1,2050,2058,2056,-1,2052,2056,2060,-1,2059,2060,2061,-1,1916,2047,2049,-1,2066,2064,2068,-1,2063,2049,2057,-1,2061,2048,2066,-1,2057,2061,2068,-1,2067,2068,2069,-1,2062,2063,2065,-1,2069,2064,2072,-1,2065,2069,2073,-1,2071,2073,2074,-1,2042,2007,2075,-1,2078,2077,2076,-1,2045,2042,2077,-1,2053,2008,2045,-1,2058,2050,2078,-1,2082,2081,2080,-1,2079,2076,2081,-1,2066,2048,2079,-1,2083,2046,2072,-1,0,2084,2089,-1,2129,2085,2089,-1,2094,2087,2088,-1,1914,1926,2088,-1,2086,2088,2089,-1,1915,2090,2122,-1,2157,2091,2158,-1,2122,2092,2123,-1,2118,2093,2120,-1,2105,2095,2107,-1,2094,1916,2062,-1,2100,2097,2102,-1,2101,2099,2098,-1,2074,2046,2100,-1,2070,2074,2102,-1,2101,2102,2103,-1,2096,2098,2099,-1,2097,2105,2103,-1,2099,2103,2107,-1,2106,2107,2108,-1,2087,2094,2096,-1,2113,2110,2115,-1,2114,2112,2111,-1,2108,2095,2113,-1,2104,2108,2115,-1,2114,2115,2116,-1,2109,2111,2112,-1,2110,2118,2116,-1,2112,2116,2120,-1,2119,2120,2121,-1,2080,2006,2122,-1,2124,2123,2125,-1,2083,2080,2124,-1,2125,2097,2100,-1,2126,2095,2105,-1,2127,2093,2118,-1,2153,2128,2155,-1,2140,2130,2142,-1,2129,2087,2109,-1,2135,2132,2137,-1,2136,2134,2133,-1,2121,2093,2135,-1,2117,2121,2137,-1,2136,2137,2138,-1,2131,2133,2134,-1,2132,2140,2138,-1,2134,2138,2142,-1,2141,2142,2143,-1,2085,2129,2131,-1,2148,2145,2150,-1,2149,2147,2146,-1,2143,2130,2148,-1,2139,2143,2150,-1,2149,2150,2151,-1,2144,2146,2147,-1,2145,2153,2151,-1,2147,2151,2155,-1,2154,2155,2156,-1,2127,2092,2157,-1,2127,2158,2135,-1,2148,2130,2158,-1,2210,2209,9,-1,2191,2161,2192,-1,2187,2162,2189,-1,2174,2164,2176,-1,2163,2085,2144,-1,2169,2166,2171,-1,2170,2168,2167,-1,2156,2128,2169,-1,2152,2156,2171,-1,2170,2171,2172,-1,2165,2167,2168,-1,2166,2174,2172,-1,2168,2172,2176,-1,2175,2176,2177,-1,2160,2163,2165,-1,2182,2179,2184,-1,2183,2181,2180,-1,2177,2164,2182,-1,2173,2177,2184,-1,2183,2184,2185,-1,2178,2180,2181,-1,2179,2187,2185,-1,2181,2185,2189,-1,2188,2189,2190,-1,2159,2091,2191,-1,2159,2192,2169,-1,2182,2164,2192,-1,17,2196,2204,-1,2205,2195,2207,-1,2194,2160,2178,-1,2200,2197,2202,-1,2201,2199,2198,-1,2190,2162,2200,-1,2186,2190,2202,-1,2201,2202,2203,-1,2196,2198,2199,-1,2197,2205,2203,-1,2199,2203,2207,-1,2206,2207,2208,-1,2194,2196,17,-1,2193,2161,2209,-1,2200,2162,2193,-1,2195,2210,47,-1,1923,1914,2475,-1,1915,1927,2412,-1,1289,1647,2217,-1,2476,2213,2341,-1,2342,2341,2213,-1,2277,2215,2278,-1,2273,2216,2275,-1,2244,2218,2246,-1,1647,1879,2221,-1,2231,2220,2233,-1,2224,2222,2221,-1,2226,2223,2228,-1,2227,2225,2224,-1,1907,1847,2226,-1,1903,1907,2228,-1,2227,2228,2229,-1,2224,2225,2232,-1,2223,2231,2229,-1,2225,2229,2233,-1,2232,2233,2234,-1,2219,2221,2222,-1,2239,2236,2241,-1,2222,2230,2240,-1,2220,2239,2234,-1,2230,2234,2241,-1,2240,2241,2242,-1,2237,2238,2245,-1,2236,2244,2242,-1,2238,2242,2246,-1,2245,2246,2247,-1,2217,2219,2250,-1,2260,2249,2262,-1,2253,2251,2250,-1,2255,2252,2257,-1,2256,2254,2253,-1,2247,2218,2255,-1,2243,2247,2257,-1,2256,2257,2258,-1,2253,2254,2261,-1,2252,2260,2258,-1,2254,2258,2262,-1,2261,2262,2263,-1,2248,2250,2251,-1,2268,2265,2270,-1,2251,2259,2269,-1,2249,2268,2263,-1,2259,2263,2270,-1,2269,2270,2271,-1,2266,2267,2274,-1,2265,2273,2271,-1,2267,2271,2275,-1,2274,2275,2276,-1,1910,1780,2277,-1,2278,2218,2244,-1,2279,2216,2273,-1,2339,2338,2280,-1,2308,2282,2310,-1,2214,2248,2285,-1,2295,2284,2297,-1,2288,2286,2285,-1,2290,2287,2292,-1,2291,2289,2288,-1,2276,2216,2290,-1,2272,2276,2292,-1,2291,2292,2293,-1,2288,2289,2296,-1,2287,2295,2293,-1,2289,2293,2297,-1,2296,2297,2298,-1,2283,2285,2286,-1,2303,2300,2305,-1,2286,2294,2304,-1,2284,2303,2298,-1,2294,2298,2305,-1,2304,2305,2306,-1,2301,2302,2309,-1,2300,2308,2306,-1,2302,2306,2310,-1,2309,2310,2311,-1,2212,2281,2283,-1,2324,2314,2326,-1,2283,2299,2317,-1,2319,2316,2321,-1,2299,2307,2320,-1,2311,2282,2319,-1,2307,2311,2321,-1,2320,2321,2322,-1,2317,2318,2325,-1,2316,2324,2322,-1,2318,2322,2326,-1,2325,2326,2327,-1,2328,2312,2313,-1,2332,2330,2334,-1,2315,2323,2333,-1,2327,2314,2332,-1,2323,2327,2334,-1,2333,2334,2335,-1,2329,2331,2337,-1,2335,2330,2338,-1,2331,2335,2339,-1,2337,2339,2340,-1,2279,2215,2341,-1,2303,2279,2342,-1,2319,2282,2342,-1,2473,2472,2344,-1,2408,2346,2409,-1,2404,2347,2406,-1,2375,2349,2377,-1,2348,2212,2312,-1,2362,2351,2364,-1,2312,2328,2355,-1,2357,2354,2359,-1,2328,2336,2358,-1,2340,2280,2357,-1,2336,2340,2359,-1,2358,2359,2360,-1,2355,2356,2363,-1,2354,2362,2360,-1,2356,2360,2364,-1,2363,2364,2365,-1,2366,2350,2352,-1,2370,2367,2372,-1,2353,2361,2371,-1,2351,2370,2365,-1,2361,2365,2372,-1,2371,2372,2373,-1,2368,2369,2376,-1,2367,2375,2373,-1,2369,2373,2377,-1,2376,2377,2378,-1,2345,2348,2350,-1,2391,2380,2393,-1,2350,2366,2384,-1,2386,2383,2388,-1,2366,2374,2387,-1,2378,2349,2386,-1,2374,2378,2388,-1,2387,2388,2389,-1,2384,2385,2392,-1,2383,2391,2389,-1,2385,2389,2393,-1,2392,2393,2394,-1,2395,2379,2381,-1,2399,2396,2401,-1,2382,2390,2400,-1,2380,2399,2394,-1,2390,2394,2401,-1,2400,2401,2402,-1,2397,2398,2405,-1,2396,2404,2402,-1,2398,2402,2406,-1,2405,2406,2407,-1,2343,2213,2408,-1,2343,2409,2362,-1,2386,2349,2409,-1,2470,2469,2411,-1,2439,2413,2441,-1,2412,2345,2379,-1,2426,2415,2428,-1,2379,2395,2419,-1,2421,2418,2423,-1,2395,2403,2422,-1,2407,2347,2421,-1,2403,2407,2423,-1,2422,2423,2424,-1,2419,2420,2427,-1,2418,2426,2424,-1,2420,2424,2428,-1,2427,2428,2429,-1,2430,2414,2416,-1,2434,2431,2436,-1,2417,2425,2435,-1,2415,2434,2429,-1,2425,2429,2436,-1,2435,2436,2437,-1,2432,2433,2440,-1,2431,2439,2437,-1,2433,2437,2441,-1,2440,2441,2442,-1,2211,2412,2414,-1,2455,2445,2457,-1,2414,2430,2448,-1,2450,2447,2452,-1,2430,2438,2451,-1,2442,2413,2450,-1,2438,2442,2452,-1,2451,2452,2453,-1,2448,2449,2456,-1,2447,2455,2453,-1,2449,2453,2457,-1,2456,2457,2458,-1,2459,2443,2444,-1,2463,2461,2465,-1,2446,2454,2464,-1,2458,2445,2463,-1,2454,2458,2465,-1,2464,2465,2466,-1,2460,2462,2468,-1,2466,2461,2469,-1,2462,2466,2470,-1,2468,2470,2471,-1,2410,2346,2472,-1,2421,2347,2410,-1,2450,2413,2473,-1,1917,1923,2476,-1,2475,2346,2408,-1,2477,2344,2472,-1,3,2090,2676,-1,1915,2211,2483,-1,2084,2479,2607,-1,2608,2607,2479,-1,2543,2481,2544,-1,2539,2482,2541,-1,2510,2484,2512,-1,2483,2211,2443,-1,2497,2486,2499,-1,2443,2459,2490,-1,2492,2489,2494,-1,2459,2467,2493,-1,2471,2411,2492,-1,2467,2471,2494,-1,2493,2494,2495,-1,2490,2491,2498,-1,2489,2497,2495,-1,2491,2495,2499,-1,2498,2499,2500,-1,2501,2485,2487,-1,2505,2502,2507,-1,2488,2496,2506,-1,2486,2505,2500,-1,2496,2500,2507,-1,2506,2507,2508,-1,2503,2504,2511,-1,2502,2510,2508,-1,2504,2508,2512,-1,2511,2512,2513,-1,2480,2483,2485,-1,2526,2515,2528,-1,2485,2501,2519,-1,2521,2518,2523,-1,2501,2509,2522,-1,2513,2484,2521,-1,2509,2513,2523,-1,2522,2523,2524,-1,2519,2520,2527,-1,2518,2526,2524,-1,2520,2524,2528,-1,2527,2528,2529,-1,2530,2514,2516,-1,2534,2531,2536,-1,2517,2525,2535,-1,2515,2534,2529,-1,2525,2529,2536,-1,2535,2536,2537,-1,2532,2533,2540,-1,2531,2539,2537,-1,2533,2537,2541,-1,2540,2541,2542,-1,2474,2344,2543,-1,2474,2544,2497,-1,2521,2484,2544,-1,2605,2604,2546,-1,2574,2548,2576,-1,2547,2480,2514,-1,2561,2550,2563,-1,2514,2530,2554,-1,2556,2553,2558,-1,2530,2538,2557,-1,2542,2482,2556,-1,2538,2542,2558,-1,2557,2558,2559,-1,2554,2555,2562,-1,2553,2561,2559,-1,2555,2559,2563,-1,2562,2563,2564,-1,2565,2549,2551,-1,2569,2566,2571,-1,2552,2560,2570,-1,2550,2569,2564,-1,2560,2564,2571,-1,2570,2571,2572,-1,2567,2568,2575,-1,2566,2574,2572,-1,2568,2572,2576,-1,2575,2576,2577,-1,2478,2547,2549,-1,2590,2580,2592,-1,2549,2565,2583,-1,2585,2582,2587,-1,2565,2573,2586,-1,2577,2548,2585,-1,2573,2577,2587,-1,2586,2587,2588,-1,2583,2584,2591,-1,2582,2590,2588,-1,2584,2588,2592,-1,2591,2592,2593,-1,2594,2578,2579,-1,2598,2596,2600,-1,2581,2589,2599,-1,2593,2580,2598,-1,2589,2593,2600,-1,2599,2600,2601,-1,2595,2597,2603,-1,2601,2596,2604,-1,2597,2601,2605,-1,2603,2605,2606,-1,2545,2481,2607,-1,2556,2482,2545,-1,2585,2548,2608,-1,2708,2707,248,-1,2673,2611,2674,-1,2669,2612,2671,-1,2640,2614,2642,-1,2613,2478,2578,-1,2627,2616,2629,-1,2578,2594,2620,-1,2622,2619,2624,-1,2594,2602,2623,-1,2606,2546,2622,-1,2602,2606,2624,-1,2623,2624,2625,-1,2620,2621,2628,-1,2619,2627,2625,-1,2621,2625,2629,-1,2628,2629,2630,-1,2631,2615,2617,-1,2635,2632,2637,-1,2618,2626,2636,-1,2616,2635,2630,-1,2626,2630,2637,-1,2636,2637,2638,-1,2633,2634,2641,-1,2632,2640,2638,-1,2634,2638,2642,-1,2641,2642,2643,-1,2610,2613,2615,-1,2656,2645,2658,-1,2615,2631,2649,-1,2651,2648,2653,-1,2631,2639,2652,-1,2643,2614,2651,-1,2639,2643,2653,-1,2652,2653,2654,-1,2649,2650,2657,-1,2648,2656,2654,-1,2650,2654,2658,-1,2657,2658,2659,-1,2660,2644,2646,-1,2664,2661,2666,-1,2647,2655,2665,-1,2645,2664,2659,-1,2655,2659,2666,-1,2665,2666,2667,-1,2662,2663,2670,-1,2661,2669,2667,-1,2663,2667,2671,-1,2670,2671,2672,-1,2609,2479,2673,-1,2609,2674,2627,-1,2651,2614,2674,-1,2694,2702,264,-1,2703,2677,2705,-1,2676,2610,2644,-1,2690,2679,2692,-1,2644,2660,2683,-1,2685,2682,2687,-1,2660,2668,2686,-1,2672,2612,2685,-1,2668,2672,2687,-1,2686,2687,2688,-1,2683,2684,2691,-1,2682,2690,2688,-1,2684,2688,2692,-1,2691,2692,2693,-1,2694,2678,2680,-1,2698,2695,2700,-1,2681,2689,2699,-1,2679,2698,2693,-1,2689,2693,2700,-1,2699,2700,2701,-1,2696,2697,2704,-1,2695,2703,2701,-1,2697,2701,2705,-1,2704,2705,2706,-1,2676,2678,256,-1,2675,2611,2707,-1,2685,2612,2675,-1,2677,2708,319,-1,0,248,2707,-1,2673,2479,2084,-1,2611,2673,0,-1,2707,2611,0,-1,1156,740,1,-1,1159,1221,1,-1,1285,1159,1,-1,1221,1023,1156,-1,1156,1,1221,-1,2,652,650,-1,199,95,94,-1,237,94,4,-1,94,237,169,-1,94,169,199,-1,46,9,3,-1,79,3,5,-1,3,79,11,-1,3,11,46,-1,87,6,0,-1,12,51,0,-1,16,12,0,-1,51,8,87,-1,87,0,51,-1,10,81,80,-1,11,49,48,-1,14,45,44,-1,15,32,31,-1,18,16,7,-1,20,18,7,-1,19,27,26,-1,22,20,17,-1,24,22,17,-1,23,26,25,-1,26,24,21,-1,27,22,24,-1,20,22,30,-1,30,28,20,-1,29,31,27,-1,31,30,22,-1,32,28,30,-1,16,18,35,-1,35,33,16,-1,34,40,39,-1,18,28,38,-1,38,36,18,-1,37,39,32,-1,39,38,28,-1,40,36,38,-1,35,36,43,-1,43,41,35,-1,42,44,40,-1,44,43,36,-1,45,41,43,-1,46,48,47,-1,23,13,47,-1,29,47,48,-1,47,29,19,-1,47,19,23,-1,37,15,48,-1,42,48,49,-1,48,42,34,-1,48,34,37,-1,50,78,77,-1,52,65,64,-1,53,51,12,-1,55,53,12,-1,54,60,59,-1,56,55,33,-1,58,56,33,-1,57,59,45,-1,59,58,41,-1,60,56,58,-1,55,56,63,-1,63,61,55,-1,62,64,60,-1,64,63,56,-1,65,61,63,-1,51,53,67,-1,67,66,51,-1,68,73,72,-1,69,67,53,-1,71,69,53,-1,70,72,65,-1,72,71,61,-1,73,69,71,-1,67,69,75,-1,75,74,67,-1,76,77,73,-1,77,75,69,-1,78,74,75,-1,79,80,49,-1,57,14,49,-1,62,49,80,-1,49,62,54,-1,49,54,57,-1,70,52,80,-1,76,80,81,-1,80,76,68,-1,80,68,70,-1,92,91,209,-1,209,82,92,-1,84,89,88,-1,130,84,88,-1,86,88,87,-1,98,86,87,-1,88,85,6,-1,89,83,85,-1,91,92,89,-1,171,91,89,-1,92,90,83,-1,93,2,90,-1,126,10,5,-1,158,5,94,-1,5,158,96,-1,5,96,126,-1,158,95,164,-1,158,164,165,-1,96,128,127,-1,97,125,124,-1,99,112,111,-1,100,98,8,-1,102,100,8,-1,101,107,106,-1,103,102,66,-1,105,103,66,-1,104,106,78,-1,106,105,74,-1,107,103,105,-1,102,103,110,-1,110,108,102,-1,109,111,107,-1,111,110,103,-1,112,108,110,-1,113,86,98,-1,115,113,98,-1,114,120,119,-1,116,115,100,-1,118,116,100,-1,117,119,112,-1,119,118,108,-1,120,116,118,-1,115,116,123,-1,123,121,115,-1,122,124,120,-1,124,123,116,-1,125,121,123,-1,126,127,81,-1,104,50,81,-1,109,81,127,-1,81,109,101,-1,81,101,104,-1,127,128,161,-1,127,122,114,-1,127,114,117,-1,161,97,122,-1,122,127,161,-1,129,157,156,-1,131,144,143,-1,132,130,86,-1,134,132,86,-1,133,139,138,-1,135,134,113,-1,137,135,113,-1,136,138,125,-1,138,137,121,-1,139,135,137,-1,134,135,142,-1,142,140,134,-1,141,143,139,-1,143,142,135,-1,144,140,142,-1,130,132,146,-1,146,145,130,-1,147,152,151,-1,148,146,132,-1,150,148,132,-1,149,151,144,-1,151,150,140,-1,152,148,150,-1,146,148,154,-1,154,153,146,-1,155,156,152,-1,156,154,148,-1,157,153,154,-1,160,128,96,-1,96,159,160,-1,159,163,162,-1,160,162,161,-1,162,133,136,-1,136,161,162,-1,163,131,141,-1,141,162,163,-1,164,167,166,-1,165,166,163,-1,166,147,149,-1,149,163,166,-1,167,129,155,-1,155,166,167,-1,237,168,242,-1,237,242,243,-1,205,200,199,-1,199,204,205,-1,170,198,197,-1,172,185,184,-1,173,171,84,-1,175,173,84,-1,174,180,179,-1,176,175,145,-1,178,176,145,-1,177,179,157,-1,179,178,153,-1,180,176,178,-1,175,176,183,-1,183,181,175,-1,182,184,180,-1,184,183,176,-1,185,181,183,-1,186,91,171,-1,188,186,171,-1,187,193,192,-1,189,188,173,-1,191,189,173,-1,190,192,185,-1,192,191,181,-1,193,189,191,-1,188,189,196,-1,196,194,188,-1,195,197,193,-1,197,196,189,-1,198,194,196,-1,201,164,95,-1,95,200,201,-1,200,203,202,-1,201,202,167,-1,177,129,167,-1,177,167,202,-1,203,172,182,-1,182,202,203,-1,204,207,206,-1,205,206,203,-1,206,187,190,-1,190,203,206,-1,207,170,195,-1,195,206,207,-1,208,236,235,-1,210,223,222,-1,211,209,91,-1,213,211,91,-1,212,218,217,-1,214,213,186,-1,216,214,186,-1,215,217,198,-1,217,216,194,-1,218,214,216,-1,213,214,221,-1,221,219,213,-1,220,222,218,-1,222,221,214,-1,223,219,221,-1,209,211,225,-1,225,224,209,-1,226,231,230,-1,227,225,211,-1,229,227,211,-1,228,230,223,-1,230,229,219,-1,231,227,229,-1,225,227,233,-1,233,232,225,-1,234,235,231,-1,235,233,227,-1,236,232,233,-1,239,204,169,-1,169,238,239,-1,238,241,240,-1,239,240,207,-1,240,212,215,-1,215,207,240,-1,241,210,220,-1,220,240,241,-1,242,245,244,-1,243,244,241,-1,244,226,228,-1,228,241,244,-1,245,208,234,-1,234,244,245,-1,318,248,0,-1,383,0,6,-1,0,383,250,-1,0,250,318,-1,323,247,5,-1,255,5,3,-1,5,255,251,-1,5,251,323,-1,249,385,384,-1,250,321,320,-1,253,317,316,-1,254,288,287,-1,257,255,246,-1,259,257,246,-1,258,275,274,-1,261,259,256,-1,263,261,256,-1,262,270,269,-1,260,264,267,-1,267,263,260,-1,266,269,268,-1,269,267,264,-1,270,265,267,-1,273,271,261,-1,273,261,263,-1,272,274,270,-1,274,273,265,-1,275,271,273,-1,259,261,278,-1,278,276,259,-1,277,283,282,-1,281,279,278,-1,281,278,261,-1,280,282,275,-1,282,281,271,-1,283,279,281,-1,286,284,276,-1,286,276,278,-1,285,287,283,-1,287,286,279,-1,288,284,286,-1,255,257,291,-1,291,289,255,-1,290,304,303,-1,294,292,291,-1,291,276,294,-1,293,299,298,-1,297,295,294,-1,297,294,276,-1,296,298,288,-1,298,297,284,-1,299,295,297,-1,302,300,292,-1,302,292,294,-1,301,303,299,-1,303,302,295,-1,304,300,302,-1,307,305,289,-1,289,292,307,-1,306,312,311,-1,310,308,307,-1,310,307,292,-1,309,311,304,-1,311,310,300,-1,312,308,310,-1,315,313,305,-1,315,305,307,-1,314,316,312,-1,316,315,308,-1,317,313,315,-1,318,320,319,-1,258,272,319,-1,280,319,320,-1,285,277,320,-1,320,277,280,-1,266,252,319,-1,319,280,258,-1,319,272,262,-1,319,262,266,-1,290,301,320,-1,309,320,321,-1,314,306,321,-1,321,306,309,-1,296,254,320,-1,320,309,290,-1,320,301,293,-1,320,293,296,-1,322,382,381,-1,324,353,352,-1,325,323,251,-1,327,325,251,-1,326,340,339,-1,327,289,305,-1,327,305,330,-1,329,335,334,-1,305,313,333,-1,333,330,305,-1,332,334,317,-1,334,333,313,-1,335,331,333,-1,338,336,328,-1,338,328,330,-1,337,339,335,-1,339,338,331,-1,340,336,338,-1,343,341,325,-1,325,328,343,-1,342,348,347,-1,346,344,343,-1,346,343,328,-1,345,347,340,-1,347,346,336,-1,348,344,346,-1,351,349,341,-1,351,341,343,-1,350,352,348,-1,352,351,344,-1,353,349,351,-1,323,325,355,-1,355,354,323,-1,356,369,368,-1,359,357,355,-1,355,341,359,-1,358,364,363,-1,341,349,362,-1,362,359,341,-1,361,363,353,-1,363,362,349,-1,364,360,362,-1,367,365,357,-1,367,357,359,-1,366,368,364,-1,368,367,360,-1,369,365,367,-1,371,370,354,-1,354,357,371,-1,372,377,376,-1,375,373,371,-1,375,371,357,-1,374,376,369,-1,376,375,365,-1,377,373,375,-1,379,378,370,-1,379,370,371,-1,380,381,377,-1,381,379,373,-1,382,378,379,-1,383,384,321,-1,326,337,321,-1,345,321,384,-1,350,342,384,-1,384,342,345,-1,332,253,321,-1,321,345,326,-1,321,337,329,-1,321,329,332,-1,356,366,384,-1,374,384,385,-1,380,372,385,-1,385,372,374,-1,361,324,384,-1,384,374,356,-1,384,366,358,-1,384,358,361,-1,587,386,4,-1,523,4,94,-1,4,523,520,-1,4,520,587,-1,5,247,392,-1,456,387,94,-1,389,456,5,-1,392,389,5,-1,85,83,651,-1,452,249,6,-1,6,390,452,-1,516,390,85,-1,651,516,85,-1,516,651,388,-1,388,518,517,-1,390,454,453,-1,391,451,450,-1,393,422,421,-1,394,392,247,-1,396,394,247,-1,395,409,408,-1,396,354,370,-1,396,370,399,-1,398,404,403,-1,370,378,402,-1,402,399,370,-1,401,403,382,-1,403,402,378,-1,404,400,402,-1,407,405,397,-1,407,397,399,-1,406,408,404,-1,408,407,400,-1,409,405,407,-1,412,410,394,-1,394,397,412,-1,411,417,416,-1,415,413,412,-1,415,412,397,-1,414,416,409,-1,416,415,405,-1,417,413,415,-1,420,418,410,-1,420,410,412,-1,419,421,417,-1,421,420,413,-1,422,418,420,-1,423,389,392,-1,425,423,392,-1,424,438,437,-1,425,394,410,-1,425,410,428,-1,427,433,432,-1,410,418,431,-1,431,428,410,-1,430,432,422,-1,432,431,418,-1,433,429,431,-1,436,434,426,-1,436,426,428,-1,435,437,433,-1,437,436,429,-1,438,434,436,-1,441,439,423,-1,423,426,441,-1,440,446,445,-1,444,442,441,-1,444,441,426,-1,443,445,438,-1,445,444,434,-1,446,442,444,-1,449,447,439,-1,449,439,441,-1,448,450,446,-1,450,449,442,-1,451,447,449,-1,452,453,385,-1,395,406,385,-1,414,385,453,-1,419,411,453,-1,453,411,414,-1,401,322,385,-1,385,414,395,-1,385,406,398,-1,385,398,401,-1,424,435,453,-1,443,453,454,-1,448,440,454,-1,454,440,443,-1,430,393,453,-1,453,443,424,-1,453,435,427,-1,453,427,430,-1,455,515,514,-1,457,486,485,-1,458,456,389,-1,460,458,389,-1,459,473,472,-1,460,423,439,-1,460,439,463,-1,462,468,467,-1,439,447,466,-1,466,463,439,-1,465,467,451,-1,467,466,447,-1,468,464,466,-1,471,469,461,-1,471,461,463,-1,470,472,468,-1,472,471,464,-1,473,469,471,-1,476,474,458,-1,458,461,476,-1,475,481,480,-1,479,477,476,-1,479,476,461,-1,478,480,473,-1,480,479,469,-1,481,477,479,-1,484,482,474,-1,484,474,476,-1,483,485,481,-1,485,484,477,-1,486,482,484,-1,456,458,488,-1,488,487,456,-1,489,502,501,-1,492,490,488,-1,488,474,492,-1,491,497,496,-1,474,482,495,-1,495,492,474,-1,494,496,486,-1,496,495,482,-1,497,493,495,-1,500,498,490,-1,500,490,492,-1,499,501,497,-1,501,500,493,-1,502,498,500,-1,504,503,487,-1,487,490,504,-1,505,510,509,-1,508,506,504,-1,508,504,490,-1,507,509,502,-1,509,508,498,-1,510,506,508,-1,512,511,503,-1,512,503,504,-1,513,514,510,-1,514,512,506,-1,515,511,512,-1,516,517,454,-1,459,470,454,-1,517,457,483,-1,517,475,478,-1,483,475,517,-1,465,391,454,-1,454,478,459,-1,454,470,462,-1,454,462,465,-1,489,499,517,-1,507,517,518,-1,513,505,518,-1,518,505,507,-1,494,457,517,-1,517,507,489,-1,517,499,491,-1,517,491,494,-1,519,649,648,-1,521,585,584,-1,522,582,581,-1,524,553,552,-1,525,523,387,-1,527,525,387,-1,526,540,539,-1,527,487,503,-1,527,503,530,-1,529,535,534,-1,503,511,533,-1,533,530,503,-1,532,534,515,-1,534,533,511,-1,535,531,533,-1,538,536,528,-1,538,528,530,-1,537,539,535,-1,539,538,531,-1,540,536,538,-1,543,541,525,-1,525,528,543,-1,542,548,547,-1,546,544,543,-1,546,543,528,-1,545,547,540,-1,547,546,536,-1,548,544,546,-1,551,549,541,-1,551,541,543,-1,550,552,548,-1,552,551,544,-1,553,549,551,-1,554,520,523,-1,556,554,523,-1,555,569,568,-1,556,525,541,-1,556,541,559,-1,558,564,563,-1,541,549,562,-1,562,559,541,-1,561,563,553,-1,563,562,549,-1,564,560,562,-1,567,565,557,-1,567,557,559,-1,566,568,564,-1,568,567,560,-1,569,565,567,-1,572,570,554,-1,554,557,572,-1,571,577,576,-1,575,573,572,-1,575,572,557,-1,574,576,569,-1,576,575,565,-1,577,573,575,-1,580,578,570,-1,580,570,572,-1,579,581,577,-1,581,580,573,-1,582,578,580,-1,583,584,518,-1,526,537,518,-1,545,518,584,-1,550,542,584,-1,584,542,545,-1,532,455,518,-1,518,545,526,-1,518,537,529,-1,518,529,532,-1,555,566,584,-1,574,584,585,-1,579,571,585,-1,585,571,574,-1,561,524,584,-1,584,574,555,-1,584,566,558,-1,584,558,561,-1,586,646,645,-1,588,617,616,-1,589,587,520,-1,591,589,520,-1,590,604,603,-1,591,554,570,-1,591,570,594,-1,593,599,598,-1,570,578,597,-1,597,594,570,-1,596,598,582,-1,598,597,578,-1,599,595,597,-1,602,600,592,-1,602,592,594,-1,601,603,599,-1,603,602,595,-1,604,600,602,-1,607,605,589,-1,589,592,607,-1,606,612,611,-1,610,608,607,-1,610,607,592,-1,609,611,604,-1,611,610,600,-1,612,608,610,-1,615,613,605,-1,615,605,607,-1,614,616,612,-1,616,615,608,-1,617,613,615,-1,587,589,619,-1,619,618,587,-1,620,633,632,-1,623,621,619,-1,619,605,623,-1,622,628,627,-1,605,613,626,-1,626,623,605,-1,625,627,617,-1,627,626,613,-1,628,624,626,-1,631,629,621,-1,631,621,623,-1,630,632,628,-1,632,631,624,-1,633,629,631,-1,635,634,618,-1,618,621,635,-1,636,641,640,-1,639,637,635,-1,639,635,621,-1,638,640,633,-1,640,639,629,-1,641,637,639,-1,643,642,634,-1,643,634,635,-1,644,645,641,-1,645,643,637,-1,646,642,643,-1,647,648,585,-1,590,601,585,-1,648,588,614,-1,648,606,609,-1,614,606,648,-1,596,522,585,-1,585,609,590,-1,585,601,593,-1,585,593,596,-1,620,630,648,-1,638,648,649,-1,644,636,649,-1,649,636,638,-1,625,588,648,-1,648,638,620,-1,648,630,622,-1,648,622,625,-1,90,650,651,-1,651,650,521,-1,651,521,583,-1,650,652,519,-1,650,519,647,-1,653,822,886,-1,746,653,854,-1,824,854,653,-1,886,824,653,-1,655,661,730,-1,692,168,4,-1,662,692,655,-1,730,662,655,-1,660,659,658,-1,660,658,702,-1,659,93,82,-1,659,82,665,-1,659,657,2,-1,660,654,657,-1,731,730,661,-1,736,731,661,-1,693,692,662,-1,698,693,662,-1,663,691,690,-1,664,678,677,-1,666,665,82,-1,668,666,82,-1,667,673,672,-1,669,668,224,-1,671,669,224,-1,670,672,236,-1,672,671,232,-1,673,669,671,-1,668,669,676,-1,676,674,668,-1,675,677,673,-1,677,676,669,-1,678,674,676,-1,681,679,658,-1,658,666,681,-1,680,686,685,-1,684,682,681,-1,681,674,684,-1,683,685,678,-1,685,684,674,-1,686,682,684,-1,689,687,679,-1,679,682,689,-1,688,690,686,-1,690,689,682,-1,691,687,689,-1,694,242,168,-1,168,693,694,-1,693,696,695,-1,694,695,245,-1,670,208,245,-1,670,245,695,-1,696,664,675,-1,675,695,696,-1,697,700,699,-1,698,699,696,-1,699,680,683,-1,696,699,683,-1,688,680,699,-1,699,700,688,-1,701,729,728,-1,703,716,715,-1,706,704,702,-1,702,679,706,-1,705,711,710,-1,706,679,687,-1,706,687,709,-1,708,710,691,-1,710,709,687,-1,711,707,709,-1,714,712,704,-1,704,707,714,-1,713,715,711,-1,715,714,707,-1,716,712,714,-1,718,717,656,-1,656,704,718,-1,719,724,723,-1,722,720,718,-1,718,712,722,-1,721,723,716,-1,723,722,712,-1,724,720,722,-1,726,725,717,-1,717,720,726,-1,727,728,724,-1,728,726,720,-1,729,725,726,-1,697,662,730,-1,732,697,730,-1,731,734,733,-1,732,733,700,-1,733,705,708,-1,700,733,708,-1,713,705,733,-1,733,734,713,-1,735,738,737,-1,736,737,734,-1,737,719,721,-1,734,737,721,-1,727,719,737,-1,737,738,727,-1,858,739,1,-1,745,741,826,-1,826,1,745,-1,1,826,823,-1,1,823,858,-1,745,744,743,-1,745,743,788,-1,744,660,656,-1,744,656,750,-1,744,742,654,-1,745,740,742,-1,746,747,816,-1,778,661,655,-1,748,778,746,-1,816,748,746,-1,747,821,817,-1,779,778,748,-1,784,779,748,-1,749,777,776,-1,751,764,763,-1,754,752,750,-1,750,717,754,-1,753,759,758,-1,754,717,725,-1,754,725,757,-1,756,758,729,-1,758,757,725,-1,759,755,757,-1,762,760,752,-1,752,755,762,-1,761,763,759,-1,763,762,755,-1,764,760,762,-1,767,765,743,-1,743,752,767,-1,766,772,771,-1,767,752,760,-1,767,760,770,-1,769,771,764,-1,771,770,760,-1,772,768,770,-1,775,773,765,-1,765,768,775,-1,774,776,772,-1,776,775,768,-1,777,773,775,-1,778,779,780,-1,780,735,778,-1,779,782,781,-1,780,781,738,-1,756,701,738,-1,738,781,756,-1,761,753,781,-1,781,782,761,-1,783,786,785,-1,784,785,782,-1,785,766,769,-1,782,785,769,-1,774,766,785,-1,785,786,774,-1,787,815,814,-1,789,802,801,-1,792,790,788,-1,788,765,792,-1,791,797,796,-1,792,765,773,-1,792,773,795,-1,794,796,777,-1,796,795,773,-1,797,793,795,-1,800,798,790,-1,790,793,800,-1,799,801,797,-1,801,800,793,-1,802,798,800,-1,805,803,741,-1,741,790,805,-1,804,810,809,-1,805,790,798,-1,805,798,808,-1,807,809,802,-1,809,808,798,-1,810,806,808,-1,813,811,803,-1,803,806,813,-1,812,814,810,-1,814,813,806,-1,815,811,813,-1,816,817,818,-1,818,783,816,-1,817,820,819,-1,818,819,786,-1,794,749,786,-1,786,819,794,-1,799,791,819,-1,819,820,799,-1,820,817,821,-1,804,807,821,-1,812,804,821,-1,807,789,820,-1,820,821,807,-1,822,888,887,-1,824,856,855,-1,825,853,852,-1,827,840,839,-1,830,828,826,-1,826,803,830,-1,829,835,834,-1,830,803,811,-1,830,811,833,-1,832,834,815,-1,834,833,811,-1,835,831,833,-1,838,836,828,-1,828,831,838,-1,837,839,835,-1,839,838,831,-1,840,836,838,-1,843,841,823,-1,823,828,843,-1,842,848,847,-1,843,828,836,-1,843,836,846,-1,845,847,840,-1,847,846,836,-1,848,844,846,-1,851,849,841,-1,841,844,851,-1,850,852,848,-1,852,851,844,-1,853,849,851,-1,854,855,821,-1,855,827,837,-1,832,787,821,-1,829,832,855,-1,837,829,855,-1,856,825,850,-1,855,856,845,-1,842,845,856,-1,850,842,856,-1,857,885,884,-1,859,872,871,-1,862,860,858,-1,858,841,862,-1,861,867,866,-1,862,841,849,-1,862,849,865,-1,864,866,853,-1,866,865,849,-1,867,863,865,-1,870,868,860,-1,860,863,870,-1,869,871,867,-1,871,870,863,-1,872,868,870,-1,874,873,739,-1,739,860,874,-1,875,880,879,-1,878,876,874,-1,874,868,878,-1,877,879,872,-1,879,878,868,-1,880,876,878,-1,882,881,873,-1,873,876,882,-1,883,884,880,-1,884,882,876,-1,885,881,882,-1,886,887,856,-1,887,859,869,-1,856,887,864,-1,861,864,887,-1,869,861,887,-1,888,857,883,-1,887,888,877,-1,875,877,888,-1,883,875,888,-1,657,654,1155,-1,1155,890,1018,-1,652,1155,954,-1,892,954,1155,-1,1018,892,1155,-1,1155,652,657,-1,657,652,2,-1,4,386,894,-1,958,889,655,-1,891,958,4,-1,894,891,4,-1,890,1020,1019,-1,892,956,955,-1,893,953,952,-1,895,924,923,-1,896,894,386,-1,898,896,386,-1,897,911,910,-1,898,618,634,-1,898,634,901,-1,900,906,905,-1,634,642,904,-1,904,901,634,-1,903,905,646,-1,905,904,642,-1,906,902,904,-1,909,907,899,-1,909,899,901,-1,908,910,906,-1,910,909,902,-1,911,907,909,-1,914,912,896,-1,896,899,914,-1,913,919,918,-1,917,915,914,-1,917,914,899,-1,916,918,911,-1,918,917,907,-1,919,915,917,-1,922,920,912,-1,922,912,914,-1,921,923,919,-1,923,922,915,-1,924,920,922,-1,927,925,891,-1,891,896,927,-1,926,940,939,-1,928,927,896,-1,930,928,896,-1,929,935,934,-1,933,931,930,-1,930,912,933,-1,932,934,924,-1,934,933,920,-1,935,931,933,-1,938,936,928,-1,928,930,938,-1,937,939,935,-1,939,938,931,-1,940,936,938,-1,927,928,943,-1,943,941,927,-1,942,948,947,-1,946,944,943,-1,943,928,946,-1,945,947,940,-1,947,946,936,-1,948,944,946,-1,951,949,941,-1,941,943,951,-1,950,952,948,-1,952,951,944,-1,953,949,951,-1,954,955,649,-1,897,908,649,-1,916,649,955,-1,921,913,955,-1,955,913,916,-1,903,586,649,-1,649,916,897,-1,649,908,900,-1,649,900,903,-1,926,937,956,-1,955,956,937,-1,955,929,932,-1,937,929,955,-1,956,893,950,-1,956,945,926,-1,942,945,956,-1,950,942,956,-1,957,1017,1016,-1,959,988,987,-1,962,960,958,-1,958,925,962,-1,961,975,974,-1,963,962,925,-1,965,963,925,-1,964,970,969,-1,968,966,965,-1,965,941,968,-1,967,969,953,-1,969,968,949,-1,970,966,968,-1,973,971,963,-1,963,965,973,-1,972,974,970,-1,974,973,966,-1,975,971,973,-1,962,963,978,-1,978,976,962,-1,977,983,982,-1,981,979,978,-1,978,963,981,-1,980,982,975,-1,982,981,971,-1,983,979,981,-1,986,984,976,-1,976,978,986,-1,985,987,983,-1,987,986,979,-1,988,984,986,-1,990,989,889,-1,889,960,990,-1,991,1004,1003,-1,992,990,960,-1,994,992,960,-1,993,999,998,-1,997,995,994,-1,994,976,997,-1,996,998,988,-1,998,997,984,-1,999,995,997,-1,1002,1000,992,-1,992,994,1002,-1,1001,1003,999,-1,1003,1002,995,-1,1004,1000,1002,-1,990,992,1006,-1,1006,1005,990,-1,1007,1012,1011,-1,1010,1008,1006,-1,1006,992,1010,-1,1009,1011,1004,-1,1011,1010,1000,-1,1012,1008,1010,-1,1014,1013,1005,-1,1005,1006,1014,-1,1015,1016,1012,-1,1016,1014,1008,-1,1017,1013,1014,-1,1018,1019,956,-1,961,972,1019,-1,956,1019,972,-1,956,964,967,-1,972,964,956,-1,1019,959,985,-1,1019,980,961,-1,977,980,1019,-1,985,977,1019,-1,991,1001,1020,-1,1019,1020,1001,-1,1019,993,996,-1,1001,993,1019,-1,1020,957,1015,-1,1020,1009,991,-1,1007,1009,1020,-1,1015,1007,1020,-1,1225,1021,653,-1,1161,653,746,-1,653,1161,1158,-1,653,1158,1225,-1,1091,1022,746,-1,1027,746,655,-1,746,1027,1024,-1,746,1024,1091,-1,740,1156,1154,-1,1023,1153,1152,-1,1025,1089,1088,-1,1026,1086,1085,-1,1028,1057,1056,-1,1031,1029,1027,-1,1027,989,1031,-1,1030,1044,1043,-1,1032,1031,989,-1,1034,1032,989,-1,1033,1039,1038,-1,1037,1035,1034,-1,1034,1005,1037,-1,1036,1038,1017,-1,1038,1037,1013,-1,1039,1035,1037,-1,1042,1040,1032,-1,1032,1034,1042,-1,1041,1043,1039,-1,1043,1042,1035,-1,1044,1040,1042,-1,1031,1032,1047,-1,1047,1045,1031,-1,1046,1052,1051,-1,1050,1048,1047,-1,1047,1032,1050,-1,1049,1051,1044,-1,1051,1050,1040,-1,1052,1048,1050,-1,1055,1053,1045,-1,1045,1047,1055,-1,1054,1056,1052,-1,1056,1055,1048,-1,1057,1053,1055,-1,1060,1058,1024,-1,1024,1029,1060,-1,1059,1073,1072,-1,1061,1060,1029,-1,1063,1061,1029,-1,1062,1068,1067,-1,1066,1064,1063,-1,1063,1045,1066,-1,1065,1067,1057,-1,1067,1066,1053,-1,1068,1064,1066,-1,1071,1069,1061,-1,1061,1063,1071,-1,1070,1072,1068,-1,1072,1071,1064,-1,1073,1069,1071,-1,1060,1061,1076,-1,1076,1074,1060,-1,1075,1081,1080,-1,1079,1077,1076,-1,1076,1061,1079,-1,1078,1080,1073,-1,1080,1079,1069,-1,1081,1077,1079,-1,1084,1082,1074,-1,1074,1076,1084,-1,1083,1085,1081,-1,1085,1084,1077,-1,1086,1082,1084,-1,1087,1088,1020,-1,1030,1041,1088,-1,1036,957,1020,-1,1041,1033,1020,-1,1020,1033,1036,-1,1088,1028,1054,-1,1088,1049,1030,-1,1046,1049,1088,-1,1054,1046,1088,-1,1059,1070,1089,-1,1088,1089,1070,-1,1088,1062,1065,-1,1070,1062,1088,-1,1089,1026,1083,-1,1089,1078,1059,-1,1075,1078,1089,-1,1083,1075,1089,-1,1090,1150,1149,-1,1092,1121,1120,-1,1095,1093,1091,-1,1091,1058,1095,-1,1094,1108,1107,-1,1096,1095,1058,-1,1098,1096,1058,-1,1097,1103,1102,-1,1101,1099,1098,-1,1098,1074,1101,-1,1100,1102,1086,-1,1102,1101,1082,-1,1103,1099,1101,-1,1106,1104,1096,-1,1096,1098,1106,-1,1105,1107,1103,-1,1107,1106,1099,-1,1108,1104,1106,-1,1095,1096,1111,-1,1111,1109,1095,-1,1110,1116,1115,-1,1114,1112,1111,-1,1111,1096,1114,-1,1113,1115,1108,-1,1115,1114,1104,-1,1116,1112,1114,-1,1119,1117,1109,-1,1109,1111,1119,-1,1118,1120,1116,-1,1120,1119,1112,-1,1121,1117,1119,-1,1123,1122,1022,-1,1022,1093,1123,-1,1124,1137,1136,-1,1125,1123,1093,-1,1127,1125,1093,-1,1126,1132,1131,-1,1130,1128,1127,-1,1127,1109,1130,-1,1129,1131,1121,-1,1131,1130,1117,-1,1132,1128,1130,-1,1135,1133,1125,-1,1125,1127,1135,-1,1134,1136,1132,-1,1136,1135,1128,-1,1137,1133,1135,-1,1123,1125,1139,-1,1139,1138,1123,-1,1140,1145,1144,-1,1143,1141,1139,-1,1139,1125,1143,-1,1142,1144,1137,-1,1144,1143,1133,-1,1145,1141,1143,-1,1147,1146,1138,-1,1138,1139,1147,-1,1148,1149,1145,-1,1149,1147,1141,-1,1150,1146,1147,-1,1151,1152,1089,-1,1094,1105,1152,-1,1089,1152,1105,-1,1089,1097,1100,-1,1105,1097,1089,-1,1152,1092,1118,-1,1152,1113,1094,-1,1110,1113,1152,-1,1118,1110,1152,-1,1124,1134,1153,-1,1152,1153,1134,-1,1152,1126,1129,-1,1134,1126,1152,-1,1153,1090,1148,-1,1153,1142,1124,-1,1140,1142,1153,-1,1148,1140,1153,-1,742,1154,1155,-1,890,1155,1154,-1,1087,890,1154,-1,1025,1154,1156,-1,1151,1025,1156,-1,1157,1287,1286,-1,1159,1223,1222,-1,1160,1220,1219,-1,1162,1191,1190,-1,1165,1163,1161,-1,1161,1122,1165,-1,1164,1178,1177,-1,1166,1165,1122,-1,1168,1166,1122,-1,1167,1173,1172,-1,1171,1169,1168,-1,1168,1138,1171,-1,1170,1172,1150,-1,1172,1171,1146,-1,1173,1169,1171,-1,1176,1174,1166,-1,1166,1168,1176,-1,1175,1177,1173,-1,1177,1176,1169,-1,1178,1174,1176,-1,1165,1166,1181,-1,1181,1179,1165,-1,1180,1186,1185,-1,1184,1182,1181,-1,1181,1166,1184,-1,1183,1185,1178,-1,1185,1184,1174,-1,1186,1182,1184,-1,1189,1187,1179,-1,1179,1181,1189,-1,1188,1190,1186,-1,1190,1189,1182,-1,1191,1187,1189,-1,1194,1192,1158,-1,1158,1163,1194,-1,1193,1207,1206,-1,1195,1194,1163,-1,1197,1195,1163,-1,1196,1202,1201,-1,1200,1198,1197,-1,1197,1179,1200,-1,1199,1201,1191,-1,1201,1200,1187,-1,1202,1198,1200,-1,1205,1203,1195,-1,1195,1197,1205,-1,1204,1206,1202,-1,1206,1205,1198,-1,1207,1203,1205,-1,1194,1195,1210,-1,1210,1208,1194,-1,1209,1215,1214,-1,1213,1211,1210,-1,1210,1195,1213,-1,1212,1214,1207,-1,1214,1213,1203,-1,1215,1211,1213,-1,1218,1216,1208,-1,1208,1210,1218,-1,1217,1219,1215,-1,1219,1218,1211,-1,1220,1216,1218,-1,1221,1222,1153,-1,1164,1175,1222,-1,1170,1090,1153,-1,1175,1167,1153,-1,1153,1167,1170,-1,1222,1162,1188,-1,1222,1183,1164,-1,1180,1183,1222,-1,1188,1180,1222,-1,1193,1204,1223,-1,1222,1223,1204,-1,1222,1196,1199,-1,1204,1196,1222,-1,1223,1160,1217,-1,1223,1212,1193,-1,1209,1212,1223,-1,1217,1209,1223,-1,1224,1284,1283,-1,1226,1255,1254,-1,1229,1227,1225,-1,1225,1192,1229,-1,1228,1242,1241,-1,1230,1229,1192,-1,1232,1230,1192,-1,1231,1237,1236,-1,1235,1233,1232,-1,1232,1208,1235,-1,1234,1236,1220,-1,1236,1235,1216,-1,1237,1233,1235,-1,1240,1238,1230,-1,1230,1232,1240,-1,1239,1241,1237,-1,1241,1240,1233,-1,1242,1238,1240,-1,1229,1230,1245,-1,1245,1243,1229,-1,1244,1250,1249,-1,1248,1246,1245,-1,1245,1230,1248,-1,1247,1249,1242,-1,1249,1248,1238,-1,1250,1246,1248,-1,1253,1251,1243,-1,1243,1245,1253,-1,1252,1254,1250,-1,1254,1253,1246,-1,1255,1251,1253,-1,1257,1256,1021,-1,1021,1227,1257,-1,1258,1271,1270,-1,1259,1257,1227,-1,1261,1259,1227,-1,1260,1266,1265,-1,1264,1262,1261,-1,1261,1243,1264,-1,1263,1265,1255,-1,1265,1264,1251,-1,1266,1262,1264,-1,1269,1267,1259,-1,1259,1261,1269,-1,1268,1270,1266,-1,1270,1269,1262,-1,1271,1267,1269,-1,1257,1259,1273,-1,1273,1272,1257,-1,1274,1279,1278,-1,1277,1275,1273,-1,1273,1259,1277,-1,1276,1278,1271,-1,1278,1277,1267,-1,1279,1275,1277,-1,1281,1280,1272,-1,1272,1273,1281,-1,1282,1283,1279,-1,1283,1281,1275,-1,1284,1280,1281,-1,1285,1286,1223,-1,1228,1239,1286,-1,1223,1286,1239,-1,1223,1231,1234,-1,1239,1231,1223,-1,1286,1226,1252,-1,1286,1247,1228,-1,1244,1247,1286,-1,1252,1244,1286,-1,1258,1268,1287,-1,1286,1287,1268,-1,1286,1260,1263,-1,1268,1260,1286,-1,1287,1224,1282,-1,1287,1276,1258,-1,1274,1276,1287,-1,1282,1274,1287,-1,1288,1913,1911,-1,1467,1369,1368,-1,1506,1368,1289,-1,1368,1506,1437,-1,1368,1437,1467,-1,1325,822,653,-1,1357,653,1291,-1,653,1357,1294,-1,653,1294,1325,-1,1329,1292,1290,-1,1298,1290,1,-1,1290,1298,1295,-1,1290,1295,1329,-1,1293,1359,1358,-1,1294,1327,1326,-1,1296,1324,1323,-1,1297,1311,1310,-1,1298,739,873,-1,1298,873,1301,-1,1300,1306,1305,-1,1301,873,881,-1,1301,881,1304,-1,1303,1305,885,-1,1305,1304,881,-1,1306,1302,1304,-1,1309,1307,1299,-1,1299,1302,1309,-1,1308,1310,1306,-1,1310,1309,1302,-1,1311,1307,1309,-1,1314,1312,1295,-1,1295,1299,1314,-1,1313,1319,1318,-1,1317,1315,1314,-1,1314,1307,1317,-1,1316,1318,1311,-1,1318,1317,1307,-1,1319,1315,1317,-1,1322,1320,1312,-1,1312,1315,1322,-1,1321,1323,1319,-1,1323,1322,1315,-1,1324,1320,1322,-1,1325,1326,888,-1,1326,1297,1308,-1,1303,857,888,-1,1300,1303,1326,-1,1308,1300,1326,-1,1327,1296,1321,-1,1326,1327,1316,-1,1313,1316,1327,-1,1321,1313,1327,-1,1328,1356,1355,-1,1330,1343,1342,-1,1331,1329,1295,-1,1333,1331,1295,-1,1332,1338,1337,-1,1334,1333,1312,-1,1336,1334,1312,-1,1335,1337,1324,-1,1337,1336,1320,-1,1338,1334,1336,-1,1333,1334,1341,-1,1341,1339,1333,-1,1340,1342,1338,-1,1342,1341,1334,-1,1343,1339,1341,-1,1329,1331,1345,-1,1345,1344,1329,-1,1346,1351,1350,-1,1347,1345,1331,-1,1349,1347,1331,-1,1348,1350,1343,-1,1350,1349,1339,-1,1351,1347,1349,-1,1345,1347,1353,-1,1353,1352,1345,-1,1354,1355,1351,-1,1355,1353,1347,-1,1356,1352,1353,-1,1357,1358,1327,-1,1335,1296,1327,-1,1340,1327,1358,-1,1327,1340,1332,-1,1327,1332,1335,-1,1348,1330,1358,-1,1354,1358,1359,-1,1358,1354,1346,-1,1358,1346,1348,-1,1366,1364,1478,-1,1478,1360,1366,-1,1365,1361,1290,-1,1370,1405,1290,-1,1373,1370,1290,-1,1405,1362,1365,-1,1365,1290,1405,-1,1364,1366,1365,-1,1439,1364,1365,-1,1366,1363,1361,-1,1367,1288,1363,-1,1401,1293,1291,-1,1433,1291,1368,-1,1291,1433,1371,-1,1291,1371,1401,-1,1369,1435,1434,-1,1371,1403,1402,-1,1372,1400,1399,-1,1374,1387,1386,-1,1375,1373,1292,-1,1377,1375,1292,-1,1376,1382,1381,-1,1378,1377,1344,-1,1380,1378,1344,-1,1379,1381,1356,-1,1381,1380,1352,-1,1382,1378,1380,-1,1377,1378,1385,-1,1385,1383,1377,-1,1384,1386,1382,-1,1386,1385,1378,-1,1387,1383,1385,-1,1388,1370,1373,-1,1390,1388,1373,-1,1389,1395,1394,-1,1391,1390,1375,-1,1393,1391,1375,-1,1392,1394,1387,-1,1394,1393,1383,-1,1395,1391,1393,-1,1390,1391,1398,-1,1398,1396,1390,-1,1397,1399,1395,-1,1399,1398,1391,-1,1400,1396,1398,-1,1401,1402,1359,-1,1379,1328,1359,-1,1384,1359,1402,-1,1359,1384,1376,-1,1359,1376,1379,-1,1392,1374,1402,-1,1397,1402,1403,-1,1402,1397,1389,-1,1402,1389,1392,-1,1404,1432,1431,-1,1406,1419,1418,-1,1407,1405,1370,-1,1409,1407,1370,-1,1408,1414,1413,-1,1410,1409,1388,-1,1412,1410,1388,-1,1411,1413,1400,-1,1413,1412,1396,-1,1414,1410,1412,-1,1409,1410,1417,-1,1417,1415,1409,-1,1416,1418,1414,-1,1418,1417,1410,-1,1419,1415,1417,-1,1420,1362,1405,-1,1422,1420,1405,-1,1421,1427,1426,-1,1423,1422,1407,-1,1425,1423,1407,-1,1424,1426,1419,-1,1426,1425,1415,-1,1427,1423,1425,-1,1422,1423,1430,-1,1430,1428,1422,-1,1429,1431,1427,-1,1431,1430,1423,-1,1432,1428,1430,-1,1433,1434,1403,-1,1411,1372,1403,-1,1416,1403,1434,-1,1403,1416,1408,-1,1403,1408,1411,-1,1434,1435,1470,-1,1434,1429,1421,-1,1434,1421,1424,-1,1470,1404,1429,-1,1429,1434,1470,-1,1506,1436,1511,-1,1506,1511,1512,-1,1474,1468,1467,-1,1467,1473,1474,-1,1438,1466,1465,-1,1440,1453,1452,-1,1441,1439,1362,-1,1443,1441,1362,-1,1442,1448,1447,-1,1444,1443,1420,-1,1446,1444,1420,-1,1445,1447,1432,-1,1447,1446,1428,-1,1448,1444,1446,-1,1443,1444,1451,-1,1451,1449,1443,-1,1450,1452,1448,-1,1452,1451,1444,-1,1453,1449,1451,-1,1454,1364,1439,-1,1456,1454,1439,-1,1455,1461,1460,-1,1457,1456,1441,-1,1459,1457,1441,-1,1458,1460,1453,-1,1460,1459,1449,-1,1461,1457,1459,-1,1456,1457,1464,-1,1464,1462,1456,-1,1463,1465,1461,-1,1465,1464,1457,-1,1466,1462,1464,-1,1469,1435,1369,-1,1369,1468,1469,-1,1468,1472,1471,-1,1469,1471,1470,-1,1445,1404,1470,-1,1445,1470,1471,-1,1472,1440,1450,-1,1450,1471,1472,-1,1473,1476,1475,-1,1474,1475,1472,-1,1475,1455,1458,-1,1458,1472,1475,-1,1476,1438,1463,-1,1463,1475,1476,-1,1477,1505,1504,-1,1479,1492,1491,-1,1480,1478,1364,-1,1482,1480,1364,-1,1481,1487,1486,-1,1483,1482,1454,-1,1485,1483,1454,-1,1484,1486,1466,-1,1486,1485,1462,-1,1487,1483,1485,-1,1482,1483,1490,-1,1490,1488,1482,-1,1489,1491,1487,-1,1491,1490,1483,-1,1492,1488,1490,-1,1478,1480,1494,-1,1494,1493,1478,-1,1495,1500,1499,-1,1496,1494,1480,-1,1498,1496,1480,-1,1497,1499,1492,-1,1499,1498,1488,-1,1500,1496,1498,-1,1494,1496,1502,-1,1502,1501,1494,-1,1503,1504,1500,-1,1504,1502,1496,-1,1505,1501,1502,-1,1508,1473,1437,-1,1437,1507,1508,-1,1507,1510,1509,-1,1508,1509,1476,-1,1509,1481,1484,-1,1484,1476,1509,-1,1510,1479,1489,-1,1489,1509,1510,-1,1511,1514,1513,-1,1512,1513,1510,-1,1513,1495,1497,-1,1497,1510,1513,-1,1514,1477,1503,-1,1503,1513,1514,-1,1580,1157,1,-1,1644,1,1290,-1,1,1644,1518,-1,1,1518,1580,-1,1584,1515,1291,-1,1520,1291,653,-1,1291,1520,1517,-1,1291,1517,1584,-1,1516,1646,1645,-1,1518,1582,1581,-1,1519,1579,1578,-1,1521,1550,1549,-1,1524,1522,1520,-1,1520,1256,1524,-1,1523,1537,1536,-1,1525,1524,1256,-1,1527,1525,1256,-1,1526,1532,1531,-1,1530,1528,1527,-1,1527,1272,1530,-1,1529,1531,1284,-1,1531,1530,1280,-1,1532,1528,1530,-1,1535,1533,1525,-1,1525,1527,1535,-1,1534,1536,1532,-1,1536,1535,1528,-1,1537,1533,1535,-1,1524,1525,1540,-1,1540,1538,1524,-1,1539,1545,1544,-1,1543,1541,1540,-1,1540,1525,1543,-1,1542,1544,1537,-1,1544,1543,1533,-1,1545,1541,1543,-1,1548,1546,1538,-1,1538,1540,1548,-1,1547,1549,1545,-1,1549,1548,1541,-1,1550,1546,1548,-1,1553,1551,1517,-1,1517,1522,1553,-1,1552,1566,1565,-1,1553,1522,1538,-1,1553,1538,1556,-1,1555,1561,1560,-1,1559,1557,1556,-1,1556,1538,1559,-1,1558,1560,1550,-1,1560,1559,1546,-1,1561,1557,1559,-1,1564,1562,1554,-1,1554,1556,1564,-1,1563,1565,1561,-1,1565,1564,1557,-1,1566,1562,1564,-1,1569,1567,1551,-1,1551,1554,1569,-1,1568,1574,1573,-1,1572,1570,1569,-1,1569,1554,1572,-1,1571,1573,1566,-1,1573,1572,1562,-1,1574,1570,1572,-1,1577,1575,1567,-1,1567,1569,1577,-1,1576,1578,1574,-1,1578,1577,1570,-1,1579,1575,1577,-1,1580,1581,1287,-1,1523,1534,1581,-1,1529,1224,1287,-1,1534,1526,1287,-1,1287,1526,1529,-1,1581,1521,1547,-1,1581,1542,1523,-1,1539,1542,1581,-1,1547,1539,1581,-1,1552,1563,1582,-1,1581,1582,1563,-1,1581,1555,1558,-1,1563,1555,1581,-1,1582,1519,1576,-1,1582,1571,1552,-1,1568,1571,1582,-1,1576,1568,1582,-1,1583,1643,1642,-1,1585,1614,1613,-1,1586,1584,1517,-1,1588,1586,1517,-1,1587,1601,1600,-1,1589,1588,1551,-1,1591,1589,1551,-1,1590,1596,1595,-1,1567,1575,1594,-1,1594,1591,1567,-1,1593,1595,1579,-1,1595,1594,1575,-1,1596,1592,1594,-1,1599,1597,1589,-1,1599,1589,1591,-1,1598,1600,1596,-1,1600,1599,1592,-1,1601,1597,1599,-1,1588,1589,1604,-1,1604,1602,1588,-1,1603,1609,1608,-1,1607,1605,1604,-1,1607,1604,1589,-1,1606,1608,1601,-1,1608,1607,1597,-1,1609,1605,1607,-1,1612,1610,1602,-1,1612,1602,1604,-1,1611,1613,1609,-1,1613,1612,1605,-1,1614,1610,1612,-1,1584,1586,1616,-1,1616,1615,1584,-1,1617,1630,1629,-1,1620,1618,1616,-1,1616,1602,1620,-1,1619,1625,1624,-1,1602,1610,1623,-1,1623,1620,1602,-1,1622,1624,1614,-1,1624,1623,1610,-1,1625,1621,1623,-1,1628,1626,1618,-1,1628,1618,1620,-1,1627,1629,1625,-1,1629,1628,1621,-1,1630,1626,1628,-1,1632,1631,1615,-1,1615,1618,1632,-1,1633,1638,1637,-1,1636,1634,1632,-1,1636,1632,1618,-1,1635,1637,1630,-1,1637,1636,1626,-1,1638,1634,1636,-1,1640,1639,1631,-1,1640,1631,1632,-1,1641,1642,1638,-1,1642,1640,1634,-1,1643,1639,1640,-1,1644,1645,1582,-1,1587,1598,1582,-1,1645,1585,1611,-1,1645,1603,1606,-1,1611,1603,1645,-1,1593,1519,1582,-1,1582,1606,1587,-1,1582,1598,1590,-1,1582,1590,1593,-1,1617,1627,1645,-1,1635,1645,1646,-1,1641,1633,1646,-1,1646,1633,1635,-1,1622,1585,1645,-1,1645,1635,1617,-1,1645,1627,1619,-1,1645,1619,1622,-1,1368,1648,1784,-1,1848,1647,1289,-1,1781,1848,1368,-1,1784,1781,1368,-1,1291,1515,1653,-1,1717,1648,1368,-1,1650,1717,1291,-1,1653,1650,1291,-1,1713,1516,1290,-1,1912,1649,1777,-1,1777,1290,1912,-1,1290,1777,1651,-1,1290,1651,1713,-1,1649,1779,1778,-1,1651,1715,1714,-1,1652,1712,1711,-1,1654,1683,1682,-1,1655,1653,1515,-1,1657,1655,1515,-1,1656,1670,1669,-1,1657,1615,1631,-1,1657,1631,1660,-1,1659,1665,1664,-1,1631,1639,1663,-1,1663,1660,1631,-1,1662,1664,1643,-1,1664,1663,1639,-1,1665,1661,1663,-1,1668,1666,1658,-1,1668,1658,1660,-1,1667,1669,1665,-1,1669,1668,1661,-1,1670,1666,1668,-1,1673,1671,1655,-1,1655,1658,1673,-1,1672,1678,1677,-1,1676,1674,1673,-1,1676,1673,1658,-1,1675,1677,1670,-1,1677,1676,1666,-1,1678,1674,1676,-1,1681,1679,1671,-1,1681,1671,1673,-1,1680,1682,1678,-1,1682,1681,1674,-1,1683,1679,1681,-1,1684,1650,1653,-1,1686,1684,1653,-1,1685,1699,1698,-1,1686,1655,1671,-1,1686,1671,1689,-1,1688,1694,1693,-1,1671,1679,1692,-1,1692,1689,1671,-1,1691,1693,1683,-1,1693,1692,1679,-1,1694,1690,1692,-1,1697,1695,1687,-1,1697,1687,1689,-1,1696,1698,1694,-1,1698,1697,1690,-1,1699,1695,1697,-1,1702,1700,1684,-1,1684,1687,1702,-1,1701,1707,1706,-1,1705,1703,1702,-1,1705,1702,1687,-1,1704,1706,1699,-1,1706,1705,1695,-1,1707,1703,1705,-1,1710,1708,1700,-1,1710,1700,1702,-1,1709,1711,1707,-1,1711,1710,1703,-1,1712,1708,1710,-1,1713,1714,1646,-1,1656,1667,1646,-1,1675,1646,1714,-1,1680,1672,1714,-1,1714,1672,1675,-1,1662,1583,1646,-1,1646,1675,1656,-1,1646,1667,1659,-1,1646,1659,1662,-1,1685,1696,1714,-1,1704,1714,1715,-1,1709,1701,1715,-1,1715,1701,1704,-1,1691,1654,1714,-1,1714,1704,1685,-1,1714,1696,1688,-1,1714,1688,1691,-1,1716,1776,1775,-1,1718,1747,1746,-1,1719,1717,1650,-1,1721,1719,1650,-1,1720,1734,1733,-1,1721,1684,1700,-1,1721,1700,1724,-1,1723,1729,1728,-1,1700,1708,1727,-1,1727,1724,1700,-1,1726,1728,1712,-1,1728,1727,1708,-1,1729,1725,1727,-1,1732,1730,1722,-1,1732,1722,1724,-1,1731,1733,1729,-1,1733,1732,1725,-1,1734,1730,1732,-1,1737,1735,1719,-1,1719,1722,1737,-1,1736,1742,1741,-1,1740,1738,1737,-1,1740,1737,1722,-1,1739,1741,1734,-1,1741,1740,1730,-1,1742,1738,1740,-1,1745,1743,1735,-1,1745,1735,1737,-1,1744,1746,1742,-1,1746,1745,1738,-1,1747,1743,1745,-1,1717,1719,1749,-1,1749,1748,1717,-1,1750,1763,1762,-1,1753,1751,1749,-1,1749,1735,1753,-1,1752,1758,1757,-1,1735,1743,1756,-1,1756,1753,1735,-1,1755,1757,1747,-1,1757,1756,1743,-1,1758,1754,1756,-1,1761,1759,1751,-1,1761,1751,1753,-1,1760,1762,1758,-1,1762,1761,1754,-1,1763,1759,1761,-1,1765,1764,1748,-1,1748,1751,1765,-1,1766,1771,1770,-1,1769,1767,1765,-1,1769,1765,1751,-1,1768,1770,1763,-1,1770,1769,1759,-1,1771,1767,1769,-1,1773,1772,1764,-1,1773,1764,1765,-1,1774,1775,1771,-1,1775,1773,1767,-1,1776,1772,1773,-1,1777,1778,1715,-1,1720,1731,1715,-1,1778,1718,1744,-1,1778,1736,1739,-1,1744,1736,1778,-1,1726,1652,1715,-1,1715,1739,1720,-1,1715,1731,1723,-1,1715,1723,1726,-1,1750,1760,1778,-1,1768,1778,1779,-1,1774,1766,1779,-1,1779,1766,1768,-1,1755,1718,1778,-1,1778,1768,1750,-1,1778,1760,1752,-1,1778,1752,1755,-1,1780,1910,1909,-1,1782,1846,1845,-1,1783,1843,1842,-1,1785,1814,1813,-1,1786,1784,1648,-1,1788,1786,1648,-1,1787,1801,1800,-1,1788,1748,1764,-1,1788,1764,1791,-1,1790,1796,1795,-1,1764,1772,1794,-1,1794,1791,1764,-1,1793,1795,1776,-1,1795,1794,1772,-1,1796,1792,1794,-1,1799,1797,1789,-1,1799,1789,1791,-1,1798,1800,1796,-1,1800,1799,1792,-1,1801,1797,1799,-1,1804,1802,1786,-1,1786,1789,1804,-1,1803,1809,1808,-1,1807,1805,1804,-1,1807,1804,1789,-1,1806,1808,1801,-1,1808,1807,1797,-1,1809,1805,1807,-1,1812,1810,1802,-1,1812,1802,1804,-1,1811,1813,1809,-1,1813,1812,1805,-1,1814,1810,1812,-1,1815,1781,1784,-1,1817,1815,1784,-1,1816,1830,1829,-1,1817,1786,1802,-1,1817,1802,1820,-1,1819,1825,1824,-1,1802,1810,1823,-1,1823,1820,1802,-1,1822,1824,1814,-1,1824,1823,1810,-1,1825,1821,1823,-1,1828,1826,1818,-1,1828,1818,1820,-1,1827,1829,1825,-1,1829,1828,1821,-1,1830,1826,1828,-1,1833,1831,1815,-1,1815,1818,1833,-1,1832,1838,1837,-1,1836,1834,1833,-1,1836,1833,1818,-1,1835,1837,1830,-1,1837,1836,1826,-1,1838,1834,1836,-1,1841,1839,1831,-1,1841,1831,1833,-1,1840,1842,1838,-1,1842,1841,1834,-1,1843,1839,1841,-1,1844,1845,1779,-1,1787,1798,1779,-1,1806,1779,1845,-1,1811,1803,1845,-1,1845,1803,1806,-1,1793,1716,1779,-1,1779,1806,1787,-1,1779,1798,1790,-1,1779,1790,1793,-1,1816,1827,1845,-1,1835,1845,1846,-1,1840,1832,1846,-1,1846,1832,1835,-1,1822,1785,1845,-1,1845,1835,1816,-1,1845,1827,1819,-1,1845,1819,1822,-1,1847,1907,1906,-1,1849,1878,1877,-1,1850,1848,1781,-1,1852,1850,1781,-1,1851,1865,1864,-1,1852,1815,1831,-1,1852,1831,1855,-1,1854,1860,1859,-1,1831,1839,1858,-1,1858,1855,1831,-1,1857,1859,1843,-1,1859,1858,1839,-1,1860,1856,1858,-1,1863,1861,1853,-1,1863,1853,1855,-1,1862,1864,1860,-1,1864,1863,1856,-1,1865,1861,1863,-1,1868,1866,1850,-1,1850,1853,1868,-1,1867,1873,1872,-1,1871,1869,1868,-1,1871,1868,1853,-1,1870,1872,1865,-1,1872,1871,1861,-1,1873,1869,1871,-1,1876,1874,1866,-1,1876,1866,1868,-1,1875,1877,1873,-1,1877,1876,1869,-1,1878,1874,1876,-1,1848,1850,1880,-1,1880,1879,1848,-1,1881,1894,1893,-1,1884,1882,1880,-1,1880,1866,1884,-1,1883,1889,1888,-1,1866,1874,1887,-1,1887,1884,1866,-1,1886,1888,1878,-1,1888,1887,1874,-1,1889,1885,1887,-1,1892,1890,1882,-1,1892,1882,1884,-1,1891,1893,1889,-1,1893,1892,1885,-1,1894,1890,1892,-1,1896,1895,1879,-1,1879,1882,1896,-1,1897,1902,1901,-1,1900,1898,1896,-1,1900,1896,1882,-1,1899,1901,1894,-1,1901,1900,1890,-1,1902,1898,1900,-1,1904,1903,1895,-1,1904,1895,1896,-1,1905,1906,1902,-1,1906,1904,1898,-1,1907,1903,1904,-1,1908,1909,1846,-1,1851,1862,1846,-1,1909,1849,1875,-1,1909,1867,1870,-1,1875,1867,1909,-1,1857,1783,1846,-1,1846,1870,1851,-1,1846,1862,1854,-1,1846,1854,1857,-1,1881,1891,1909,-1,1899,1909,1910,-1,1905,1897,1910,-1,1910,1897,1899,-1,1886,1849,1909,-1,1909,1899,1881,-1,1909,1891,1883,-1,1909,1883,1886,-1,1363,1911,1912,-1,1912,1911,1782,-1,1912,1782,1844,-1,1911,1913,1780,-1,1911,1780,1908,-1,3,9,2209,-1,2090,3,2191,-1,2161,2191,3,-1,2209,2161,3,-1,1915,2006,2075,-1,2037,1928,1927,-1,2007,2037,1915,-1,2075,2007,1915,-1,1926,1925,1924,-1,1926,1924,2047,-1,1918,1922,1921,-1,1969,1918,1921,-1,1920,1921,1367,-1,1932,1920,1367,-1,1921,1919,1288,-1,1922,1917,1919,-1,1925,1922,1918,-1,1925,1918,2009,-1,1925,1923,1917,-1,1926,1914,1923,-1,1959,1436,1289,-1,1997,1289,1927,-1,1289,1997,1929,-1,1289,1929,1959,-1,1998,1997,1928,-1,2003,1998,1928,-1,1965,1960,1959,-1,1959,1964,1965,-1,1930,1958,1957,-1,1931,1945,1944,-1,1933,1932,1360,-1,1935,1933,1360,-1,1934,1940,1939,-1,1936,1935,1493,-1,1938,1936,1493,-1,1937,1939,1505,-1,1939,1938,1501,-1,1940,1936,1938,-1,1935,1936,1943,-1,1943,1941,1935,-1,1942,1944,1940,-1,1944,1943,1936,-1,1945,1941,1943,-1,1932,1933,1948,-1,1948,1946,1932,-1,1947,1953,1952,-1,1933,1941,1951,-1,1951,1949,1933,-1,1950,1952,1945,-1,1952,1951,1941,-1,1953,1949,1951,-1,1948,1949,1956,-1,1956,1954,1948,-1,1955,1957,1953,-1,1957,1956,1949,-1,1958,1954,1956,-1,1961,1511,1436,-1,1436,1960,1961,-1,1960,1963,1962,-1,1961,1962,1514,-1,1937,1477,1514,-1,1937,1514,1962,-1,1963,1931,1942,-1,1942,1962,1963,-1,1964,1967,1966,-1,1965,1966,1963,-1,1966,1947,1950,-1,1950,1963,1966,-1,1967,1930,1955,-1,1955,1966,1967,-1,1968,1996,1995,-1,1970,1983,1982,-1,1971,1969,1920,-1,1973,1971,1920,-1,1972,1978,1977,-1,1974,1973,1946,-1,1976,1974,1946,-1,1975,1977,1958,-1,1977,1976,1954,-1,1978,1974,1976,-1,1973,1974,1981,-1,1981,1979,1973,-1,1980,1982,1978,-1,1982,1981,1974,-1,1983,1979,1981,-1,1985,1984,1918,-1,1918,1971,1985,-1,1986,1991,1990,-1,1989,1987,1985,-1,1985,1979,1989,-1,1988,1990,1983,-1,1990,1989,1979,-1,1991,1987,1989,-1,1993,1992,1984,-1,1984,1987,1993,-1,1994,1995,1991,-1,1995,1993,1987,-1,1996,1992,1993,-1,1999,1964,1929,-1,1929,1998,1999,-1,1998,2001,2000,-1,1999,2000,1967,-1,2000,1972,1975,-1,1975,1967,2000,-1,2001,1970,1980,-1,1980,2000,2001,-1,2002,2005,2004,-1,2003,2004,2001,-1,2004,1986,1988,-1,2001,2004,1988,-1,1994,1986,2004,-1,2004,2005,1994,-1,2076,2075,2006,-1,2081,2076,2006,-1,2038,2037,2007,-1,2043,2038,2007,-1,2008,2036,2035,-1,2010,2023,2022,-1,2013,2011,2009,-1,2009,1984,2013,-1,2012,2018,2017,-1,2013,1984,1992,-1,2013,1992,2016,-1,2015,2017,1996,-1,2017,2016,1992,-1,2018,2014,2016,-1,2021,2019,2011,-1,2011,2014,2021,-1,2020,2022,2018,-1,2022,2021,2014,-1,2023,2019,2021,-1,2026,2024,1924,-1,1924,2011,2026,-1,2025,2031,2030,-1,2026,2011,2019,-1,2026,2019,2029,-1,2028,2030,2023,-1,2030,2029,2019,-1,2031,2027,2029,-1,2034,2032,2024,-1,2024,2027,2034,-1,2033,2035,2031,-1,2035,2034,2027,-1,2036,2032,2034,-1,2037,2038,2039,-1,2039,2002,2037,-1,2038,2041,2040,-1,2039,2040,2005,-1,2015,1968,2005,-1,2005,2040,2015,-1,2020,2012,2040,-1,2040,2041,2020,-1,2042,2045,2044,-1,2043,2044,2041,-1,2044,2025,2028,-1,2041,2044,2028,-1,2033,2025,2044,-1,2044,2045,2033,-1,2046,2074,2073,-1,2048,2061,2060,-1,2051,2049,2047,-1,2047,2024,2051,-1,2050,2056,2055,-1,2051,2024,2032,-1,2051,2032,2054,-1,2053,2055,2036,-1,2055,2054,2032,-1,2056,2052,2054,-1,2059,2057,2049,-1,2049,2052,2059,-1,2058,2060,2056,-1,2060,2059,2052,-1,2061,2057,2059,-1,2063,2062,1916,-1,1916,2049,2063,-1,2064,2069,2068,-1,2067,2065,2063,-1,2063,2057,2067,-1,2066,2068,2061,-1,2068,2067,2057,-1,2069,2065,2067,-1,2071,2070,2062,-1,2062,2065,2071,-1,2072,2073,2069,-1,2073,2071,2065,-1,2074,2070,2071,-1,2075,2076,2077,-1,2077,2042,2075,-1,2076,2079,2078,-1,2077,2078,2045,-1,2078,2050,2053,-1,2045,2078,2053,-1,2079,2048,2058,-1,2078,2079,2058,-1,2080,2083,2082,-1,2081,2082,2079,-1,2082,2064,2066,-1,2079,2082,2066,-1,2072,2064,2082,-1,2082,2083,2072,-1,2194,7,0,-1,2089,2085,2163,-1,2163,0,2089,-1,0,2163,2160,-1,0,2160,2194,-1,2089,2088,2087,-1,2089,2087,2129,-1,2088,1926,1916,-1,2088,1916,2094,-1,2088,2086,1914,-1,2089,2084,2086,-1,2090,2091,2157,-1,2122,2006,1915,-1,2092,2122,2090,-1,2157,2092,2090,-1,2091,2159,2158,-1,2092,2127,2123,-1,2093,2121,2120,-1,2095,2108,2107,-1,2098,2096,2094,-1,2094,2062,2098,-1,2097,2103,2102,-1,2098,2062,2070,-1,2098,2070,2101,-1,2100,2102,2074,-1,2102,2101,2070,-1,2103,2099,2101,-1,2106,2104,2096,-1,2096,2099,2106,-1,2105,2107,2103,-1,2107,2106,2099,-1,2108,2104,2106,-1,2111,2109,2087,-1,2087,2096,2111,-1,2110,2116,2115,-1,2111,2096,2104,-1,2111,2104,2114,-1,2113,2115,2108,-1,2115,2114,2104,-1,2116,2112,2114,-1,2119,2117,2109,-1,2109,2112,2119,-1,2118,2120,2116,-1,2120,2119,2112,-1,2121,2117,2119,-1,2122,2123,2124,-1,2124,2080,2122,-1,2123,2126,2125,-1,2124,2125,2083,-1,2100,2046,2083,-1,2083,2125,2100,-1,2105,2097,2125,-1,2125,2126,2105,-1,2126,2123,2127,-1,2110,2113,2127,-1,2118,2110,2127,-1,2113,2095,2126,-1,2126,2127,2113,-1,2128,2156,2155,-1,2130,2143,2142,-1,2133,2131,2129,-1,2129,2109,2133,-1,2132,2138,2137,-1,2133,2109,2117,-1,2133,2117,2136,-1,2135,2137,2121,-1,2137,2136,2117,-1,2138,2134,2136,-1,2141,2139,2131,-1,2131,2134,2141,-1,2140,2142,2138,-1,2142,2141,2134,-1,2143,2139,2141,-1,2146,2144,2085,-1,2085,2131,2146,-1,2145,2151,2150,-1,2146,2131,2139,-1,2146,2139,2149,-1,2148,2150,2143,-1,2150,2149,2139,-1,2151,2147,2149,-1,2154,2152,2144,-1,2144,2147,2154,-1,2153,2155,2151,-1,2155,2154,2147,-1,2156,2152,2154,-1,2157,2158,2127,-1,2158,2130,2140,-1,2135,2093,2127,-1,2132,2135,2158,-1,2140,2132,2158,-1,2159,2128,2153,-1,2158,2159,2148,-1,2145,2148,2159,-1,2153,2145,2159,-1,9,47,2210,-1,2161,2193,2192,-1,2162,2190,2189,-1,2164,2177,2176,-1,2167,2165,2163,-1,2163,2144,2167,-1,2166,2172,2171,-1,2167,2144,2152,-1,2167,2152,2170,-1,2169,2171,2156,-1,2171,2170,2152,-1,2172,2168,2170,-1,2175,2173,2165,-1,2165,2168,2175,-1,2174,2176,2172,-1,2176,2175,2168,-1,2177,2173,2175,-1,2180,2178,2160,-1,2160,2165,2180,-1,2179,2185,2184,-1,2180,2165,2173,-1,2180,2173,2183,-1,2182,2184,2177,-1,2184,2183,2173,-1,2185,2181,2183,-1,2188,2186,2178,-1,2178,2181,2188,-1,2187,2189,2185,-1,2189,2188,2181,-1,2190,2186,2188,-1,2191,2192,2159,-1,2192,2164,2174,-1,2169,2128,2159,-1,2166,2169,2192,-1,2174,2166,2192,-1,2193,2162,2187,-1,2192,2193,2182,-1,2179,2182,2193,-1,2187,2179,2193,-1,2208,2195,13,-1,2204,2208,25,-1,2204,25,21,-1,21,17,2204,-1,13,25,2208,-1,2195,2208,2207,-1,2198,2196,2194,-1,2194,2178,2198,-1,2197,2203,2202,-1,2198,2178,2186,-1,2198,2186,2201,-1,2200,2202,2190,-1,2202,2201,2186,-1,2203,2199,2201,-1,2206,2204,2196,-1,2196,2199,2206,-1,2205,2207,2203,-1,2207,2206,2199,-1,2208,2204,2206,-1,17,7,2194,-1,2209,2210,2193,-1,2210,2195,2205,-1,2193,2210,2200,-1,2197,2200,2210,-1,2205,2197,2210,-1,47,13,2195,-1,1914,2477,2475,-1,1927,2212,2348,-1,2412,2211,1915,-1,2345,2412,1927,-1,2348,2345,1927,-1,2281,2212,1927,-1,2217,1927,1289,-1,1927,2217,2214,-1,1927,2214,2281,-1,1913,1288,1919,-1,2277,1780,1913,-1,2341,1913,2476,-1,1913,2341,2215,-1,1913,2215,2277,-1,1917,2476,1919,-1,1919,2476,1913,-1,2213,2343,2342,-1,2215,2279,2278,-1,2216,2276,2275,-1,2218,2247,2246,-1,2219,2217,1647,-1,2221,2219,1647,-1,2220,2234,2233,-1,2221,1879,1895,-1,2221,1895,2224,-1,2223,2229,2228,-1,1895,1903,2227,-1,2227,2224,1895,-1,2226,2228,1907,-1,2228,2227,1903,-1,2229,2225,2227,-1,2232,2230,2222,-1,2232,2222,2224,-1,2231,2233,2229,-1,2233,2232,2225,-1,2234,2230,2232,-1,2237,2235,2219,-1,2219,2222,2237,-1,2236,2242,2241,-1,2240,2238,2237,-1,2240,2237,2222,-1,2239,2241,2234,-1,2241,2240,2230,-1,2242,2238,2240,-1,2245,2243,2235,-1,2245,2235,2237,-1,2244,2246,2242,-1,2246,2245,2238,-1,2247,2243,2245,-1,2248,2214,2217,-1,2250,2248,2217,-1,2249,2263,2262,-1,2250,2219,2235,-1,2250,2235,2253,-1,2252,2258,2257,-1,2235,2243,2256,-1,2256,2253,2235,-1,2255,2257,2247,-1,2257,2256,2243,-1,2258,2254,2256,-1,2261,2259,2251,-1,2261,2251,2253,-1,2260,2262,2258,-1,2262,2261,2254,-1,2263,2259,2261,-1,2266,2264,2248,-1,2248,2251,2266,-1,2265,2271,2270,-1,2269,2267,2266,-1,2269,2266,2251,-1,2268,2270,2263,-1,2270,2269,2259,-1,2271,2267,2269,-1,2274,2272,2264,-1,2274,2264,2266,-1,2273,2275,2271,-1,2275,2274,2267,-1,2276,2272,2274,-1,2277,2278,1910,-1,2220,2231,1910,-1,2239,1910,2278,-1,2244,2236,2278,-1,2278,2236,2239,-1,2226,1847,1910,-1,1910,2239,2220,-1,1910,2231,2223,-1,1910,2223,2226,-1,2249,2260,2278,-1,2268,2278,2279,-1,2273,2265,2279,-1,2279,2265,2268,-1,2255,2218,2278,-1,2278,2268,2249,-1,2278,2260,2252,-1,2278,2252,2255,-1,2280,2340,2339,-1,2282,2311,2310,-1,2283,2281,2214,-1,2285,2283,2214,-1,2284,2298,2297,-1,2285,2248,2264,-1,2285,2264,2288,-1,2287,2293,2292,-1,2264,2272,2291,-1,2291,2288,2264,-1,2290,2292,2276,-1,2292,2291,2272,-1,2293,2289,2291,-1,2296,2294,2286,-1,2296,2286,2288,-1,2295,2297,2293,-1,2297,2296,2289,-1,2298,2294,2296,-1,2301,2299,2283,-1,2283,2286,2301,-1,2300,2306,2305,-1,2304,2302,2301,-1,2304,2301,2286,-1,2303,2305,2298,-1,2305,2304,2294,-1,2306,2302,2304,-1,2309,2307,2299,-1,2309,2299,2301,-1,2308,2310,2306,-1,2310,2309,2302,-1,2311,2307,2309,-1,2313,2312,2212,-1,2212,2283,2313,-1,2314,2327,2326,-1,2315,2313,2283,-1,2317,2315,2283,-1,2316,2322,2321,-1,2320,2318,2317,-1,2317,2299,2320,-1,2319,2321,2311,-1,2321,2320,2307,-1,2322,2318,2320,-1,2325,2323,2315,-1,2315,2317,2325,-1,2324,2326,2322,-1,2326,2325,2318,-1,2327,2323,2325,-1,2313,2315,2329,-1,2329,2328,2313,-1,2330,2335,2334,-1,2333,2331,2329,-1,2329,2315,2333,-1,2332,2334,2327,-1,2334,2333,2323,-1,2335,2331,2333,-1,2337,2336,2328,-1,2328,2329,2337,-1,2338,2339,2335,-1,2339,2337,2331,-1,2340,2336,2337,-1,2341,2342,2279,-1,2284,2295,2279,-1,2342,2282,2308,-1,2342,2300,2303,-1,2308,2300,2342,-1,2290,2216,2279,-1,2279,2303,2284,-1,2279,2295,2287,-1,2279,2287,2290,-1,2314,2324,2343,-1,2342,2343,2324,-1,2342,2316,2319,-1,2324,2316,2342,-1,2343,2280,2338,-1,2343,2332,2314,-1,2330,2332,2343,-1,2338,2330,2343,-1,2344,2474,2473,-1,2346,2410,2409,-1,2347,2407,2406,-1,2349,2378,2377,-1,2352,2350,2348,-1,2348,2312,2352,-1,2351,2365,2364,-1,2353,2352,2312,-1,2355,2353,2312,-1,2354,2360,2359,-1,2358,2356,2355,-1,2355,2328,2358,-1,2357,2359,2340,-1,2359,2358,2336,-1,2360,2356,2358,-1,2363,2361,2353,-1,2353,2355,2363,-1,2362,2364,2360,-1,2364,2363,2356,-1,2365,2361,2363,-1,2352,2353,2368,-1,2368,2366,2352,-1,2367,2373,2372,-1,2371,2369,2368,-1,2368,2353,2371,-1,2370,2372,2365,-1,2372,2371,2361,-1,2373,2369,2371,-1,2376,2374,2366,-1,2366,2368,2376,-1,2375,2377,2373,-1,2377,2376,2369,-1,2378,2374,2376,-1,2381,2379,2345,-1,2345,2350,2381,-1,2380,2394,2393,-1,2382,2381,2350,-1,2384,2382,2350,-1,2383,2389,2388,-1,2387,2385,2384,-1,2384,2366,2387,-1,2386,2388,2378,-1,2388,2387,2374,-1,2389,2385,2387,-1,2392,2390,2382,-1,2382,2384,2392,-1,2391,2393,2389,-1,2393,2392,2385,-1,2394,2390,2392,-1,2381,2382,2397,-1,2397,2395,2381,-1,2396,2402,2401,-1,2400,2398,2397,-1,2397,2382,2400,-1,2399,2401,2394,-1,2401,2400,2390,-1,2402,2398,2400,-1,2405,2403,2395,-1,2395,2397,2405,-1,2404,2406,2402,-1,2406,2405,2398,-1,2407,2403,2405,-1,2408,2409,2343,-1,2351,2362,2409,-1,2357,2280,2343,-1,2362,2354,2343,-1,2343,2354,2357,-1,2409,2349,2375,-1,2409,2370,2351,-1,2367,2370,2409,-1,2375,2367,2409,-1,2380,2391,2410,-1,2409,2410,2391,-1,2409,2383,2386,-1,2391,2383,2409,-1,2410,2347,2404,-1,2410,2399,2380,-1,2396,2399,2410,-1,2404,2396,2410,-1,2411,2471,2470,-1,2413,2442,2441,-1,2416,2414,2412,-1,2412,2379,2416,-1,2415,2429,2428,-1,2417,2416,2379,-1,2419,2417,2379,-1,2418,2424,2423,-1,2422,2420,2419,-1,2419,2395,2422,-1,2421,2423,2407,-1,2423,2422,2403,-1,2424,2420,2422,-1,2427,2425,2417,-1,2417,2419,2427,-1,2426,2428,2424,-1,2428,2427,2420,-1,2429,2425,2427,-1,2416,2417,2432,-1,2432,2430,2416,-1,2431,2437,2436,-1,2435,2433,2432,-1,2432,2417,2435,-1,2434,2436,2429,-1,2436,2435,2425,-1,2437,2433,2435,-1,2440,2438,2430,-1,2430,2432,2440,-1,2439,2441,2437,-1,2441,2440,2433,-1,2442,2438,2440,-1,2444,2443,2211,-1,2211,2414,2444,-1,2445,2458,2457,-1,2446,2444,2414,-1,2448,2446,2414,-1,2447,2453,2452,-1,2451,2449,2448,-1,2448,2430,2451,-1,2450,2452,2442,-1,2452,2451,2438,-1,2453,2449,2451,-1,2456,2454,2446,-1,2446,2448,2456,-1,2455,2457,2453,-1,2457,2456,2449,-1,2458,2454,2456,-1,2444,2446,2460,-1,2460,2459,2444,-1,2461,2466,2465,-1,2464,2462,2460,-1,2460,2446,2464,-1,2463,2465,2458,-1,2465,2464,2454,-1,2466,2462,2464,-1,2468,2467,2459,-1,2459,2460,2468,-1,2469,2470,2466,-1,2470,2468,2462,-1,2471,2467,2468,-1,2472,2473,2410,-1,2415,2426,2473,-1,2410,2473,2426,-1,2410,2418,2421,-1,2426,2418,2410,-1,2473,2413,2439,-1,2473,2434,2415,-1,2431,2434,2473,-1,2439,2431,2473,-1,2445,2455,2474,-1,2473,2474,2455,-1,2473,2447,2450,-1,2455,2447,2473,-1,2474,2411,2469,-1,2474,2463,2445,-1,2461,2463,2474,-1,2469,2461,2474,-1,1923,2475,2476,-1,2213,2476,2475,-1,2408,2213,2475,-1,2346,2475,2477,-1,2472,2346,2477,-1,2090,2478,2613,-1,2676,246,3,-1,2610,2676,2090,-1,2613,2610,2090,-1,2547,2478,2090,-1,2483,2090,1915,-1,2090,2483,2480,-1,2090,2480,2547,-1,2477,1914,2086,-1,2481,2086,2084,-1,2607,2481,2084,-1,2086,2481,2543,-1,2477,2543,2344,-1,2543,2477,2086,-1,2479,2609,2608,-1,2481,2545,2544,-1,2482,2542,2541,-1,2484,2513,2512,-1,2487,2485,2483,-1,2483,2443,2487,-1,2486,2500,2499,-1,2488,2487,2443,-1,2490,2488,2443,-1,2489,2495,2494,-1,2493,2491,2490,-1,2490,2459,2493,-1,2492,2494,2471,-1,2494,2493,2467,-1,2495,2491,2493,-1,2498,2496,2488,-1,2488,2490,2498,-1,2497,2499,2495,-1,2499,2498,2491,-1,2500,2496,2498,-1,2487,2488,2503,-1,2503,2501,2487,-1,2502,2508,2507,-1,2506,2504,2503,-1,2503,2488,2506,-1,2505,2507,2500,-1,2507,2506,2496,-1,2508,2504,2506,-1,2511,2509,2501,-1,2501,2503,2511,-1,2510,2512,2508,-1,2512,2511,2504,-1,2513,2509,2511,-1,2516,2514,2480,-1,2480,2485,2516,-1,2515,2529,2528,-1,2517,2516,2485,-1,2519,2517,2485,-1,2518,2524,2523,-1,2522,2520,2519,-1,2519,2501,2522,-1,2521,2523,2513,-1,2523,2522,2509,-1,2524,2520,2522,-1,2527,2525,2517,-1,2517,2519,2527,-1,2526,2528,2524,-1,2528,2527,2520,-1,2529,2525,2527,-1,2516,2517,2532,-1,2532,2530,2516,-1,2531,2537,2536,-1,2535,2533,2532,-1,2532,2517,2535,-1,2534,2536,2529,-1,2536,2535,2525,-1,2537,2533,2535,-1,2540,2538,2530,-1,2530,2532,2540,-1,2539,2541,2537,-1,2541,2540,2533,-1,2542,2538,2540,-1,2543,2544,2474,-1,2486,2497,2544,-1,2492,2411,2474,-1,2497,2489,2474,-1,2474,2489,2492,-1,2544,2484,2510,-1,2544,2505,2486,-1,2502,2505,2544,-1,2510,2502,2544,-1,2515,2526,2545,-1,2544,2545,2526,-1,2544,2518,2521,-1,2526,2518,2544,-1,2545,2482,2539,-1,2545,2534,2515,-1,2531,2534,2545,-1,2539,2531,2545,-1,2546,2606,2605,-1,2548,2577,2576,-1,2551,2549,2547,-1,2547,2514,2551,-1,2550,2564,2563,-1,2552,2551,2514,-1,2554,2552,2514,-1,2553,2559,2558,-1,2557,2555,2554,-1,2554,2530,2557,-1,2556,2558,2542,-1,2558,2557,2538,-1,2559,2555,2557,-1,2562,2560,2552,-1,2552,2554,2562,-1,2561,2563,2559,-1,2563,2562,2555,-1,2564,2560,2562,-1,2551,2552,2567,-1,2567,2565,2551,-1,2566,2572,2571,-1,2570,2568,2567,-1,2567,2552,2570,-1,2569,2571,2564,-1,2571,2570,2560,-1,2572,2568,2570,-1,2575,2573,2565,-1,2565,2567,2575,-1,2574,2576,2572,-1,2576,2575,2568,-1,2577,2573,2575,-1,2579,2578,2478,-1,2478,2549,2579,-1,2580,2593,2592,-1,2581,2579,2549,-1,2583,2581,2549,-1,2582,2588,2587,-1,2586,2584,2583,-1,2583,2565,2586,-1,2585,2587,2577,-1,2587,2586,2573,-1,2588,2584,2586,-1,2591,2589,2581,-1,2581,2583,2591,-1,2590,2592,2588,-1,2592,2591,2584,-1,2593,2589,2591,-1,2579,2581,2595,-1,2595,2594,2579,-1,2596,2601,2600,-1,2599,2597,2595,-1,2595,2581,2599,-1,2598,2600,2593,-1,2600,2599,2589,-1,2601,2597,2599,-1,2603,2602,2594,-1,2594,2595,2603,-1,2604,2605,2601,-1,2605,2603,2597,-1,2606,2602,2603,-1,2607,2608,2545,-1,2550,2561,2608,-1,2545,2608,2561,-1,2545,2553,2556,-1,2561,2553,2545,-1,2608,2548,2574,-1,2608,2569,2550,-1,2566,2569,2608,-1,2574,2566,2608,-1,2580,2590,2609,-1,2608,2609,2590,-1,2608,2582,2585,-1,2590,2582,2608,-1,2609,2546,2604,-1,2609,2598,2580,-1,2596,2598,2609,-1,2604,2596,2609,-1,248,319,2708,-1,2611,2675,2674,-1,2612,2672,2671,-1,2614,2643,2642,-1,2617,2615,2613,-1,2613,2578,2617,-1,2616,2630,2629,-1,2618,2617,2578,-1,2620,2618,2578,-1,2619,2625,2624,-1,2623,2621,2620,-1,2620,2594,2623,-1,2622,2624,2606,-1,2624,2623,2602,-1,2625,2621,2623,-1,2628,2626,2618,-1,2618,2620,2628,-1,2627,2629,2625,-1,2629,2628,2621,-1,2630,2626,2628,-1,2617,2618,2633,-1,2633,2631,2617,-1,2632,2638,2637,-1,2636,2634,2633,-1,2633,2618,2636,-1,2635,2637,2630,-1,2637,2636,2626,-1,2638,2634,2636,-1,2641,2639,2631,-1,2631,2633,2641,-1,2640,2642,2638,-1,2642,2641,2634,-1,2643,2639,2641,-1,2646,2644,2610,-1,2610,2615,2646,-1,2645,2659,2658,-1,2647,2646,2615,-1,2649,2647,2615,-1,2648,2654,2653,-1,2652,2650,2649,-1,2649,2631,2652,-1,2651,2653,2643,-1,2653,2652,2639,-1,2654,2650,2652,-1,2657,2655,2647,-1,2647,2649,2657,-1,2656,2658,2654,-1,2658,2657,2650,-1,2659,2655,2657,-1,2646,2647,2662,-1,2662,2660,2646,-1,2661,2667,2666,-1,2665,2663,2662,-1,2662,2647,2665,-1,2664,2666,2659,-1,2666,2665,2655,-1,2667,2663,2665,-1,2670,2668,2660,-1,2660,2662,2670,-1,2669,2671,2667,-1,2671,2670,2663,-1,2672,2668,2670,-1,2673,2674,2609,-1,2616,2627,2674,-1,2622,2546,2609,-1,2627,2619,2609,-1,2609,2619,2622,-1,2674,2614,2640,-1,2674,2635,2616,-1,2632,2635,2674,-1,2640,2632,2674,-1,2645,2656,2675,-1,2674,2675,2656,-1,2674,2648,2651,-1,2656,2648,2674,-1,2675,2612,2669,-1,2675,2664,2645,-1,2661,2664,2675,-1,2669,2661,2675,-1,2677,252,268,-1,2678,2694,260,-1,2702,268,264,-1,264,260,2694,-1,260,256,2678,-1,268,2702,2706,-1,2706,2677,268,-1,2677,2706,2705,-1,2680,2678,2676,-1,2676,2644,2680,-1,2679,2693,2692,-1,2681,2680,2644,-1,2683,2681,2644,-1,2682,2688,2687,-1,2686,2684,2683,-1,2683,2660,2686,-1,2685,2687,2672,-1,2687,2686,2668,-1,2688,2684,2686,-1,2691,2689,2681,-1,2681,2683,2691,-1,2690,2692,2688,-1,2692,2691,2684,-1,2693,2689,2691,-1,2680,2681,2696,-1,2696,2694,2680,-1,2695,2701,2700,-1,2699,2697,2696,-1,2696,2681,2699,-1,2698,2700,2693,-1,2700,2699,2689,-1,2701,2697,2699,-1,2704,2702,2694,-1,2694,2696,2704,-1,2703,2705,2701,-1,2705,2704,2697,-1,2706,2702,2704,-1,256,246,2676,-1,2707,2708,2675,-1,2679,2690,2708,-1,2675,2708,2690,-1,2675,2682,2685,-1,2690,2682,2675,-1,2708,2677,2703,-1,2708,2698,2679,-1,2695,2698,2708,-1,2703,2695,2708,-1,319,252,2677,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly11GeoPoints',point=[(-0.0,0.0,-0.939),(-0.0,-0.227,0.872),(-0.0,-0.956,-0.133),(-0.0030,0.0,-0.772),(-0.0030,-0.782,-0.112),(-0.0030,-0.36,-0.686),(-0.0,-0.441,-0.834),(-0.464,0.0,-1.029),(-0.464,-0.469,-0.914),(-0.458,0.0,-0.896),(-0.458,-0.407,-0.796),(-0.458,-0.209,-0.87),(-0.464,-0.241,-0.999),(-0.672,0.0,-1.013),(-0.672,-0.233,-0.983),(-0.672,-0.117,-1.005),(-0.464,-0.121,-1.022),(-0.62,0.0,-1.038),(-0.62,-0.121,-1.03),(-0.672,-0.059,-1.011),(-0.62,-0.06,-1.036),(-0.659,0.0,-1.029),(-0.659,-0.06,-1.027),(-0.672,-0.029,-1.012),(-0.659,-0.03,-1.028),(-0.669,0.0,-1.022),(-0.669,-0.03,-1.021),(-0.669,-0.059,-1.02),(-0.659,-0.119,-1.021),(-0.672,-0.088,-1.008),(-0.659,-0.089,-1.025),(-0.669,-0.089,-1.017),(-0.669,-0.118,-1.014),(-0.62,-0.24,-1.008),(-0.672,-0.175,-0.996),(-0.62,-0.18,-1.021),(-0.659,-0.178,-1.012),(-0.672,-0.146,-1.001),(-0.659,-0.149,-1.017),(-0.669,-0.148,-1.01),(-0.669,-0.177,-1.005),(-0.659,-0.237,-0.999),(-0.672,-0.204,-0.99),(-0.659,-0.208,-1.006),(-0.669,-0.206,-0.999),(-0.669,-0.235,-0.992),(-0.458,-0.105,-0.889),(-0.617,0.0,-0.962),(-0.617,-0.112,-0.955),(-0.617,-0.222,-0.934),(-0.672,-0.453,-0.899),(-0.464,-0.357,-0.963),(-0.672,-0.345,-0.947),(-0.62,-0.356,-0.971),(-0.672,-0.289,-0.967),(-0.62,-0.298,-0.991),(-0.659,-0.295,-0.982),(-0.672,-0.261,-0.975),(-0.659,-0.266,-0.991),(-0.669,-0.264,-0.984),(-0.669,-0.292,-0.975),(-0.659,-0.351,-0.963),(-0.672,-0.318,-0.958),(-0.659,-0.323,-0.973),(-0.669,-0.321,-0.966),(-0.669,-0.349,-0.956),(-0.62,-0.467,-0.921),(-0.62,-0.412,-0.948),(-0.672,-0.4,-0.925),(-0.659,-0.407,-0.94),(-0.672,-0.373,-0.936),(-0.659,-0.379,-0.952),(-0.669,-0.376,-0.945),(-0.669,-0.404,-0.933),(-0.659,-0.461,-0.914),(-0.659,-0.434,-0.927),(-0.672,-0.427,-0.912),(-0.669,-0.431,-0.92),(-0.669,-0.458,-0.907),(-0.458,-0.31,-0.839),(-0.617,-0.329,-0.9),(-0.617,-0.432,-0.854),(-0.464,-1.018,-0.144),(-0.0,-0.791,-0.549),(-0.464,-0.842,-0.601),(-0.0,-0.634,-0.711),(-0.464,-0.675,-0.779),(-0.249,-0.46,-0.882),(-0.249,-0.662,-0.752),(-0.249,-0.826,-0.58),(-0.0,-0.901,-0.352),(-0.464,-0.96,-0.384),(-0.249,-0.941,-0.371),(-0.249,-0.999,-0.14),(-0.0030,-0.646,-0.453),(-0.458,-0.729,-0.524),(-0.458,-0.585,-0.678),(-0.672,-0.652,-0.766),(-0.464,-0.576,-0.852),(-0.672,-0.556,-0.838),(-0.62,-0.573,-0.859),(-0.672,-0.506,-0.87),(-0.62,-0.521,-0.892),(-0.659,-0.515,-0.884),(-0.672,-0.48,-0.885),(-0.659,-0.488,-0.899),(-0.669,-0.484,-0.893),(-0.669,-0.511,-0.878),(-0.659,-0.566,-0.852),(-0.672,-0.531,-0.854),(-0.659,-0.541,-0.868),(-0.669,-0.536,-0.862),(-0.669,-0.562,-0.846),(-0.62,-0.672,-0.785),(-0.672,-0.605,-0.803),(-0.62,-0.624,-0.823),(-0.659,-0.616,-0.816),(-0.672,-0.581,-0.821),(-0.659,-0.591,-0.834),(-0.669,-0.587,-0.828),(-0.669,-0.611,-0.81),(-0.659,-0.663,-0.778),(-0.672,-0.629,-0.785),(-0.659,-0.64,-0.798),(-0.669,-0.635,-0.792),(-0.669,-0.658,-0.773),(-0.458,-0.499,-0.742),(-0.617,-0.53,-0.796),(-0.617,-0.621,-0.728),(-0.672,-0.813,-0.591),(-0.464,-0.764,-0.695),(-0.672,-0.738,-0.683),(-0.62,-0.76,-0.7),(-0.672,-0.696,-0.726),(-0.62,-0.717,-0.744),(-0.659,-0.709,-0.737),(-0.672,-0.674,-0.746),(-0.659,-0.686,-0.758),(-0.669,-0.681,-0.753),(-0.669,-0.703,-0.732),(-0.659,-0.751,-0.694),(-0.672,-0.717,-0.705),(-0.659,-0.73,-0.716),(-0.669,-0.724,-0.711),(-0.669,-0.745,-0.689),(-0.62,-0.838,-0.606),(-0.62,-0.8,-0.654),(-0.672,-0.777,-0.638),(-0.659,-0.791,-0.649),(-0.672,-0.758,-0.661),(-0.659,-0.771,-0.672),(-0.669,-0.765,-0.667),(-0.669,-0.784,-0.644),(-0.659,-0.828,-0.601),(-0.659,-0.81,-0.625),(-0.672,-0.795,-0.615),(-0.669,-0.803,-0.621),(-0.669,-0.821,-0.596),(-0.458,-0.662,-0.605),(-0.617,-0.703,-0.65),(-0.617,-0.663,-0.69),(-0.658,-0.637,-0.749),(-0.658,-0.681,-0.71),(-0.658,-0.722,-0.668),(-0.617,-0.775,-0.562),(-0.617,-0.74,-0.607),(-0.658,-0.76,-0.624),(-0.658,-0.795,-0.578),(-0.458,-0.882,-0.128),(-0.458,-0.831,-0.336),(-0.672,-0.927,-0.378),(-0.464,-0.908,-0.496),(-0.672,-0.877,-0.488),(-0.62,-0.904,-0.5),(-0.672,-0.847,-0.541),(-0.62,-0.872,-0.554),(-0.659,-0.862,-0.549),(-0.672,-0.83,-0.566),(-0.659,-0.845,-0.575),(-0.669,-0.838,-0.571),(-0.669,-0.855,-0.546),(-0.659,-0.893,-0.496),(-0.672,-0.862,-0.515),(-0.659,-0.878,-0.523),(-0.669,-0.87,-0.519),(-0.669,-0.885,-0.493),(-0.62,-0.955,-0.387),(-0.672,-0.904,-0.434),(-0.62,-0.931,-0.445),(-0.659,-0.92,-0.441),(-0.672,-0.891,-0.462),(-0.659,-0.907,-0.469),(-0.669,-0.899,-0.466),(-0.669,-0.912,-0.438),(-0.659,-0.943,-0.384),(-0.672,-0.916,-0.406),(-0.659,-0.932,-0.413),(-0.669,-0.924,-0.41),(-0.669,-0.936,-0.381),(-0.458,-0.787,-0.433),(-0.617,-0.836,-0.465),(-0.617,-0.807,-0.514),(-0.658,-0.828,-0.529),(-0.658,-0.858,-0.478),(-0.617,-0.883,-0.36),(-0.617,-0.861,-0.413),(-0.658,-0.884,-0.425),(-0.658,-0.906,-0.37),(-0.672,-0.984,-0.142),(-0.464,-0.996,-0.266),(-0.672,-0.962,-0.262),(-0.62,-0.991,-0.268),(-0.672,-0.946,-0.321),(-0.62,-0.975,-0.328),(-0.659,-0.963,-0.326),(-0.672,-0.937,-0.349),(-0.659,-0.954,-0.355),(-0.669,-0.946,-0.352),(-0.669,-0.955,-0.323),(-0.659,-0.979,-0.266),(-0.672,-0.955,-0.291),(-0.659,-0.972,-0.296),(-0.669,-0.964,-0.294),(-0.669,-0.971,-0.264),(-0.62,-1.013,-0.145),(-0.62,-1.004,-0.207),(-0.672,-0.975,-0.202),(-0.659,-0.992,-0.205),(-0.672,-0.969,-0.232),(-0.659,-0.986,-0.236),(-0.669,-0.978,-0.234),(-0.669,-0.984,-0.204),(-0.659,-1.001,-0.144),(-0.659,-0.997,-0.175),(-0.672,-0.98,-0.172),(-0.669,-0.989,-0.174),(-0.669,-0.993,-0.143),(-0.458,-0.863,-0.234),(-0.617,-0.917,-0.25),(-0.617,-0.902,-0.305),(-0.658,-0.925,-0.314),(-0.658,-0.941,-0.256),(-0.617,-0.937,-0.136),(-0.617,-0.929,-0.193),(-0.658,-0.953,-0.198),(-0.658,-0.962,-0.139),(0.462,0.0,-0.696),(0.462,-0.327,-0.619),(0.451,0.0,-0.811),(0.451,-0.383,-0.72),(0.451,-0.197,-0.787),(0.462,-0.168,-0.676),(0.672,0.0,-0.706),(0.672,-0.17,-0.686),(0.672,-0.086,-0.701),(0.462,-0.085,-0.691),(0.62,0.0,-0.688),(0.62,-0.083,-0.683),(0.672,-0.043,-0.705),(0.62,-0.042,-0.687),(0.66,0.0,-0.694),(0.66,-0.042,-0.692),(0.672,-0.021,-0.706),(0.66,-0.021,-0.693),(0.669,0.0,-0.699),(0.669,-0.021,-0.699),(0.672,-0.011,-0.706),(0.669,-0.011,-0.699),(0.671,0.0,-0.702),(0.671,-0.011,-0.702),(0.671,-0.021,-0.702),(0.669,-0.042,-0.698),(0.672,-0.032,-0.705),(0.669,-0.032,-0.698),(0.671,-0.032,-0.702),(0.671,-0.043,-0.701),(0.66,-0.084,-0.689),(0.672,-0.064,-0.703),(0.66,-0.063,-0.691),(0.669,-0.064,-0.696),(0.672,-0.054,-0.704),(0.669,-0.053,-0.697),(0.671,-0.053,-0.7),(0.671,-0.064,-0.699),(0.669,-0.085,-0.694),(0.672,-0.075,-0.702),(0.669,-0.074,-0.695),(0.671,-0.075,-0.698),(0.671,-0.085,-0.697),(0.62,-0.166,-0.668),(0.672,-0.128,-0.694),(0.62,-0.125,-0.676),(0.66,-0.126,-0.682),(0.672,-0.107,-0.698),(0.66,-0.105,-0.686),(0.669,-0.106,-0.691),(0.672,-0.096,-0.699),(0.669,-0.095,-0.693),(0.671,-0.096,-0.696),(0.671,-0.106,-0.694),(0.669,-0.127,-0.688),(0.672,-0.118,-0.696),(0.669,-0.116,-0.689),(0.671,-0.117,-0.693),(0.671,-0.127,-0.691),(0.66,-0.167,-0.674),(0.672,-0.149,-0.69),(0.66,-0.147,-0.678),(0.669,-0.148,-0.684),(0.672,-0.139,-0.692),(0.669,-0.137,-0.686),(0.671,-0.138,-0.689),(0.671,-0.148,-0.687),(0.669,-0.168,-0.679),(0.672,-0.16,-0.688),(0.669,-0.158,-0.681),(0.671,-0.159,-0.684),(0.671,-0.169,-0.682),(0.451,-0.099,-0.805),(0.614,0.0,-0.748),(0.614,-0.091,-0.743),(0.614,-0.181,-0.727),(0.672,-0.332,-0.628),(0.462,-0.249,-0.652),(0.672,-0.253,-0.661),(0.62,-0.246,-0.644),(0.672,-0.212,-0.674),(0.62,-0.206,-0.657),(0.66,-0.208,-0.663),(0.672,-0.191,-0.68),(0.66,-0.188,-0.668),(0.669,-0.189,-0.674),(0.672,-0.181,-0.683),(0.669,-0.179,-0.676),(0.671,-0.18,-0.679),(0.671,-0.19,-0.677),(0.669,-0.21,-0.668),(0.672,-0.201,-0.677),(0.669,-0.199,-0.671),(0.671,-0.2,-0.674),(0.671,-0.211,-0.671),(0.66,-0.248,-0.649),(0.672,-0.232,-0.668),(0.66,-0.228,-0.656),(0.669,-0.23,-0.661),(0.672,-0.222,-0.671),(0.669,-0.22,-0.665),(0.671,-0.221,-0.668),(0.671,-0.231,-0.665),(0.669,-0.25,-0.655),(0.672,-0.242,-0.665),(0.669,-0.24,-0.658),(0.671,-0.241,-0.661),(0.671,-0.251,-0.658),(0.62,-0.323,-0.611),(0.62,-0.285,-0.629),(0.672,-0.293,-0.645),(0.66,-0.287,-0.634),(0.672,-0.273,-0.653),(0.66,-0.268,-0.642),(0.669,-0.27,-0.647),(0.672,-0.263,-0.657),(0.669,-0.26,-0.651),(0.671,-0.261,-0.654),(0.671,-0.271,-0.65),(0.669,-0.29,-0.639),(0.672,-0.283,-0.649),(0.669,-0.28,-0.643),(0.671,-0.281,-0.646),(0.671,-0.291,-0.642),(0.66,-0.326,-0.617),(0.66,-0.307,-0.626),(0.672,-0.312,-0.637),(0.669,-0.309,-0.63),(0.672,-0.302,-0.641),(0.669,-0.299,-0.635),(0.671,-0.301,-0.638),(0.671,-0.31,-0.633),(0.669,-0.328,-0.621),(0.669,-0.319,-0.626),(0.672,-0.322,-0.632),(0.671,-0.32,-0.629),(0.671,-0.33,-0.624),(0.451,-0.292,-0.759),(0.614,-0.268,-0.7),(0.614,-0.352,-0.665),(0.462,-0.71,-0.103),(0.462,-0.587,-0.409),(0.451,-0.687,-0.475),(0.462,-0.47,-0.528),(0.451,-0.55,-0.614),(0.672,-0.477,-0.535),(0.462,-0.402,-0.577),(0.672,-0.407,-0.585),(0.62,-0.396,-0.57),(0.672,-0.37,-0.607),(0.62,-0.36,-0.592),(0.66,-0.363,-0.597),(0.672,-0.351,-0.618),(0.66,-0.345,-0.607),(0.669,-0.347,-0.612),(0.672,-0.341,-0.623),(0.669,-0.338,-0.617),(0.671,-0.339,-0.62),(0.671,-0.349,-0.615),(0.669,-0.366,-0.602),(0.672,-0.36,-0.613),(0.669,-0.357,-0.607),(0.671,-0.358,-0.61),(0.671,-0.368,-0.604),(0.66,-0.4,-0.575),(0.672,-0.389,-0.597),(0.66,-0.382,-0.586),(0.669,-0.385,-0.591),(0.672,-0.379,-0.602),(0.669,-0.375,-0.596),(0.671,-0.377,-0.599),(0.671,-0.387,-0.594),(0.669,-0.403,-0.58),(0.672,-0.398,-0.591),(0.669,-0.394,-0.585),(0.671,-0.396,-0.588),(0.671,-0.405,-0.582),(0.62,-0.464,-0.522),(0.672,-0.443,-0.561),(0.62,-0.431,-0.547),(0.66,-0.435,-0.552),(0.672,-0.425,-0.574),(0.66,-0.417,-0.564),(0.669,-0.421,-0.568),(0.672,-0.416,-0.58),(0.669,-0.412,-0.574),(0.671,-0.414,-0.577),(0.671,-0.423,-0.571),(0.669,-0.438,-0.556),(0.672,-0.434,-0.568),(0.669,-0.429,-0.562),(0.671,-0.432,-0.565),(0.671,-0.44,-0.558),(0.66,-0.468,-0.526),(0.672,-0.46,-0.549),(0.66,-0.452,-0.539),(0.669,-0.455,-0.543),(0.672,-0.451,-0.555),(0.669,-0.447,-0.55),(0.671,-0.449,-0.552),(0.671,-0.457,-0.546),(0.669,-0.472,-0.53),(0.672,-0.468,-0.542),(0.669,-0.464,-0.537),(0.671,-0.466,-0.539),(0.671,-0.474,-0.533),(0.451,-0.47,-0.672),(0.614,-0.432,-0.62),(0.614,-0.506,-0.567),(0.672,-0.595,-0.415),(0.462,-0.532,-0.472),(0.672,-0.54,-0.478),(0.62,-0.526,-0.466),(0.672,-0.509,-0.508),(0.62,-0.496,-0.495),(0.66,-0.5,-0.499),(0.672,-0.493,-0.522),(0.66,-0.484,-0.513),(0.669,-0.488,-0.517),(0.672,-0.485,-0.529),(0.669,-0.48,-0.524),(0.671,-0.482,-0.526),(0.671,-0.491,-0.519),(0.669,-0.504,-0.503),(0.672,-0.501,-0.515),(0.669,-0.496,-0.51),(0.671,-0.499,-0.512),(0.671,-0.506,-0.505),(0.66,-0.53,-0.47),(0.672,-0.525,-0.493),(0.66,-0.515,-0.485),(0.669,-0.519,-0.489),(0.672,-0.517,-0.501),(0.669,-0.512,-0.496),(0.671,-0.514,-0.498),(0.671,-0.522,-0.491),(0.669,-0.534,-0.474),(0.672,-0.532,-0.486),(0.669,-0.527,-0.481),(0.671,-0.529,-0.483),(0.671,-0.537,-0.476),(0.62,-0.579,-0.404),(0.62,-0.553,-0.436),(0.672,-0.568,-0.447),(0.66,-0.558,-0.44),(0.672,-0.554,-0.463),(0.66,-0.544,-0.455),(0.669,-0.549,-0.459),(0.672,-0.547,-0.471),(0.669,-0.541,-0.466),(0.671,-0.544,-0.468),(0.671,-0.551,-0.461),(0.669,-0.562,-0.443),(0.672,-0.561,-0.455),(0.669,-0.556,-0.451),(0.671,-0.558,-0.453),(0.671,-0.565,-0.445),(0.66,-0.584,-0.408),(0.66,-0.571,-0.424),(0.672,-0.582,-0.431),(0.669,-0.576,-0.427),(0.672,-0.575,-0.439),(0.669,-0.569,-0.435),(0.671,-0.572,-0.437),(0.671,-0.579,-0.429),(0.669,-0.589,-0.411),(0.669,-0.582,-0.419),(0.672,-0.588,-0.423),(0.671,-0.585,-0.421),(0.671,-0.591,-0.413),(0.451,-0.623,-0.548),(0.614,-0.573,-0.507),(0.614,-0.632,-0.439),(0.451,-0.831,-0.117),(0.462,-0.669,-0.264),(0.451,-0.783,-0.305),(0.672,-0.678,-0.267),(0.462,-0.633,-0.339),(0.672,-0.641,-0.344),(0.62,-0.625,-0.335),(0.672,-0.619,-0.38),(0.62,-0.603,-0.37),(0.66,-0.608,-0.374),(0.672,-0.607,-0.398),(0.66,-0.596,-0.391),(0.669,-0.601,-0.394),(0.672,-0.601,-0.406),(0.669,-0.595,-0.402),(0.671,-0.598,-0.404),(0.671,-0.604,-0.396),(0.669,-0.613,-0.376),(0.672,-0.613,-0.389),(0.669,-0.607,-0.385),(0.671,-0.61,-0.387),(0.671,-0.616,-0.378),(0.66,-0.63,-0.338),(0.672,-0.631,-0.362),(0.66,-0.619,-0.356),(0.669,-0.624,-0.359),(0.672,-0.625,-0.371),(0.669,-0.619,-0.368),(0.671,-0.622,-0.369),(0.671,-0.627,-0.36),(0.669,-0.635,-0.341),(0.672,-0.636,-0.353),(0.669,-0.63,-0.35),(0.671,-0.633,-0.351),(0.671,-0.638,-0.342),(0.62,-0.66,-0.261),(0.672,-0.661,-0.306),(0.62,-0.644,-0.299),(0.66,-0.649,-0.301),(0.672,-0.651,-0.325),(0.66,-0.64,-0.32),(0.669,-0.645,-0.322),(0.672,-0.646,-0.335),(0.669,-0.64,-0.331),(0.671,-0.643,-0.333),(0.671,-0.648,-0.324),(0.669,-0.654,-0.303),(0.672,-0.656,-0.316),(0.669,-0.65,-0.313),(0.671,-0.653,-0.314),(0.671,-0.657,-0.305),(0.66,-0.666,-0.263),(0.672,-0.67,-0.287),(0.66,-0.658,-0.282),(0.669,-0.663,-0.284),(0.672,-0.665,-0.297),(0.669,-0.659,-0.294),(0.671,-0.662,-0.295),(0.671,-0.666,-0.286),(0.669,-0.671,-0.265),(0.672,-0.674,-0.277),(0.669,-0.667,-0.275),(0.671,-0.67,-0.276),(0.671,-0.674,-0.266),(0.451,-0.741,-0.393),(0.614,-0.681,-0.364),(0.614,-0.72,-0.283),(0.672,-0.719,-0.104),(0.462,-0.694,-0.185),(0.672,-0.704,-0.187),(0.62,-0.685,-0.183),(0.672,-0.692,-0.228),(0.62,-0.674,-0.222),(0.66,-0.68,-0.224),(0.672,-0.685,-0.248),(0.66,-0.673,-0.244),(0.669,-0.678,-0.245),(0.672,-0.682,-0.258),(0.669,-0.675,-0.255),(0.671,-0.678,-0.256),(0.671,-0.682,-0.247),(0.669,-0.685,-0.226),(0.672,-0.689,-0.238),(0.669,-0.682,-0.236),(0.671,-0.685,-0.237),(0.671,-0.688,-0.227),(0.66,-0.691,-0.184),(0.672,-0.698,-0.208),(0.66,-0.686,-0.204),(0.669,-0.691,-0.206),(0.672,-0.695,-0.218),(0.669,-0.688,-0.216),(0.671,-0.692,-0.217),(0.671,-0.695,-0.207),(0.669,-0.697,-0.186),(0.672,-0.701,-0.197),(0.669,-0.694,-0.196),(0.671,-0.697,-0.196),(0.671,-0.7,-0.186),(0.62,-0.701,-0.102),(0.62,-0.694,-0.143),(0.672,-0.713,-0.146),(0.66,-0.7,-0.144),(0.672,-0.709,-0.167),(0.66,-0.696,-0.164),(0.669,-0.702,-0.165),(0.672,-0.706,-0.177),(0.669,-0.699,-0.175),(0.671,-0.703,-0.176),(0.671,-0.705,-0.166),(0.669,-0.706,-0.145),(0.672,-0.711,-0.156),(0.669,-0.704,-0.155),(0.671,-0.707,-0.156),(0.671,-0.709,-0.145),(0.66,-0.707,-0.103),(0.66,-0.704,-0.123),(0.672,-0.716,-0.125),(0.669,-0.709,-0.124),(0.672,-0.715,-0.136),(0.669,-0.708,-0.134),(0.671,-0.711,-0.135),(0.671,-0.713,-0.125),(0.669,-0.712,-0.103),(0.669,-0.711,-0.114),(0.672,-0.718,-0.115),(0.671,-0.714,-0.114),(0.671,-0.716,-0.104),(0.451,-0.813,-0.213),(0.614,-0.747,-0.197),(0.614,-0.764,-0.109),(0.24,-0.845,-0.329),(0.24,-0.742,-0.512),(0.24,-0.897,-0.125),(-0.0030,-0.185,0.71),(-0.0,-0.901,0.312),(-0.0030,-0.737,0.251),(-0.464,-0.959,0.344),(-0.0,-0.956,0.093),(-0.464,-1.018,0.104),(-0.249,-0.999,0.1),(-0.249,-0.941,0.331),(-0.458,-0.831,0.296),(-0.458,-0.882,0.088),(-0.672,-0.984,0.102),(-0.672,-0.991,-0.02),(-0.464,-1.026,-0.02),(-0.62,-1.021,-0.02),(-0.672,-0.989,-0.081),(-0.62,-1.019,-0.083),(-0.659,-1.007,-0.082),(-0.672,-0.987,-0.112),(-0.659,-1.004,-0.113),(-0.669,-0.996,-0.112),(-0.669,-0.998,-0.082),(-0.659,-1.008,-0.02),(-0.672,-0.99,-0.051),(-0.659,-1.008,-0.051),(-0.669,-1.0,-0.051),(-0.669,-1.0,-0.02),(-0.62,-1.013,0.105),(-0.672,-0.989,0.041),(-0.62,-1.019,0.043),(-0.659,-1.007,0.042),(-0.672,-0.99,0.011),(-0.659,-1.008,0.011),(-0.669,-1.0,0.011),(-0.669,-0.998,0.042),(-0.659,-1.001,0.104),(-0.672,-0.987,0.072),(-0.659,-1.004,0.073),(-0.669,-0.996,0.072),(-0.669,-0.993,0.103),(-0.458,-0.889,-0.02),(-0.617,-0.944,-0.02),(-0.617,-0.942,-0.078),(-0.658,-0.967,-0.08),(-0.658,-0.969,-0.02),(-0.617,-0.937,0.096),(-0.617,-0.942,0.038),(-0.658,-0.967,0.04),(-0.658,-0.962,0.099),(-0.672,-0.927,0.338),(-0.464,-0.996,0.226),(-0.672,-0.962,0.222),(-0.62,-0.991,0.228),(-0.672,-0.975,0.162),(-0.62,-1.004,0.167),(-0.659,-0.992,0.165),(-0.672,-0.98,0.132),(-0.659,-0.997,0.135),(-0.669,-0.989,0.134),(-0.669,-0.984,0.164),(-0.659,-0.979,0.226),(-0.672,-0.969,0.192),(-0.659,-0.986,0.196),(-0.669,-0.978,0.194),(-0.669,-0.971,0.224),(-0.62,-0.955,0.347),(-0.62,-0.975,0.288),(-0.672,-0.946,0.281),(-0.659,-0.963,0.286),(-0.672,-0.955,0.251),(-0.659,-0.972,0.256),(-0.669,-0.964,0.254),(-0.669,-0.955,0.283),(-0.659,-0.943,0.344),(-0.659,-0.954,0.315),(-0.672,-0.937,0.31),(-0.669,-0.946,0.313),(-0.669,-0.935,0.341),(-0.458,-0.863,0.194),(-0.617,-0.917,0.21),(-0.617,-0.929,0.153),(-0.658,-0.953,0.158),(-0.658,-0.941,0.216),(-0.617,-0.883,0.32),(-0.617,-0.902,0.265),(-0.658,-0.925,0.274),(-0.658,-0.906,0.33),(-0.464,-0.241,0.959),(-0.0,-0.633,0.672),(-0.464,-0.674,0.74),(-0.0,-0.792,0.508),(-0.464,-0.843,0.56),(-0.249,-0.827,0.539),(-0.249,-0.661,0.713),(-0.0030,-0.517,0.546),(-0.458,-0.584,0.639),(-0.458,-0.73,0.483),(-0.672,-0.814,0.55),(-0.464,-0.908,0.456),(-0.672,-0.877,0.448),(-0.62,-0.904,0.46),(-0.672,-0.904,0.394),(-0.62,-0.931,0.404),(-0.659,-0.92,0.401),(-0.672,-0.916,0.366),(-0.659,-0.932,0.373),(-0.669,-0.924,0.37),(-0.669,-0.912,0.398),(-0.659,-0.893,0.455),(-0.672,-0.891,0.421),(-0.659,-0.907,0.428),(-0.669,-0.899,0.425),(-0.669,-0.886,0.452),(-0.62,-0.839,0.564),(-0.672,-0.847,0.5),(-0.62,-0.873,0.513),(-0.659,-0.862,0.508),(-0.672,-0.863,0.474),(-0.659,-0.878,0.482),(-0.669,-0.871,0.479),(-0.669,-0.855,0.505),(-0.659,-0.828,0.559),(-0.672,-0.831,0.525),(-0.659,-0.846,0.534),(-0.669,-0.839,0.53),(-0.669,-0.822,0.555),(-0.458,-0.787,0.393),(-0.617,-0.836,0.424),(-0.617,-0.861,0.373),(-0.658,-0.884,0.384),(-0.658,-0.858,0.437),(-0.617,-0.776,0.521),(-0.617,-0.807,0.473),(-0.658,-0.829,0.488),(-0.658,-0.796,0.537),(-0.672,-0.651,0.727),(-0.464,-0.764,0.654),(-0.672,-0.738,0.643),(-0.62,-0.76,0.66),(-0.672,-0.777,0.598),(-0.62,-0.801,0.613),(-0.659,-0.791,0.608),(-0.672,-0.796,0.574),(-0.659,-0.81,0.584),(-0.669,-0.804,0.579),(-0.669,-0.785,0.603),(-0.659,-0.751,0.654),(-0.672,-0.758,0.621),(-0.659,-0.772,0.631),(-0.669,-0.765,0.627),(-0.669,-0.745,0.649),(-0.62,-0.67,0.746),(-0.672,-0.696,0.686),(-0.62,-0.717,0.704),(-0.659,-0.708,0.698),(-0.672,-0.717,0.665),(-0.659,-0.73,0.676),(-0.669,-0.724,0.671),(-0.669,-0.702,0.693),(-0.659,-0.662,0.739),(-0.672,-0.673,0.707),(-0.659,-0.685,0.719),(-0.669,-0.68,0.714),(-0.669,-0.657,0.734),(-0.458,-0.662,0.565),(-0.617,-0.703,0.609),(-0.617,-0.741,0.566),(-0.658,-0.76,0.584),(-0.658,-0.722,0.628),(-0.617,-0.62,0.689),(-0.458,-0.209,0.83),(-0.464,-0.47,0.874),(-0.458,-0.407,0.755),(-0.672,-0.454,0.859),(-0.464,-0.576,0.812),(-0.672,-0.556,0.798),(-0.62,-0.573,0.819),(-0.672,-0.604,0.764),(-0.62,-0.623,0.784),(-0.659,-0.615,0.777),(-0.672,-0.628,0.746),(-0.659,-0.639,0.758),(-0.669,-0.634,0.753),(-0.669,-0.61,0.771),(-0.659,-0.566,0.812),(-0.672,-0.58,0.781),(-0.659,-0.591,0.795),(-0.669,-0.586,0.789),(-0.669,-0.561,0.806),(-0.62,-0.468,0.881),(-0.672,-0.506,0.83),(-0.62,-0.521,0.852),(-0.659,-0.515,0.844),(-0.672,-0.531,0.814),(-0.659,-0.541,0.828),(-0.669,-0.536,0.822),(-0.669,-0.511,0.838),(-0.659,-0.462,0.873),(-0.672,-0.48,0.845),(-0.659,-0.489,0.859),(-0.669,-0.485,0.853),(-0.669,-0.458,0.867),(-0.458,-0.499,0.702),(-0.617,-0.53,0.757),(-0.617,-0.432,0.814),(-0.672,-0.233,0.943),(-0.464,-0.358,0.923),(-0.672,-0.346,0.907),(-0.62,-0.356,0.931),(-0.672,-0.4,0.884),(-0.62,-0.413,0.907),(-0.659,-0.408,0.899),(-0.672,-0.427,0.872),(-0.659,-0.435,0.887),(-0.669,-0.431,0.88),(-0.669,-0.404,0.893),(-0.659,-0.352,0.922),(-0.672,-0.373,0.896),(-0.659,-0.38,0.911),(-0.669,-0.377,0.905),(-0.669,-0.349,0.916),(-0.62,-0.24,0.967),(-0.62,-0.299,0.951),(-0.672,-0.29,0.927),(-0.659,-0.295,0.942),(-0.672,-0.318,0.917),(-0.659,-0.324,0.933),(-0.669,-0.321,0.926),(-0.669,-0.293,0.935),(-0.659,-0.237,0.959),(-0.659,-0.266,0.951),(-0.672,-0.261,0.935),(-0.669,-0.264,0.944),(-0.669,-0.235,0.952),(-0.458,-0.31,0.798),(-0.617,-0.329,0.86),(-0.617,-0.222,0.894),(0.462,-0.669,0.224),(0.451,-0.783,0.265),(0.462,-0.71,0.063),(0.451,-0.831,0.077),(0.672,-0.719,0.064),(0.462,-0.715,-0.02),(0.672,-0.725,-0.02),(0.62,-0.706,-0.02),(0.672,-0.723,-0.062),(0.62,-0.704,-0.061),(0.66,-0.71,-0.061),(0.672,-0.722,-0.083),(0.66,-0.709,-0.082),(0.669,-0.714,-0.083),(0.672,-0.721,-0.094),(0.669,-0.713,-0.093),(0.671,-0.717,-0.093),(0.671,-0.718,-0.083),(0.669,-0.716,-0.062),(0.672,-0.723,-0.073),(0.669,-0.715,-0.072),(0.671,-0.719,-0.072),(0.671,-0.719,-0.062),(0.66,-0.712,-0.02),(0.672,-0.724,-0.041),(0.66,-0.711,-0.041),(0.669,-0.717,-0.041),(0.672,-0.724,-0.052),(0.669,-0.717,-0.051),(0.671,-0.72,-0.051),(0.671,-0.72,-0.041),(0.669,-0.717,-0.02),(0.672,-0.724,-0.031),(0.669,-0.717,-0.03),(0.671,-0.721,-0.03),(0.671,-0.721,-0.02),(0.62,-0.701,0.062),(0.672,-0.723,0.022),(0.62,-0.704,0.021),(0.66,-0.71,0.021),(0.672,-0.724,0.0010),(0.66,-0.711,0.0010),(0.669,-0.717,0.0010),(0.672,-0.724,-0.0090),(0.669,-0.717,-0.01),(0.671,-0.721,-0.0090),(0.671,-0.72,0.0010),(0.669,-0.716,0.022),(0.672,-0.724,0.012),(0.669,-0.717,0.011),(0.671,-0.72,0.012),(0.671,-0.719,0.022),(0.66,-0.707,0.063),(0.672,-0.722,0.043),(0.66,-0.709,0.042),(0.669,-0.714,0.043),(0.672,-0.723,0.033),(0.669,-0.715,0.032),(0.671,-0.719,0.032),(0.671,-0.718,0.043),(0.669,-0.712,0.063),(0.672,-0.721,0.054),(0.669,-0.713,0.053),(0.671,-0.717,0.053),(0.671,-0.716,0.064),(0.451,-0.837,-0.02),(0.614,-0.77,-0.02),(0.614,-0.764,0.069),(0.672,-0.678,0.227),(0.462,-0.694,0.145),(0.672,-0.704,0.147),(0.62,-0.685,0.143),(0.672,-0.713,0.106),(0.62,-0.694,0.103),(0.66,-0.7,0.104),(0.672,-0.716,0.085),(0.66,-0.704,0.083),(0.669,-0.709,0.084),(0.672,-0.718,0.075),(0.669,-0.711,0.074),(0.671,-0.714,0.074),(0.671,-0.713,0.085),(0.669,-0.706,0.105),(0.672,-0.715,0.096),(0.669,-0.708,0.094),(0.671,-0.711,0.095),(0.671,-0.709,0.105),(0.66,-0.691,0.144),(0.672,-0.709,0.127),(0.66,-0.696,0.124),(0.669,-0.701,0.125),(0.672,-0.711,0.116),(0.669,-0.704,0.115),(0.671,-0.707,0.116),(0.671,-0.705,0.126),(0.669,-0.697,0.146),(0.672,-0.706,0.137),(0.669,-0.699,0.135),(0.671,-0.702,0.136),(0.671,-0.7,0.146),(0.62,-0.66,0.221),(0.62,-0.674,0.182),(0.672,-0.692,0.188),(0.66,-0.68,0.184),(0.672,-0.698,0.168),(0.66,-0.686,0.164),(0.669,-0.691,0.166),(0.672,-0.701,0.157),(0.669,-0.694,0.156),(0.671,-0.697,0.156),(0.671,-0.694,0.167),(0.669,-0.685,0.186),(0.672,-0.695,0.178),(0.669,-0.688,0.176),(0.671,-0.691,0.177),(0.671,-0.688,0.187),(0.66,-0.666,0.223),(0.66,-0.673,0.204),(0.672,-0.685,0.208),(0.669,-0.678,0.205),(0.672,-0.689,0.198),(0.669,-0.682,0.196),(0.671,-0.685,0.197),(0.671,-0.682,0.207),(0.669,-0.671,0.225),(0.669,-0.675,0.215),(0.672,-0.682,0.218),(0.671,-0.678,0.216),(0.671,-0.674,0.226),(0.451,-0.813,0.173),(0.614,-0.747,0.158),(0.614,-0.72,0.243),(0.462,-0.168,0.636),(0.462,-0.469,0.489),(0.451,-0.549,0.575),(0.462,-0.587,0.368),(0.451,-0.687,0.434),(0.672,-0.595,0.374),(0.462,-0.633,0.298),(0.672,-0.642,0.303),(0.62,-0.625,0.295),(0.672,-0.661,0.266),(0.62,-0.644,0.258),(0.66,-0.649,0.261),(0.672,-0.67,0.247),(0.66,-0.658,0.242),(0.669,-0.663,0.244),(0.672,-0.674,0.237),(0.669,-0.667,0.235),(0.671,-0.67,0.236),(0.671,-0.666,0.245),(0.669,-0.654,0.263),(0.672,-0.665,0.256),(0.669,-0.659,0.254),(0.671,-0.662,0.255),(0.671,-0.657,0.264),(0.66,-0.63,0.297),(0.672,-0.652,0.285),(0.66,-0.64,0.279),(0.669,-0.645,0.282),(0.672,-0.656,0.275),(0.669,-0.65,0.272),(0.671,-0.653,0.274),(0.671,-0.648,0.283),(0.669,-0.635,0.3),(0.672,-0.647,0.294),(0.669,-0.64,0.291),(0.671,-0.643,0.292),(0.671,-0.638,0.302),(0.62,-0.58,0.363),(0.672,-0.62,0.339),(0.62,-0.603,0.33),(0.66,-0.609,0.333),(0.672,-0.631,0.321),(0.66,-0.62,0.315),(0.669,-0.625,0.318),(0.672,-0.636,0.312),(0.669,-0.63,0.309),(0.671,-0.633,0.311),(0.671,-0.628,0.32),(0.669,-0.613,0.336),(0.672,-0.625,0.33),(0.669,-0.619,0.327),(0.671,-0.622,0.329),(0.671,-0.616,0.337),(0.66,-0.585,0.367),(0.672,-0.608,0.357),(0.66,-0.597,0.35),(0.669,-0.602,0.353),(0.672,-0.614,0.348),(0.669,-0.608,0.344),(0.671,-0.611,0.346),(0.671,-0.605,0.355),(0.669,-0.589,0.37),(0.672,-0.602,0.365),(0.669,-0.596,0.361),(0.671,-0.598,0.363),(0.671,-0.592,0.372),(0.451,-0.741,0.353),(0.614,-0.681,0.323),(0.614,-0.632,0.398),(0.672,-0.476,0.496),(0.462,-0.532,0.432),(0.672,-0.54,0.438),(0.62,-0.526,0.426),(0.672,-0.569,0.407),(0.62,-0.554,0.396),(0.66,-0.558,0.399),(0.672,-0.582,0.391),(0.66,-0.572,0.383),(0.669,-0.576,0.386),(0.672,-0.589,0.382),(0.669,-0.583,0.378),(0.671,-0.586,0.38),(0.671,-0.579,0.388),(0.669,-0.563,0.403),(0.672,-0.575,0.399),(0.669,-0.57,0.395),(0.671,-0.572,0.397),(0.671,-0.566,0.405),(0.66,-0.53,0.43),(0.672,-0.554,0.423),(0.66,-0.544,0.415),(0.669,-0.549,0.418),(0.672,-0.562,0.415),(0.669,-0.556,0.41),(0.671,-0.559,0.413),(0.671,-0.551,0.42),(0.669,-0.534,0.434),(0.672,-0.547,0.431),(0.669,-0.542,0.426),(0.671,-0.544,0.428),(0.671,-0.537,0.436),(0.62,-0.463,0.482),(0.62,-0.495,0.455),(0.672,-0.509,0.468),(0.66,-0.5,0.459),(0.672,-0.524,0.453),(0.66,-0.515,0.445),(0.669,-0.519,0.449),(0.672,-0.532,0.446),(0.669,-0.527,0.441),(0.671,-0.529,0.443),(0.671,-0.522,0.451),(0.669,-0.504,0.463),(0.672,-0.517,0.461),(0.669,-0.511,0.456),(0.671,-0.514,0.458),(0.671,-0.506,0.466),(0.66,-0.467,0.487),(0.66,-0.484,0.473),(0.672,-0.492,0.482),(0.669,-0.487,0.477),(0.672,-0.501,0.475),(0.669,-0.496,0.47),(0.671,-0.498,0.473),(0.671,-0.49,0.48),(0.669,-0.471,0.491),(0.669,-0.479,0.484),(0.672,-0.484,0.489),(0.671,-0.482,0.487),(0.671,-0.473,0.493),(0.451,-0.623,0.508),(0.614,-0.573,0.467),(0.614,-0.505,0.528),(0.24,-0.742,0.471),(0.24,-0.845,0.289),(0.24,-0.593,0.624),(0.451,-0.197,0.747),(0.462,-0.328,0.578),(0.451,-0.383,0.68),(0.672,-0.332,0.587),(0.462,-0.401,0.537),(0.672,-0.407,0.545),(0.62,-0.396,0.53),(0.672,-0.442,0.522),(0.62,-0.43,0.507),(0.66,-0.434,0.512),(0.672,-0.459,0.509),(0.66,-0.451,0.5),(0.669,-0.454,0.504),(0.672,-0.467,0.503),(0.669,-0.463,0.497),(0.671,-0.465,0.5),(0.671,-0.457,0.506),(0.669,-0.438,0.516),(0.672,-0.451,0.515),(0.669,-0.446,0.51),(0.671,-0.448,0.513),(0.671,-0.44,0.519),(0.66,-0.399,0.535),(0.672,-0.424,0.534),(0.66,-0.417,0.524),(0.669,-0.42,0.528),(0.672,-0.433,0.528),(0.669,-0.429,0.522),(0.671,-0.431,0.525),(0.671,-0.422,0.531),(0.669,-0.403,0.54),(0.672,-0.416,0.54),(0.669,-0.411,0.534),(0.671,-0.413,0.537),(0.671,-0.404,0.542),(0.62,-0.323,0.571),(0.672,-0.37,0.567),(0.62,-0.36,0.552),(0.66,-0.363,0.557),(0.672,-0.388,0.557),(0.66,-0.382,0.546),(0.669,-0.385,0.551),(0.672,-0.398,0.551),(0.669,-0.394,0.545),(0.671,-0.395,0.548),(0.671,-0.386,0.554),(0.669,-0.366,0.561),(0.672,-0.379,0.562),(0.669,-0.375,0.556),(0.671,-0.377,0.559),(0.671,-0.368,0.564),(0.66,-0.326,0.576),(0.672,-0.351,0.578),(0.66,-0.345,0.567),(0.669,-0.348,0.572),(0.672,-0.361,0.573),(0.669,-0.357,0.567),(0.671,-0.359,0.569),(0.671,-0.349,0.574),(0.669,-0.329,0.581),(0.672,-0.342,0.582),(0.669,-0.338,0.576),(0.671,-0.34,0.579),(0.671,-0.33,0.584),(0.451,-0.47,0.632),(0.614,-0.432,0.58),(0.614,-0.353,0.625),(0.672,-0.17,0.645),(0.462,-0.249,0.611),(0.672,-0.253,0.621),(0.62,-0.246,0.604),(0.672,-0.293,0.605),(0.62,-0.285,0.588),(0.66,-0.288,0.594),(0.672,-0.313,0.596),(0.66,-0.307,0.585),(0.669,-0.309,0.59),(0.672,-0.322,0.592),(0.669,-0.319,0.586),(0.671,-0.321,0.589),(0.671,-0.311,0.593),(0.669,-0.29,0.599),(0.672,-0.303,0.601),(0.669,-0.3,0.595),(0.671,-0.301,0.597),(0.671,-0.291,0.602),(0.66,-0.248,0.609),(0.672,-0.273,0.613),(0.66,-0.268,0.602),(0.669,-0.27,0.607),(0.672,-0.283,0.609),(0.669,-0.28,0.603),(0.671,-0.281,0.606),(0.671,-0.272,0.61),(0.669,-0.25,0.614),(0.672,-0.263,0.617),(0.669,-0.26,0.611),(0.671,-0.262,0.614),(0.671,-0.251,0.617),(0.62,-0.166,0.628),(0.62,-0.206,0.617),(0.672,-0.212,0.634),(0.66,-0.208,0.623),(0.672,-0.232,0.628),(0.66,-0.228,0.616),(0.669,-0.23,0.621),(0.672,-0.243,0.624),(0.669,-0.24,0.618),(0.671,-0.241,0.621),(0.671,-0.231,0.624),(0.669,-0.21,0.628),(0.672,-0.222,0.631),(0.669,-0.22,0.625),(0.671,-0.221,0.628),(0.671,-0.211,0.631),(0.66,-0.167,0.634),(0.66,-0.188,0.628),(0.672,-0.191,0.64),(0.669,-0.189,0.633),(0.672,-0.202,0.637),(0.669,-0.2,0.631),(0.671,-0.201,0.634),(0.671,-0.19,0.637),(0.669,-0.169,0.639),(0.669,-0.179,0.636),(0.672,-0.181,0.643),(0.671,-0.18,0.639),(0.671,-0.169,0.642),(0.451,-0.292,0.719),(0.614,-0.269,0.66),(0.614,-0.181,0.686),(0.0,0.901,0.312),(-0.0030,0.737,0.251),(0.0,0.227,0.872),(-0.0030,0.185,0.71),(-0.464,0.241,0.959),(-0.458,0.209,0.83),(-0.458,0.0,0.856),(-0.464,0.0,0.989),(-0.672,0.0,0.972),(-0.672,-0.117,0.965),(-0.464,-0.121,0.982),(-0.62,-0.121,0.99),(-0.672,-0.175,0.956),(-0.62,-0.181,0.98),(-0.659,-0.178,0.972),(-0.672,-0.204,0.95),(-0.659,-0.208,0.966),(-0.669,-0.206,0.959),(-0.669,-0.177,0.965),(-0.659,-0.119,0.981),(-0.672,-0.146,0.961),(-0.659,-0.149,0.977),(-0.669,-0.148,0.97),(-0.669,-0.118,0.974),(-0.62,0.0,0.998),(-0.672,-0.059,0.971),(-0.62,-0.06,0.996),(-0.659,-0.06,0.987),(-0.672,-0.088,0.968),(-0.659,-0.09,0.984),(-0.669,-0.089,0.977),(-0.669,-0.059,0.98),(-0.659,0.0,0.989),(-0.672,-0.029,0.972),(-0.659,-0.03,0.988),(-0.669,-0.03,0.981),(-0.669,0.0,0.982),(-0.458,-0.105,0.849),(-0.617,-0.112,0.915),(-0.617,0.0,0.922),(-0.672,0.233,0.943),(-0.464,0.121,0.982),(-0.672,0.117,0.965),(-0.62,0.121,0.99),(-0.672,0.059,0.971),(-0.62,0.06,0.996),(-0.659,0.06,0.987),(-0.672,0.029,0.972),(-0.659,0.03,0.988),(-0.669,0.03,0.981),(-0.669,0.059,0.98),(-0.659,0.119,0.981),(-0.672,0.088,0.968),(-0.659,0.09,0.984),(-0.669,0.089,0.977),(-0.669,0.118,0.974),(-0.62,0.24,0.967),(-0.62,0.181,0.98),(-0.672,0.175,0.956),(-0.659,0.178,0.972),(-0.672,0.146,0.961),(-0.659,0.149,0.977),(-0.669,0.148,0.97),(-0.669,0.177,0.965),(-0.659,0.237,0.959),(-0.659,0.208,0.966),(-0.672,0.204,0.95),(-0.669,0.206,0.959),(-0.669,0.235,0.952),(-0.458,0.105,0.849),(-0.617,0.112,0.915),(-0.617,0.222,0.894),(-0.464,0.959,0.344),(0.0,0.633,0.672),(-0.464,0.674,0.74),(0.0,0.792,0.508),(-0.464,0.843,0.56),(-0.249,0.661,0.713),(-0.249,0.827,0.539),(-0.249,0.941,0.331),(-0.0030,0.517,0.546),(-0.458,0.584,0.639),(-0.464,0.47,0.874),(-0.458,0.407,0.755),(-0.672,0.454,0.859),(-0.464,0.358,0.923),(-0.672,0.346,0.907),(-0.62,0.356,0.931),(-0.672,0.29,0.927),(-0.62,0.299,0.951),(-0.659,0.295,0.942),(-0.672,0.261,0.935),(-0.659,0.266,0.951),(-0.669,0.264,0.944),(-0.669,0.293,0.935),(-0.659,0.352,0.922),(-0.672,0.318,0.917),(-0.659,0.324,0.933),(-0.669,0.321,0.926),(-0.669,0.349,0.916),(-0.62,0.468,0.881),(-0.672,0.4,0.884),(-0.62,0.413,0.907),(-0.659,0.408,0.899),(-0.672,0.373,0.896),(-0.659,0.38,0.911),(-0.669,0.377,0.905),(-0.669,0.404,0.893),(-0.659,0.462,0.873),(-0.672,0.427,0.872),(-0.659,0.435,0.887),(-0.669,0.431,0.88),(-0.669,0.458,0.867),(-0.458,0.31,0.798),(-0.617,0.329,0.86),(-0.617,0.432,0.814),(-0.672,0.651,0.727),(-0.464,0.576,0.812),(-0.672,0.556,0.798),(-0.62,0.573,0.819),(-0.672,0.506,0.83),(-0.62,0.521,0.852),(-0.659,0.515,0.844),(-0.672,0.48,0.845),(-0.659,0.489,0.859),(-0.669,0.485,0.853),(-0.669,0.511,0.838),(-0.659,0.566,0.812),(-0.672,0.531,0.814),(-0.659,0.541,0.828),(-0.669,0.536,0.822),(-0.669,0.561,0.806),(-0.62,0.67,0.746),(-0.672,0.604,0.764),(-0.62,0.623,0.784),(-0.659,0.615,0.777),(-0.672,0.58,0.781),(-0.659,0.591,0.795),(-0.669,0.586,0.789),(-0.669,0.61,0.771),(-0.659,0.662,0.739),(-0.672,0.628,0.746),(-0.659,0.639,0.758),(-0.669,0.634,0.753),(-0.669,0.657,0.734),(-0.458,0.499,0.702),(-0.617,0.53,0.757),(-0.617,0.62,0.689),(-0.458,0.831,0.296),(-0.458,0.73,0.483),(-0.672,0.814,0.55),(-0.464,0.764,0.654),(-0.672,0.738,0.643),(-0.62,0.76,0.66),(-0.672,0.696,0.686),(-0.62,0.717,0.704),(-0.659,0.708,0.698),(-0.672,0.673,0.707),(-0.659,0.685,0.719),(-0.669,0.68,0.714),(-0.669,0.702,0.693),(-0.659,0.751,0.654),(-0.672,0.717,0.665),(-0.659,0.73,0.676),(-0.669,0.724,0.671),(-0.669,0.745,0.649),(-0.62,0.839,0.564),(-0.672,0.777,0.598),(-0.62,0.801,0.613),(-0.659,0.791,0.608),(-0.672,0.758,0.621),(-0.659,0.772,0.631),(-0.669,0.765,0.627),(-0.669,0.785,0.603),(-0.659,0.828,0.559),(-0.672,0.796,0.574),(-0.659,0.81,0.584),(-0.669,0.804,0.579),(-0.669,0.822,0.555),(-0.458,0.662,0.565),(-0.617,0.703,0.609),(-0.617,0.663,0.65),(-0.658,0.636,0.71),(-0.658,0.68,0.67),(-0.658,0.722,0.628),(-0.617,0.776,0.521),(-0.617,0.741,0.566),(-0.658,0.76,0.584),(-0.658,0.796,0.537),(-0.672,0.927,0.338),(-0.464,0.908,0.456),(-0.672,0.877,0.448),(-0.62,0.904,0.46),(-0.672,0.847,0.5),(-0.62,0.873,0.513),(-0.659,0.862,0.508),(-0.672,0.831,0.525),(-0.659,0.846,0.534),(-0.669,0.839,0.53),(-0.669,0.855,0.505),(-0.659,0.893,0.455),(-0.672,0.863,0.474),(-0.659,0.878,0.482),(-0.669,0.871,0.479),(-0.669,0.886,0.452),(-0.62,0.955,0.347),(-0.62,0.931,0.404),(-0.672,0.904,0.394),(-0.659,0.92,0.401),(-0.672,0.891,0.421),(-0.659,0.907,0.428),(-0.669,0.899,0.425),(-0.669,0.912,0.398),(-0.659,0.943,0.344),(-0.659,0.932,0.373),(-0.672,0.916,0.366),(-0.669,0.924,0.37),(-0.669,0.935,0.341),(-0.458,0.787,0.393),(-0.617,0.836,0.424),(-0.617,0.807,0.473),(-0.658,0.829,0.488),(-0.658,0.858,0.437),(-0.617,0.883,0.32),(-0.617,0.861,0.373),(-0.658,0.884,0.384),(-0.658,0.906,0.33),(0.462,0.168,0.636),(0.451,0.197,0.747),(0.462,0.0,0.656),(0.451,0.0,0.771),(0.672,0.0,0.666),(0.462,-0.085,0.651),(0.672,-0.086,0.661),(0.62,-0.083,0.643),(0.672,-0.128,0.654),(0.62,-0.125,0.636),(0.66,-0.126,0.642),(0.672,-0.149,0.65),(0.66,-0.147,0.638),(0.669,-0.148,0.643),(0.672,-0.16,0.648),(0.669,-0.158,0.641),(0.671,-0.159,0.644),(0.671,-0.149,0.647),(0.669,-0.127,0.647),(0.672,-0.139,0.652),(0.669,-0.137,0.646),(0.671,-0.138,0.649),(0.671,-0.128,0.651),(0.66,-0.084,0.648),(0.672,-0.107,0.658),(0.66,-0.105,0.646),(0.669,-0.106,0.651),(0.672,-0.118,0.656),(0.669,-0.116,0.649),(0.671,-0.117,0.653),(0.671,-0.106,0.654),(0.669,-0.085,0.654),(0.672,-0.096,0.659),(0.669,-0.095,0.652),(0.671,-0.096,0.656),(0.671,-0.085,0.657),(0.62,0.0,0.648),(0.672,-0.043,0.665),(0.62,-0.042,0.646),(0.66,-0.042,0.652),(0.672,-0.064,0.663),(0.66,-0.063,0.651),(0.669,-0.064,0.656),(0.672,-0.075,0.662),(0.669,-0.074,0.655),(0.671,-0.075,0.658),(0.671,-0.064,0.659),(0.669,-0.043,0.658),(0.672,-0.054,0.664),(0.669,-0.053,0.657),(0.671,-0.053,0.66),(0.671,-0.043,0.661),(0.66,0.0,0.654),(0.672,-0.021,0.666),(0.66,-0.021,0.653),(0.669,-0.021,0.659),(0.672,-0.032,0.665),(0.669,-0.032,0.658),(0.671,-0.032,0.662),(0.671,-0.021,0.662),(0.669,0.0,0.659),(0.672,-0.011,0.666),(0.669,-0.011,0.659),(0.671,-0.011,0.662),(0.671,0.0,0.662),(0.451,-0.099,0.765),(0.614,-0.091,0.703),(0.614,0.0,0.708),(0.672,0.17,0.645),(0.462,0.085,0.651),(0.672,0.086,0.661),(0.62,0.083,0.643),(0.672,0.043,0.665),(0.62,0.042,0.646),(0.66,0.042,0.652),(0.672,0.021,0.666),(0.66,0.021,0.653),(0.669,0.021,0.659),(0.672,0.011,0.666),(0.669,0.011,0.659),(0.671,0.011,0.662),(0.671,0.021,0.662),(0.669,0.043,0.658),(0.672,0.032,0.665),(0.669,0.032,0.658),(0.671,0.032,0.662),(0.671,0.043,0.661),(0.66,0.084,0.648),(0.672,0.064,0.663),(0.66,0.063,0.651),(0.669,0.064,0.656),(0.672,0.054,0.664),(0.669,0.053,0.657),(0.671,0.053,0.66),(0.671,0.064,0.659),(0.669,0.085,0.654),(0.672,0.075,0.662),(0.669,0.074,0.655),(0.671,0.075,0.658),(0.671,0.085,0.657),(0.62,0.166,0.628),(0.62,0.125,0.636),(0.672,0.128,0.654),(0.66,0.126,0.642),(0.672,0.107,0.658),(0.66,0.105,0.646),(0.669,0.106,0.651),(0.672,0.096,0.659),(0.669,0.095,0.652),(0.671,0.096,0.656),(0.671,0.106,0.654),(0.669,0.127,0.647),(0.672,0.118,0.656),(0.669,0.116,0.649),(0.671,0.117,0.653),(0.671,0.128,0.651),(0.66,0.167,0.634),(0.66,0.147,0.638),(0.672,0.149,0.65),(0.669,0.148,0.643),(0.672,0.139,0.652),(0.669,0.137,0.646),(0.671,0.138,0.649),(0.671,0.149,0.647),(0.669,0.169,0.639),(0.669,0.158,0.641),(0.672,0.16,0.648),(0.671,0.159,0.644),(0.671,0.169,0.642),(0.451,0.099,0.765),(0.614,0.091,0.703),(0.614,0.181,0.686),(0.462,0.669,0.224),(0.462,0.469,0.489),(0.451,0.549,0.575),(0.462,0.328,0.578),(0.451,0.383,0.68),(0.672,0.332,0.587),(0.462,0.249,0.611),(0.672,0.253,0.621),(0.62,0.246,0.604),(0.672,0.212,0.634),(0.62,0.206,0.617),(0.66,0.208,0.623),(0.672,0.191,0.64),(0.66,0.188,0.628),(0.669,0.189,0.633),(0.672,0.181,0.643),(0.669,0.179,0.636),(0.671,0.18,0.639),(0.671,0.19,0.637),(0.669,0.21,0.628),(0.672,0.202,0.637),(0.669,0.2,0.631),(0.671,0.201,0.634),(0.671,0.211,0.631),(0.66,0.248,0.609),(0.672,0.232,0.628),(0.66,0.228,0.616),(0.669,0.23,0.621),(0.672,0.222,0.631),(0.669,0.22,0.625),(0.671,0.221,0.628),(0.671,0.231,0.624),(0.669,0.25,0.614),(0.672,0.243,0.624),(0.669,0.24,0.618),(0.671,0.241,0.621),(0.671,0.251,0.617),(0.62,0.323,0.571),(0.672,0.293,0.605),(0.62,0.285,0.588),(0.66,0.288,0.594),(0.672,0.273,0.613),(0.66,0.268,0.602),(0.669,0.27,0.607),(0.672,0.263,0.617),(0.669,0.26,0.611),(0.671,0.262,0.614),(0.671,0.272,0.61),(0.669,0.29,0.599),(0.672,0.283,0.609),(0.669,0.28,0.603),(0.671,0.281,0.606),(0.671,0.291,0.602),(0.66,0.326,0.576),(0.672,0.313,0.596),(0.66,0.307,0.585),(0.669,0.309,0.59),(0.672,0.303,0.601),(0.669,0.3,0.595),(0.671,0.301,0.597),(0.671,0.311,0.593),(0.669,0.329,0.581),(0.672,0.322,0.592),(0.669,0.319,0.586),(0.671,0.321,0.589),(0.671,0.33,0.584),(0.451,0.292,0.719),(0.614,0.269,0.66),(0.614,0.353,0.625),(0.672,0.476,0.496),(0.462,0.401,0.537),(0.672,0.407,0.545),(0.62,0.396,0.53),(0.672,0.37,0.567),(0.62,0.36,0.552),(0.66,0.363,0.557),(0.672,0.351,0.578),(0.66,0.345,0.567),(0.669,0.348,0.572),(0.672,0.342,0.582),(0.669,0.338,0.576),(0.671,0.34,0.579),(0.671,0.349,0.574),(0.669,0.366,0.561),(0.672,0.361,0.573),(0.669,0.357,0.567),(0.671,0.359,0.569),(0.671,0.368,0.564),(0.66,0.399,0.535),(0.672,0.388,0.557),(0.66,0.382,0.546),(0.669,0.385,0.551),(0.672,0.379,0.562),(0.669,0.375,0.556),(0.671,0.377,0.559),(0.671,0.386,0.554),(0.669,0.403,0.54),(0.672,0.398,0.551),(0.669,0.394,0.545),(0.671,0.395,0.548),(0.671,0.404,0.542),(0.62,0.463,0.482),(0.62,0.43,0.507),(0.672,0.442,0.522),(0.66,0.434,0.512),(0.672,0.424,0.534),(0.66,0.417,0.524),(0.669,0.42,0.528),(0.672,0.416,0.54),(0.669,0.411,0.534),(0.671,0.413,0.537),(0.671,0.422,0.531),(0.669,0.438,0.516),(0.672,0.433,0.528),(0.669,0.429,0.522),(0.671,0.431,0.525),(0.671,0.44,0.519),(0.66,0.467,0.487),(0.66,0.451,0.5),(0.672,0.459,0.509),(0.669,0.454,0.504),(0.672,0.451,0.515),(0.669,0.446,0.51),(0.671,0.448,0.513),(0.671,0.457,0.506),(0.669,0.471,0.491),(0.669,0.463,0.497),(0.672,0.467,0.503),(0.671,0.465,0.5),(0.671,0.473,0.493),(0.451,0.47,0.632),(0.614,0.432,0.58),(0.614,0.505,0.528),(0.451,0.783,0.265),(0.462,0.587,0.368),(0.451,0.687,0.434),(0.672,0.595,0.374),(0.462,0.532,0.432),(0.672,0.54,0.438),(0.62,0.526,0.426),(0.672,0.509,0.468),(0.62,0.495,0.455),(0.66,0.5,0.459),(0.672,0.492,0.482),(0.66,0.484,0.473),(0.669,0.487,0.477),(0.672,0.484,0.489),(0.669,0.479,0.484),(0.671,0.482,0.487),(0.671,0.49,0.48),(0.669,0.504,0.463),(0.672,0.501,0.475),(0.669,0.496,0.47),(0.671,0.498,0.473),(0.671,0.506,0.466),(0.66,0.53,0.43),(0.672,0.524,0.453),(0.66,0.515,0.445),(0.669,0.519,0.449),(0.672,0.517,0.461),(0.669,0.511,0.456),(0.671,0.514,0.458),(0.671,0.522,0.451),(0.669,0.534,0.434),(0.672,0.532,0.446),(0.669,0.527,0.441),(0.671,0.529,0.443),(0.671,0.537,0.436),(0.62,0.58,0.363),(0.672,0.569,0.407),(0.62,0.554,0.396),(0.66,0.558,0.399),(0.672,0.554,0.423),(0.66,0.544,0.415),(0.669,0.549,0.418),(0.672,0.547,0.431),(0.669,0.542,0.426),(0.671,0.544,0.428),(0.671,0.551,0.42),(0.669,0.563,0.403),(0.672,0.562,0.415),(0.669,0.556,0.41),(0.671,0.559,0.413),(0.671,0.566,0.405),(0.66,0.585,0.367),(0.672,0.582,0.391),(0.66,0.572,0.383),(0.669,0.576,0.386),(0.672,0.575,0.399),(0.669,0.57,0.395),(0.671,0.572,0.397),(0.671,0.579,0.388),(0.669,0.589,0.37),(0.672,0.589,0.382),(0.669,0.583,0.378),(0.671,0.586,0.38),(0.671,0.592,0.372),(0.451,0.623,0.508),(0.614,0.573,0.467),(0.614,0.632,0.398),(0.672,0.678,0.227),(0.462,0.633,0.298),(0.672,0.642,0.303),(0.62,0.625,0.295),(0.672,0.62,0.339),(0.62,0.603,0.33),(0.66,0.609,0.333),(0.672,0.608,0.357),(0.66,0.597,0.35),(0.669,0.602,0.353),(0.672,0.602,0.365),(0.669,0.596,0.361),(0.671,0.598,0.363),(0.671,0.605,0.355),(0.669,0.613,0.336),(0.672,0.614,0.348),(0.669,0.608,0.344),(0.671,0.611,0.346),(0.671,0.616,0.337),(0.66,0.63,0.297),(0.672,0.631,0.321),(0.66,0.62,0.315),(0.669,0.625,0.318),(0.672,0.625,0.33),(0.669,0.619,0.327),(0.671,0.622,0.329),(0.671,0.628,0.32),(0.669,0.635,0.3),(0.672,0.636,0.312),(0.669,0.63,0.309),(0.671,0.633,0.311),(0.671,0.638,0.302),(0.62,0.66,0.221),(0.62,0.644,0.258),(0.672,0.661,0.266),(0.66,0.649,0.261),(0.672,0.652,0.285),(0.66,0.64,0.279),(0.669,0.645,0.282),(0.672,0.647,0.294),(0.669,0.64,0.291),(0.671,0.643,0.292),(0.671,0.648,0.283),(0.669,0.654,0.263),(0.672,0.656,0.275),(0.669,0.65,0.272),(0.671,0.653,0.274),(0.671,0.657,0.264),(0.66,0.666,0.223),(0.66,0.658,0.242),(0.672,0.67,0.247),(0.669,0.663,0.244),(0.672,0.665,0.256),(0.669,0.659,0.254),(0.671,0.662,0.255),(0.671,0.666,0.245),(0.669,0.671,0.225),(0.669,0.667,0.235),(0.672,0.674,0.237),(0.671,0.67,0.236),(0.671,0.674,0.226),(0.451,0.741,0.353),(0.614,0.681,0.323),(0.614,0.72,0.243),(0.24,0.742,0.471),(0.24,0.593,0.624),(0.24,0.845,0.289),(0.0,0.791,-0.549),(-0.0030,0.646,-0.453),(-0.464,0.842,-0.601),(0.0,0.956,-0.133),(-0.464,1.018,-0.144),(0.0,0.956,0.093),(-0.464,1.018,0.104),(-0.249,0.999,0.1),(-0.249,0.999,-0.14),(0.0,0.901,-0.352),(-0.464,0.96,-0.384),(-0.249,0.941,-0.371),(-0.249,0.826,-0.58),(-0.0030,0.782,-0.112),(-0.458,0.882,-0.128),(-0.458,0.882,0.088),(-0.672,0.984,0.102),(-0.672,0.962,0.222),(-0.464,0.996,0.226),(-0.62,0.991,0.228),(-0.672,0.946,0.281),(-0.62,0.975,0.288),(-0.659,0.963,0.286),(-0.672,0.937,0.31),(-0.659,0.954,0.315),(-0.669,0.946,0.313),(-0.669,0.955,0.283),(-0.659,0.979,0.226),(-0.672,0.955,0.251),(-0.659,0.972,0.256),(-0.669,0.964,0.254),(-0.669,0.971,0.224),(-0.62,1.013,0.105),(-0.672,0.975,0.162),(-0.62,1.004,0.167),(-0.659,0.992,0.165),(-0.672,0.969,0.192),(-0.659,0.986,0.196),(-0.669,0.978,0.194),(-0.669,0.984,0.164),(-0.659,1.001,0.104),(-0.672,0.98,0.132),(-0.659,0.997,0.135),(-0.669,0.989,0.134),(-0.669,0.993,0.103),(-0.458,0.863,0.194),(-0.617,0.917,0.21),(-0.617,0.902,0.265),(-0.658,0.925,0.274),(-0.658,0.941,0.216),(-0.617,0.937,0.096),(-0.617,0.929,0.153),(-0.658,0.953,0.158),(-0.658,0.962,0.099),(-0.672,0.984,-0.142),(-0.464,1.026,-0.02),(-0.672,0.991,-0.02),(-0.62,1.021,-0.02),(-0.672,0.989,0.041),(-0.62,1.019,0.043),(-0.659,1.007,0.042),(-0.672,0.987,0.072),(-0.659,1.004,0.073),(-0.669,0.996,0.072),(-0.669,0.998,0.042),(-0.659,1.008,-0.02),(-0.672,0.99,0.011),(-0.659,1.008,0.011),(-0.669,1.0,0.011),(-0.669,1.0,-0.02),(-0.62,1.013,-0.145),(-0.62,1.019,-0.083),(-0.672,0.989,-0.081),(-0.659,1.007,-0.082),(-0.672,0.99,-0.051),(-0.659,1.008,-0.051),(-0.669,1.0,-0.051),(-0.669,0.998,-0.082),(-0.659,1.001,-0.144),(-0.659,1.004,-0.113),(-0.672,0.987,-0.112),(-0.669,0.996,-0.112),(-0.669,0.993,-0.143),(-0.458,0.889,-0.02),(-0.617,0.944,-0.02),(-0.617,0.942,0.038),(-0.658,0.967,0.04),(-0.658,0.969,-0.02),(-0.617,0.937,-0.136),(-0.617,0.942,-0.078),(-0.658,0.967,-0.08),(-0.658,0.962,-0.139),(-0.458,0.729,-0.524),(-0.458,0.831,-0.336),(-0.672,0.927,-0.378),(-0.464,0.996,-0.266),(-0.672,0.962,-0.262),(-0.62,0.991,-0.268),(-0.672,0.975,-0.202),(-0.62,1.004,-0.207),(-0.659,0.992,-0.205),(-0.672,0.98,-0.172),(-0.659,0.997,-0.175),(-0.669,0.989,-0.174),(-0.669,0.984,-0.204),(-0.659,0.979,-0.266),(-0.672,0.969,-0.232),(-0.659,0.986,-0.236),(-0.669,0.978,-0.234),(-0.669,0.971,-0.264),(-0.62,0.955,-0.387),(-0.672,0.946,-0.321),(-0.62,0.975,-0.328),(-0.659,0.963,-0.326),(-0.672,0.955,-0.291),(-0.659,0.972,-0.296),(-0.669,0.964,-0.294),(-0.669,0.955,-0.323),(-0.659,0.943,-0.384),(-0.672,0.937,-0.349),(-0.659,0.954,-0.355),(-0.669,0.946,-0.352),(-0.669,0.936,-0.381),(-0.458,0.863,-0.234),(-0.617,0.917,-0.25),(-0.617,0.929,-0.193),(-0.658,0.953,-0.198),(-0.658,0.941,-0.256),(-0.617,0.883,-0.36),(-0.617,0.902,-0.305),(-0.658,0.925,-0.314),(-0.658,0.906,-0.37),(-0.672,0.813,-0.591),(-0.464,0.908,-0.496),(-0.672,0.877,-0.488),(-0.62,0.904,-0.5),(-0.672,0.904,-0.434),(-0.62,0.931,-0.445),(-0.659,0.92,-0.441),(-0.672,0.916,-0.406),(-0.659,0.932,-0.413),(-0.669,0.924,-0.41),(-0.669,0.912,-0.438),(-0.659,0.893,-0.496),(-0.672,0.891,-0.462),(-0.659,0.907,-0.469),(-0.669,0.899,-0.466),(-0.669,0.885,-0.493),(-0.62,0.838,-0.606),(-0.62,0.872,-0.554),(-0.672,0.847,-0.541),(-0.659,0.862,-0.549),(-0.672,0.862,-0.515),(-0.659,0.878,-0.523),(-0.669,0.87,-0.519),(-0.669,0.855,-0.546),(-0.659,0.828,-0.601),(-0.659,0.845,-0.575),(-0.672,0.83,-0.566),(-0.669,0.838,-0.571),(-0.669,0.821,-0.596),(-0.458,0.787,-0.433),(-0.617,0.836,-0.465),(-0.617,0.861,-0.413),(-0.658,0.884,-0.425),(-0.658,0.858,-0.478),(-0.617,0.775,-0.562),(-0.617,0.807,-0.514),(-0.658,0.828,-0.529),(-0.658,0.795,-0.578),(0.0,0.441,-0.834),(-0.464,0.469,-0.914),(0.0,0.634,-0.711),(-0.464,0.675,-0.779),(-0.249,0.662,-0.752),(-0.249,0.46,-0.882),(-0.0030,0.36,-0.686),(-0.458,0.407,-0.796),(-0.458,0.585,-0.678),(-0.672,0.652,-0.766),(-0.464,0.764,-0.695),(-0.672,0.738,-0.683),(-0.62,0.76,-0.7),(-0.672,0.777,-0.638),(-0.62,0.8,-0.654),(-0.659,0.791,-0.649),(-0.672,0.795,-0.615),(-0.659,0.81,-0.625),(-0.669,0.803,-0.621),(-0.669,0.784,-0.644),(-0.659,0.751,-0.694),(-0.672,0.758,-0.661),(-0.659,0.771,-0.672),(-0.669,0.765,-0.667),(-0.669,0.745,-0.689),(-0.62,0.672,-0.785),(-0.672,0.696,-0.726),(-0.62,0.717,-0.744),(-0.659,0.709,-0.737),(-0.672,0.717,-0.705),(-0.659,0.73,-0.716),(-0.669,0.724,-0.711),(-0.669,0.703,-0.732),(-0.659,0.663,-0.778),(-0.672,0.674,-0.746),(-0.659,0.686,-0.758),(-0.669,0.681,-0.753),(-0.669,0.658,-0.773),(-0.458,0.662,-0.605),(-0.617,0.703,-0.65),(-0.617,0.74,-0.607),(-0.658,0.76,-0.624),(-0.658,0.722,-0.668),(-0.617,0.621,-0.728),(-0.672,0.453,-0.899),(-0.464,0.576,-0.852),(-0.672,0.556,-0.838),(-0.62,0.573,-0.859),(-0.672,0.605,-0.803),(-0.62,0.624,-0.823),(-0.659,0.616,-0.816),(-0.672,0.629,-0.785),(-0.659,0.64,-0.798),(-0.669,0.635,-0.792),(-0.669,0.611,-0.81),(-0.659,0.566,-0.852),(-0.672,0.581,-0.821),(-0.659,0.591,-0.834),(-0.669,0.587,-0.828),(-0.669,0.562,-0.846),(-0.62,0.467,-0.921),(-0.672,0.506,-0.87),(-0.62,0.521,-0.892),(-0.659,0.515,-0.884),(-0.672,0.531,-0.854),(-0.659,0.541,-0.868),(-0.669,0.536,-0.862),(-0.669,0.511,-0.878),(-0.659,0.461,-0.914),(-0.672,0.48,-0.885),(-0.659,0.488,-0.899),(-0.669,0.484,-0.893),(-0.669,0.458,-0.907),(-0.458,0.499,-0.742),(-0.617,0.53,-0.796),(-0.617,0.432,-0.854),(-0.464,0.241,-0.999),(-0.458,0.209,-0.87),(-0.672,0.233,-0.983),(-0.464,0.357,-0.963),(-0.672,0.345,-0.947),(-0.62,0.356,-0.971),(-0.672,0.4,-0.925),(-0.62,0.412,-0.948),(-0.659,0.407,-0.94),(-0.672,0.427,-0.912),(-0.659,0.434,-0.927),(-0.669,0.431,-0.92),(-0.669,0.404,-0.933),(-0.659,0.351,-0.963),(-0.672,0.373,-0.936),(-0.659,0.379,-0.952),(-0.669,0.376,-0.945),(-0.669,0.349,-0.956),(-0.62,0.24,-1.008),(-0.672,0.289,-0.967),(-0.62,0.298,-0.991),(-0.659,0.295,-0.982),(-0.672,0.318,-0.958),(-0.659,0.323,-0.973),(-0.669,0.321,-0.966),(-0.669,0.292,-0.975),(-0.659,0.237,-0.999),(-0.672,0.261,-0.975),(-0.659,0.266,-0.991),(-0.669,0.264,-0.984),(-0.669,0.235,-0.992),(-0.458,0.31,-0.839),(-0.617,0.329,-0.9),(-0.617,0.222,-0.934),(-0.464,0.121,-1.022),(-0.672,0.117,-1.005),(-0.62,0.121,-1.03),(-0.672,0.175,-0.996),(-0.62,0.18,-1.021),(-0.659,0.178,-1.012),(-0.672,0.204,-0.99),(-0.659,0.208,-1.006),(-0.669,0.206,-0.999),(-0.669,0.177,-1.005),(-0.659,0.119,-1.021),(-0.672,0.146,-1.001),(-0.659,0.149,-1.017),(-0.669,0.148,-1.01),(-0.669,0.118,-1.014),(-0.458,0.105,-0.889),(-0.617,0.112,-0.955),(0.462,0.587,-0.409),(0.462,0.71,-0.103),(0.451,0.831,-0.117),(0.462,0.71,0.063),(0.451,0.831,0.077),(0.672,0.719,0.064),(0.462,0.694,0.145),(0.672,0.704,0.147),(0.62,0.685,0.143),(0.672,0.692,0.188),(0.62,0.674,0.182),(0.66,0.68,0.184),(0.672,0.685,0.208),(0.66,0.673,0.204),(0.669,0.678,0.205),(0.672,0.682,0.218),(0.669,0.675,0.215),(0.671,0.678,0.216),(0.671,0.682,0.207),(0.669,0.685,0.186),(0.672,0.689,0.198),(0.669,0.682,0.196),(0.671,0.685,0.197),(0.671,0.688,0.187),(0.66,0.691,0.144),(0.672,0.698,0.168),(0.66,0.686,0.164),(0.669,0.691,0.166),(0.672,0.695,0.178),(0.669,0.688,0.176),(0.671,0.691,0.177),(0.671,0.694,0.167),(0.669,0.697,0.146),(0.672,0.701,0.157),(0.669,0.694,0.156),(0.671,0.697,0.156),(0.671,0.7,0.146),(0.62,0.701,0.062),(0.672,0.713,0.106),(0.62,0.694,0.103),(0.66,0.7,0.104),(0.672,0.709,0.127),(0.66,0.696,0.124),(0.669,0.701,0.125),(0.672,0.706,0.137),(0.669,0.699,0.135),(0.671,0.702,0.136),(0.671,0.705,0.126),(0.669,0.706,0.105),(0.672,0.711,0.116),(0.669,0.704,0.115),(0.671,0.707,0.116),(0.671,0.709,0.105),(0.66,0.707,0.063),(0.672,0.716,0.085),(0.66,0.704,0.083),(0.669,0.709,0.084),(0.672,0.715,0.096),(0.669,0.708,0.094),(0.671,0.711,0.095),(0.671,0.713,0.085),(0.669,0.712,0.063),(0.672,0.718,0.075),(0.669,0.711,0.074),(0.671,0.714,0.074),(0.671,0.716,0.064),(0.451,0.813,0.173),(0.614,0.747,0.158),(0.614,0.764,0.069),(0.672,0.719,-0.104),(0.462,0.715,-0.02),(0.672,0.725,-0.02),(0.62,0.706,-0.02),(0.672,0.723,0.022),(0.62,0.704,0.021),(0.66,0.71,0.021),(0.672,0.722,0.043),(0.66,0.709,0.042),(0.669,0.714,0.043),(0.672,0.721,0.054),(0.669,0.713,0.053),(0.671,0.717,0.053),(0.671,0.718,0.043),(0.669,0.716,0.022),(0.672,0.723,0.033),(0.669,0.715,0.032),(0.671,0.719,0.032),(0.671,0.719,0.022),(0.66,0.712,-0.02),(0.672,0.724,0.0010),(0.66,0.711,0.0010),(0.669,0.717,0.0010),(0.672,0.724,0.012),(0.669,0.717,0.011),(0.671,0.72,0.012),(0.671,0.72,0.0010),(0.669,0.717,-0.02),(0.672,0.724,-0.0090),(0.669,0.717,-0.01),(0.671,0.721,-0.0090),(0.671,0.721,-0.02),(0.62,0.701,-0.102),(0.62,0.704,-0.061),(0.672,0.723,-0.062),(0.66,0.71,-0.061),(0.672,0.724,-0.041),(0.66,0.711,-0.041),(0.669,0.717,-0.041),(0.672,0.724,-0.031),(0.669,0.717,-0.03),(0.671,0.721,-0.03),(0.671,0.72,-0.041),(0.669,0.716,-0.062),(0.672,0.724,-0.052),(0.669,0.717,-0.051),(0.671,0.72,-0.051),(0.671,0.719,-0.062),(0.66,0.707,-0.103),(0.66,0.709,-0.082),(0.672,0.722,-0.083),(0.669,0.714,-0.083),(0.672,0.723,-0.073),(0.669,0.715,-0.072),(0.671,0.719,-0.072),(0.671,0.718,-0.083),(0.669,0.712,-0.103),(0.669,0.713,-0.093),(0.672,0.721,-0.094),(0.671,0.717,-0.093),(0.671,0.716,-0.104),(0.451,0.837,-0.02),(0.614,0.77,-0.02),(0.614,0.764,-0.109),(0.451,0.687,-0.475),(0.462,0.669,-0.264),(0.451,0.783,-0.305),(0.672,0.678,-0.267),(0.462,0.694,-0.185),(0.672,0.704,-0.187),(0.62,0.685,-0.183),(0.672,0.713,-0.146),(0.62,0.694,-0.143),(0.66,0.7,-0.144),(0.672,0.716,-0.125),(0.66,0.704,-0.123),(0.669,0.709,-0.124),(0.672,0.718,-0.115),(0.669,0.711,-0.114),(0.671,0.714,-0.114),(0.671,0.713,-0.125),(0.669,0.706,-0.145),(0.672,0.715,-0.136),(0.669,0.708,-0.134),(0.671,0.711,-0.135),(0.671,0.709,-0.145),(0.66,0.691,-0.184),(0.672,0.709,-0.167),(0.66,0.696,-0.164),(0.669,0.702,-0.165),(0.672,0.711,-0.156),(0.669,0.704,-0.155),(0.671,0.707,-0.156),(0.671,0.705,-0.166),(0.669,0.697,-0.186),(0.672,0.706,-0.177),(0.669,0.699,-0.175),(0.671,0.703,-0.176),(0.671,0.7,-0.186),(0.62,0.66,-0.261),(0.672,0.692,-0.228),(0.62,0.674,-0.222),(0.66,0.68,-0.224),(0.672,0.698,-0.208),(0.66,0.686,-0.204),(0.669,0.691,-0.206),(0.672,0.701,-0.197),(0.669,0.694,-0.196),(0.671,0.697,-0.196),(0.671,0.695,-0.207),(0.669,0.685,-0.226),(0.672,0.695,-0.218),(0.669,0.688,-0.216),(0.671,0.692,-0.217),(0.671,0.688,-0.227),(0.66,0.666,-0.263),(0.672,0.685,-0.248),(0.66,0.673,-0.244),(0.669,0.678,-0.245),(0.672,0.689,-0.238),(0.669,0.682,-0.236),(0.671,0.685,-0.237),(0.671,0.682,-0.247),(0.669,0.671,-0.265),(0.672,0.682,-0.258),(0.669,0.675,-0.255),(0.671,0.678,-0.256),(0.671,0.674,-0.266),(0.451,0.813,-0.213),(0.614,0.747,-0.197),(0.614,0.72,-0.283),(0.672,0.595,-0.415),(0.462,0.633,-0.339),(0.672,0.641,-0.344),(0.62,0.625,-0.335),(0.672,0.661,-0.306),(0.62,0.644,-0.299),(0.66,0.649,-0.301),(0.672,0.67,-0.287),(0.66,0.658,-0.282),(0.669,0.663,-0.284),(0.672,0.674,-0.277),(0.669,0.667,-0.275),(0.671,0.67,-0.276),(0.671,0.666,-0.286),(0.669,0.654,-0.303),(0.672,0.665,-0.297),(0.669,0.659,-0.294),(0.671,0.662,-0.295),(0.671,0.657,-0.305),(0.66,0.63,-0.338),(0.672,0.651,-0.325),(0.66,0.64,-0.32),(0.669,0.645,-0.322),(0.672,0.656,-0.316),(0.669,0.65,-0.313),(0.671,0.653,-0.314),(0.671,0.648,-0.324),(0.669,0.635,-0.341),(0.672,0.646,-0.335),(0.669,0.64,-0.331),(0.671,0.643,-0.333),(0.671,0.638,-0.342),(0.62,0.579,-0.404),(0.62,0.603,-0.37),(0.672,0.619,-0.38),(0.66,0.608,-0.374),(0.672,0.631,-0.362),(0.66,0.619,-0.356),(0.669,0.624,-0.359),(0.672,0.636,-0.353),(0.669,0.63,-0.35),(0.671,0.633,-0.351),(0.671,0.627,-0.36),(0.669,0.613,-0.376),(0.672,0.625,-0.371),(0.669,0.619,-0.368),(0.671,0.622,-0.369),(0.671,0.616,-0.378),(0.66,0.584,-0.408),(0.66,0.596,-0.391),(0.672,0.607,-0.398),(0.669,0.601,-0.394),(0.672,0.613,-0.389),(0.669,0.607,-0.385),(0.671,0.61,-0.387),(0.671,0.604,-0.396),(0.669,0.589,-0.411),(0.669,0.595,-0.402),(0.672,0.601,-0.406),(0.671,0.598,-0.404),(0.671,0.591,-0.413),(0.451,0.741,-0.393),(0.614,0.681,-0.364),(0.614,0.632,-0.439),(0.24,0.845,-0.329),(0.24,0.897,-0.125),(0.24,0.742,-0.512),(0.462,0.327,-0.619),(0.451,0.383,-0.72),(0.462,0.47,-0.528),(0.451,0.55,-0.614),(0.672,0.477,-0.535),(0.462,0.532,-0.472),(0.672,0.54,-0.478),(0.62,0.526,-0.466),(0.672,0.568,-0.447),(0.62,0.553,-0.436),(0.66,0.558,-0.44),(0.672,0.582,-0.431),(0.66,0.571,-0.424),(0.669,0.576,-0.427),(0.672,0.588,-0.423),(0.669,0.582,-0.419),(0.671,0.585,-0.421),(0.671,0.579,-0.429),(0.669,0.562,-0.443),(0.672,0.575,-0.439),(0.669,0.569,-0.435),(0.671,0.572,-0.437),(0.671,0.565,-0.445),(0.66,0.53,-0.47),(0.672,0.554,-0.463),(0.66,0.544,-0.455),(0.669,0.549,-0.459),(0.672,0.561,-0.455),(0.669,0.556,-0.451),(0.671,0.558,-0.453),(0.671,0.551,-0.461),(0.669,0.534,-0.474),(0.672,0.547,-0.471),(0.669,0.541,-0.466),(0.671,0.544,-0.468),(0.671,0.537,-0.476),(0.62,0.464,-0.522),(0.672,0.509,-0.508),(0.62,0.496,-0.495),(0.66,0.5,-0.499),(0.672,0.525,-0.493),(0.66,0.515,-0.485),(0.669,0.519,-0.489),(0.672,0.532,-0.486),(0.669,0.527,-0.481),(0.671,0.529,-0.483),(0.671,0.522,-0.491),(0.669,0.504,-0.503),(0.672,0.517,-0.501),(0.669,0.512,-0.496),(0.671,0.514,-0.498),(0.671,0.506,-0.505),(0.66,0.468,-0.526),(0.672,0.493,-0.522),(0.66,0.484,-0.513),(0.669,0.488,-0.517),(0.672,0.501,-0.515),(0.669,0.496,-0.51),(0.671,0.499,-0.512),(0.671,0.491,-0.519),(0.669,0.472,-0.53),(0.672,0.485,-0.529),(0.669,0.48,-0.524),(0.671,0.482,-0.526),(0.671,0.474,-0.533),(0.451,0.623,-0.548),(0.614,0.573,-0.507),(0.614,0.506,-0.567),(0.672,0.332,-0.628),(0.462,0.402,-0.577),(0.672,0.407,-0.585),(0.62,0.396,-0.57),(0.672,0.443,-0.561),(0.62,0.431,-0.547),(0.66,0.435,-0.552),(0.672,0.46,-0.549),(0.66,0.452,-0.539),(0.669,0.455,-0.543),(0.672,0.468,-0.542),(0.669,0.464,-0.537),(0.671,0.466,-0.539),(0.671,0.457,-0.546),(0.669,0.438,-0.556),(0.672,0.451,-0.555),(0.669,0.447,-0.55),(0.671,0.449,-0.552),(0.671,0.44,-0.558),(0.66,0.4,-0.575),(0.672,0.425,-0.574),(0.66,0.417,-0.564),(0.669,0.421,-0.568),(0.672,0.434,-0.568),(0.669,0.429,-0.562),(0.671,0.432,-0.565),(0.671,0.423,-0.571),(0.669,0.403,-0.58),(0.672,0.416,-0.58),(0.669,0.412,-0.574),(0.671,0.414,-0.577),(0.671,0.405,-0.582),(0.62,0.323,-0.611),(0.62,0.36,-0.592),(0.672,0.37,-0.607),(0.66,0.363,-0.597),(0.672,0.389,-0.597),(0.66,0.382,-0.586),(0.669,0.385,-0.591),(0.672,0.398,-0.591),(0.669,0.394,-0.585),(0.671,0.396,-0.588),(0.671,0.387,-0.594),(0.669,0.366,-0.602),(0.672,0.379,-0.602),(0.669,0.375,-0.596),(0.671,0.377,-0.599),(0.671,0.368,-0.604),(0.66,0.326,-0.617),(0.66,0.345,-0.607),(0.672,0.351,-0.618),(0.669,0.347,-0.612),(0.672,0.36,-0.613),(0.669,0.357,-0.607),(0.671,0.358,-0.61),(0.671,0.349,-0.615),(0.669,0.328,-0.621),(0.669,0.338,-0.617),(0.672,0.341,-0.623),(0.671,0.339,-0.62),(0.671,0.33,-0.624),(0.451,0.47,-0.672),(0.614,0.432,-0.62),(0.614,0.352,-0.665),(0.462,0.168,-0.676),(0.451,0.197,-0.787),(0.672,0.17,-0.686),(0.462,0.249,-0.652),(0.672,0.253,-0.661),(0.62,0.246,-0.644),(0.672,0.293,-0.645),(0.62,0.285,-0.629),(0.66,0.287,-0.634),(0.672,0.312,-0.637),(0.66,0.307,-0.626),(0.669,0.309,-0.63),(0.672,0.322,-0.632),(0.669,0.319,-0.626),(0.671,0.32,-0.629),(0.671,0.31,-0.633),(0.669,0.29,-0.639),(0.672,0.302,-0.641),(0.669,0.299,-0.635),(0.671,0.301,-0.638),(0.671,0.291,-0.642),(0.66,0.248,-0.649),(0.672,0.273,-0.653),(0.66,0.268,-0.642),(0.669,0.27,-0.647),(0.672,0.283,-0.649),(0.669,0.28,-0.643),(0.671,0.281,-0.646),(0.671,0.271,-0.65),(0.669,0.25,-0.655),(0.672,0.263,-0.657),(0.669,0.26,-0.651),(0.671,0.261,-0.654),(0.671,0.251,-0.658),(0.62,0.166,-0.668),(0.672,0.212,-0.674),(0.62,0.206,-0.657),(0.66,0.208,-0.663),(0.672,0.232,-0.668),(0.66,0.228,-0.656),(0.669,0.23,-0.661),(0.672,0.242,-0.665),(0.669,0.24,-0.658),(0.671,0.241,-0.661),(0.671,0.231,-0.665),(0.669,0.21,-0.668),(0.672,0.222,-0.671),(0.669,0.22,-0.665),(0.671,0.221,-0.668),(0.671,0.211,-0.671),(0.66,0.167,-0.674),(0.672,0.191,-0.68),(0.66,0.188,-0.668),(0.669,0.189,-0.674),(0.672,0.201,-0.677),(0.669,0.199,-0.671),(0.671,0.2,-0.674),(0.671,0.19,-0.677),(0.669,0.168,-0.679),(0.672,0.181,-0.683),(0.669,0.179,-0.676),(0.671,0.18,-0.679),(0.671,0.169,-0.682),(0.451,0.292,-0.759),(0.614,0.268,-0.7),(0.614,0.181,-0.727),(0.462,0.085,-0.691),(0.672,0.086,-0.701),(0.62,0.083,-0.683),(0.672,0.128,-0.694),(0.62,0.125,-0.676),(0.66,0.126,-0.682),(0.672,0.149,-0.69),(0.66,0.147,-0.678),(0.669,0.148,-0.684),(0.672,0.16,-0.688),(0.669,0.158,-0.681),(0.671,0.159,-0.684),(0.671,0.148,-0.687),(0.669,0.127,-0.688),(0.672,0.139,-0.692),(0.669,0.137,-0.686),(0.671,0.138,-0.689),(0.671,0.127,-0.691),(0.66,0.084,-0.689),(0.672,0.107,-0.698),(0.66,0.105,-0.686),(0.669,0.106,-0.691),(0.672,0.118,-0.696),(0.669,0.116,-0.689),(0.671,0.117,-0.693),(0.671,0.106,-0.694),(0.669,0.085,-0.694),(0.672,0.096,-0.699),(0.669,0.095,-0.693),(0.671,0.096,-0.696),(0.671,0.085,-0.697),(0.451,0.099,-0.805),(0.614,0.091,-0.743)]))), Shape( geometry=IndexedFaceSet(DEF='revolvedSurface2_0Geo',convex=False,coordIndex=[1348,1,1349,-1,677,2,678,-1,339,4,340,-1,171,6,172,-1,93,8,94,-1,50,11,51,-1,32,12,33,-1,23,14,25,-1,18,17,21,-1,20,16,18,-1,0,20,21,-1,19,21,22,-1,24,10,23,-1,16,24,25,-1,18,25,26,-1,30,29,27,-1,22,17,29,-1,15,22,30,-1,28,30,31,-1,14,32,26,-1,17,26,33,-1,29,33,34,-1,42,35,43,-1,40,39,37,-1,31,27,39,-1,13,31,40,-1,38,40,41,-1,12,42,34,-1,27,34,43,-1,39,43,44,-1,48,47,45,-1,41,37,47,-1,36,41,48,-1,46,48,49,-1,35,50,44,-1,37,44,51,-1,47,51,52,-1,74,53,75,-1,61,55,62,-1,57,56,59,-1,58,54,57,-1,10,58,59,-1,23,59,60,-1,56,61,60,-1,14,60,62,-1,32,62,63,-1,68,64,70,-1,67,66,57,-1,54,65,67,-1,69,1,68,-1,65,69,70,-1,67,70,71,-1,61,73,72,-1,56,66,73,-1,64,74,71,-1,66,71,75,-1,73,75,76,-1,83,82,77,-1,80,79,78,-1,63,55,79,-1,12,63,80,-1,42,80,81,-1,81,78,82,-1,35,81,83,-1,50,83,84,-1,88,85,89,-1,79,87,86,-1,55,72,87,-1,53,88,76,-1,72,76,89,-1,87,89,90,-1,82,92,91,-1,78,86,92,-1,85,93,90,-1,86,90,94,-1,92,94,95,-1,133,132,96,-1,114,98,115,-1,106,100,107,-1,104,103,101,-1,49,45,103,-1,9,49,104,-1,102,104,105,-1,52,11,106,-1,45,52,107,-1,103,107,108,-1,112,111,109,-1,105,101,111,-1,99,105,112,-1,110,112,113,-1,108,100,114,-1,101,108,115,-1,111,115,116,-1,124,118,125,-1,122,121,119,-1,113,109,121,-1,97,113,122,-1,120,122,123,-1,116,98,124,-1,109,116,125,-1,121,125,126,-1,130,129,127,-1,123,119,129,-1,117,123,130,-1,128,130,131,-1,126,118,132,-1,119,126,133,-1,129,133,134,-1,152,135,153,-1,142,141,136,-1,139,138,137,-1,84,77,138,-1,11,84,139,-1,106,139,140,-1,140,137,141,-1,100,140,142,-1,114,142,143,-1,147,144,148,-1,138,146,145,-1,77,91,146,-1,8,147,95,-1,91,95,148,-1,146,148,149,-1,141,151,150,-1,137,145,151,-1,144,152,149,-1,145,149,153,-1,151,153,154,-1,161,160,155,-1,158,157,156,-1,143,136,157,-1,98,143,158,-1,124,158,159,-1,159,156,160,-1,118,159,161,-1,132,161,162,-1,166,163,167,-1,157,165,164,-1,136,150,165,-1,135,166,154,-1,150,154,167,-1,165,167,168,-1,160,170,169,-1,156,164,170,-1,163,171,168,-1,164,168,172,-1,170,172,173,-1,251,174,252,-1,213,212,176,-1,194,178,195,-1,186,180,187,-1,184,183,181,-1,131,127,183,-1,7,131,184,-1,182,184,185,-1,134,96,186,-1,127,134,187,-1,183,187,188,-1,192,191,189,-1,185,181,191,-1,179,185,192,-1,190,192,193,-1,188,180,194,-1,181,188,195,-1,191,195,196,-1,204,198,205,-1,202,201,199,-1,193,189,201,-1,177,193,202,-1,200,202,203,-1,196,178,204,-1,189,196,205,-1,201,205,206,-1,210,209,207,-1,203,199,209,-1,197,203,210,-1,208,210,211,-1,206,198,212,-1,199,206,213,-1,209,213,214,-1,232,215,233,-1,222,221,216,-1,219,218,217,-1,162,155,218,-1,96,162,219,-1,186,219,220,-1,220,217,221,-1,180,220,222,-1,194,222,223,-1,227,224,228,-1,218,226,225,-1,155,169,226,-1,6,227,173,-1,169,173,228,-1,226,228,229,-1,221,231,230,-1,217,225,231,-1,224,232,229,-1,225,229,233,-1,231,233,234,-1,241,240,235,-1,238,237,236,-1,223,216,237,-1,178,223,238,-1,204,238,239,-1,239,236,240,-1,198,239,241,-1,212,241,242,-1,246,243,247,-1,237,245,244,-1,216,230,245,-1,215,246,234,-1,230,234,247,-1,245,247,248,-1,240,250,249,-1,236,244,250,-1,243,251,248,-1,244,248,252,-1,250,252,253,-1,291,254,292,-1,273,272,256,-1,264,258,265,-1,262,261,259,-1,211,207,261,-1,175,211,262,-1,260,262,263,-1,214,176,264,-1,207,214,265,-1,261,265,266,-1,270,269,267,-1,263,259,269,-1,257,263,270,-1,268,270,271,-1,266,258,272,-1,259,266,273,-1,269,273,274,-1,281,280,275,-1,278,277,276,-1,242,235,277,-1,176,242,278,-1,264,278,279,-1,279,276,280,-1,258,279,281,-1,272,281,282,-1,286,283,287,-1,277,285,284,-1,235,249,285,-1,174,286,253,-1,249,253,287,-1,285,287,288,-1,280,290,289,-1,276,284,290,-1,283,291,288,-1,284,288,292,-1,290,292,293,-1,316,315,294,-1,302,296,303,-1,300,299,297,-1,271,267,299,-1,255,271,300,-1,298,300,301,-1,274,256,302,-1,267,274,303,-1,299,303,304,-1,311,310,305,-1,301,297,307,-1,295,301,308,-1,308,307,310,-1,306,308,311,-1,309,311,312,-1,304,296,313,-1,297,304,314,-1,314,313,315,-1,307,314,316,-1,310,316,317,-1,325,318,326,-1,321,320,319,-1,282,275,320,-1,256,282,321,-1,302,321,322,-1,320,324,323,-1,275,289,324,-1,254,325,293,-1,289,293,326,-1,324,326,327,-1,332,331,328,-1,322,319,329,-1,296,322,330,-1,330,329,331,-1,313,330,332,-1,315,332,333,-1,318,334,327,-1,319,323,335,-1,323,327,336,-1,331,338,337,-1,329,335,338,-1,334,339,336,-1,335,336,340,-1,338,340,341,-1,509,342,510,-1,421,344,422,-1,383,382,346,-1,364,348,365,-1,356,350,357,-1,354,353,351,-1,312,305,353,-1,5,312,354,-1,352,354,355,-1,317,294,356,-1,305,317,357,-1,353,357,358,-1,362,361,359,-1,355,351,361,-1,349,355,362,-1,360,362,363,-1,358,350,364,-1,351,358,365,-1,361,365,366,-1,374,368,375,-1,372,371,369,-1,363,359,371,-1,347,363,372,-1,370,372,373,-1,366,348,374,-1,359,366,375,-1,371,375,376,-1,380,379,377,-1,373,369,379,-1,367,373,380,-1,378,380,381,-1,376,368,382,-1,369,376,383,-1,379,383,384,-1,402,385,403,-1,392,391,386,-1,389,388,387,-1,333,328,388,-1,294,333,389,-1,356,389,390,-1,390,387,391,-1,350,390,392,-1,364,392,393,-1,397,394,398,-1,388,396,395,-1,328,337,396,-1,4,397,341,-1,337,341,398,-1,396,398,399,-1,391,401,400,-1,387,395,401,-1,394,402,399,-1,395,399,403,-1,401,403,404,-1,411,410,405,-1,408,407,406,-1,393,386,407,-1,348,393,408,-1,374,408,409,-1,409,406,410,-1,368,409,411,-1,382,411,412,-1,416,413,417,-1,407,415,414,-1,386,400,415,-1,385,416,404,-1,400,404,417,-1,415,417,418,-1,410,420,419,-1,406,414,420,-1,413,421,418,-1,414,418,422,-1,420,422,423,-1,461,424,462,-1,443,442,426,-1,434,428,435,-1,432,431,429,-1,381,377,431,-1,345,381,432,-1,430,432,433,-1,384,346,434,-1,377,384,435,-1,431,435,436,-1,440,439,437,-1,433,429,439,-1,427,433,440,-1,438,440,441,-1,436,428,442,-1,429,436,443,-1,439,443,444,-1,451,450,445,-1,448,447,446,-1,412,405,447,-1,346,412,448,-1,434,448,449,-1,449,446,450,-1,428,449,451,-1,442,451,452,-1,456,453,457,-1,447,455,454,-1,405,419,455,-1,344,456,423,-1,419,423,457,-1,455,457,458,-1,450,460,459,-1,446,454,460,-1,453,461,458,-1,454,458,462,-1,460,462,463,-1,486,485,464,-1,472,466,473,-1,470,469,467,-1,441,437,469,-1,425,441,470,-1,468,470,471,-1,444,426,472,-1,437,444,473,-1,469,473,474,-1,481,480,475,-1,471,467,477,-1,465,471,478,-1,478,477,480,-1,476,478,481,-1,479,481,482,-1,474,466,483,-1,467,474,484,-1,484,483,485,-1,477,484,486,-1,480,486,487,-1,495,488,496,-1,491,490,489,-1,452,445,490,-1,426,452,491,-1,472,491,492,-1,490,494,493,-1,445,459,494,-1,424,495,463,-1,459,463,496,-1,494,496,497,-1,502,501,498,-1,492,489,499,-1,466,492,500,-1,500,499,501,-1,483,500,502,-1,485,502,503,-1,488,504,497,-1,489,493,505,-1,493,497,506,-1,501,508,507,-1,499,505,508,-1,504,509,506,-1,505,506,510,-1,508,510,511,-1,589,512,590,-1,551,550,514,-1,532,516,533,-1,524,518,525,-1,522,521,519,-1,482,475,521,-1,343,482,522,-1,520,522,523,-1,487,464,524,-1,475,487,525,-1,521,525,526,-1,530,529,527,-1,523,519,529,-1,517,523,530,-1,528,530,531,-1,526,518,532,-1,519,526,533,-1,529,533,534,-1,542,536,543,-1,540,539,537,-1,531,527,539,-1,515,531,540,-1,538,540,541,-1,534,516,542,-1,527,534,543,-1,539,543,544,-1,548,547,545,-1,541,537,547,-1,535,541,548,-1,546,548,549,-1,544,536,550,-1,537,544,551,-1,547,551,552,-1,570,553,571,-1,560,559,554,-1,557,556,555,-1,503,498,556,-1,464,503,557,-1,524,557,558,-1,558,555,559,-1,518,558,560,-1,532,560,561,-1,565,562,566,-1,556,564,563,-1,498,507,564,-1,342,565,511,-1,507,511,566,-1,564,566,567,-1,559,569,568,-1,555,563,569,-1,562,570,567,-1,563,567,571,-1,569,571,572,-1,579,578,573,-1,576,575,574,-1,561,554,575,-1,516,561,576,-1,542,576,577,-1,577,574,578,-1,536,577,579,-1,550,579,580,-1,584,581,585,-1,575,583,582,-1,554,568,583,-1,553,584,572,-1,568,572,585,-1,583,585,586,-1,578,588,587,-1,574,582,588,-1,581,589,586,-1,582,586,590,-1,588,590,591,-1,629,592,630,-1,611,610,594,-1,602,596,603,-1,600,599,597,-1,549,545,599,-1,513,549,600,-1,598,600,601,-1,552,514,602,-1,545,552,603,-1,599,603,604,-1,608,607,605,-1,601,597,607,-1,595,601,608,-1,606,608,609,-1,604,596,610,-1,597,604,611,-1,607,611,612,-1,619,618,613,-1,616,615,614,-1,580,573,615,-1,514,580,616,-1,602,616,617,-1,617,614,618,-1,596,617,619,-1,610,619,620,-1,624,621,625,-1,615,623,622,-1,573,587,623,-1,512,624,591,-1,587,591,625,-1,623,625,626,-1,618,628,627,-1,614,622,628,-1,621,629,626,-1,622,626,630,-1,628,630,631,-1,654,653,632,-1,640,634,641,-1,638,637,635,-1,609,605,637,-1,593,609,638,-1,636,638,639,-1,612,594,640,-1,605,612,641,-1,637,641,642,-1,649,648,643,-1,639,635,645,-1,633,639,646,-1,646,645,648,-1,644,646,649,-1,647,649,650,-1,642,634,651,-1,635,642,652,-1,652,651,653,-1,645,652,654,-1,648,654,655,-1,663,656,664,-1,659,658,657,-1,620,613,658,-1,594,620,659,-1,640,659,660,-1,658,662,661,-1,613,627,662,-1,592,663,631,-1,627,631,664,-1,662,664,665,-1,670,669,666,-1,660,657,667,-1,634,660,668,-1,668,667,669,-1,651,668,670,-1,653,670,671,-1,656,672,665,-1,657,661,673,-1,661,665,674,-1,669,676,675,-1,667,673,676,-1,672,677,674,-1,673,674,678,-1,676,678,679,-1,1017,680,1018,-1,849,682,850,-1,761,684,762,-1,723,722,686,-1,704,688,705,-1,696,690,697,-1,694,693,691,-1,650,643,693,-1,3,650,694,-1,692,694,695,-1,655,632,696,-1,643,655,697,-1,693,697,698,-1,702,701,699,-1,695,691,701,-1,689,695,702,-1,700,702,703,-1,698,690,704,-1,691,698,705,-1,701,705,706,-1,714,708,715,-1,712,711,709,-1,703,699,711,-1,687,703,712,-1,710,712,713,-1,706,688,714,-1,699,706,715,-1,711,715,716,-1,720,719,717,-1,713,709,719,-1,707,713,720,-1,718,720,721,-1,716,708,722,-1,709,716,723,-1,719,723,724,-1,742,725,743,-1,732,731,726,-1,729,728,727,-1,671,666,728,-1,632,671,729,-1,696,729,730,-1,730,727,731,-1,690,730,732,-1,704,732,733,-1,737,734,738,-1,728,736,735,-1,666,675,736,-1,2,737,679,-1,675,679,738,-1,736,738,739,-1,731,741,740,-1,727,735,741,-1,734,742,739,-1,735,739,743,-1,741,743,744,-1,751,750,745,-1,748,747,746,-1,733,726,747,-1,688,733,748,-1,714,748,749,-1,749,746,750,-1,708,749,751,-1,722,751,752,-1,756,753,757,-1,747,755,754,-1,726,740,755,-1,725,756,744,-1,740,744,757,-1,755,757,758,-1,750,760,759,-1,746,754,760,-1,753,761,758,-1,754,758,762,-1,760,762,763,-1,801,764,802,-1,783,782,766,-1,774,768,775,-1,772,771,769,-1,721,717,771,-1,685,721,772,-1,770,772,773,-1,724,686,774,-1,717,724,775,-1,771,775,776,-1,780,779,777,-1,773,769,779,-1,767,773,780,-1,778,780,781,-1,776,768,782,-1,769,776,783,-1,779,783,784,-1,791,790,785,-1,788,787,786,-1,752,745,787,-1,686,752,788,-1,774,788,789,-1,789,786,790,-1,768,789,791,-1,782,791,792,-1,796,793,797,-1,787,795,794,-1,745,759,795,-1,684,796,763,-1,759,763,797,-1,795,797,798,-1,790,800,799,-1,786,794,800,-1,793,801,798,-1,794,798,802,-1,800,802,803,-1,826,825,804,-1,812,806,813,-1,810,809,807,-1,781,777,809,-1,765,781,810,-1,808,810,811,-1,784,766,812,-1,777,784,813,-1,809,813,814,-1,821,820,815,-1,811,807,817,-1,805,811,818,-1,818,817,820,-1,816,818,821,-1,819,821,822,-1,814,806,823,-1,807,814,824,-1,824,823,825,-1,817,824,826,-1,820,826,827,-1,835,828,836,-1,831,830,829,-1,792,785,830,-1,766,792,831,-1,812,831,832,-1,830,834,833,-1,785,799,834,-1,764,835,803,-1,799,803,836,-1,834,836,837,-1,842,841,838,-1,832,829,839,-1,806,832,840,-1,840,839,841,-1,823,840,842,-1,825,842,843,-1,828,844,837,-1,829,833,845,-1,833,837,846,-1,841,848,847,-1,839,845,848,-1,844,849,846,-1,845,846,850,-1,848,850,851,-1,929,852,930,-1,891,890,854,-1,872,856,873,-1,864,858,865,-1,862,861,859,-1,822,815,861,-1,683,822,862,-1,860,862,863,-1,827,804,864,-1,815,827,865,-1,861,865,866,-1,870,869,867,-1,863,859,869,-1,857,863,870,-1,868,870,871,-1,866,858,872,-1,859,866,873,-1,869,873,874,-1,882,876,883,-1,880,879,877,-1,871,867,879,-1,855,871,880,-1,878,880,881,-1,874,856,882,-1,867,874,883,-1,879,883,884,-1,888,887,885,-1,881,877,887,-1,875,881,888,-1,886,888,889,-1,884,876,890,-1,877,884,891,-1,887,891,892,-1,910,893,911,-1,900,899,894,-1,897,896,895,-1,843,838,896,-1,804,843,897,-1,864,897,898,-1,898,895,899,-1,858,898,900,-1,872,900,901,-1,905,902,906,-1,896,904,903,-1,838,847,904,-1,682,905,851,-1,847,851,906,-1,904,906,907,-1,899,909,908,-1,895,903,909,-1,902,910,907,-1,903,907,911,-1,909,911,912,-1,919,918,913,-1,916,915,914,-1,901,894,915,-1,856,901,916,-1,882,916,917,-1,917,914,918,-1,876,917,919,-1,890,919,920,-1,924,921,925,-1,915,923,922,-1,894,908,923,-1,893,924,912,-1,908,912,925,-1,923,925,926,-1,918,928,927,-1,914,922,928,-1,921,929,926,-1,922,926,930,-1,928,930,931,-1,969,932,970,-1,951,950,934,-1,942,936,943,-1,940,939,937,-1,889,885,939,-1,853,889,940,-1,938,940,941,-1,892,854,942,-1,885,892,943,-1,939,943,944,-1,948,947,945,-1,941,937,947,-1,935,941,948,-1,946,948,949,-1,944,936,950,-1,937,944,951,-1,947,951,952,-1,959,958,953,-1,956,955,954,-1,920,913,955,-1,854,920,956,-1,942,956,957,-1,957,954,958,-1,936,957,959,-1,950,959,960,-1,964,961,965,-1,955,963,962,-1,913,927,963,-1,852,964,931,-1,927,931,965,-1,963,965,966,-1,958,968,967,-1,954,962,968,-1,961,969,966,-1,962,966,970,-1,968,970,971,-1,994,993,972,-1,980,974,981,-1,978,977,975,-1,949,945,977,-1,933,949,978,-1,976,978,979,-1,952,934,980,-1,945,952,981,-1,977,981,982,-1,989,988,983,-1,979,975,985,-1,973,979,986,-1,986,985,988,-1,984,986,989,-1,987,989,990,-1,982,974,991,-1,975,982,992,-1,992,991,993,-1,985,992,994,-1,988,994,995,-1,1003,996,1004,-1,999,998,997,-1,960,953,998,-1,934,960,999,-1,980,999,1000,-1,998,1002,1001,-1,953,967,1002,-1,932,1003,971,-1,967,971,1004,-1,1002,1004,1005,-1,1010,1009,1006,-1,1000,997,1007,-1,974,1000,1008,-1,1008,1007,1009,-1,991,1008,1010,-1,993,1010,1011,-1,996,1012,1005,-1,997,1001,1013,-1,1001,1005,1014,-1,1009,1016,1015,-1,1007,1013,1016,-1,1012,1017,1014,-1,1013,1014,1018,-1,1016,1018,1019,-1,1187,1020,1188,-1,1099,1022,1100,-1,1061,1060,1024,-1,1042,1026,1043,-1,1034,1028,1035,-1,1032,1031,1029,-1,990,983,1031,-1,681,990,1032,-1,1030,1032,1033,-1,995,972,1034,-1,983,995,1035,-1,1031,1035,1036,-1,1040,1039,1037,-1,1033,1029,1039,-1,1027,1033,1040,-1,1038,1040,1041,-1,1036,1028,1042,-1,1029,1036,1043,-1,1039,1043,1044,-1,1052,1046,1053,-1,1050,1049,1047,-1,1041,1037,1049,-1,1025,1041,1050,-1,1048,1050,1051,-1,1044,1026,1052,-1,1037,1044,1053,-1,1049,1053,1054,-1,1058,1057,1055,-1,1051,1047,1057,-1,1045,1051,1058,-1,1056,1058,1059,-1,1054,1046,1060,-1,1047,1054,1061,-1,1057,1061,1062,-1,1080,1063,1081,-1,1070,1069,1064,-1,1067,1066,1065,-1,1011,1006,1066,-1,972,1011,1067,-1,1034,1067,1068,-1,1068,1065,1069,-1,1028,1068,1070,-1,1042,1070,1071,-1,1075,1072,1076,-1,1066,1074,1073,-1,1006,1015,1074,-1,680,1075,1019,-1,1015,1019,1076,-1,1074,1076,1077,-1,1069,1079,1078,-1,1065,1073,1079,-1,1072,1080,1077,-1,1073,1077,1081,-1,1079,1081,1082,-1,1089,1088,1083,-1,1086,1085,1084,-1,1071,1064,1085,-1,1026,1071,1086,-1,1052,1086,1087,-1,1087,1084,1088,-1,1046,1087,1089,-1,1060,1089,1090,-1,1094,1091,1095,-1,1085,1093,1092,-1,1064,1078,1093,-1,1063,1094,1082,-1,1078,1082,1095,-1,1093,1095,1096,-1,1088,1098,1097,-1,1084,1092,1098,-1,1091,1099,1096,-1,1092,1096,1100,-1,1098,1100,1101,-1,1139,1102,1140,-1,1121,1120,1104,-1,1112,1106,1113,-1,1110,1109,1107,-1,1059,1055,1109,-1,1023,1059,1110,-1,1108,1110,1111,-1,1062,1024,1112,-1,1055,1062,1113,-1,1109,1113,1114,-1,1118,1117,1115,-1,1111,1107,1117,-1,1105,1111,1118,-1,1116,1118,1119,-1,1114,1106,1120,-1,1107,1114,1121,-1,1117,1121,1122,-1,1129,1128,1123,-1,1126,1125,1124,-1,1090,1083,1125,-1,1024,1090,1126,-1,1112,1126,1127,-1,1127,1124,1128,-1,1106,1127,1129,-1,1120,1129,1130,-1,1134,1131,1135,-1,1125,1133,1132,-1,1083,1097,1133,-1,1022,1134,1101,-1,1097,1101,1135,-1,1133,1135,1136,-1,1128,1138,1137,-1,1124,1132,1138,-1,1131,1139,1136,-1,1132,1136,1140,-1,1138,1140,1141,-1,1164,1163,1142,-1,1150,1144,1151,-1,1148,1147,1145,-1,1119,1115,1147,-1,1103,1119,1148,-1,1146,1148,1149,-1,1122,1104,1150,-1,1115,1122,1151,-1,1147,1151,1152,-1,1159,1158,1153,-1,1149,1145,1155,-1,1143,1149,1156,-1,1156,1155,1158,-1,1154,1156,1159,-1,1157,1159,1160,-1,1152,1144,1161,-1,1145,1152,1162,-1,1162,1161,1163,-1,1155,1162,1164,-1,1158,1164,1165,-1,1173,1166,1174,-1,1169,1168,1167,-1,1130,1123,1168,-1,1104,1130,1169,-1,1150,1169,1170,-1,1168,1172,1171,-1,1123,1137,1172,-1,1102,1173,1141,-1,1137,1141,1174,-1,1172,1174,1175,-1,1180,1179,1176,-1,1170,1167,1177,-1,1144,1170,1178,-1,1178,1177,1179,-1,1161,1178,1180,-1,1163,1180,1181,-1,1166,1182,1175,-1,1167,1171,1183,-1,1171,1175,1184,-1,1179,1186,1185,-1,1177,1183,1186,-1,1182,1187,1184,-1,1183,1184,1188,-1,1186,1188,1189,-1,1267,1190,1268,-1,1229,1228,1192,-1,1210,1194,1211,-1,1202,1196,1203,-1,1200,1199,1197,-1,1160,1153,1199,-1,1021,1160,1200,-1,1198,1200,1201,-1,1165,1142,1202,-1,1153,1165,1203,-1,1199,1203,1204,-1,1208,1207,1205,-1,1201,1197,1207,-1,1195,1201,1208,-1,1206,1208,1209,-1,1204,1196,1210,-1,1197,1204,1211,-1,1207,1211,1212,-1,1220,1214,1221,-1,1218,1217,1215,-1,1209,1205,1217,-1,1193,1209,1218,-1,1216,1218,1219,-1,1212,1194,1220,-1,1205,1212,1221,-1,1217,1221,1222,-1,1226,1225,1223,-1,1219,1215,1225,-1,1213,1219,1226,-1,1224,1226,1227,-1,1222,1214,1228,-1,1215,1222,1229,-1,1225,1229,1230,-1,1248,1231,1249,-1,1238,1237,1232,-1,1235,1234,1233,-1,1181,1176,1234,-1,1142,1181,1235,-1,1202,1235,1236,-1,1236,1233,1237,-1,1196,1236,1238,-1,1210,1238,1239,-1,1243,1240,1244,-1,1234,1242,1241,-1,1176,1185,1242,-1,1020,1243,1189,-1,1185,1189,1244,-1,1242,1244,1245,-1,1237,1247,1246,-1,1233,1241,1247,-1,1240,1248,1245,-1,1241,1245,1249,-1,1247,1249,1250,-1,1257,1256,1251,-1,1254,1253,1252,-1,1239,1232,1253,-1,1194,1239,1254,-1,1220,1254,1255,-1,1255,1252,1256,-1,1214,1255,1257,-1,1228,1257,1258,-1,1262,1259,1263,-1,1253,1261,1260,-1,1232,1246,1261,-1,1231,1262,1250,-1,1246,1250,1263,-1,1261,1263,1264,-1,1256,1266,1265,-1,1252,1260,1266,-1,1259,1267,1264,-1,1260,1264,1268,-1,1266,1268,1269,-1,1307,1270,1308,-1,1289,1288,1272,-1,1280,1274,1281,-1,1278,1277,1275,-1,1227,1223,1277,-1,1191,1227,1278,-1,1276,1278,1279,-1,1230,1192,1280,-1,1223,1230,1281,-1,1277,1281,1282,-1,1286,1285,1283,-1,1279,1275,1285,-1,1273,1279,1286,-1,1284,1286,1287,-1,1282,1274,1288,-1,1275,1282,1289,-1,1285,1289,1290,-1,1297,1296,1291,-1,1294,1293,1292,-1,1258,1251,1293,-1,1192,1258,1294,-1,1280,1294,1295,-1,1295,1292,1296,-1,1274,1295,1297,-1,1288,1297,1298,-1,1302,1299,1303,-1,1293,1301,1300,-1,1251,1265,1301,-1,1190,1302,1269,-1,1265,1269,1303,-1,1301,1303,1304,-1,1296,1306,1305,-1,1292,1300,1306,-1,1299,1307,1304,-1,1300,1304,1308,-1,1306,1308,1309,-1,1329,1328,10,-1,1317,1311,1318,-1,1315,1314,1312,-1,1287,1283,1314,-1,1271,1287,1315,-1,1313,1315,1316,-1,1290,1272,1317,-1,1283,1290,1318,-1,1314,1318,1319,-1,1325,1324,16,-1,1316,1312,1321,-1,1310,1316,1322,-1,1322,1321,1324,-1,1320,1322,1325,-1,1323,1325,20,-1,1319,1311,1326,-1,1312,1319,1327,-1,1327,1326,1328,-1,1321,1327,1329,-1,1324,1329,24,-1,1337,1330,1338,-1,1333,1332,1331,-1,1298,1291,1332,-1,1272,1298,1333,-1,1317,1333,1334,-1,1332,1336,1335,-1,1291,1305,1336,-1,1270,1337,1309,-1,1305,1309,1338,-1,1336,1338,1339,-1,1343,1342,54,-1,1334,1331,1340,-1,1311,1334,1341,-1,1341,1340,1342,-1,1326,1341,1343,-1,1328,1343,58,-1,1330,1344,1339,-1,1331,1335,1345,-1,1335,1339,1346,-1,1342,1347,65,-1,1340,1345,1347,-1,1344,1348,1346,-1,1345,1346,1349,-1,1347,1349,69,-1,1,69,1349,-1,2,679,678,-1,4,341,340,-1,6,173,172,-1,8,95,94,-1,11,52,51,-1,12,34,33,-1,14,26,25,-1,17,22,21,-1,18,21,20,-1,21,19,0,-1,22,15,19,-1,23,25,24,-1,25,18,16,-1,26,17,18,-1,27,31,30,-1,29,30,22,-1,30,28,15,-1,31,13,28,-1,32,33,26,-1,33,29,17,-1,34,27,29,-1,35,44,43,-1,37,41,40,-1,39,40,31,-1,40,38,13,-1,41,36,38,-1,42,43,34,-1,43,39,27,-1,44,37,39,-1,45,49,48,-1,47,48,41,-1,48,46,36,-1,49,9,46,-1,50,51,44,-1,51,47,37,-1,52,45,47,-1,53,76,75,-1,55,63,62,-1,56,60,59,-1,57,59,58,-1,59,23,10,-1,60,14,23,-1,61,62,60,-1,62,32,14,-1,63,12,32,-1,64,71,70,-1,66,56,57,-1,67,57,54,-1,68,70,69,-1,70,67,65,-1,71,66,67,-1,72,55,61,-1,73,61,56,-1,74,75,71,-1,75,73,66,-1,76,72,73,-1,77,84,83,-1,78,81,80,-1,79,80,63,-1,80,42,12,-1,81,35,42,-1,82,83,81,-1,83,50,35,-1,84,11,50,-1,85,90,89,-1,86,78,79,-1,87,79,55,-1,88,89,76,-1,89,87,72,-1,90,86,87,-1,91,77,82,-1,92,82,78,-1,93,94,90,-1,94,92,86,-1,95,91,92,-1,96,134,133,-1,98,116,115,-1,100,108,107,-1,101,105,104,-1,103,104,49,-1,104,102,9,-1,105,99,102,-1,106,107,52,-1,107,103,45,-1,108,101,103,-1,109,113,112,-1,111,112,105,-1,112,110,99,-1,113,97,110,-1,114,115,108,-1,115,111,101,-1,116,109,111,-1,118,126,125,-1,119,123,122,-1,121,122,113,-1,122,120,97,-1,123,117,120,-1,124,125,116,-1,125,121,109,-1,126,119,121,-1,127,131,130,-1,129,130,123,-1,130,128,117,-1,131,7,128,-1,132,133,126,-1,133,129,119,-1,134,127,129,-1,135,154,153,-1,136,143,142,-1,137,140,139,-1,138,139,84,-1,139,106,11,-1,140,100,106,-1,141,142,140,-1,142,114,100,-1,143,98,114,-1,144,149,148,-1,145,137,138,-1,146,138,77,-1,147,148,95,-1,148,146,91,-1,149,145,146,-1,150,136,141,-1,151,141,137,-1,152,153,149,-1,153,151,145,-1,154,150,151,-1,155,162,161,-1,156,159,158,-1,157,158,143,-1,158,124,98,-1,159,118,124,-1,160,161,159,-1,161,132,118,-1,162,96,132,-1,163,168,167,-1,164,156,157,-1,165,157,136,-1,166,167,154,-1,167,165,150,-1,168,164,165,-1,169,155,160,-1,170,160,156,-1,171,172,168,-1,172,170,164,-1,173,169,170,-1,174,253,252,-1,176,214,213,-1,178,196,195,-1,180,188,187,-1,181,185,184,-1,183,184,131,-1,184,182,7,-1,185,179,182,-1,186,187,134,-1,187,183,127,-1,188,181,183,-1,189,193,192,-1,191,192,185,-1,192,190,179,-1,193,177,190,-1,194,195,188,-1,195,191,181,-1,196,189,191,-1,198,206,205,-1,199,203,202,-1,201,202,193,-1,202,200,177,-1,203,197,200,-1,204,205,196,-1,205,201,189,-1,206,199,201,-1,207,211,210,-1,209,210,203,-1,210,208,197,-1,211,175,208,-1,212,213,206,-1,213,209,199,-1,214,207,209,-1,215,234,233,-1,216,223,222,-1,217,220,219,-1,218,219,162,-1,219,186,96,-1,220,180,186,-1,221,222,220,-1,222,194,180,-1,223,178,194,-1,224,229,228,-1,225,217,218,-1,226,218,155,-1,227,228,173,-1,228,226,169,-1,229,225,226,-1,230,216,221,-1,231,221,217,-1,232,233,229,-1,233,231,225,-1,234,230,231,-1,235,242,241,-1,236,239,238,-1,237,238,223,-1,238,204,178,-1,239,198,204,-1,240,241,239,-1,241,212,198,-1,242,176,212,-1,243,248,247,-1,244,236,237,-1,245,237,216,-1,246,247,234,-1,247,245,230,-1,248,244,245,-1,249,235,240,-1,250,240,236,-1,251,252,248,-1,252,250,244,-1,253,249,250,-1,254,293,292,-1,256,274,273,-1,258,266,265,-1,259,263,262,-1,261,262,211,-1,262,260,175,-1,263,257,260,-1,264,265,214,-1,265,261,207,-1,266,259,261,-1,267,271,270,-1,269,270,263,-1,270,268,257,-1,271,255,268,-1,272,273,266,-1,273,269,259,-1,274,267,269,-1,275,282,281,-1,276,279,278,-1,277,278,242,-1,278,264,176,-1,279,258,264,-1,280,281,279,-1,281,272,258,-1,282,256,272,-1,283,288,287,-1,284,276,277,-1,285,277,235,-1,286,287,253,-1,287,285,249,-1,288,284,285,-1,289,275,280,-1,290,280,276,-1,291,292,288,-1,292,290,284,-1,293,289,290,-1,294,317,316,-1,296,304,303,-1,297,301,300,-1,299,300,271,-1,300,298,255,-1,301,295,298,-1,302,303,274,-1,303,299,267,-1,304,297,299,-1,305,312,311,-1,307,308,301,-1,308,306,295,-1,310,311,308,-1,311,309,306,-1,312,5,309,-1,313,314,304,-1,314,307,297,-1,315,316,314,-1,316,310,307,-1,317,305,310,-1,318,327,326,-1,319,322,321,-1,320,321,282,-1,321,302,256,-1,322,296,302,-1,323,319,320,-1,324,320,275,-1,325,326,293,-1,326,324,289,-1,327,323,324,-1,328,333,332,-1,329,330,322,-1,330,313,296,-1,331,332,330,-1,332,315,313,-1,333,294,315,-1,334,336,327,-1,335,329,319,-1,336,335,323,-1,337,328,331,-1,338,331,329,-1,339,340,336,-1,340,338,335,-1,341,337,338,-1,342,511,510,-1,344,423,422,-1,346,384,383,-1,348,366,365,-1,350,358,357,-1,351,355,354,-1,353,354,312,-1,354,352,5,-1,355,349,352,-1,356,357,317,-1,357,353,305,-1,358,351,353,-1,359,363,362,-1,361,362,355,-1,362,360,349,-1,363,347,360,-1,364,365,358,-1,365,361,351,-1,366,359,361,-1,368,376,375,-1,369,373,372,-1,371,372,363,-1,372,370,347,-1,373,367,370,-1,374,375,366,-1,375,371,359,-1,376,369,371,-1,377,381,380,-1,379,380,373,-1,380,378,367,-1,381,345,378,-1,382,383,376,-1,383,379,369,-1,384,377,379,-1,385,404,403,-1,386,393,392,-1,387,390,389,-1,388,389,333,-1,389,356,294,-1,390,350,356,-1,391,392,390,-1,392,364,350,-1,393,348,364,-1,394,399,398,-1,395,387,388,-1,396,388,328,-1,397,398,341,-1,398,396,337,-1,399,395,396,-1,400,386,391,-1,401,391,387,-1,402,403,399,-1,403,401,395,-1,404,400,401,-1,405,412,411,-1,406,409,408,-1,407,408,393,-1,408,374,348,-1,409,368,374,-1,410,411,409,-1,411,382,368,-1,412,346,382,-1,413,418,417,-1,414,406,407,-1,415,407,386,-1,416,417,404,-1,417,415,400,-1,418,414,415,-1,419,405,410,-1,420,410,406,-1,421,422,418,-1,422,420,414,-1,423,419,420,-1,424,463,462,-1,426,444,443,-1,428,436,435,-1,429,433,432,-1,431,432,381,-1,432,430,345,-1,433,427,430,-1,434,435,384,-1,435,431,377,-1,436,429,431,-1,437,441,440,-1,439,440,433,-1,440,438,427,-1,441,425,438,-1,442,443,436,-1,443,439,429,-1,444,437,439,-1,445,452,451,-1,446,449,448,-1,447,448,412,-1,448,434,346,-1,449,428,434,-1,450,451,449,-1,451,442,428,-1,452,426,442,-1,453,458,457,-1,454,446,447,-1,455,447,405,-1,456,457,423,-1,457,455,419,-1,458,454,455,-1,459,445,450,-1,460,450,446,-1,461,462,458,-1,462,460,454,-1,463,459,460,-1,464,487,486,-1,466,474,473,-1,467,471,470,-1,469,470,441,-1,470,468,425,-1,471,465,468,-1,472,473,444,-1,473,469,437,-1,474,467,469,-1,475,482,481,-1,477,478,471,-1,478,476,465,-1,480,481,478,-1,481,479,476,-1,482,343,479,-1,483,484,474,-1,484,477,467,-1,485,486,484,-1,486,480,477,-1,487,475,480,-1,488,497,496,-1,489,492,491,-1,490,491,452,-1,491,472,426,-1,492,466,472,-1,493,489,490,-1,494,490,445,-1,495,496,463,-1,496,494,459,-1,497,493,494,-1,498,503,502,-1,499,500,492,-1,500,483,466,-1,501,502,500,-1,502,485,483,-1,503,464,485,-1,504,506,497,-1,505,499,489,-1,506,505,493,-1,507,498,501,-1,508,501,499,-1,509,510,506,-1,510,508,505,-1,511,507,508,-1,512,591,590,-1,514,552,551,-1,516,534,533,-1,518,526,525,-1,519,523,522,-1,521,522,482,-1,522,520,343,-1,523,517,520,-1,524,525,487,-1,525,521,475,-1,526,519,521,-1,527,531,530,-1,529,530,523,-1,530,528,517,-1,531,515,528,-1,532,533,526,-1,533,529,519,-1,534,527,529,-1,536,544,543,-1,537,541,540,-1,539,540,531,-1,540,538,515,-1,541,535,538,-1,542,543,534,-1,543,539,527,-1,544,537,539,-1,545,549,548,-1,547,548,541,-1,548,546,535,-1,549,513,546,-1,550,551,544,-1,551,547,537,-1,552,545,547,-1,553,572,571,-1,554,561,560,-1,555,558,557,-1,556,557,503,-1,557,524,464,-1,558,518,524,-1,559,560,558,-1,560,532,518,-1,561,516,532,-1,562,567,566,-1,563,555,556,-1,564,556,498,-1,565,566,511,-1,566,564,507,-1,567,563,564,-1,568,554,559,-1,569,559,555,-1,570,571,567,-1,571,569,563,-1,572,568,569,-1,573,580,579,-1,574,577,576,-1,575,576,561,-1,576,542,516,-1,577,536,542,-1,578,579,577,-1,579,550,536,-1,580,514,550,-1,581,586,585,-1,582,574,575,-1,583,575,554,-1,584,585,572,-1,585,583,568,-1,586,582,583,-1,587,573,578,-1,588,578,574,-1,589,590,586,-1,590,588,582,-1,591,587,588,-1,592,631,630,-1,594,612,611,-1,596,604,603,-1,597,601,600,-1,599,600,549,-1,600,598,513,-1,601,595,598,-1,602,603,552,-1,603,599,545,-1,604,597,599,-1,605,609,608,-1,607,608,601,-1,608,606,595,-1,609,593,606,-1,610,611,604,-1,611,607,597,-1,612,605,607,-1,613,620,619,-1,614,617,616,-1,615,616,580,-1,616,602,514,-1,617,596,602,-1,618,619,617,-1,619,610,596,-1,620,594,610,-1,621,626,625,-1,622,614,615,-1,623,615,573,-1,624,625,591,-1,625,623,587,-1,626,622,623,-1,627,613,618,-1,628,618,614,-1,629,630,626,-1,630,628,622,-1,631,627,628,-1,632,655,654,-1,634,642,641,-1,635,639,638,-1,637,638,609,-1,638,636,593,-1,639,633,636,-1,640,641,612,-1,641,637,605,-1,642,635,637,-1,643,650,649,-1,645,646,639,-1,646,644,633,-1,648,649,646,-1,649,647,644,-1,650,3,647,-1,651,652,642,-1,652,645,635,-1,653,654,652,-1,654,648,645,-1,655,643,648,-1,656,665,664,-1,657,660,659,-1,658,659,620,-1,659,640,594,-1,660,634,640,-1,661,657,658,-1,662,658,613,-1,663,664,631,-1,664,662,627,-1,665,661,662,-1,666,671,670,-1,667,668,660,-1,668,651,634,-1,669,670,668,-1,670,653,651,-1,671,632,653,-1,672,674,665,-1,673,667,657,-1,674,673,661,-1,675,666,669,-1,676,669,667,-1,677,678,674,-1,678,676,673,-1,679,675,676,-1,680,1019,1018,-1,682,851,850,-1,684,763,762,-1,686,724,723,-1,688,706,705,-1,690,698,697,-1,691,695,694,-1,693,694,650,-1,694,692,3,-1,695,689,692,-1,696,697,655,-1,697,693,643,-1,698,691,693,-1,699,703,702,-1,701,702,695,-1,702,700,689,-1,703,687,700,-1,704,705,698,-1,705,701,691,-1,706,699,701,-1,708,716,715,-1,709,713,712,-1,711,712,703,-1,712,710,687,-1,713,707,710,-1,714,715,706,-1,715,711,699,-1,716,709,711,-1,717,721,720,-1,719,720,713,-1,720,718,707,-1,721,685,718,-1,722,723,716,-1,723,719,709,-1,724,717,719,-1,725,744,743,-1,726,733,732,-1,727,730,729,-1,728,729,671,-1,729,696,632,-1,730,690,696,-1,731,732,730,-1,732,704,690,-1,733,688,704,-1,734,739,738,-1,735,727,728,-1,736,728,666,-1,737,738,679,-1,738,736,675,-1,739,735,736,-1,740,726,731,-1,741,731,727,-1,742,743,739,-1,743,741,735,-1,744,740,741,-1,745,752,751,-1,746,749,748,-1,747,748,733,-1,748,714,688,-1,749,708,714,-1,750,751,749,-1,751,722,708,-1,752,686,722,-1,753,758,757,-1,754,746,747,-1,755,747,726,-1,756,757,744,-1,757,755,740,-1,758,754,755,-1,759,745,750,-1,760,750,746,-1,761,762,758,-1,762,760,754,-1,763,759,760,-1,764,803,802,-1,766,784,783,-1,768,776,775,-1,769,773,772,-1,771,772,721,-1,772,770,685,-1,773,767,770,-1,774,775,724,-1,775,771,717,-1,776,769,771,-1,777,781,780,-1,779,780,773,-1,780,778,767,-1,781,765,778,-1,782,783,776,-1,783,779,769,-1,784,777,779,-1,785,792,791,-1,786,789,788,-1,787,788,752,-1,788,774,686,-1,789,768,774,-1,790,791,789,-1,791,782,768,-1,792,766,782,-1,793,798,797,-1,794,786,787,-1,795,787,745,-1,796,797,763,-1,797,795,759,-1,798,794,795,-1,799,785,790,-1,800,790,786,-1,801,802,798,-1,802,800,794,-1,803,799,800,-1,804,827,826,-1,806,814,813,-1,807,811,810,-1,809,810,781,-1,810,808,765,-1,811,805,808,-1,812,813,784,-1,813,809,777,-1,814,807,809,-1,815,822,821,-1,817,818,811,-1,818,816,805,-1,820,821,818,-1,821,819,816,-1,822,683,819,-1,823,824,814,-1,824,817,807,-1,825,826,824,-1,826,820,817,-1,827,815,820,-1,828,837,836,-1,829,832,831,-1,830,831,792,-1,831,812,766,-1,832,806,812,-1,833,829,830,-1,834,830,785,-1,835,836,803,-1,836,834,799,-1,837,833,834,-1,838,843,842,-1,839,840,832,-1,840,823,806,-1,841,842,840,-1,842,825,823,-1,843,804,825,-1,844,846,837,-1,845,839,829,-1,846,845,833,-1,847,838,841,-1,848,841,839,-1,849,850,846,-1,850,848,845,-1,851,847,848,-1,852,931,930,-1,854,892,891,-1,856,874,873,-1,858,866,865,-1,859,863,862,-1,861,862,822,-1,862,860,683,-1,863,857,860,-1,864,865,827,-1,865,861,815,-1,866,859,861,-1,867,871,870,-1,869,870,863,-1,870,868,857,-1,871,855,868,-1,872,873,866,-1,873,869,859,-1,874,867,869,-1,876,884,883,-1,877,881,880,-1,879,880,871,-1,880,878,855,-1,881,875,878,-1,882,883,874,-1,883,879,867,-1,884,877,879,-1,885,889,888,-1,887,888,881,-1,888,886,875,-1,889,853,886,-1,890,891,884,-1,891,887,877,-1,892,885,887,-1,893,912,911,-1,894,901,900,-1,895,898,897,-1,896,897,843,-1,897,864,804,-1,898,858,864,-1,899,900,898,-1,900,872,858,-1,901,856,872,-1,902,907,906,-1,903,895,896,-1,904,896,838,-1,905,906,851,-1,906,904,847,-1,907,903,904,-1,908,894,899,-1,909,899,895,-1,910,911,907,-1,911,909,903,-1,912,908,909,-1,913,920,919,-1,914,917,916,-1,915,916,901,-1,916,882,856,-1,917,876,882,-1,918,919,917,-1,919,890,876,-1,920,854,890,-1,921,926,925,-1,922,914,915,-1,923,915,894,-1,924,925,912,-1,925,923,908,-1,926,922,923,-1,927,913,918,-1,928,918,914,-1,929,930,926,-1,930,928,922,-1,931,927,928,-1,932,971,970,-1,934,952,951,-1,936,944,943,-1,937,941,940,-1,939,940,889,-1,940,938,853,-1,941,935,938,-1,942,943,892,-1,943,939,885,-1,944,937,939,-1,945,949,948,-1,947,948,941,-1,948,946,935,-1,949,933,946,-1,950,951,944,-1,951,947,937,-1,952,945,947,-1,953,960,959,-1,954,957,956,-1,955,956,920,-1,956,942,854,-1,957,936,942,-1,958,959,957,-1,959,950,936,-1,960,934,950,-1,961,966,965,-1,962,954,955,-1,963,955,913,-1,964,965,931,-1,965,963,927,-1,966,962,963,-1,967,953,958,-1,968,958,954,-1,969,970,966,-1,970,968,962,-1,971,967,968,-1,972,995,994,-1,974,982,981,-1,975,979,978,-1,977,978,949,-1,978,976,933,-1,979,973,976,-1,980,981,952,-1,981,977,945,-1,982,975,977,-1,983,990,989,-1,985,986,979,-1,986,984,973,-1,988,989,986,-1,989,987,984,-1,990,681,987,-1,991,992,982,-1,992,985,975,-1,993,994,992,-1,994,988,985,-1,995,983,988,-1,996,1005,1004,-1,997,1000,999,-1,998,999,960,-1,999,980,934,-1,1000,974,980,-1,1001,997,998,-1,1002,998,953,-1,1003,1004,971,-1,1004,1002,967,-1,1005,1001,1002,-1,1006,1011,1010,-1,1007,1008,1000,-1,1008,991,974,-1,1009,1010,1008,-1,1010,993,991,-1,1011,972,993,-1,1012,1014,1005,-1,1013,1007,997,-1,1014,1013,1001,-1,1015,1006,1009,-1,1016,1009,1007,-1,1017,1018,1014,-1,1018,1016,1013,-1,1019,1015,1016,-1,1020,1189,1188,-1,1022,1101,1100,-1,1024,1062,1061,-1,1026,1044,1043,-1,1028,1036,1035,-1,1029,1033,1032,-1,1031,1032,990,-1,1032,1030,681,-1,1033,1027,1030,-1,1034,1035,995,-1,1035,1031,983,-1,1036,1029,1031,-1,1037,1041,1040,-1,1039,1040,1033,-1,1040,1038,1027,-1,1041,1025,1038,-1,1042,1043,1036,-1,1043,1039,1029,-1,1044,1037,1039,-1,1046,1054,1053,-1,1047,1051,1050,-1,1049,1050,1041,-1,1050,1048,1025,-1,1051,1045,1048,-1,1052,1053,1044,-1,1053,1049,1037,-1,1054,1047,1049,-1,1055,1059,1058,-1,1057,1058,1051,-1,1058,1056,1045,-1,1059,1023,1056,-1,1060,1061,1054,-1,1061,1057,1047,-1,1062,1055,1057,-1,1063,1082,1081,-1,1064,1071,1070,-1,1065,1068,1067,-1,1066,1067,1011,-1,1067,1034,972,-1,1068,1028,1034,-1,1069,1070,1068,-1,1070,1042,1028,-1,1071,1026,1042,-1,1072,1077,1076,-1,1073,1065,1066,-1,1074,1066,1006,-1,1075,1076,1019,-1,1076,1074,1015,-1,1077,1073,1074,-1,1078,1064,1069,-1,1079,1069,1065,-1,1080,1081,1077,-1,1081,1079,1073,-1,1082,1078,1079,-1,1083,1090,1089,-1,1084,1087,1086,-1,1085,1086,1071,-1,1086,1052,1026,-1,1087,1046,1052,-1,1088,1089,1087,-1,1089,1060,1046,-1,1090,1024,1060,-1,1091,1096,1095,-1,1092,1084,1085,-1,1093,1085,1064,-1,1094,1095,1082,-1,1095,1093,1078,-1,1096,1092,1093,-1,1097,1083,1088,-1,1098,1088,1084,-1,1099,1100,1096,-1,1100,1098,1092,-1,1101,1097,1098,-1,1102,1141,1140,-1,1104,1122,1121,-1,1106,1114,1113,-1,1107,1111,1110,-1,1109,1110,1059,-1,1110,1108,1023,-1,1111,1105,1108,-1,1112,1113,1062,-1,1113,1109,1055,-1,1114,1107,1109,-1,1115,1119,1118,-1,1117,1118,1111,-1,1118,1116,1105,-1,1119,1103,1116,-1,1120,1121,1114,-1,1121,1117,1107,-1,1122,1115,1117,-1,1123,1130,1129,-1,1124,1127,1126,-1,1125,1126,1090,-1,1126,1112,1024,-1,1127,1106,1112,-1,1128,1129,1127,-1,1129,1120,1106,-1,1130,1104,1120,-1,1131,1136,1135,-1,1132,1124,1125,-1,1133,1125,1083,-1,1134,1135,1101,-1,1135,1133,1097,-1,1136,1132,1133,-1,1137,1123,1128,-1,1138,1128,1124,-1,1139,1140,1136,-1,1140,1138,1132,-1,1141,1137,1138,-1,1142,1165,1164,-1,1144,1152,1151,-1,1145,1149,1148,-1,1147,1148,1119,-1,1148,1146,1103,-1,1149,1143,1146,-1,1150,1151,1122,-1,1151,1147,1115,-1,1152,1145,1147,-1,1153,1160,1159,-1,1155,1156,1149,-1,1156,1154,1143,-1,1158,1159,1156,-1,1159,1157,1154,-1,1160,1021,1157,-1,1161,1162,1152,-1,1162,1155,1145,-1,1163,1164,1162,-1,1164,1158,1155,-1,1165,1153,1158,-1,1166,1175,1174,-1,1167,1170,1169,-1,1168,1169,1130,-1,1169,1150,1104,-1,1170,1144,1150,-1,1171,1167,1168,-1,1172,1168,1123,-1,1173,1174,1141,-1,1174,1172,1137,-1,1175,1171,1172,-1,1176,1181,1180,-1,1177,1178,1170,-1,1178,1161,1144,-1,1179,1180,1178,-1,1180,1163,1161,-1,1181,1142,1163,-1,1182,1184,1175,-1,1183,1177,1167,-1,1184,1183,1171,-1,1185,1176,1179,-1,1186,1179,1177,-1,1187,1188,1184,-1,1188,1186,1183,-1,1189,1185,1186,-1,1190,1269,1268,-1,1192,1230,1229,-1,1194,1212,1211,-1,1196,1204,1203,-1,1197,1201,1200,-1,1199,1200,1160,-1,1200,1198,1021,-1,1201,1195,1198,-1,1202,1203,1165,-1,1203,1199,1153,-1,1204,1197,1199,-1,1205,1209,1208,-1,1207,1208,1201,-1,1208,1206,1195,-1,1209,1193,1206,-1,1210,1211,1204,-1,1211,1207,1197,-1,1212,1205,1207,-1,1214,1222,1221,-1,1215,1219,1218,-1,1217,1218,1209,-1,1218,1216,1193,-1,1219,1213,1216,-1,1220,1221,1212,-1,1221,1217,1205,-1,1222,1215,1217,-1,1223,1227,1226,-1,1225,1226,1219,-1,1226,1224,1213,-1,1227,1191,1224,-1,1228,1229,1222,-1,1229,1225,1215,-1,1230,1223,1225,-1,1231,1250,1249,-1,1232,1239,1238,-1,1233,1236,1235,-1,1234,1235,1181,-1,1235,1202,1142,-1,1236,1196,1202,-1,1237,1238,1236,-1,1238,1210,1196,-1,1239,1194,1210,-1,1240,1245,1244,-1,1241,1233,1234,-1,1242,1234,1176,-1,1243,1244,1189,-1,1244,1242,1185,-1,1245,1241,1242,-1,1246,1232,1237,-1,1247,1237,1233,-1,1248,1249,1245,-1,1249,1247,1241,-1,1250,1246,1247,-1,1251,1258,1257,-1,1252,1255,1254,-1,1253,1254,1239,-1,1254,1220,1194,-1,1255,1214,1220,-1,1256,1257,1255,-1,1257,1228,1214,-1,1258,1192,1228,-1,1259,1264,1263,-1,1260,1252,1253,-1,1261,1253,1232,-1,1262,1263,1250,-1,1263,1261,1246,-1,1264,1260,1261,-1,1265,1251,1256,-1,1266,1256,1252,-1,1267,1268,1264,-1,1268,1266,1260,-1,1269,1265,1266,-1,1270,1309,1308,-1,1272,1290,1289,-1,1274,1282,1281,-1,1275,1279,1278,-1,1277,1278,1227,-1,1278,1276,1191,-1,1279,1273,1276,-1,1280,1281,1230,-1,1281,1277,1223,-1,1282,1275,1277,-1,1283,1287,1286,-1,1285,1286,1279,-1,1286,1284,1273,-1,1287,1271,1284,-1,1288,1289,1282,-1,1289,1285,1275,-1,1290,1283,1285,-1,1291,1298,1297,-1,1292,1295,1294,-1,1293,1294,1258,-1,1294,1280,1192,-1,1295,1274,1280,-1,1296,1297,1295,-1,1297,1288,1274,-1,1298,1272,1288,-1,1299,1304,1303,-1,1300,1292,1293,-1,1301,1293,1251,-1,1302,1303,1269,-1,1303,1301,1265,-1,1304,1300,1301,-1,1305,1291,1296,-1,1306,1296,1292,-1,1307,1308,1304,-1,1308,1306,1300,-1,1309,1305,1306,-1,10,24,1329,-1,1311,1319,1318,-1,1312,1316,1315,-1,1314,1315,1287,-1,1315,1313,1271,-1,1316,1310,1313,-1,1317,1318,1290,-1,1318,1314,1283,-1,1319,1312,1314,-1,16,20,1325,-1,1321,1322,1316,-1,1322,1320,1310,-1,1324,1325,1322,-1,1325,1323,1320,-1,20,0,1323,-1,1326,1327,1319,-1,1327,1321,1312,-1,1328,1329,1327,-1,1329,1324,1321,-1,24,16,1324,-1,1330,1339,1338,-1,1331,1334,1333,-1,1332,1333,1298,-1,1333,1317,1272,-1,1334,1311,1317,-1,1335,1331,1332,-1,1336,1332,1291,-1,1337,1338,1309,-1,1338,1336,1305,-1,1339,1335,1336,-1,54,58,1343,-1,1340,1341,1334,-1,1341,1326,1311,-1,1342,1343,1341,-1,1343,1328,1326,-1,58,10,1328,-1,1344,1346,1339,-1,1345,1340,1331,-1,1346,1345,1335,-1,65,54,1342,-1,1347,1342,1340,-1,1348,1349,1346,-1,1349,1347,1345,-1,69,65,1347,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='revolvedSurface2GeoPoints',point=[(-0.0,0.268,6.474),(0.0,-0.0,7.15),(-0.0,0.0,7.15),(0.0060,-0.268,6.474),(-0.0,-0.0,7.15),(0.268,0.0090,6.474),(-0.0,-0.0,7.15),(0.181,0.197,6.474),(-0.0,-0.0,7.15),(0.097,0.249,6.474),(-0.0,0.072,6.985),(0.026,0.067,6.985),(0.013,0.071,6.985),(0.05,0.263,6.474),(0.0070,0.072,6.985),(0.025,0.267,6.474),(-0.0,0.158,6.771),(0.015,0.157,6.771),(0.0070,0.158,6.771),(0.012,0.267,6.474),(-0.0,0.213,6.628),(0.01,0.212,6.628),(0.02,0.212,6.628),(0.0030,0.072,6.985),(-0.0,0.11,6.892),(0.0050,0.11,6.892),(0.01,0.109,6.892),(0.029,0.155,6.771),(0.037,0.265,6.474),(0.022,0.157,6.771),(0.03,0.211,6.628),(0.039,0.209,6.628),(0.01,0.071,6.985),(0.015,0.109,6.892),(0.02,0.108,6.892),(0.02,0.069,6.985),(0.074,0.257,6.474),(0.044,0.152,6.771),(0.062,0.261,6.474),(0.036,0.154,6.771),(0.049,0.207,6.628),(0.059,0.204,6.628),(0.017,0.07,6.985),(0.025,0.107,6.892),(0.03,0.105,6.892),(0.057,0.147,6.771),(0.086,0.254,6.474),(0.051,0.15,6.771),(0.068,0.201,6.628),(0.077,0.198,6.628),(0.023,0.068,6.985),(0.035,0.104,6.892),(0.04,0.102,6.892),(-0.0,-0.0,7.15),(-0.0,0.025,7.099),(0.0050,0.024,7.099),(0.0020,0.025,7.099),(0.0010,0.025,7.099),(-0.0,0.044,7.053),(0.0020,0.044,7.053),(0.0040,0.044,7.053),(0.0030,0.024,7.099),(0.0060,0.044,7.053),(0.0080,0.043,7.053),(-0.0,-0.0,7.15),(-0.0,0.012,7.13),(0.0010,0.012,7.13),(0.0010,0.012,7.13),(-0.0,-0.0,7.15),(-0.0,0.0040,7.146),(0.0,0.0040,7.146),(0.0,0.0040,7.146),(0.0020,0.012,7.13),(0.0020,0.012,7.13),(-0.0,-0.0,7.15),(0.0010,0.0040,7.146),(0.0010,0.0040,7.146),(0.0090,0.023,7.099),(0.0070,0.024,7.099),(0.0060,0.024,7.099),(0.01,0.043,7.053),(0.012,0.042,7.053),(0.0080,0.023,7.099),(0.014,0.042,7.053),(0.016,0.041,7.053),(-0.0,-0.0,7.15),(0.0030,0.011,7.13),(0.0030,0.012,7.13),(-0.0,-0.0,7.15),(0.0010,0.0040,7.146),(0.0010,0.0040,7.146),(0.0040,0.011,7.13),(0.0040,0.011,7.13),(-0.0,-0.0,7.15),(0.0010,0.0040,7.146),(0.0010,0.0040,7.146),(0.049,0.053,6.985),(0.142,0.227,6.474),(0.038,0.061,6.985),(0.12,0.239,6.474),(0.032,0.064,6.985),(0.071,0.141,6.771),(0.109,0.245,6.474),(0.064,0.144,6.771),(0.086,0.194,6.628),(0.095,0.19,6.628),(0.029,0.066,6.985),(0.045,0.1,6.892),(0.049,0.098,6.892),(0.084,0.134,6.771),(0.131,0.233,6.474),(0.077,0.138,6.771),(0.104,0.185,6.628),(0.113,0.18,6.628),(0.035,0.063,6.985),(0.054,0.096,6.892),(0.058,0.093,6.892),(0.162,0.213,6.474),(0.044,0.057,6.985),(0.096,0.126,6.771),(0.152,0.22,6.474),(0.09,0.13,6.771),(0.121,0.175,6.628),(0.129,0.169,6.628),(0.041,0.059,6.985),(0.062,0.09,6.892),(0.067,0.087,6.892),(0.107,0.116,6.771),(0.172,0.205,6.474),(0.102,0.121,6.771),(0.137,0.163,6.628),(0.144,0.156,6.628),(0.046,0.055,6.985),(0.071,0.084,6.892),(0.074,0.081,6.892),(-0.0,-0.0,7.15),(0.013,0.021,7.099),(0.011,0.022,7.099),(0.01,0.023,7.099),(0.018,0.04,7.053),(0.02,0.039,7.053),(0.012,0.022,7.099),(0.022,0.038,7.053),(0.023,0.037,7.053),(-0.0,-0.0,7.15),(0.0050,0.011,7.13),(0.0050,0.011,7.13),(-0.0,-0.0,7.15),(0.0020,0.0040,7.146),(0.0020,0.0040,7.146),(0.0060,0.01,7.13),(0.0060,0.01,7.13),(-0.0,-0.0,7.15),(0.0020,0.0040,7.146),(0.0020,0.0030,7.146),(0.017,0.018,7.099),(0.015,0.02,7.099),(0.014,0.02,7.099),(0.025,0.036,7.053),(0.027,0.035,7.053),(0.016,0.019,7.099),(0.028,0.034,7.053),(0.03,0.032,7.053),(-0.0,-0.0,7.15),(0.0070,0.0090,7.13),(0.0070,0.01,7.13),(-0.0,-0.0,7.15),(0.0020,0.0030,7.146),(0.0020,0.0030,7.146),(0.0080,0.0090,7.13),(0.0080,0.0090,7.13),(-0.0,-0.0,7.15),(0.0030,0.0030,7.146),(0.0030,0.0030,7.146),(-0.0,-0.0,7.15),(0.241,0.117,6.474),(0.065,0.032,6.985),(0.215,0.16,6.474),(0.058,0.043,6.985),(0.199,0.179,6.474),(0.053,0.048,6.985),(0.117,0.106,6.771),(0.19,0.188,6.474),(0.112,0.111,6.771),(0.151,0.149,6.628),(0.158,0.142,6.628),(0.051,0.051,6.985),(0.078,0.077,6.892),(0.082,0.073,6.892),(0.127,0.094,6.771),(0.207,0.17,6.474),(0.122,0.1,6.771),(0.164,0.135,6.628),(0.171,0.127,6.628),(0.056,0.046,6.985),(0.085,0.07,6.892),(0.088,0.066,6.892),(0.229,0.139,6.474),(0.061,0.037,6.985),(0.135,0.082,6.771),(0.222,0.15,6.474),(0.131,0.088,6.771),(0.176,0.119,6.628),(0.182,0.111,6.628),(0.06,0.04,6.985),(0.091,0.061,6.892),(0.094,0.057,6.892),(0.142,0.069,6.771),(0.235,0.128,6.474),(0.139,0.076,6.771),(0.187,0.102,6.628),(0.191,0.093,6.628),(0.063,0.035,6.985),(0.096,0.053,6.892),(0.099,0.048,6.892),(-0.0,-0.0,7.15),(0.02,0.015,7.099),(0.018,0.017,7.099),(0.018,0.017,7.099),(0.031,0.031,7.053),(0.033,0.03,7.053),(0.019,0.016,7.099),(0.034,0.028,7.053),(0.035,0.026,7.053),(-0.0,-0.0,7.15),(0.0090,0.0080,7.13),(0.0080,0.0080,7.13),(-0.0,-0.0,7.15),(0.0030,0.0030,7.146),(0.0030,0.0030,7.146),(0.01,0.0070,7.13),(0.0090,0.0080,7.13),(-0.0,-0.0,7.15),(0.0030,0.0030,7.146),(0.0030,0.0020,7.146),(0.022,0.011,7.099),(0.021,0.013,7.099),(0.02,0.014,7.099),(0.037,0.025,7.053),(0.038,0.023,7.053),(0.022,0.012,7.099),(0.039,0.021,7.053),(0.04,0.019,7.053),(-0.0,-0.0,7.15),(0.01,0.0060,7.13),(0.01,0.0070,7.13),(-0.0,-0.0,7.15),(0.0030,0.0020,7.146),(0.0030,0.0020,7.146),(0.011,0.0050,7.13),(0.01,0.0060,7.13),(-0.0,-0.0,7.15),(0.0040,0.0020,7.146),(0.0040,0.0020,7.146),(-0.0,-0.0,7.15),(0.258,0.071,6.474),(0.069,0.019,6.985),(0.251,0.095,6.474),(0.067,0.025,6.985),(0.148,0.056,6.771),(0.246,0.106,6.474),(0.145,0.063,6.771),(0.195,0.084,6.628),(0.199,0.075,6.628),(0.066,0.028,6.985),(0.101,0.043,6.892),(0.103,0.039,6.892),(0.152,0.042,6.771),(0.255,0.083,6.474),(0.15,0.049,6.771),(0.202,0.066,6.628),(0.205,0.056,6.628),(0.068,0.022,6.985),(0.104,0.034,6.892),(0.106,0.029,6.892),(0.024,0.0070,7.099),(0.023,0.0090,7.099),(0.023,0.01,7.099),(0.041,0.017,7.053),(0.041,0.016,7.053),(0.023,0.0080,7.099),(0.042,0.014,7.053),(0.043,0.012,7.053),(-0.0,-0.0,7.15),(0.011,0.0040,7.13),(0.011,0.0050,7.13),(-0.0,-0.0,7.15),(0.0040,0.0020,7.146),(0.0040,0.0010,7.146),(0.011,0.0030,7.13),(0.011,0.0040,7.13),(-0.0,-0.0,7.15),(0.0040,0.0010,7.146),(0.0040,0.0010,7.146),(0.072,0.0030,6.985),(0.264,0.046,6.474),(0.071,0.012,6.985),(0.156,0.027,6.771),(0.261,0.059,6.474),(0.154,0.035,6.771),(0.207,0.047,6.628),(0.209,0.037,6.628),(0.07,0.016,6.985),(0.107,0.024,6.892),(0.108,0.019,6.892),(0.158,0.0060,6.771),(0.266,0.034,6.474),(0.157,0.02,6.771),(0.211,0.027,6.628),(0.267,0.022,6.474),(0.158,0.013,6.771),(0.212,0.017,6.628),(0.212,0.0070,6.628),(0.071,0.0090,6.985),(0.109,0.014,6.892),(0.072,0.0060,6.985),(0.109,0.0090,6.892),(0.11,0.0040,6.892),(-0.0,-0.0,7.15),(0.024,0.0040,7.099),(0.024,0.0050,7.099),(0.043,0.01,7.053),(0.043,0.0080,7.053),(0.012,0.0020,7.13),(0.012,0.0030,7.13),(-0.0,-0.0,7.15),(0.0040,0.0010,7.146),(0.0040,0.0010,7.146),(0.025,0.0010,7.099),(0.024,0.0030,7.099),(0.044,0.0060,7.053),(0.025,0.0020,7.099),(0.044,0.0040,7.053),(0.044,0.0020,7.053),(-0.0,-0.0,7.15),(0.012,0.0020,7.13),(0.0040,0.0010,7.146),(0.012,0.0,7.13),(0.012,0.0010,7.13),(-0.0,-0.0,7.15),(0.0040,0.0,7.146),(0.0040,0.0,7.146),(-0.0,0.0,7.15),(0.195,-0.184,6.474),(-0.0,0.0,7.15),(0.253,-0.089,6.474),(0.068,-0.024,6.985),(0.265,-0.04,6.474),(0.071,-0.011,6.985),(0.267,-0.016,6.474),(0.072,-0.0040,6.985),(0.158,-0.0090,6.771),(0.268,-0.0030,6.474),(0.158,-0.0020,6.771),(0.213,-0.0020,6.628),(0.212,-0.012,6.628),(0.072,-0.0010,6.985),(0.11,-0.0010,6.892),(0.11,-0.0060,6.892),(0.156,-0.024,6.771),(0.266,-0.028,6.474),(0.157,-0.017,6.771),(0.211,-0.022,6.628),(0.21,-0.032,6.628),(0.072,-0.0080,6.985),(0.109,-0.011,6.892),(0.108,-0.017,6.892),(0.26,-0.065,6.474),(0.07,-0.017,6.985),(0.153,-0.038,6.771),(0.263,-0.053,6.474),(0.155,-0.031,6.771),(0.208,-0.042,6.628),(0.206,-0.051,6.628),(0.071,-0.014,6.985),(0.108,-0.022,6.892),(0.106,-0.027,6.892),(0.149,-0.052,6.771),(0.257,-0.077,6.474),(0.151,-0.045,6.771),(0.204,-0.061,6.628),(0.201,-0.07,6.628),(0.069,-0.021,6.985),(0.105,-0.031,6.892),(0.104,-0.036,6.892),(-0.0,0.0,7.15),(0.024,-0.0040,7.099),(0.025,-0.0010,7.099),(0.025,-0.0,7.099),(0.044,-0.0010,7.053),(0.044,-0.0030,7.053),(0.025,-0.0030,7.099),(0.044,-0.0050,7.053),(0.044,-0.0070,7.053),(-0.0,0.0,7.15),(0.012,-0.0010,7.13),(0.012,-0.0,7.13),(-0.0,0.0,7.15),(0.0040,-0.0,7.146),(0.0040,-0.0,7.146),(0.012,-0.0020,7.13),(0.012,-0.0010,7.13),(-0.0,0.0,7.15),(0.0040,-0.0,7.146),(0.0040,-0.0010,7.146),(0.023,-0.0080,7.099),(0.024,-0.0060,7.099),(0.024,-0.0050,7.099),(0.043,-0.0090,7.053),(0.043,-0.011,7.053),(0.024,-0.0070,7.099),(0.042,-0.013,7.053),(0.042,-0.015,7.053),(-0.0,0.0,7.15),(0.011,-0.0030,7.13),(0.012,-0.0020,7.13),(-0.0,0.0,7.15),(0.0040,-0.0010,7.146),(0.0040,-0.0010,7.146),(0.011,-0.0040,7.13),(0.011,-0.0030,7.13),(-0.0,0.0,7.15),(0.0040,-0.0010,7.146),(0.0040,-0.0010,7.146),(-0.0,0.0,7.15),(0.232,-0.134,6.474),(0.062,-0.036,6.985),(0.243,-0.112,6.474),(0.065,-0.03,6.985),(0.144,-0.066,6.771),(0.248,-0.1,6.474),(0.147,-0.059,6.771),(0.197,-0.08,6.628),(0.193,-0.089,6.628),(0.067,-0.027,6.985),(0.102,-0.041,6.892),(0.1,-0.046,6.892),(0.137,-0.079,6.771),(0.238,-0.123,6.474),(0.14,-0.073,6.771),(0.189,-0.098,6.628),(0.184,-0.106,6.628),(0.064,-0.033,6.985),(0.097,-0.05,6.892),(0.095,-0.055,6.892),(0.021,-0.012,7.099),(0.022,-0.01,7.099),(0.023,-0.0090,7.099),(0.041,-0.017,7.053),(0.04,-0.018,7.053),(0.022,-0.011,7.099),(0.039,-0.02,7.053),(0.038,-0.022,7.053),(-0.0,0.0,7.15),(0.011,-0.0050,7.13),(0.011,-0.0040,7.13),(-0.0,0.0,7.15),(0.0040,-0.0020,7.146),(0.0040,-0.0020,7.146),(0.01,-0.0060,7.13),(0.011,-0.0050,7.13),(-0.0,0.0,7.15),(0.0040,-0.0020,7.146),(0.0040,-0.0020,7.146),(0.052,-0.049,6.985),(0.218,-0.155,6.474),(0.059,-0.042,6.985),(0.129,-0.091,6.771),(0.225,-0.145,6.474),(0.133,-0.085,6.771),(0.179,-0.115,6.628),(0.173,-0.123,6.628),(0.061,-0.039,6.985),(0.092,-0.059,6.892),(0.09,-0.063,6.892),(0.115,-0.108,6.771),(0.211,-0.165,6.474),(0.125,-0.097,6.771),(0.168,-0.131,6.628),(0.203,-0.175,6.474),(0.12,-0.103,6.771),(0.161,-0.139,6.628),(0.155,-0.146,6.628),(0.057,-0.044,6.985),(0.086,-0.068,6.892),(0.055,-0.047,6.985),(0.083,-0.072,6.892),(0.08,-0.075,6.892),(-0.0,0.0,7.15),(0.02,-0.014,7.099),(0.021,-0.013,7.099),(0.037,-0.024,7.053),(0.036,-0.026,7.053),(0.01,-0.0070,7.13),(0.01,-0.0060,7.13),(-0.0,0.0,7.15),(0.0030,-0.0020,7.146),(0.0030,-0.0020,7.146),(0.018,-0.017,7.099),(0.019,-0.015,7.099),(0.035,-0.027,7.053),(0.019,-0.016,7.099),(0.033,-0.029,7.053),(0.032,-0.03,7.053),(-0.0,0.0,7.15),(0.0090,-0.0070,7.13),(0.0030,-0.0030,7.146),(0.0090,-0.0080,7.13),(0.0090,-0.0080,7.13),(-0.0,0.0,7.15),(0.0030,-0.0030,7.146),(0.0030,-0.0030,7.146),(-0.0,0.0,7.15),(0.115,-0.242,6.474),(0.031,-0.065,6.985),(0.157,-0.217,6.474),(0.042,-0.058,6.985),(0.177,-0.201,6.474),(0.047,-0.054,6.985),(0.104,-0.119,6.771),(0.186,-0.193,6.474),(0.11,-0.114,6.771),(0.148,-0.153,6.628),(0.14,-0.16,6.628),(0.05,-0.052,6.985),(0.076,-0.079,6.892),(0.072,-0.082,6.892),(0.093,-0.128,6.771),(0.167,-0.209,6.474),(0.099,-0.123,6.771),(0.133,-0.166,6.628),(0.125,-0.172,6.628),(0.045,-0.056,6.985),(0.069,-0.086,6.892),(0.064,-0.089,6.892),(0.137,-0.23,6.474),(0.037,-0.062,6.985),(0.081,-0.136,6.771),(0.147,-0.224,6.474),(0.087,-0.132,6.771),(0.117,-0.178,6.628),(0.108,-0.183,6.628),(0.04,-0.06,6.985),(0.06,-0.092,6.892),(0.056,-0.094,6.892),(0.068,-0.143,6.771),(0.126,-0.236,6.474),(0.074,-0.14,6.771),(0.1,-0.188,6.628),(0.091,-0.192,6.628),(0.034,-0.064,6.985),(0.052,-0.097,6.892),(0.047,-0.099,6.892),(-0.0,0.0,7.15),(0.015,-0.02,7.099),(0.016,-0.019,7.099),(0.017,-0.018,7.099),(0.031,-0.032,7.053),(0.029,-0.033,7.053),(0.015,-0.019,7.099),(0.028,-0.034,7.053),(0.026,-0.036,7.053),(-0.0,0.0,7.15),(0.0080,-0.0090,7.13),(0.0080,-0.0090,7.13),(-0.0,0.0,7.15),(0.0030,-0.0030,7.146),(0.0030,-0.0030,7.146),(0.0070,-0.01,7.13),(0.0070,-0.0090,7.13),(-0.0,0.0,7.15),(0.0030,-0.0030,7.146),(0.0020,-0.0030,7.146),(0.011,-0.022,7.099),(0.013,-0.021,7.099),(0.014,-0.021,7.099),(0.024,-0.037,7.053),(0.023,-0.038,7.053),(0.012,-0.022,7.099),(0.021,-0.039,7.053),(0.019,-0.04,7.053),(-0.0,0.0,7.15),(0.0060,-0.01,7.13),(0.0070,-0.01,7.13),(-0.0,0.0,7.15),(0.0020,-0.0030,7.146),(0.0020,-0.0040,7.146),(0.0050,-0.011,7.13),(0.0060,-0.01,7.13),(-0.0,0.0,7.15),(0.0020,-0.0040,7.146),(0.0020,-0.0040,7.146),(-0.0,0.0,7.15),(0.068,-0.259,6.474),(0.018,-0.07,6.985),(0.092,-0.252,6.474),(0.025,-0.068,6.985),(0.054,-0.149,6.771),(0.103,-0.247,6.474),(0.061,-0.146,6.771),(0.082,-0.196,6.628),(0.073,-0.2,6.628),(0.028,-0.066,6.985),(0.042,-0.101,6.892),(0.038,-0.103,6.892),(0.04,-0.153,6.771),(0.08,-0.256,6.474),(0.047,-0.151,6.771),(0.063,-0.203,6.628),(0.054,-0.206,6.628),(0.021,-0.069,6.985),(0.033,-0.105,6.892),(0.028,-0.106,6.892),(0.0060,-0.024,7.099),(0.0080,-0.023,7.099),(0.01,-0.023,7.099),(0.017,-0.041,7.053),(0.015,-0.041,7.053),(0.0070,-0.024,7.099),(0.013,-0.042,7.053),(0.011,-0.043,7.053),(-0.0,0.0,7.15),(0.0040,-0.011,7.13),(0.0050,-0.011,7.13),(-0.0,0.0,7.15),(0.0020,-0.0040,7.146),(0.0010,-0.0040,7.146),(0.0030,-0.011,7.13),(0.0040,-0.011,7.13),(-0.0,0.0,7.15),(0.0010,-0.0040,7.146),(0.0010,-0.0040,7.146),(0.0020,-0.072,6.985),(0.043,-0.264,6.474),(0.012,-0.071,6.985),(0.026,-0.156,6.771),(0.056,-0.262,6.474),(0.033,-0.155,6.771),(0.044,-0.208,6.628),(0.034,-0.21,6.628),(0.015,-0.07,6.985),(0.023,-0.107,6.892),(0.018,-0.108,6.892),(0.0040,-0.158,6.771),(0.031,-0.266,6.474),(0.018,-0.157,6.771),(0.025,-0.211,6.628),(0.019,-0.267,6.474),(0.011,-0.158,6.771),(0.015,-0.212,6.628),(0.0050,-0.213,6.628),(0.0080,-0.071,6.985),(0.013,-0.109,6.892),(0.0050,-0.072,6.985),(0.0080,-0.109,6.892),(0.0030,-0.11,6.892),(-0.0,0.0,7.15),(0.0040,-0.024,7.099),(0.0050,-0.024,7.099),(0.0090,-0.043,7.053),(0.0070,-0.044,7.053),(0.0020,-0.012,7.13),(0.0020,-0.012,7.13),(-0.0,0.0,7.15),(0.0010,-0.0040,7.146),(0.0010,-0.0040,7.146),(0.0010,-0.025,7.099),(0.0030,-0.025,7.099),(0.0050,-0.044,7.053),(0.0020,-0.025,7.099),(0.0030,-0.044,7.053),(0.0010,-0.044,7.053),(-0.0,0.0,7.15),(0.0010,-0.012,7.13),(0.0,-0.0040,7.146),(0.0,-0.012,7.13),(0.0010,-0.012,7.13),(-0.0,0.0,7.15),(0.0,-0.0040,7.146),(0.0,-0.0040,7.146),(0.0,0.0,7.15),(-0.268,-0.0030,6.474),(0.0,0.0,7.15),(-0.186,-0.193,6.474),(0.0,0.0,7.15),(-0.092,-0.252,6.474),(-0.025,-0.068,6.985),(-0.043,-0.264,6.474),(-0.012,-0.071,6.985),(-0.019,-0.267,6.474),(-0.0050,-0.072,6.985),(-0.011,-0.158,6.771),(-0.0060,-0.268,6.474),(-0.0040,-0.158,6.771),(-0.0050,-0.213,6.628),(-0.015,-0.212,6.628),(-0.0020,-0.072,6.985),(-0.0030,-0.11,6.892),(-0.0080,-0.109,6.892),(-0.026,-0.156,6.771),(-0.031,-0.266,6.474),(-0.018,-0.157,6.771),(-0.025,-0.211,6.628),(-0.034,-0.21,6.628),(-0.0080,-0.071,6.985),(-0.013,-0.109,6.892),(-0.018,-0.108,6.892),(-0.068,-0.259,6.474),(-0.018,-0.07,6.985),(-0.04,-0.153,6.771),(-0.056,-0.262,6.474),(-0.033,-0.155,6.771),(-0.044,-0.208,6.628),(-0.054,-0.206,6.628),(-0.015,-0.07,6.985),(-0.023,-0.107,6.892),(-0.028,-0.106,6.892),(-0.054,-0.149,6.771),(-0.08,-0.256,6.474),(-0.047,-0.151,6.771),(-0.063,-0.203,6.628),(-0.073,-0.2,6.628),(-0.021,-0.069,6.985),(-0.033,-0.105,6.892),(-0.038,-0.103,6.892),(0.0,0.0,7.15),(-0.0040,-0.024,7.099),(-0.0020,-0.025,7.099),(-0.0010,-0.025,7.099),(-0.0010,-0.044,7.053),(-0.0030,-0.044,7.053),(-0.0030,-0.025,7.099),(-0.0050,-0.044,7.053),(-0.0070,-0.044,7.053),(0.0,0.0,7.15),(-0.0010,-0.012,7.13),(-0.0,-0.012,7.13),(0.0,0.0,7.15),(-0.0,-0.0040,7.146),(-0.0,-0.0040,7.146),(-0.0020,-0.012,7.13),(-0.0010,-0.012,7.13),(0.0,0.0,7.15),(-0.0,-0.0040,7.146),(-0.0010,-0.0040,7.146),(-0.0080,-0.023,7.099),(-0.0060,-0.024,7.099),(-0.0050,-0.024,7.099),(-0.0090,-0.043,7.053),(-0.011,-0.043,7.053),(-0.0070,-0.024,7.099),(-0.013,-0.042,7.053),(-0.015,-0.041,7.053),(0.0,0.0,7.15),(-0.0030,-0.011,7.13),(-0.0020,-0.012,7.13),(0.0,0.0,7.15),(-0.0010,-0.0040,7.146),(-0.0010,-0.0040,7.146),(-0.0040,-0.011,7.13),(-0.0040,-0.011,7.13),(0.0,0.0,7.15),(-0.0010,-0.0040,7.146),(-0.0010,-0.0040,7.146),(0.0,0.0,7.15),(-0.137,-0.23,6.474),(-0.037,-0.062,6.985),(-0.115,-0.242,6.474),(-0.031,-0.065,6.985),(-0.068,-0.143,6.771),(-0.103,-0.247,6.474),(-0.061,-0.146,6.771),(-0.082,-0.196,6.628),(-0.091,-0.192,6.628),(-0.028,-0.066,6.985),(-0.042,-0.101,6.892),(-0.047,-0.099,6.892),(-0.081,-0.136,6.771),(-0.126,-0.236,6.474),(-0.074,-0.14,6.771),(-0.1,-0.188,6.628),(-0.108,-0.183,6.628),(-0.034,-0.064,6.985),(-0.052,-0.097,6.892),(-0.056,-0.094,6.892),(-0.013,-0.021,7.099),(-0.011,-0.022,7.099),(-0.01,-0.023,7.099),(-0.017,-0.041,7.053),(-0.019,-0.04,7.053),(-0.012,-0.022,7.099),(-0.021,-0.039,7.053),(-0.023,-0.038,7.053),(0.0,0.0,7.15),(-0.0050,-0.011,7.13),(-0.0050,-0.011,7.13),(0.0,0.0,7.15),(-0.0020,-0.0040,7.146),(-0.0020,-0.0040,7.146),(-0.0060,-0.01,7.13),(-0.0060,-0.01,7.13),(0.0,0.0,7.15),(-0.0020,-0.0040,7.146),(-0.0020,-0.0040,7.146),(-0.05,-0.052,6.985),(-0.157,-0.217,6.474),(-0.042,-0.058,6.985),(-0.093,-0.128,6.771),(-0.147,-0.224,6.474),(-0.087,-0.132,6.771),(-0.117,-0.178,6.628),(-0.125,-0.172,6.628),(-0.04,-0.06,6.985),(-0.06,-0.092,6.892),(-0.064,-0.089,6.892),(-0.11,-0.114,6.771),(-0.167,-0.209,6.474),(-0.099,-0.123,6.771),(-0.133,-0.166,6.628),(-0.177,-0.201,6.474),(-0.104,-0.119,6.771),(-0.14,-0.16,6.628),(-0.148,-0.153,6.628),(-0.045,-0.056,6.985),(-0.069,-0.086,6.892),(-0.047,-0.054,6.985),(-0.072,-0.082,6.892),(-0.076,-0.079,6.892),(0.0,0.0,7.15),(-0.015,-0.02,7.099),(-0.014,-0.021,7.099),(-0.024,-0.037,7.053),(-0.026,-0.036,7.053),(-0.0070,-0.01,7.13),(-0.0070,-0.01,7.13),(0.0,0.0,7.15),(-0.0020,-0.0030,7.146),(-0.0020,-0.0030,7.146),(-0.017,-0.018,7.099),(-0.015,-0.019,7.099),(-0.028,-0.034,7.053),(-0.016,-0.019,7.099),(-0.029,-0.033,7.053),(-0.031,-0.032,7.053),(0.0,0.0,7.15),(-0.0070,-0.0090,7.13),(-0.0030,-0.0030,7.146),(-0.0080,-0.0090,7.13),(-0.0080,-0.0090,7.13),(0.0,0.0,7.15),(-0.0030,-0.0030,7.146),(-0.0030,-0.0030,7.146),(0.0,0.0,7.15),(-0.243,-0.112,6.474),(-0.065,-0.03,6.985),(-0.218,-0.155,6.474),(-0.059,-0.042,6.985),(-0.203,-0.175,6.474),(-0.055,-0.047,6.985),(-0.12,-0.103,6.771),(-0.195,-0.184,6.474),(-0.115,-0.108,6.771),(-0.155,-0.146,6.628),(-0.161,-0.139,6.628),(-0.052,-0.049,6.985),(-0.08,-0.075,6.892),(-0.083,-0.072,6.892),(-0.129,-0.091,6.771),(-0.211,-0.165,6.474),(-0.125,-0.097,6.771),(-0.168,-0.131,6.628),(-0.173,-0.123,6.628),(-0.057,-0.044,6.985),(-0.086,-0.068,6.892),(-0.09,-0.063,6.892),(-0.232,-0.134,6.474),(-0.062,-0.036,6.985),(-0.137,-0.079,6.771),(-0.225,-0.145,6.474),(-0.133,-0.085,6.771),(-0.179,-0.115,6.628),(-0.184,-0.106,6.628),(-0.061,-0.039,6.985),(-0.092,-0.059,6.892),(-0.095,-0.055,6.892),(-0.144,-0.066,6.771),(-0.238,-0.123,6.474),(-0.14,-0.073,6.771),(-0.189,-0.098,6.628),(-0.193,-0.089,6.628),(-0.064,-0.033,6.985),(-0.097,-0.05,6.892),(-0.1,-0.046,6.892),(0.0,0.0,7.15),(-0.02,-0.014,7.099),(-0.019,-0.016,7.099),(-0.018,-0.017,7.099),(-0.032,-0.03,7.053),(-0.033,-0.029,7.053),(-0.019,-0.015,7.099),(-0.035,-0.027,7.053),(-0.036,-0.026,7.053),(0.0,0.0,7.15),(-0.0090,-0.0080,7.13),(-0.0090,-0.0080,7.13),(0.0,0.0,7.15),(-0.0030,-0.0030,7.146),(-0.0030,-0.0030,7.146),(-0.01,-0.0070,7.13),(-0.0090,-0.0070,7.13),(0.0,0.0,7.15),(-0.0030,-0.0030,7.146),(-0.0030,-0.0020,7.146),(-0.022,-0.01,7.099),(-0.021,-0.012,7.099),(-0.021,-0.013,7.099),(-0.037,-0.024,7.053),(-0.038,-0.022,7.053),(-0.022,-0.011,7.099),(-0.039,-0.02,7.053),(-0.04,-0.018,7.053),(0.0,0.0,7.15),(-0.01,-0.0060,7.13),(-0.01,-0.0060,7.13),(0.0,0.0,7.15),(-0.0030,-0.0020,7.146),(-0.0040,-0.0020,7.146),(-0.011,-0.0050,7.13),(-0.011,-0.0050,7.13),(0.0,0.0,7.15),(-0.0040,-0.0020,7.146),(-0.0040,-0.0020,7.146),(0.0,0.0,7.15),(-0.26,-0.065,6.474),(-0.07,-0.017,6.985),(-0.253,-0.089,6.474),(-0.068,-0.024,6.985),(-0.149,-0.052,6.771),(-0.248,-0.1,6.474),(-0.147,-0.059,6.771),(-0.197,-0.08,6.628),(-0.201,-0.07,6.628),(-0.067,-0.027,6.985),(-0.102,-0.041,6.892),(-0.104,-0.036,6.892),(-0.153,-0.038,6.771),(-0.257,-0.077,6.474),(-0.151,-0.045,6.771),(-0.204,-0.061,6.628),(-0.206,-0.051,6.628),(-0.069,-0.021,6.985),(-0.105,-0.031,6.892),(-0.106,-0.027,6.892),(-0.024,-0.0060,7.099),(-0.023,-0.0080,7.099),(-0.023,-0.0090,7.099),(-0.041,-0.017,7.053),(-0.042,-0.015,7.053),(-0.024,-0.0070,7.099),(-0.042,-0.013,7.053),(-0.043,-0.011,7.053),(0.0,0.0,7.15),(-0.011,-0.0040,7.13),(-0.011,-0.0040,7.13),(0.0,0.0,7.15),(-0.0040,-0.0020,7.146),(-0.0040,-0.0010,7.146),(-0.011,-0.0030,7.13),(-0.011,-0.0030,7.13),(0.0,0.0,7.15),(-0.0040,-0.0010,7.146),(-0.0040,-0.0010,7.146),(-0.072,-0.0010,6.985),(-0.265,-0.04,6.474),(-0.071,-0.011,6.985),(-0.156,-0.024,6.771),(-0.263,-0.053,6.474),(-0.155,-0.031,6.771),(-0.208,-0.042,6.628),(-0.21,-0.032,6.628),(-0.071,-0.014,6.985),(-0.108,-0.022,6.892),(-0.108,-0.017,6.892),(-0.158,-0.0020,6.771),(-0.266,-0.028,6.474),(-0.157,-0.017,6.771),(-0.211,-0.022,6.628),(-0.267,-0.016,6.474),(-0.158,-0.0090,6.771),(-0.212,-0.012,6.628),(-0.213,-0.0020,6.628),(-0.072,-0.0080,6.985),(-0.109,-0.011,6.892),(-0.072,-0.0040,6.985),(-0.11,-0.0060,6.892),(-0.11,-0.0010,6.892),(0.0,0.0,7.15),(-0.024,-0.0040,7.099),(-0.024,-0.0050,7.099),(-0.043,-0.0090,7.053),(-0.044,-0.0070,7.053),(-0.012,-0.0020,7.13),(-0.012,-0.0020,7.13),(0.0,0.0,7.15),(-0.0040,-0.0010,7.146),(-0.0040,-0.0010,7.146),(-0.025,-0.0,7.099),(-0.025,-0.0030,7.099),(-0.044,-0.0050,7.053),(-0.025,-0.0010,7.099),(-0.044,-0.0030,7.053),(-0.044,-0.0010,7.053),(0.0,0.0,7.15),(-0.012,-0.0010,7.13),(-0.0040,-0.0,7.146),(-0.012,-0.0,7.13),(-0.012,-0.0010,7.13),(0.0,0.0,7.15),(-0.0040,-0.0,7.146),(-0.0040,-0.0,7.146),(0.0,-0.0,7.15),(-0.19,0.188,6.474),(0.0,-0.0,7.15),(-0.251,0.095,6.474),(-0.067,0.025,6.985),(-0.264,0.046,6.474),(-0.071,0.012,6.985),(-0.267,0.022,6.474),(-0.072,0.0060,6.985),(-0.158,0.013,6.771),(-0.268,0.0090,6.474),(-0.158,0.0060,6.771),(-0.212,0.0070,6.628),(-0.212,0.017,6.628),(-0.072,0.0030,6.985),(-0.11,0.0040,6.892),(-0.109,0.0090,6.892),(-0.156,0.027,6.771),(-0.266,0.034,6.474),(-0.157,0.02,6.771),(-0.211,0.027,6.628),(-0.209,0.037,6.628),(-0.071,0.0090,6.985),(-0.109,0.014,6.892),(-0.108,0.019,6.892),(-0.258,0.071,6.474),(-0.069,0.019,6.985),(-0.152,0.042,6.771),(-0.261,0.059,6.474),(-0.154,0.035,6.771),(-0.207,0.047,6.628),(-0.205,0.056,6.628),(-0.07,0.016,6.985),(-0.107,0.024,6.892),(-0.106,0.029,6.892),(-0.148,0.056,6.771),(-0.255,0.083,6.474),(-0.15,0.049,6.771),(-0.202,0.066,6.628),(-0.199,0.075,6.628),(-0.068,0.022,6.985),(-0.104,0.034,6.892),(-0.103,0.039,6.892),(0.0,-0.0,7.15),(-0.024,0.0040,7.099),(-0.025,0.0020,7.099),(-0.025,0.0010,7.099),(-0.044,0.0020,7.053),(-0.044,0.0040,7.053),(-0.024,0.0030,7.099),(-0.044,0.0060,7.053),(-0.043,0.0080,7.053),(0.0,-0.0,7.15),(-0.012,0.0010,7.13),(-0.012,0.0,7.13),(0.0,-0.0,7.15),(-0.0040,0.0,7.146),(-0.0040,0.0,7.146),(-0.012,0.0020,7.13),(-0.012,0.0020,7.13),(0.0,-0.0,7.15),(-0.0040,0.0010,7.146),(-0.0040,0.0010,7.146),(-0.023,0.0090,7.099),(-0.024,0.0070,7.099),(-0.024,0.0050,7.099),(-0.043,0.01,7.053),(-0.043,0.012,7.053),(-0.023,0.0080,7.099),(-0.042,0.014,7.053),(-0.041,0.016,7.053),(0.0,-0.0,7.15),(-0.011,0.0030,7.13),(-0.012,0.0030,7.13),(0.0,-0.0,7.15),(-0.0040,0.0010,7.146),(-0.0040,0.0010,7.146),(-0.011,0.0040,7.13),(-0.011,0.0040,7.13),(0.0,-0.0,7.15),(-0.0040,0.0010,7.146),(-0.0040,0.0010,7.146),(0.0,-0.0,7.15),(-0.229,0.139,6.474),(-0.061,0.037,6.985),(-0.241,0.117,6.474),(-0.065,0.032,6.985),(-0.142,0.069,6.771),(-0.246,0.106,6.474),(-0.145,0.063,6.771),(-0.195,0.084,6.628),(-0.191,0.093,6.628),(-0.066,0.028,6.985),(-0.101,0.043,6.892),(-0.099,0.048,6.892),(-0.135,0.082,6.771),(-0.235,0.128,6.474),(-0.139,0.076,6.771),(-0.187,0.102,6.628),(-0.182,0.111,6.628),(-0.063,0.035,6.985),(-0.096,0.053,6.892),(-0.094,0.057,6.892),(-0.021,0.013,7.099),(-0.022,0.011,7.099),(-0.023,0.01,7.099),(-0.041,0.017,7.053),(-0.04,0.019,7.053),(-0.022,0.012,7.099),(-0.039,0.021,7.053),(-0.038,0.023,7.053),(0.0,-0.0,7.15),(-0.011,0.0050,7.13),(-0.011,0.0050,7.13),(0.0,-0.0,7.15),(-0.0040,0.0020,7.146),(-0.0040,0.0020,7.146),(-0.01,0.0060,7.13),(-0.01,0.0060,7.13),(0.0,-0.0,7.15),(-0.0040,0.0020,7.146),(-0.0030,0.0020,7.146),(-0.051,0.051,6.985),(-0.215,0.16,6.474),(-0.058,0.043,6.985),(-0.127,0.094,6.771),(-0.222,0.15,6.474),(-0.131,0.088,6.771),(-0.176,0.119,6.628),(-0.171,0.127,6.628),(-0.06,0.04,6.985),(-0.091,0.061,6.892),(-0.088,0.066,6.892),(-0.112,0.111,6.771),(-0.207,0.17,6.474),(-0.122,0.1,6.771),(-0.164,0.135,6.628),(-0.199,0.179,6.474),(-0.117,0.106,6.771),(-0.158,0.142,6.628),(-0.151,0.149,6.628),(-0.056,0.046,6.985),(-0.085,0.07,6.892),(-0.053,0.048,6.985),(-0.082,0.073,6.892),(-0.078,0.077,6.892),(0.0,-0.0,7.15),(-0.02,0.015,7.099),(-0.02,0.014,7.099),(-0.037,0.025,7.053),(-0.035,0.026,7.053),(-0.01,0.0070,7.13),(-0.01,0.0070,7.13),(0.0,-0.0,7.15),(-0.0030,0.0020,7.146),(-0.0030,0.0020,7.146),(-0.018,0.017,7.099),(-0.019,0.016,7.099),(-0.034,0.028,7.053),(-0.018,0.017,7.099),(-0.033,0.03,7.053),(-0.031,0.031,7.053),(0.0,-0.0,7.15),(-0.0090,0.0080,7.13),(-0.0030,0.0030,7.146),(-0.0080,0.0080,7.13),(-0.0090,0.0080,7.13),(0.0,-0.0,7.15),(-0.0030,0.0030,7.146),(-0.0030,0.0030,7.146),(0.0,-0.0,7.15),(-0.109,0.245,6.474),(-0.029,0.066,6.985),(-0.152,0.22,6.474),(-0.041,0.059,6.985),(-0.172,0.205,6.474),(-0.046,0.055,6.985),(-0.102,0.121,6.771),(-0.181,0.197,6.474),(-0.107,0.116,6.771),(-0.144,0.156,6.628),(-0.137,0.163,6.628),(-0.049,0.053,6.985),(-0.074,0.081,6.892),(-0.071,0.084,6.892),(-0.09,0.13,6.771),(-0.162,0.213,6.474),(-0.096,0.126,6.771),(-0.129,0.169,6.628),(-0.121,0.175,6.628),(-0.044,0.057,6.985),(-0.067,0.087,6.892),(-0.062,0.09,6.892),(-0.131,0.233,6.474),(-0.035,0.063,6.985),(-0.077,0.138,6.771),(-0.142,0.227,6.474),(-0.084,0.134,6.771),(-0.113,0.18,6.628),(-0.104,0.185,6.628),(-0.038,0.061,6.985),(-0.058,0.093,6.892),(-0.054,0.096,6.892),(-0.064,0.144,6.771),(-0.12,0.239,6.474),(-0.071,0.141,6.771),(-0.095,0.19,6.628),(-0.086,0.194,6.628),(-0.032,0.064,6.985),(-0.049,0.098,6.892),(-0.045,0.1,6.892),(0.0,-0.0,7.15),(-0.014,0.02,7.099),(-0.016,0.019,7.099),(-0.017,0.018,7.099),(-0.03,0.032,7.053),(-0.028,0.034,7.053),(-0.015,0.02,7.099),(-0.027,0.035,7.053),(-0.025,0.036,7.053),(0.0,-0.0,7.15),(-0.0080,0.0090,7.13),(-0.0080,0.0090,7.13),(0.0,-0.0,7.15),(-0.0030,0.0030,7.146),(-0.0030,0.0030,7.146),(-0.0070,0.01,7.13),(-0.0070,0.0090,7.13),(0.0,-0.0,7.15),(-0.0020,0.0030,7.146),(-0.0020,0.0030,7.146),(-0.01,0.023,7.099),(-0.012,0.022,7.099),(-0.013,0.021,7.099),(-0.023,0.037,7.053),(-0.022,0.038,7.053),(-0.011,0.022,7.099),(-0.02,0.039,7.053),(-0.018,0.04,7.053),(0.0,-0.0,7.15),(-0.0060,0.01,7.13),(-0.0060,0.01,7.13),(0.0,-0.0,7.15),(-0.0020,0.0030,7.146),(-0.0020,0.0040,7.146),(-0.0050,0.011,7.13),(-0.0050,0.011,7.13),(0.0,-0.0,7.15),(-0.0020,0.0040,7.146),(-0.0020,0.0040,7.146),(0.0,-0.0,7.15),(-0.062,0.261,6.474),(-0.017,0.07,6.985),(-0.086,0.254,6.474),(-0.023,0.068,6.985),(-0.051,0.15,6.771),(-0.097,0.249,6.474),(-0.057,0.147,6.771),(-0.077,0.198,6.628),(-0.068,0.201,6.628),(-0.026,0.067,6.985),(-0.04,0.102,6.892),(-0.035,0.104,6.892),(-0.036,0.154,6.771),(-0.074,0.257,6.474),(-0.044,0.152,6.771),(-0.059,0.204,6.628),(-0.049,0.207,6.628),(-0.02,0.069,6.985),(-0.03,0.105,6.892),(-0.025,0.107,6.892),(-0.0060,0.024,7.099),(-0.0080,0.023,7.099),(-0.0090,0.023,7.099),(-0.016,0.041,7.053),(-0.014,0.042,7.053),(-0.0070,0.024,7.099),(-0.012,0.042,7.053),(-0.01,0.043,7.053),(0.0,-0.0,7.15),(-0.0040,0.011,7.13),(-0.0040,0.011,7.13),(0.0,-0.0,7.15),(-0.0010,0.0040,7.146),(-0.0010,0.0040,7.146),(-0.0030,0.012,7.13),(-0.0030,0.011,7.13),(0.0,-0.0,7.15),(-0.0010,0.0040,7.146),(-0.0010,0.0040,7.146),(-0.037,0.265,6.474),(-0.01,0.071,6.985),(-0.022,0.157,6.771),(-0.05,0.263,6.474),(-0.029,0.155,6.771),(-0.039,0.209,6.628),(-0.03,0.211,6.628),(-0.013,0.071,6.985),(-0.02,0.108,6.892),(-0.015,0.109,6.892),(-0.025,0.267,6.474),(-0.015,0.157,6.771),(-0.02,0.212,6.628),(-0.012,0.267,6.474),(-0.0070,0.158,6.771),(-0.01,0.212,6.628),(-0.0070,0.072,6.985),(-0.01,0.109,6.892),(-0.0030,0.072,6.985),(-0.0050,0.11,6.892),(0.0,-0.0,7.15),(-0.0030,0.024,7.099),(-0.0050,0.024,7.099),(-0.0080,0.043,7.053),(-0.0060,0.044,7.053),(-0.0020,0.012,7.13),(-0.0020,0.012,7.13),(0.0,-0.0,7.15),(-0.0010,0.0040,7.146),(-0.0010,0.0040,7.146),(-0.0020,0.025,7.099),(-0.0040,0.044,7.053),(-0.0010,0.025,7.099),(-0.0020,0.044,7.053),(0.0,-0.0,7.15),(-0.0010,0.012,7.13),(-0.0,0.0040,7.146),(-0.0010,0.012,7.13),(0.0,-0.0,7.15),(-0.0,0.0040,7.146)]))), Shape( geometry=IndexedFaceSet(DEF='extrudedSurface10_0Geo',convex=False,coordIndex=[70,1,71,-1,37,2,38,-1,19,4,20,-1,12,6,14,-1,10,9,11,-1,0,8,10,-1,13,1,12,-1,8,13,14,-1,10,14,15,-1,17,18,16,-1,7,9,18,-1,6,19,15,-1,9,15,20,-1,18,20,21,-1,27,22,28,-1,25,26,24,-1,5,16,26,-1,4,27,21,-1,16,21,28,-1,26,28,29,-1,22,30,29,-1,23,24,32,-1,24,29,33,-1,35,36,34,-1,31,32,36,-1,30,37,33,-1,32,33,38,-1,36,38,39,-1,53,40,54,-1,47,42,48,-1,45,46,44,-1,3,34,46,-1,2,47,39,-1,34,39,48,-1,46,48,49,-1,51,52,50,-1,43,44,52,-1,42,53,49,-1,44,49,54,-1,52,54,55,-1,61,56,62,-1,59,60,58,-1,41,50,60,-1,40,61,55,-1,50,55,62,-1,60,62,63,-1,56,64,63,-1,57,58,66,-1,58,63,67,-1,68,69,8,-1,65,66,69,-1,64,70,67,-1,66,67,71,-1,69,71,13,-1,1,13,71,-1,2,39,38,-1,4,21,20,-1,6,15,14,-1,9,7,11,-1,10,11,0,-1,12,14,13,-1,14,10,8,-1,15,9,10,-1,16,5,17,-1,18,17,7,-1,19,20,15,-1,20,18,9,-1,21,16,18,-1,22,29,28,-1,24,23,25,-1,26,25,5,-1,27,28,21,-1,28,26,16,-1,29,24,26,-1,30,33,29,-1,32,31,23,-1,33,32,24,-1,34,3,35,-1,36,35,31,-1,37,38,33,-1,38,36,32,-1,39,34,36,-1,40,55,54,-1,42,49,48,-1,44,43,45,-1,46,45,3,-1,47,48,39,-1,48,46,34,-1,49,44,46,-1,50,41,51,-1,52,51,43,-1,53,54,49,-1,54,52,44,-1,55,50,52,-1,56,63,62,-1,58,57,59,-1,60,59,41,-1,61,62,55,-1,62,60,50,-1,63,58,60,-1,64,67,63,-1,66,65,57,-1,67,66,58,-1,8,0,68,-1,69,68,65,-1,70,71,67,-1,71,69,66,-1,13,8,69,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='extrudedSurface10GeoPoints',point=[(0.064,1.274,-0.0060),(0.052,1.01,0.0060),(-0.035,-1.01,0.0060),(-0.046,-1.274,-0.0060),(-0.975,0.219,0.0060),(-1.232,0.276,-0.0060),(-0.606,0.799,0.0060),(-0.766,1.008,-0.0060),(0.06,1.186,-0.0020),(-0.713,0.938,-0.0020),(-0.346,1.129,-0.0020),(-0.372,1.213,-0.0060),(-0.294,0.961,0.0060),(0.056,1.098,0.0020),(-0.32,1.045,0.0020),(-0.659,0.868,0.0020),(-1.146,0.257,-0.0020),(-1.067,0.685,-0.0060),(-0.993,0.638,-0.0020),(-0.844,0.543,0.0060),(-0.918,0.59,0.0020),(-1.061,0.238,0.0020),(-0.888,-0.467,0.0060),(-1.122,-0.589,-0.0060),(-1.044,-0.549,-0.0020),(-1.251,-0.168,-0.0060),(-1.164,-0.156,-0.0020),(-0.99,-0.133,0.0060),(-1.077,-0.144,0.0020),(-0.966,-0.508,0.0020),(-0.673,-0.742,0.0060),(-0.85,-0.937,-0.0060),(-0.791,-0.872,-0.0020),(-0.732,-0.807,0.0020),(-0.043,-1.186,-0.0020),(-0.476,-1.175,-0.0060),(-0.443,-1.094,-0.0020),(-0.376,-0.931,0.0060),(-0.409,-1.013,0.0020),(-0.039,-1.098,0.0020),(0.992,-0.219,0.0060),(1.25,-0.276,-0.0060),(0.623,-0.799,0.0060),(0.784,-1.008,-0.0060),(0.73,-0.938,-0.0020),(0.39,-1.213,-0.0060),(0.364,-1.129,-0.0020),(0.311,-0.961,0.0060),(0.337,-1.045,0.0020),(0.677,-0.868,0.0020),(1.164,-0.257,-0.0020),(1.085,-0.685,-0.0060),(1.01,-0.638,-0.0020),(0.861,-0.543,0.0060),(0.936,-0.59,0.0020),(1.078,-0.238,0.0020),(0.905,0.467,0.0060),(1.14,0.589,-0.0060),(1.062,0.549,-0.0020),(1.269,0.168,-0.0060),(1.182,0.156,-0.0020),(1.008,0.133,0.0060),(1.095,0.144,0.0020),(0.983,0.508,0.0020),(0.69,0.742,0.0060),(0.868,0.937,-0.0060),(0.809,0.872,-0.0020),(0.749,0.807,0.0020),(0.494,1.175,-0.0060),(0.46,1.094,-0.0020),(0.393,0.931,0.0060),(0.427,1.013,0.0020)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly12_0Geo',convex=False,coordIndex=[54,2,48,-1,29,16,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,24,5,14,-1,36,17,37,-1,27,19,28,-1,25,23,21,-1,24,16,23,-1,5,24,25,-1,22,25,26,-1,4,27,29,-1,16,29,28,-1,23,28,30,-1,34,33,35,-1,26,21,34,-1,20,26,32,-1,32,34,18,-1,19,36,30,-1,21,30,37,-1,33,37,38,-1,46,39,47,-1,44,43,45,-1,35,31,44,-1,18,35,42,-1,42,44,40,-1,17,46,38,-1,31,38,47,-1,43,47,48,-1,52,56,49,-1,45,41,52,-1,40,45,50,-1,50,52,3,-1,39,54,48,-1,41,48,55,-1,51,55,56,-1,2,56,55,-1,13,4,29,-1,29,15,13,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,15,16,24,-1,14,15,24,-1,17,38,37,-1,19,30,28,-1,21,26,25,-1,23,25,24,-1,25,22,5,-1,26,20,22,-1,27,28,29,-1,28,23,16,-1,30,21,23,-1,31,35,33,-1,33,34,21,-1,34,32,26,-1,35,18,34,-1,36,37,30,-1,37,33,21,-1,38,31,33,-1,39,48,47,-1,41,45,43,-1,43,44,31,-1,44,42,35,-1,45,40,44,-1,46,47,38,-1,47,43,31,-1,48,41,43,-1,49,53,52,-1,51,52,41,-1,52,50,45,-1,53,3,52,-1,48,2,55,-1,55,51,41,-1,56,52,51,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly12GeoPoints',point=[(-0.024,0.772,6.857),(0.024,0.772,6.857),(0.01,0.8,6.738),(-0.01,0.8,6.738),(0.017,0.785,6.798),(-0.017,0.785,6.798),(0.019,0.781,6.819),(-0.019,0.781,6.819),(0.022,0.776,6.838),(-0.022,0.776,6.838),(0.0,0.772,6.857),(0.0,0.776,6.838),(0.0,0.781,6.819),(0.017,0.785,6.8),(-0.017,0.785,6.8),(0.0,0.785,6.8),(0.0,0.785,6.798),(0.014,0.792,6.769),(-0.014,0.792,6.769),(0.016,0.789,6.784),(-0.016,0.789,6.784),(0.0,0.79,6.777),(-0.016,0.787,6.791),(0.0,0.788,6.788),(-0.0090,0.785,6.798),(-0.0080,0.787,6.789),(-0.0080,0.789,6.781),(0.016,0.787,6.791),(0.0080,0.787,6.789),(0.0090,0.785,6.798),(0.0080,0.789,6.781),(0.0,0.796,6.754),(-0.015,0.79,6.776),(0.0,0.793,6.766),(-0.0070,0.792,6.771),(-0.0070,0.794,6.762),(0.015,0.79,6.776),(0.0070,0.792,6.771),(0.0070,0.794,6.762),(0.012,0.796,6.754),(-0.012,0.796,6.754),(0.0,0.801,6.732),(-0.013,0.794,6.761),(0.0,0.799,6.743),(-0.0060,0.796,6.752),(-0.0060,0.799,6.743),(0.013,0.794,6.761),(0.0060,0.796,6.752),(0.0060,0.799,6.743),(0.0,0.807,6.709),(-0.011,0.798,6.746),(0.0,0.804,6.72),(-0.0060,0.801,6.733),(-0.0050,0.803,6.724),(0.011,0.798,6.746),(0.0060,0.801,6.733),(0.0050,0.803,6.724)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly13_0Geo',convex=False,coordIndex=[23,2,25,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,24,1,25,-1,17,24,19,-1,19,25,26,-1,2,26,25,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,23,25,1,-1,25,19,24,-1,26,18,19,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly13GeoPoints',point=[(-0.05,0.105,6.906),(-0.029,0.185,6.698),(0.029,0.185,6.698),(0.05,0.105,6.906),(-0.05,0.148,6.798),(0.05,0.148,6.798),(-0.05,0.13,6.842),(0.05,0.13,6.842),(0.0,0.13,6.842),(0.0,0.105,6.906),(-0.05,0.117,6.874),(0.0,0.117,6.874),(0.05,0.117,6.874),(0.0,0.148,6.798),(-0.05,0.143,6.811),(0.0,0.143,6.811),(0.05,0.143,6.811),(-0.041,0.164,6.754),(0.041,0.164,6.754),(0.0,0.164,6.74),(-0.047,0.154,6.781),(0.0,0.154,6.776),(0.047,0.154,6.781),(0.0,0.185,6.668),(-0.035,0.175,6.726),(0.0,0.175,6.704),(0.035,0.175,6.726)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly14_0Geo',convex=False,coordIndex=[26,2,28,-1,13,4,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,14,15,16,-1,19,17,21,-1,4,19,16,-1,5,16,21,-1,20,21,22,-1,17,23,22,-1,18,22,25,-1,23,26,25,-1,24,25,28,-1,27,28,29,-1,2,29,28,-1,4,16,15,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,16,5,14,-1,17,22,21,-1,19,21,16,-1,21,20,5,-1,22,18,20,-1,23,25,22,-1,25,24,18,-1,26,28,25,-1,28,27,24,-1,29,3,27,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly14GeoPoints',point=[(-0.05,0.105,6.906),(0.05,0.105,6.906),(0.024,0.772,6.857),(-0.024,0.772,6.857),(0.029,0.355,6.885),(-0.029,0.355,6.885),(0.031,0.235,6.893),(-0.031,0.235,6.893),(0.038,0.188,6.898),(-0.038,0.188,6.898),(0.0,0.105,6.906),(0.0,0.188,6.898),(0.0,0.235,6.893),(0.031,0.271,6.891),(-0.031,0.271,6.891),(0.0,0.271,6.891),(0.0,0.355,6.885),(0.027,0.522,6.874),(-0.027,0.522,6.874),(0.028,0.438,6.879),(-0.028,0.438,6.879),(0.0,0.438,6.879),(0.0,0.522,6.874),(0.026,0.605,6.868),(-0.026,0.605,6.868),(0.0,0.605,6.868),(0.025,0.689,6.863),(-0.025,0.689,6.863),(0.0,0.689,6.863),(0.0,0.772,6.857)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly15_0Geo',convex=False,coordIndex=[26,2,28,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,25,24,19,-1,17,23,25,-1,27,1,26,-1,23,27,28,-1,25,28,29,-1,2,29,28,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,24,18,19,-1,25,19,17,-1,26,28,27,-1,28,25,23,-1,29,24,25,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly15GeoPoints',point=[(-0.029,0.185,6.698),(-0.01,0.8,6.738),(0.01,0.8,6.738),(0.029,0.185,6.698),(-0.022,0.416,6.715),(0.022,0.416,6.715),(-0.026,0.262,6.706),(0.026,0.262,6.706),(0.0,0.263,6.676),(0.0,0.185,6.669),(-0.027,0.235,6.704),(0.0,0.235,6.675),(0.027,0.235,6.704),(0.0,0.418,6.685),(-0.024,0.339,6.71),(0.0,0.34,6.681),(0.024,0.339,6.71),(-0.017,0.569,6.724),(0.017,0.569,6.724),(0.0,0.574,6.695),(-0.019,0.493,6.72),(0.0,0.496,6.69),(0.019,0.493,6.72),(-0.015,0.646,6.729),(0.015,0.646,6.729),(0.0,0.651,6.699),(0.0,0.807,6.709),(-0.013,0.723,6.734),(0.0,0.729,6.704),(0.013,0.723,6.734)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly16_0Geo',convex=False,coordIndex=[43,2,44,-1,29,4,30,-1,25,19,24,-1,7,11,16,-1,12,10,15,-1,14,8,12,-1,0,14,15,-1,13,15,16,-1,20,17,23,-1,21,19,10,-1,22,1,20,-1,18,22,23,-1,21,23,24,-1,10,19,25,-1,27,28,26,-1,7,9,28,-1,6,25,24,-1,9,25,30,-1,28,30,31,-1,37,32,38,-1,35,36,34,-1,5,26,36,-1,4,37,31,-1,26,31,38,-1,36,38,39,-1,41,42,40,-1,33,34,42,-1,32,43,39,-1,34,39,44,-1,42,44,45,-1,2,45,44,-1,4,31,30,-1,24,17,6,-1,25,6,29,-1,16,10,9,-1,9,7,16,-1,10,16,15,-1,12,15,14,-1,15,13,0,-1,16,11,13,-1,17,24,23,-1,12,8,18,-1,12,18,21,-1,21,10,12,-1,20,23,22,-1,23,21,18,-1,24,19,21,-1,25,9,10,-1,26,5,27,-1,28,27,7,-1,29,30,25,-1,30,28,9,-1,31,26,28,-1,32,39,38,-1,34,33,35,-1,36,35,5,-1,37,38,31,-1,38,36,26,-1,39,34,36,-1,40,3,41,-1,42,41,33,-1,43,44,39,-1,44,42,34,-1,45,40,42,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly16GeoPoints',point=[(0.05,0.105,6.906),(0.029,0.185,6.698),(0.01,0.8,6.738),(0.024,0.772,6.857),(0.021,0.424,6.716),(0.029,0.415,6.881),(0.027,0.235,6.704),(0.031,0.235,6.893),(0.05,0.147,6.799),(0.026,0.235,6.799),(0.029,0.226,6.799),(0.033,0.221,6.894),(0.039,0.186,6.799),(0.042,0.163,6.9),(0.05,0.126,6.852),(0.041,0.175,6.85),(0.031,0.223,6.847),(0.027,0.23,6.703),(0.05,0.148,6.798),(0.029,0.226,6.798),(0.028,0.208,6.701),(0.039,0.187,6.798),(0.04,0.167,6.748),(0.034,0.197,6.749),(0.028,0.228,6.751),(0.026,0.235,6.798),(0.023,0.419,6.799),(0.03,0.324,6.887),(0.025,0.326,6.799),(0.024,0.328,6.71),(0.025,0.326,6.798),(0.023,0.419,6.798),(0.016,0.612,6.727),(0.026,0.593,6.869),(0.02,0.602,6.799),(0.027,0.504,6.875),(0.022,0.511,6.799),(0.019,0.518,6.721),(0.022,0.511,6.798),(0.02,0.602,6.798),(0.017,0.785,6.799),(0.025,0.683,6.863),(0.019,0.694,6.799),(0.013,0.706,6.733),(0.019,0.694,6.798),(0.017,0.785,6.798)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly17_0Geo',convex=False,coordIndex=[43,2,44,-1,29,5,30,-1,7,20,22,-1,8,11,12,-1,12,11,15,-1,14,10,12,-1,0,14,15,-1,13,15,16,-1,8,17,11,-1,18,9,16,-1,24,22,20,-1,23,19,22,-1,18,23,24,-1,21,24,25,-1,27,4,26,-1,6,27,28,-1,26,29,28,-1,8,28,30,-1,17,30,31,-1,37,33,38,-1,35,32,34,-1,4,35,36,-1,34,37,36,-1,26,36,38,-1,29,38,39,-1,41,1,40,-1,32,41,42,-1,40,43,42,-1,34,42,44,-1,37,44,45,-1,2,45,44,-1,5,31,30,-1,22,19,17,-1,7,17,31,-1,12,10,6,-1,12,6,8,-1,11,16,15,-1,12,15,14,-1,15,13,0,-1,16,9,13,-1,17,19,11,-1,16,11,19,-1,16,19,23,-1,23,18,16,-1,20,25,24,-1,22,24,23,-1,24,21,18,-1,25,3,21,-1,26,28,27,-1,28,8,6,-1,29,30,28,-1,30,17,8,-1,17,7,22,-1,33,39,38,-1,34,36,35,-1,36,26,4,-1,37,38,36,-1,38,29,26,-1,39,5,29,-1,40,42,41,-1,42,34,32,-1,43,44,42,-1,44,37,34,-1,45,33,37,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly17GeoPoints',point=[(-0.05,0.105,6.906),(-0.024,0.772,6.857),(-0.01,0.8,6.738),(-0.029,0.185,6.698),(-0.029,0.415,6.881),(-0.021,0.424,6.716),(-0.031,0.235,6.893),(-0.027,0.235,6.704),(-0.026,0.235,6.799),(-0.05,0.147,6.799),(-0.033,0.221,6.894),(-0.029,0.226,6.799),(-0.031,0.223,6.847),(-0.05,0.126,6.852),(-0.042,0.163,6.9),(-0.041,0.175,6.85),(-0.039,0.186,6.799),(-0.026,0.235,6.798),(-0.05,0.148,6.798),(-0.029,0.226,6.798),(-0.027,0.23,6.703),(-0.04,0.167,6.748),(-0.028,0.228,6.751),(-0.039,0.187,6.798),(-0.034,0.197,6.749),(-0.028,0.208,6.701),(-0.023,0.419,6.799),(-0.03,0.324,6.887),(-0.025,0.326,6.799),(-0.023,0.419,6.798),(-0.025,0.326,6.798),(-0.024,0.328,6.71),(-0.026,0.593,6.869),(-0.016,0.612,6.727),(-0.02,0.602,6.799),(-0.027,0.504,6.875),(-0.022,0.511,6.799),(-0.02,0.602,6.798),(-0.022,0.511,6.798),(-0.019,0.518,6.721),(-0.017,0.785,6.799),(-0.025,0.683,6.863),(-0.019,0.694,6.799),(-0.017,0.785,6.798),(-0.019,0.694,6.798),(-0.013,0.706,6.733)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly18_0Geo',convex=False,coordIndex=[54,2,48,-1,29,16,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,24,5,14,-1,36,17,37,-1,27,19,28,-1,25,23,21,-1,24,16,23,-1,5,24,25,-1,22,25,26,-1,4,27,29,-1,16,29,28,-1,23,28,30,-1,34,33,35,-1,26,21,34,-1,20,26,32,-1,32,34,18,-1,19,36,30,-1,21,30,37,-1,33,37,38,-1,46,39,47,-1,44,43,45,-1,35,31,44,-1,18,35,42,-1,42,44,40,-1,17,46,38,-1,31,38,47,-1,43,47,48,-1,52,56,49,-1,45,41,52,-1,40,45,50,-1,50,52,3,-1,39,54,48,-1,41,48,55,-1,51,55,56,-1,2,56,55,-1,13,4,29,-1,29,15,13,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,15,16,24,-1,14,15,24,-1,17,38,37,-1,19,30,28,-1,21,26,25,-1,23,25,24,-1,25,22,5,-1,26,20,22,-1,27,28,29,-1,28,23,16,-1,30,21,23,-1,31,35,33,-1,33,34,21,-1,34,32,26,-1,35,18,34,-1,36,37,30,-1,37,33,21,-1,38,31,33,-1,39,48,47,-1,41,45,43,-1,43,44,31,-1,44,42,35,-1,45,40,44,-1,46,47,38,-1,47,43,31,-1,48,41,43,-1,49,53,52,-1,51,52,41,-1,52,50,45,-1,53,3,52,-1,48,2,55,-1,55,51,41,-1,56,52,51,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly18GeoPoints',point=[(-0.68,0.364,6.857),(-0.656,0.405,6.857),(-0.687,0.407,6.738),(-0.697,0.389,6.738),(-0.671,0.406,6.798),(-0.688,0.376,6.798),(-0.666,0.405,6.819),(-0.685,0.372,6.819),(-0.661,0.405,6.838),(-0.682,0.368,6.838),(-0.668,0.384,6.857),(-0.672,0.386,6.838),(-0.675,0.389,6.819),(-0.67,0.406,6.8),(-0.688,0.375,6.8),(-0.679,0.391,6.8),(-0.679,0.391,6.798),(-0.678,0.406,6.769),(-0.692,0.382,6.769),(-0.674,0.406,6.784),(-0.69,0.379,6.784),(-0.684,0.393,6.777),(-0.689,0.377,6.791),(-0.681,0.392,6.788),(-0.684,0.383,6.798),(-0.685,0.385,6.789),(-0.687,0.386,6.781),(-0.672,0.406,6.791),(-0.677,0.399,6.789),(-0.675,0.398,6.798),(-0.679,0.4,6.781),(-0.688,0.396,6.754),(-0.691,0.381,6.776),(-0.686,0.395,6.766),(-0.689,0.388,6.771),(-0.69,0.389,6.762),(-0.676,0.406,6.776),(-0.681,0.401,6.771),(-0.683,0.401,6.762),(-0.683,0.407,6.754),(-0.695,0.386,6.754),(-0.693,0.399,6.732),(-0.693,0.384,6.761),(-0.691,0.398,6.743),(-0.692,0.391,6.752),(-0.694,0.392,6.743),(-0.68,0.407,6.761),(-0.686,0.402,6.752),(-0.688,0.403,6.743),(-0.698,0.402,6.709),(-0.696,0.387,6.746),(-0.696,0.4,6.72),(-0.696,0.394,6.733),(-0.697,0.395,6.724),(-0.685,0.407,6.746),(-0.69,0.404,6.733),(-0.692,0.404,6.724)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly19_0Geo',convex=False,coordIndex=[23,2,25,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,24,1,25,-1,17,24,19,-1,19,25,26,-1,2,26,25,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,23,25,1,-1,25,19,24,-1,26,18,19,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly19GeoPoints',point=[(-0.115,0.0070,6.906),(-0.174,0.066,6.698),(-0.145,0.116,6.698),(-0.065,0.094,6.906),(-0.152,0.029,6.798),(-0.102,0.115,6.798),(-0.137,0.02,6.842),(-0.087,0.107,6.842),(-0.112,0.063,6.842),(-0.09,0.051,6.906),(-0.126,0.014,6.874),(-0.101,0.057,6.874),(-0.076,0.1,6.874),(-0.127,0.072,6.798),(-0.148,0.026,6.811),(-0.123,0.07,6.811),(-0.098,0.113,6.811),(-0.162,0.045,6.754),(-0.121,0.116,6.754),(-0.142,0.08,6.74),(-0.156,0.035,6.781),(-0.132,0.075,6.776),(-0.109,0.116,6.781),(-0.16,0.091,6.668),(-0.168,0.055,6.726),(-0.151,0.086,6.704),(-0.133,0.116,6.726)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly20_0Geo',convex=False,coordIndex=[26,2,28,-1,13,4,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,14,15,16,-1,19,17,21,-1,4,19,16,-1,5,16,21,-1,20,21,22,-1,17,23,22,-1,18,22,25,-1,23,26,25,-1,24,25,28,-1,27,28,29,-1,2,29,28,-1,4,16,15,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,16,5,14,-1,17,22,21,-1,19,21,16,-1,21,20,5,-1,22,18,20,-1,23,25,22,-1,25,24,18,-1,26,28,25,-1,28,27,24,-1,29,3,27,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly20GeoPoints',point=[(-0.115,0.0070,6.906),(-0.065,0.094,6.906),(-0.656,0.405,6.857),(-0.68,0.364,6.857),(-0.291,0.201,6.885),(-0.321,0.15,6.885),(-0.187,0.143,6.893),(-0.219,0.089,6.893),(-0.143,0.125,6.898),(-0.181,0.059,6.898),(-0.09,0.051,6.906),(-0.162,0.092,6.898),(-0.203,0.116,6.893),(-0.219,0.16,6.891),(-0.249,0.107,6.891),(-0.234,0.134,6.891),(-0.306,0.175,6.885),(-0.437,0.283,6.874),(-0.464,0.235,6.874),(-0.364,0.242,6.879),(-0.393,0.193,6.879),(-0.379,0.217,6.879),(-0.451,0.259,6.874),(-0.51,0.323,6.868),(-0.536,0.278,6.868),(-0.523,0.301,6.868),(-0.583,0.364,6.863),(-0.608,0.321,6.863),(-0.595,0.343,6.863),(-0.668,0.384,6.857)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly21_0Geo',convex=False,coordIndex=[26,2,28,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,25,24,19,-1,17,23,25,-1,27,1,26,-1,23,27,28,-1,25,28,29,-1,2,29,28,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,24,18,19,-1,25,19,17,-1,26,28,27,-1,28,25,23,-1,29,24,25,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly21GeoPoints',point=[(-0.174,0.066,6.698),(-0.697,0.389,6.738),(-0.687,0.407,6.738),(-0.145,0.116,6.698),(-0.37,0.187,6.715),(-0.348,0.225,6.715),(-0.239,0.107,6.706),(-0.213,0.152,6.706),(-0.227,0.13,6.676),(-0.16,0.091,6.669),(-0.217,0.093,6.704),(-0.203,0.116,6.675),(-0.19,0.139,6.704),(-0.361,0.207,6.685),(-0.305,0.147,6.71),(-0.294,0.168,6.681),(-0.281,0.189,6.71),(-0.501,0.268,6.724),(-0.484,0.298,6.724),(-0.496,0.285,6.695),(-0.436,0.228,6.72),(-0.429,0.246,6.69),(-0.416,0.261,6.72),(-0.566,0.308,6.729),(-0.551,0.334,6.729),(-0.563,0.324,6.699),(-0.698,0.402,6.709),(-0.632,0.349,6.734),(-0.631,0.363,6.704),(-0.619,0.371,6.734)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly22_0Geo',convex=False,coordIndex=[43,2,44,-1,29,4,30,-1,25,19,24,-1,7,11,16,-1,12,10,15,-1,14,8,12,-1,0,14,15,-1,13,15,16,-1,20,17,23,-1,21,19,10,-1,22,1,20,-1,18,22,23,-1,21,23,24,-1,10,19,25,-1,27,28,26,-1,7,9,28,-1,6,25,24,-1,9,25,30,-1,28,30,31,-1,37,32,38,-1,35,36,34,-1,5,26,36,-1,4,37,31,-1,26,31,38,-1,36,38,39,-1,41,42,40,-1,33,34,42,-1,32,43,39,-1,34,39,44,-1,42,44,45,-1,2,45,44,-1,4,31,30,-1,24,17,6,-1,25,6,29,-1,16,10,9,-1,9,7,16,-1,10,16,15,-1,12,15,14,-1,15,13,0,-1,16,11,13,-1,17,24,23,-1,12,8,18,-1,12,18,21,-1,21,10,12,-1,20,23,22,-1,23,21,18,-1,24,19,21,-1,25,9,10,-1,26,5,27,-1,28,27,7,-1,29,30,25,-1,30,28,9,-1,31,26,28,-1,32,39,38,-1,34,33,35,-1,36,35,5,-1,37,38,31,-1,38,36,26,-1,39,34,36,-1,40,3,41,-1,42,41,33,-1,43,44,39,-1,44,42,34,-1,45,40,42,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly22GeoPoints',point=[(-0.065,0.094,6.906),(-0.145,0.116,6.698),(-0.687,0.407,6.738),(-0.656,0.405,6.857),(-0.356,0.229,6.716),(-0.344,0.23,6.881),(-0.19,0.139,6.704),(-0.187,0.143,6.893),(-0.102,0.115,6.799),(-0.19,0.139,6.799),(-0.18,0.136,6.799),(-0.174,0.137,6.894),(-0.141,0.126,6.799),(-0.119,0.116,6.9),(-0.083,0.105,6.852),(-0.13,0.121,6.85),(-0.177,0.137,6.847),(-0.185,0.137,6.703),(-0.102,0.115,6.798),(-0.18,0.136,6.798),(-0.165,0.127,6.701),(-0.141,0.126,6.798),(-0.124,0.116,6.748),(-0.153,0.126,6.749),(-0.182,0.136,6.751),(-0.19,0.138,6.798),(-0.351,0.228,6.799),(-0.265,0.186,6.887),(-0.269,0.183,6.799),(-0.271,0.183,6.71),(-0.269,0.183,6.798),(-0.351,0.228,6.798),(-0.521,0.318,6.727),(-0.5,0.318,6.869),(-0.51,0.317,6.799),(-0.422,0.274,6.875),(-0.431,0.272,6.799),(-0.438,0.273,6.721),(-0.431,0.272,6.798),(-0.511,0.317,6.798),(-0.67,0.406,6.799),(-0.578,0.361,6.863),(-0.59,0.361,6.799),(-0.604,0.363,6.733),(-0.591,0.361,6.798),(-0.671,0.406,6.798)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly23_0Geo',convex=False,coordIndex=[43,2,44,-1,29,5,30,-1,7,20,22,-1,8,11,12,-1,12,11,15,-1,14,10,12,-1,0,14,15,-1,13,15,16,-1,8,17,11,-1,18,9,16,-1,24,22,20,-1,23,19,22,-1,18,23,24,-1,21,24,25,-1,27,4,26,-1,6,27,28,-1,26,29,28,-1,8,28,30,-1,17,30,31,-1,37,33,38,-1,35,32,34,-1,4,35,36,-1,34,37,36,-1,26,36,38,-1,29,38,39,-1,41,1,40,-1,32,41,42,-1,40,43,42,-1,34,42,44,-1,37,44,45,-1,2,45,44,-1,5,31,30,-1,22,19,17,-1,7,17,31,-1,12,10,6,-1,12,6,8,-1,11,16,15,-1,12,15,14,-1,15,13,0,-1,16,9,13,-1,17,19,11,-1,16,11,19,-1,16,19,23,-1,23,18,16,-1,20,25,24,-1,22,24,23,-1,24,21,18,-1,25,3,21,-1,26,28,27,-1,28,8,6,-1,29,30,28,-1,30,17,8,-1,17,7,22,-1,33,39,38,-1,34,36,35,-1,36,26,4,-1,37,38,36,-1,38,29,26,-1,39,5,29,-1,40,42,41,-1,42,34,32,-1,43,44,42,-1,44,37,34,-1,45,33,37,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly23GeoPoints',point=[(-0.115,0.0070,6.906),(-0.68,0.364,6.857),(-0.697,0.389,6.738),(-0.174,0.066,6.698),(-0.373,0.181,6.881),(-0.377,0.192,6.716),(-0.219,0.089,6.893),(-0.217,0.093,6.704),(-0.216,0.093,6.799),(-0.152,0.029,6.799),(-0.207,0.08,6.894),(-0.209,0.086,6.799),(-0.208,0.083,6.847),(-0.133,0.018,6.852),(-0.161,0.044,6.9),(-0.171,0.05,6.85),(-0.18,0.057,6.799),(-0.216,0.093,6.798),(-0.152,0.029,6.798),(-0.209,0.086,6.798),(-0.212,0.089,6.703),(-0.163,0.047,6.748),(-0.21,0.088,6.751),(-0.18,0.057,6.798),(-0.187,0.068,6.749),(-0.193,0.078,6.701),(-0.374,0.188,6.799),(-0.295,0.134,6.887),(-0.294,0.14,6.799),(-0.374,0.188,6.798),(-0.294,0.14,6.798),(-0.296,0.141,6.71),(-0.526,0.272,6.869),(-0.537,0.29,6.727),(-0.531,0.282,6.799),(-0.449,0.227,6.875),(-0.452,0.235,6.799),(-0.531,0.282,6.798),(-0.452,0.235,6.798),(-0.457,0.241,6.721),(-0.688,0.376,6.799),(-0.603,0.318,6.863),(-0.609,0.329,6.799),(-0.688,0.376,6.798),(-0.609,0.329,6.798),(-0.617,0.34,6.733)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly24_0Geo',convex=False,coordIndex=[54,2,48,-1,29,16,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,24,5,14,-1,36,17,37,-1,27,19,28,-1,25,23,21,-1,24,16,23,-1,5,24,25,-1,22,25,26,-1,4,27,29,-1,16,29,28,-1,23,28,30,-1,34,33,35,-1,26,21,34,-1,20,26,32,-1,32,34,18,-1,19,36,30,-1,21,30,37,-1,33,37,38,-1,46,39,47,-1,44,43,45,-1,35,31,44,-1,18,35,42,-1,42,44,40,-1,17,46,38,-1,31,38,47,-1,43,47,48,-1,52,56,49,-1,45,41,52,-1,40,45,50,-1,50,52,3,-1,39,54,48,-1,41,48,55,-1,51,55,56,-1,2,56,55,-1,13,4,29,-1,29,15,13,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,15,16,24,-1,14,15,24,-1,17,38,37,-1,19,30,28,-1,21,26,25,-1,23,25,24,-1,25,22,5,-1,26,20,22,-1,27,28,29,-1,28,23,16,-1,30,21,23,-1,31,35,33,-1,33,34,21,-1,34,32,26,-1,35,18,34,-1,36,37,30,-1,37,33,21,-1,38,31,33,-1,39,48,47,-1,41,45,43,-1,43,44,31,-1,44,42,35,-1,45,40,44,-1,46,47,38,-1,47,43,31,-1,48,41,43,-1,49,53,52,-1,51,52,41,-1,52,50,45,-1,53,3,52,-1,48,2,55,-1,55,51,41,-1,56,52,51,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly24GeoPoints',point=[(-0.654,-0.408,6.857),(-0.678,-0.368,6.857),(-0.695,-0.393,6.738),(-0.685,-0.411,6.738),(-0.686,-0.38,6.798),(-0.669,-0.409,6.798),(-0.683,-0.375,6.819),(-0.664,-0.409,6.819),(-0.68,-0.371,6.838),(-0.659,-0.409,6.838),(-0.666,-0.388,6.857),(-0.67,-0.39,6.838),(-0.673,-0.392,6.819),(-0.686,-0.379,6.8),(-0.668,-0.409,6.8),(-0.677,-0.394,6.8),(-0.677,-0.395,6.798),(-0.69,-0.386,6.769),(-0.677,-0.41,6.769),(-0.688,-0.383,6.784),(-0.672,-0.41,6.784),(-0.682,-0.397,6.777),(-0.671,-0.41,6.791),(-0.68,-0.396,6.788),(-0.673,-0.402,6.798),(-0.675,-0.403,6.789),(-0.677,-0.403,6.781),(-0.687,-0.381,6.791),(-0.683,-0.389,6.789),(-0.682,-0.387,6.798),(-0.685,-0.39,6.781),(-0.686,-0.4,6.754),(-0.674,-0.41,6.776),(-0.684,-0.398,6.766),(-0.679,-0.404,6.771),(-0.681,-0.405,6.762),(-0.689,-0.384,6.776),(-0.687,-0.391,6.771),(-0.688,-0.393,6.762),(-0.693,-0.389,6.754),(-0.681,-0.41,6.754),(-0.691,-0.403,6.732),(-0.679,-0.41,6.761),(-0.689,-0.401,6.743),(-0.684,-0.406,6.752),(-0.686,-0.407,6.743),(-0.692,-0.388,6.761),(-0.69,-0.394,6.752),(-0.692,-0.396,6.743),(-0.696,-0.405,6.709),(-0.683,-0.411,6.746),(-0.694,-0.404,6.72),(-0.688,-0.407,6.733),(-0.69,-0.408,6.724),(-0.694,-0.391,6.746),(-0.694,-0.398,6.733),(-0.696,-0.399,6.724)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly25_0Geo',convex=False,coordIndex=[23,2,25,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,24,1,25,-1,17,24,19,-1,19,25,26,-1,2,26,25,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,23,25,1,-1,25,19,24,-1,26,18,19,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly25GeoPoints',point=[(-0.063,-0.098,6.906),(-0.143,-0.12,6.698),(-0.172,-0.069,6.698),(-0.113,-0.011,6.906),(-0.1,-0.119,6.798),(-0.15,-0.032,6.798),(-0.085,-0.11,6.842),(-0.135,-0.024,6.842),(-0.11,-0.067,6.842),(-0.088,-0.054,6.906),(-0.074,-0.104,6.874),(-0.099,-0.061,6.874),(-0.124,-0.017,6.874),(-0.125,-0.076,6.798),(-0.096,-0.117,6.811),(-0.121,-0.073,6.811),(-0.146,-0.03,6.811),(-0.119,-0.119,6.754),(-0.16,-0.049,6.754),(-0.14,-0.084,6.74),(-0.107,-0.119,6.781),(-0.131,-0.079,6.776),(-0.154,-0.039,6.781),(-0.158,-0.095,6.668),(-0.131,-0.12,6.726),(-0.149,-0.089,6.704),(-0.166,-0.059,6.726)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly26_0Geo',convex=False,coordIndex=[26,2,28,-1,13,4,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,14,15,16,-1,19,17,21,-1,4,19,16,-1,5,16,21,-1,20,21,22,-1,17,23,22,-1,18,22,25,-1,23,26,25,-1,24,25,28,-1,27,28,29,-1,2,29,28,-1,4,16,15,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,16,5,14,-1,17,22,21,-1,19,21,16,-1,21,20,5,-1,22,18,20,-1,23,25,22,-1,25,24,18,-1,26,28,25,-1,28,27,24,-1,29,3,27,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly26GeoPoints',point=[(-0.063,-0.098,6.906),(-0.113,-0.011,6.906),(-0.678,-0.368,6.857),(-0.654,-0.408,6.857),(-0.319,-0.154,6.885),(-0.29,-0.205,6.885),(-0.217,-0.093,6.893),(-0.186,-0.147,6.893),(-0.179,-0.063,6.898),(-0.141,-0.129,6.898),(-0.088,-0.054,6.906),(-0.16,-0.096,6.898),(-0.201,-0.12,6.893),(-0.247,-0.111,6.891),(-0.217,-0.164,6.891),(-0.232,-0.137,6.891),(-0.304,-0.179,6.885),(-0.463,-0.239,6.874),(-0.435,-0.286,6.874),(-0.391,-0.196,6.879),(-0.362,-0.245,6.879),(-0.377,-0.221,6.879),(-0.449,-0.263,6.874),(-0.534,-0.282,6.868),(-0.508,-0.327,6.868),(-0.521,-0.304,6.868),(-0.606,-0.325,6.863),(-0.581,-0.368,6.863),(-0.594,-0.346,6.863),(-0.666,-0.388,6.857)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly27_0Geo',convex=False,coordIndex=[26,2,28,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,25,24,19,-1,17,23,25,-1,27,1,26,-1,23,27,28,-1,25,28,29,-1,2,29,28,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,24,18,19,-1,25,19,17,-1,26,28,27,-1,28,25,23,-1,29,24,25,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly27GeoPoints',point=[(-0.143,-0.12,6.698),(-0.685,-0.411,6.738),(-0.695,-0.393,6.738),(-0.172,-0.069,6.698),(-0.347,-0.229,6.715),(-0.368,-0.191,6.715),(-0.211,-0.156,6.706),(-0.238,-0.11,6.706),(-0.225,-0.133,6.676),(-0.158,-0.095,6.669),(-0.188,-0.143,6.704),(-0.201,-0.12,6.675),(-0.215,-0.096,6.704),(-0.359,-0.211,6.685),(-0.279,-0.192,6.71),(-0.292,-0.172,6.681),(-0.303,-0.151,6.71),(-0.482,-0.302,6.724),(-0.499,-0.272,6.724),(-0.494,-0.289,6.695),(-0.414,-0.265,6.72),(-0.427,-0.25,6.69),(-0.434,-0.231,6.72),(-0.549,-0.338,6.729),(-0.564,-0.312,6.729),(-0.561,-0.328,6.699),(-0.696,-0.405,6.709),(-0.617,-0.374,6.734),(-0.629,-0.367,6.704),(-0.63,-0.352,6.734)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly28_0Geo',convex=False,coordIndex=[43,2,44,-1,29,4,30,-1,25,19,24,-1,7,11,16,-1,12,10,15,-1,14,8,12,-1,0,14,15,-1,13,15,16,-1,20,17,23,-1,21,19,10,-1,22,1,20,-1,18,22,23,-1,21,23,24,-1,10,19,25,-1,27,28,26,-1,7,9,28,-1,6,25,24,-1,9,25,30,-1,28,30,31,-1,37,32,38,-1,35,36,34,-1,5,26,36,-1,4,37,31,-1,26,31,38,-1,36,38,39,-1,41,42,40,-1,33,34,42,-1,32,43,39,-1,34,39,44,-1,42,44,45,-1,2,45,44,-1,4,31,30,-1,24,17,6,-1,25,6,29,-1,16,10,9,-1,9,7,16,-1,10,16,15,-1,12,15,14,-1,15,13,0,-1,16,11,13,-1,17,24,23,-1,12,8,18,-1,12,18,21,-1,21,10,12,-1,20,23,22,-1,23,21,18,-1,24,19,21,-1,25,9,10,-1,26,5,27,-1,28,27,7,-1,29,30,25,-1,30,28,9,-1,31,26,28,-1,32,39,38,-1,34,33,35,-1,36,35,5,-1,37,38,31,-1,38,36,26,-1,39,34,36,-1,40,3,41,-1,42,41,33,-1,43,44,39,-1,44,42,34,-1,45,40,42,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly28GeoPoints',point=[(-0.113,-0.011,6.906),(-0.172,-0.069,6.698),(-0.695,-0.393,6.738),(-0.678,-0.368,6.857),(-0.375,-0.195,6.716),(-0.371,-0.184,6.881),(-0.215,-0.096,6.704),(-0.217,-0.093,6.893),(-0.15,-0.032,6.799),(-0.214,-0.097,6.799),(-0.207,-0.09,6.799),(-0.205,-0.083,6.894),(-0.178,-0.061,6.799),(-0.159,-0.047,6.9),(-0.131,-0.022,6.852),(-0.169,-0.054,6.85),(-0.206,-0.087,6.847),(-0.21,-0.093,6.703),(-0.15,-0.032,6.798),(-0.207,-0.09,6.798),(-0.191,-0.081,6.701),(-0.179,-0.061,6.798),(-0.161,-0.051,6.748),(-0.185,-0.071,6.749),(-0.208,-0.092,6.751),(-0.214,-0.097,6.798),(-0.372,-0.191,6.799),(-0.293,-0.138,6.887),(-0.292,-0.144,6.799),(-0.294,-0.145,6.71),(-0.292,-0.144,6.798),(-0.372,-0.191,6.798),(-0.535,-0.294,6.727),(-0.524,-0.276,6.869),(-0.529,-0.285,6.799),(-0.447,-0.23,6.875),(-0.45,-0.238,6.799),(-0.455,-0.245,6.721),(-0.45,-0.239,6.798),(-0.529,-0.286,6.798),(-0.686,-0.38,6.799),(-0.601,-0.322,6.863),(-0.607,-0.332,6.799),(-0.615,-0.343,6.733),(-0.607,-0.333,6.798),(-0.686,-0.38,6.798)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly29_0Geo',convex=False,coordIndex=[43,2,44,-1,29,5,30,-1,7,20,22,-1,8,11,12,-1,12,11,15,-1,14,10,12,-1,0,14,15,-1,13,15,16,-1,8,17,11,-1,18,9,16,-1,24,22,20,-1,23,19,22,-1,18,23,24,-1,21,24,25,-1,27,4,26,-1,6,27,28,-1,26,29,28,-1,8,28,30,-1,17,30,31,-1,37,33,38,-1,35,32,34,-1,4,35,36,-1,34,37,36,-1,26,36,38,-1,29,38,39,-1,41,1,40,-1,32,41,42,-1,40,43,42,-1,34,42,44,-1,37,44,45,-1,2,45,44,-1,5,31,30,-1,22,19,17,-1,7,17,31,-1,12,10,6,-1,12,6,8,-1,11,16,15,-1,12,15,14,-1,15,13,0,-1,16,9,13,-1,17,19,11,-1,16,11,19,-1,16,19,23,-1,23,18,16,-1,20,25,24,-1,22,24,23,-1,24,21,18,-1,25,3,21,-1,26,28,27,-1,28,8,6,-1,29,30,28,-1,30,17,8,-1,17,7,22,-1,33,39,38,-1,34,36,35,-1,36,26,4,-1,37,38,36,-1,38,29,26,-1,39,5,29,-1,40,42,41,-1,42,34,32,-1,43,44,42,-1,44,37,34,-1,45,33,37,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly29GeoPoints',point=[(-0.063,-0.098,6.906),(-0.654,-0.408,6.857),(-0.685,-0.411,6.738),(-0.143,-0.12,6.698),(-0.342,-0.234,6.881),(-0.354,-0.233,6.716),(-0.186,-0.147,6.893),(-0.188,-0.143,6.704),(-0.188,-0.142,6.799),(-0.1,-0.119,6.799),(-0.172,-0.141,6.894),(-0.178,-0.14,6.799),(-0.175,-0.14,6.847),(-0.081,-0.108,6.852),(-0.117,-0.119,6.9),(-0.128,-0.124,6.85),(-0.139,-0.129,6.799),(-0.188,-0.142,6.798),(-0.1,-0.119,6.798),(-0.178,-0.14,6.798),(-0.183,-0.14,6.703),(-0.122,-0.119,6.748),(-0.18,-0.14,6.751),(-0.139,-0.129,6.798),(-0.151,-0.13,6.749),(-0.163,-0.13,6.701),(-0.349,-0.231,6.799),(-0.263,-0.19,6.887),(-0.267,-0.186,6.799),(-0.349,-0.231,6.798),(-0.267,-0.186,6.798),(-0.269,-0.187,6.71),(-0.498,-0.321,6.869),(-0.519,-0.322,6.727),(-0.509,-0.32,6.799),(-0.42,-0.278,6.875),(-0.429,-0.276,6.799),(-0.509,-0.32,6.798),(-0.429,-0.276,6.798),(-0.436,-0.277,6.721),(-0.669,-0.409,6.799),(-0.576,-0.365,6.863),(-0.589,-0.365,6.799),(-0.669,-0.409,6.798),(-0.589,-0.365,6.798),(-0.602,-0.366,6.733)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly30_0Geo',convex=False,coordIndex=[54,2,48,-1,29,16,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,24,5,14,-1,36,17,37,-1,27,19,28,-1,25,23,21,-1,24,16,23,-1,5,24,25,-1,22,25,26,-1,4,27,29,-1,16,29,28,-1,23,28,30,-1,34,33,35,-1,26,21,34,-1,20,26,32,-1,32,34,18,-1,19,36,30,-1,21,30,37,-1,33,37,38,-1,46,39,47,-1,44,43,45,-1,35,31,44,-1,18,35,42,-1,42,44,40,-1,17,46,38,-1,31,38,47,-1,43,47,48,-1,52,56,49,-1,45,41,52,-1,40,45,50,-1,50,52,3,-1,39,54,48,-1,41,48,55,-1,51,55,56,-1,2,56,55,-1,13,4,29,-1,29,15,13,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,15,16,24,-1,14,15,24,-1,17,38,37,-1,19,30,28,-1,21,26,25,-1,23,25,24,-1,25,22,5,-1,26,20,22,-1,27,28,29,-1,28,23,16,-1,30,21,23,-1,31,35,33,-1,33,34,21,-1,34,32,26,-1,35,18,34,-1,36,37,30,-1,37,33,21,-1,38,31,33,-1,39,48,47,-1,41,45,43,-1,43,44,31,-1,44,42,35,-1,45,40,44,-1,46,47,38,-1,47,43,31,-1,48,41,43,-1,49,53,52,-1,51,52,41,-1,52,50,45,-1,53,3,52,-1,48,2,55,-1,55,51,41,-1,56,52,51,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly30GeoPoints',point=[(0.027,-0.772,6.857),(-0.02,-0.772,6.857),(-0.0070,-0.8,6.738),(0.014,-0.8,6.738),(-0.013,-0.786,6.798),(0.021,-0.786,6.798),(-0.016,-0.781,6.819),(0.023,-0.781,6.819),(-0.018,-0.777,6.838),(0.025,-0.777,6.838),(0.0040,-0.772,6.857),(0.0040,-0.777,6.838),(0.0040,-0.781,6.819),(-0.014,-0.785,6.8),(0.021,-0.785,6.8),(0.0040,-0.785,6.8),(0.0040,-0.786,6.798),(-0.01,-0.793,6.769),(0.018,-0.793,6.769),(-0.012,-0.789,6.784),(0.019,-0.789,6.784),(0.0040,-0.791,6.777),(0.02,-0.787,6.791),(0.0040,-0.788,6.788),(0.012,-0.786,6.798),(0.012,-0.788,6.789),(0.012,-0.79,6.781),(-0.013,-0.787,6.791),(-0.0040,-0.788,6.789),(-0.0050,-0.786,6.798),(-0.0040,-0.79,6.781),(0.0040,-0.796,6.754),(0.019,-0.791,6.776),(0.0040,-0.793,6.766),(0.011,-0.792,6.771),(0.011,-0.794,6.762),(-0.011,-0.791,6.776),(-0.0040,-0.792,6.771),(-0.0030,-0.794,6.762),(-0.0080,-0.796,6.754),(0.016,-0.796,6.754),(0.0040,-0.802,6.732),(0.017,-0.795,6.761),(0.0040,-0.799,6.743),(0.01,-0.797,6.752),(0.01,-0.799,6.743),(-0.0090,-0.795,6.761),(-0.0030,-0.797,6.752),(-0.0020,-0.799,6.743),(0.0040,-0.807,6.709),(0.015,-0.798,6.746),(0.0040,-0.804,6.72),(0.0090,-0.801,6.733),(0.0090,-0.804,6.724),(-0.0070,-0.798,6.746),(-0.0020,-0.801,6.733),(-0.0010,-0.804,6.724)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly31_0Geo',convex=False,coordIndex=[23,2,25,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,24,1,25,-1,17,24,19,-1,19,25,26,-1,2,26,25,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,23,25,1,-1,25,19,24,-1,26,18,19,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly31GeoPoints',point=[(0.054,-0.105,6.906),(0.033,-0.186,6.698),(-0.025,-0.186,6.698),(-0.046,-0.105,6.906),(0.054,-0.148,6.798),(-0.046,-0.148,6.798),(0.054,-0.13,6.842),(-0.046,-0.13,6.842),(0.0040,-0.13,6.842),(0.0040,-0.105,6.906),(0.054,-0.118,6.874),(0.0040,-0.118,6.874),(-0.046,-0.118,6.874),(0.0040,-0.148,6.798),(0.054,-0.143,6.811),(0.0040,-0.143,6.811),(-0.046,-0.143,6.811),(0.045,-0.165,6.754),(-0.037,-0.165,6.754),(0.0040,-0.165,6.74),(0.05,-0.154,6.781),(0.0040,-0.154,6.776),(-0.043,-0.154,6.781),(0.0040,-0.186,6.668),(0.039,-0.175,6.726),(0.0040,-0.175,6.704),(-0.031,-0.175,6.726)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly32_0Geo',convex=False,coordIndex=[26,2,28,-1,13,4,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,14,15,16,-1,19,17,21,-1,4,19,16,-1,5,16,21,-1,20,21,22,-1,17,23,22,-1,18,22,25,-1,23,26,25,-1,24,25,28,-1,27,28,29,-1,2,29,28,-1,4,16,15,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,16,5,14,-1,17,22,21,-1,19,21,16,-1,21,20,5,-1,22,18,20,-1,23,25,22,-1,25,24,18,-1,26,28,25,-1,28,27,24,-1,29,3,27,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly32GeoPoints',point=[(0.054,-0.105,6.906),(-0.046,-0.105,6.906),(-0.02,-0.772,6.857),(0.027,-0.772,6.857),(-0.026,-0.355,6.885),(0.033,-0.355,6.885),(-0.027,-0.236,6.893),(0.035,-0.236,6.893),(-0.034,-0.188,6.898),(0.042,-0.188,6.898),(0.0040,-0.105,6.906),(0.0040,-0.188,6.898),(0.0040,-0.236,6.893),(-0.027,-0.271,6.891),(0.035,-0.271,6.891),(0.0040,-0.271,6.891),(0.0040,-0.355,6.885),(-0.023,-0.522,6.874),(0.031,-0.522,6.874),(-0.024,-0.438,6.879),(0.032,-0.438,6.879),(0.0040,-0.438,6.879),(0.0040,-0.522,6.874),(-0.022,-0.605,6.868),(0.03,-0.605,6.868),(0.0040,-0.605,6.868),(-0.021,-0.689,6.863),(0.029,-0.689,6.863),(0.0040,-0.689,6.863),(0.0040,-0.772,6.857)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly33_0Geo',convex=False,coordIndex=[26,2,28,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,25,24,19,-1,17,23,25,-1,27,1,26,-1,23,27,28,-1,25,28,29,-1,2,29,28,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,24,18,19,-1,25,19,17,-1,26,28,27,-1,28,25,23,-1,29,24,25,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly33GeoPoints',point=[(0.033,-0.186,6.698),(0.014,-0.8,6.738),(-0.0070,-0.8,6.738),(-0.025,-0.186,6.698),(0.026,-0.416,6.715),(-0.018,-0.416,6.715),(0.03,-0.263,6.706),(-0.022,-0.263,6.706),(0.0040,-0.263,6.676),(0.0040,-0.186,6.669),(0.031,-0.236,6.704),(0.0040,-0.236,6.675),(-0.023,-0.236,6.704),(0.0040,-0.418,6.685),(0.028,-0.339,6.71),(0.0040,-0.341,6.681),(-0.02,-0.339,6.71),(0.021,-0.57,6.724),(-0.013,-0.57,6.724),(0.0040,-0.574,6.695),(0.023,-0.493,6.72),(0.0040,-0.496,6.69),(-0.016,-0.493,6.72),(0.019,-0.647,6.729),(-0.011,-0.647,6.729),(0.0040,-0.652,6.699),(0.0040,-0.807,6.709),(0.016,-0.723,6.734),(0.0040,-0.729,6.704),(-0.0090,-0.723,6.734)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly34_0Geo',convex=False,coordIndex=[43,2,44,-1,29,4,30,-1,25,19,24,-1,7,11,16,-1,12,10,15,-1,14,8,12,-1,0,14,15,-1,13,15,16,-1,20,17,23,-1,21,19,10,-1,22,1,20,-1,18,22,23,-1,21,23,24,-1,10,19,25,-1,27,28,26,-1,7,9,28,-1,6,25,24,-1,9,25,30,-1,28,30,31,-1,37,32,38,-1,35,36,34,-1,5,26,36,-1,4,37,31,-1,26,31,38,-1,36,38,39,-1,41,42,40,-1,33,34,42,-1,32,43,39,-1,34,39,44,-1,42,44,45,-1,2,45,44,-1,4,31,30,-1,24,17,6,-1,25,6,29,-1,16,10,9,-1,9,7,16,-1,10,16,15,-1,12,15,14,-1,15,13,0,-1,16,11,13,-1,17,24,23,-1,12,8,18,-1,12,18,21,-1,21,10,12,-1,20,23,22,-1,23,21,18,-1,24,19,21,-1,25,9,10,-1,26,5,27,-1,28,27,7,-1,29,30,25,-1,30,28,9,-1,31,26,28,-1,32,39,38,-1,34,33,35,-1,36,35,5,-1,37,38,31,-1,38,36,26,-1,39,34,36,-1,40,3,41,-1,42,41,33,-1,43,44,39,-1,44,42,34,-1,45,40,42,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly34GeoPoints',point=[(-0.046,-0.105,6.906),(-0.025,-0.186,6.698),(-0.0070,-0.8,6.738),(-0.02,-0.772,6.857),(-0.018,-0.424,6.716),(-0.025,-0.415,6.881),(-0.023,-0.236,6.704),(-0.027,-0.236,6.893),(-0.046,-0.148,6.799),(-0.022,-0.236,6.799),(-0.025,-0.226,6.799),(-0.029,-0.221,6.894),(-0.036,-0.187,6.799),(-0.038,-0.163,6.9),(-0.046,-0.126,6.852),(-0.037,-0.175,6.85),(-0.027,-0.224,6.847),(-0.023,-0.23,6.703),(-0.046,-0.148,6.798),(-0.025,-0.226,6.798),(-0.024,-0.208,6.701),(-0.036,-0.187,6.798),(-0.036,-0.167,6.748),(-0.03,-0.197,6.749),(-0.024,-0.228,6.751),(-0.022,-0.236,6.798),(-0.019,-0.419,6.799),(-0.026,-0.324,6.887),(-0.021,-0.326,6.799),(-0.02,-0.329,6.71),(-0.021,-0.326,6.798),(-0.019,-0.419,6.798),(-0.012,-0.612,6.727),(-0.022,-0.594,6.869),(-0.016,-0.602,6.799),(-0.024,-0.504,6.875),(-0.018,-0.511,6.799),(-0.015,-0.518,6.721),(-0.018,-0.511,6.798),(-0.016,-0.603,6.798),(-0.013,-0.785,6.799),(-0.021,-0.683,6.863),(-0.015,-0.694,6.799),(-0.0090,-0.706,6.733),(-0.015,-0.694,6.798),(-0.013,-0.786,6.798)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly35_0Geo',convex=False,coordIndex=[43,2,44,-1,29,5,30,-1,7,20,22,-1,8,11,12,-1,12,11,15,-1,14,10,12,-1,0,14,15,-1,13,15,16,-1,8,17,11,-1,18,9,16,-1,24,22,20,-1,23,19,22,-1,18,23,24,-1,21,24,25,-1,27,4,26,-1,6,27,28,-1,26,29,28,-1,8,28,30,-1,17,30,31,-1,37,33,38,-1,35,32,34,-1,4,35,36,-1,34,37,36,-1,26,36,38,-1,29,38,39,-1,41,1,40,-1,32,41,42,-1,40,43,42,-1,34,42,44,-1,37,44,45,-1,2,45,44,-1,5,31,30,-1,22,19,17,-1,7,17,31,-1,12,10,6,-1,12,6,8,-1,11,16,15,-1,12,15,14,-1,15,13,0,-1,16,9,13,-1,17,19,11,-1,16,11,19,-1,16,19,23,-1,23,18,16,-1,20,25,24,-1,22,24,23,-1,24,21,18,-1,25,3,21,-1,26,28,27,-1,28,8,6,-1,29,30,28,-1,30,17,8,-1,17,7,22,-1,33,39,38,-1,34,36,35,-1,36,26,4,-1,37,38,36,-1,38,29,26,-1,39,5,29,-1,40,42,41,-1,42,34,32,-1,43,44,42,-1,44,37,34,-1,45,33,37,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly35GeoPoints',point=[(0.054,-0.105,6.906),(0.027,-0.772,6.857),(0.014,-0.8,6.738),(0.033,-0.186,6.698),(0.032,-0.415,6.881),(0.025,-0.424,6.716),(0.035,-0.236,6.893),(0.031,-0.236,6.704),(0.03,-0.236,6.799),(0.054,-0.148,6.799),(0.037,-0.221,6.894),(0.033,-0.226,6.799),(0.035,-0.224,6.847),(0.054,-0.126,6.852),(0.045,-0.163,6.9),(0.044,-0.175,6.85),(0.043,-0.187,6.799),(0.03,-0.236,6.798),(0.054,-0.148,6.798),(0.033,-0.226,6.798),(0.031,-0.23,6.703),(0.043,-0.167,6.748),(0.032,-0.228,6.751),(0.043,-0.187,6.798),(0.038,-0.197,6.749),(0.032,-0.208,6.701),(0.027,-0.419,6.799),(0.034,-0.324,6.887),(0.028,-0.326,6.799),(0.027,-0.419,6.798),(0.028,-0.326,6.798),(0.028,-0.329,6.71),(0.03,-0.594,6.869),(0.02,-0.612,6.727),(0.024,-0.602,6.799),(0.031,-0.504,6.875),(0.026,-0.511,6.799),(0.024,-0.603,6.798),(0.025,-0.511,6.798),(0.023,-0.518,6.721),(0.021,-0.785,6.799),(0.029,-0.683,6.863),(0.023,-0.694,6.799),(0.021,-0.786,6.798),(0.023,-0.694,6.798),(0.017,-0.706,6.733)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly36_0Geo',convex=False,coordIndex=[54,2,48,-1,29,16,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,24,5,14,-1,36,17,37,-1,27,19,28,-1,25,23,21,-1,24,16,23,-1,5,24,25,-1,22,25,26,-1,4,27,29,-1,16,29,28,-1,23,28,30,-1,34,33,35,-1,26,21,34,-1,20,26,32,-1,32,34,18,-1,19,36,30,-1,21,30,37,-1,33,37,38,-1,46,39,47,-1,44,43,45,-1,35,31,44,-1,18,35,42,-1,42,44,40,-1,17,46,38,-1,31,38,47,-1,43,47,48,-1,52,56,49,-1,45,41,52,-1,40,45,50,-1,50,52,3,-1,39,54,48,-1,41,48,55,-1,51,55,56,-1,2,56,55,-1,13,4,29,-1,29,15,13,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,15,16,24,-1,14,15,24,-1,17,38,37,-1,19,30,28,-1,21,26,25,-1,23,25,24,-1,25,22,5,-1,26,20,22,-1,27,28,29,-1,28,23,16,-1,30,21,23,-1,31,35,33,-1,33,34,21,-1,34,32,26,-1,35,18,34,-1,36,37,30,-1,37,33,21,-1,38,31,33,-1,39,48,47,-1,41,45,43,-1,43,44,31,-1,44,42,35,-1,45,40,44,-1,46,47,38,-1,47,43,31,-1,48,41,43,-1,49,53,52,-1,51,52,41,-1,52,50,45,-1,53,3,52,-1,48,2,55,-1,55,51,41,-1,56,52,51,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly36GeoPoints',point=[(0.683,-0.364,6.857),(0.66,-0.405,6.857),(0.69,-0.407,6.738),(0.701,-0.389,6.738),(0.674,-0.406,6.798),(0.692,-0.376,6.798),(0.669,-0.406,6.819),(0.689,-0.372,6.819),(0.665,-0.405,6.838),(0.686,-0.368,6.838),(0.672,-0.385,6.857),(0.675,-0.387,6.838),(0.679,-0.389,6.819),(0.674,-0.406,6.8),(0.691,-0.376,6.8),(0.683,-0.391,6.8),(0.683,-0.391,6.798),(0.682,-0.407,6.769),(0.696,-0.383,6.769),(0.678,-0.406,6.784),(0.694,-0.379,6.784),(0.687,-0.394,6.777),(0.693,-0.378,6.791),(0.685,-0.393,6.788),(0.687,-0.384,6.798),(0.689,-0.385,6.789),(0.691,-0.387,6.781),(0.676,-0.406,6.791),(0.681,-0.399,6.789),(0.679,-0.399,6.798),(0.683,-0.4,6.781),(0.692,-0.397,6.754),(0.695,-0.381,6.776),(0.69,-0.395,6.766),(0.692,-0.388,6.771),(0.694,-0.39,6.762),(0.68,-0.407,6.776),(0.685,-0.401,6.771),(0.687,-0.402,6.762),(0.686,-0.407,6.754),(0.698,-0.386,6.754),(0.697,-0.399,6.732),(0.697,-0.384,6.761),(0.695,-0.398,6.743),(0.696,-0.391,6.752),(0.698,-0.393,6.743),(0.684,-0.407,6.761),(0.689,-0.402,6.752),(0.692,-0.403,6.743),(0.702,-0.402,6.709),(0.7,-0.388,6.746),(0.699,-0.401,6.72),(0.7,-0.394,6.733),(0.701,-0.396,6.724),(0.688,-0.407,6.746),(0.694,-0.404,6.733),(0.696,-0.405,6.724)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly37_0Geo',convex=False,coordIndex=[23,2,25,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,24,1,25,-1,17,24,19,-1,19,25,26,-1,2,26,25,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,23,25,1,-1,25,19,24,-1,26,18,19,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly37GeoPoints',point=[(0.119,-0.0080,6.906),(0.178,-0.066,6.698),(0.149,-0.117,6.698),(0.069,-0.094,6.906),(0.156,-0.029,6.798),(0.106,-0.116,6.798),(0.141,-0.02,6.842),(0.091,-0.107,6.842),(0.116,-0.064,6.842),(0.094,-0.051,6.906),(0.13,-0.014,6.874),(0.105,-0.057,6.874),(0.08,-0.101,6.874),(0.131,-0.072,6.798),(0.151,-0.027,6.811),(0.126,-0.07,6.811),(0.101,-0.113,6.811),(0.166,-0.046,6.754),(0.125,-0.116,6.754),(0.145,-0.081,6.74),(0.16,-0.035,6.781),(0.136,-0.076,6.776),(0.113,-0.116,6.781),(0.164,-0.091,6.668),(0.172,-0.056,6.726),(0.155,-0.086,6.704),(0.137,-0.116,6.726)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly38_0Geo',convex=False,coordIndex=[26,2,28,-1,13,4,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,14,15,16,-1,19,17,21,-1,4,19,16,-1,5,16,21,-1,20,21,22,-1,17,23,22,-1,18,22,25,-1,23,26,25,-1,24,25,28,-1,27,28,29,-1,2,29,28,-1,4,16,15,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,16,5,14,-1,17,22,21,-1,19,21,16,-1,21,20,5,-1,22,18,20,-1,23,25,22,-1,25,24,18,-1,26,28,25,-1,28,27,24,-1,29,3,27,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly38GeoPoints',point=[(0.119,-0.0080,6.906),(0.069,-0.094,6.906),(0.66,-0.405,6.857),(0.683,-0.364,6.857),(0.295,-0.201,6.885),(0.325,-0.15,6.885),(0.191,-0.143,6.893),(0.222,-0.089,6.893),(0.147,-0.125,6.898),(0.185,-0.06,6.898),(0.094,-0.051,6.906),(0.166,-0.093,6.898),(0.207,-0.116,6.893),(0.222,-0.161,6.891),(0.253,-0.108,6.891),(0.238,-0.134,6.891),(0.31,-0.176,6.885),(0.441,-0.283,6.874),(0.468,-0.236,6.874),(0.368,-0.242,6.879),(0.397,-0.193,6.879),(0.382,-0.218,6.879),(0.455,-0.259,6.874),(0.514,-0.324,6.868),(0.54,-0.279,6.868),(0.527,-0.301,6.868),(0.587,-0.364,6.863),(0.612,-0.321,6.863),(0.599,-0.343,6.863),(0.672,-0.385,6.857)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly39_0Geo',convex=False,coordIndex=[26,2,28,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,25,24,19,-1,17,23,25,-1,27,1,26,-1,23,27,28,-1,25,28,29,-1,2,29,28,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,24,18,19,-1,25,19,17,-1,26,28,27,-1,28,25,23,-1,29,24,25,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly39GeoPoints',point=[(0.178,-0.066,6.698),(0.701,-0.389,6.738),(0.69,-0.407,6.738),(0.149,-0.117,6.698),(0.374,-0.188,6.715),(0.352,-0.225,6.715),(0.243,-0.107,6.706),(0.217,-0.153,6.706),(0.23,-0.13,6.676),(0.164,-0.091,6.669),(0.22,-0.093,6.704),(0.207,-0.116,6.675),(0.193,-0.14,6.704),(0.365,-0.208,6.685),(0.309,-0.147,6.71),(0.298,-0.169,6.681),(0.285,-0.189,6.71),(0.505,-0.268,6.724),(0.488,-0.298,6.724),(0.5,-0.285,6.695),(0.439,-0.228,6.72),(0.432,-0.247,6.69),(0.42,-0.262,6.72),(0.57,-0.309,6.729),(0.555,-0.335,6.729),(0.567,-0.324,6.699),(0.702,-0.402,6.709),(0.635,-0.349,6.734),(0.634,-0.363,6.704),(0.623,-0.371,6.734)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly40_0Geo',convex=False,coordIndex=[43,2,44,-1,29,4,30,-1,25,19,24,-1,7,11,16,-1,12,10,15,-1,14,8,12,-1,0,14,15,-1,13,15,16,-1,20,17,23,-1,21,19,10,-1,22,1,20,-1,18,22,23,-1,21,23,24,-1,10,19,25,-1,27,28,26,-1,7,9,28,-1,6,25,24,-1,9,25,30,-1,28,30,31,-1,37,32,38,-1,35,36,34,-1,5,26,36,-1,4,37,31,-1,26,31,38,-1,36,38,39,-1,41,42,40,-1,33,34,42,-1,32,43,39,-1,34,39,44,-1,42,44,45,-1,2,45,44,-1,4,31,30,-1,24,17,6,-1,25,6,29,-1,16,10,9,-1,9,7,16,-1,10,16,15,-1,12,15,14,-1,15,13,0,-1,16,11,13,-1,17,24,23,-1,12,8,18,-1,12,18,21,-1,21,10,12,-1,20,23,22,-1,23,21,18,-1,24,19,21,-1,25,9,10,-1,26,5,27,-1,28,27,7,-1,29,30,25,-1,30,28,9,-1,31,26,28,-1,32,39,38,-1,34,33,35,-1,36,35,5,-1,37,38,31,-1,38,36,26,-1,39,34,36,-1,40,3,41,-1,42,41,33,-1,43,44,39,-1,44,42,34,-1,45,40,42,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly40GeoPoints',point=[(0.069,-0.094,6.906),(0.149,-0.117,6.698),(0.69,-0.407,6.738),(0.66,-0.405,6.857),(0.359,-0.229,6.716),(0.348,-0.231,6.881),(0.193,-0.14,6.704),(0.191,-0.143,6.893),(0.105,-0.116,6.799),(0.194,-0.139,6.799),(0.184,-0.136,6.799),(0.178,-0.138,6.894),(0.145,-0.126,6.799),(0.123,-0.116,6.9),(0.087,-0.105,6.852),(0.134,-0.121,6.85),(0.181,-0.137,6.847),(0.188,-0.137,6.703),(0.106,-0.116,6.798),(0.184,-0.136,6.798),(0.169,-0.127,6.701),(0.145,-0.126,6.798),(0.127,-0.116,6.748),(0.157,-0.126,6.749),(0.186,-0.137,6.751),(0.194,-0.139,6.798),(0.354,-0.228,6.799),(0.268,-0.186,6.887),(0.273,-0.183,6.799),(0.275,-0.184,6.71),(0.273,-0.183,6.798),(0.354,-0.228,6.798),(0.525,-0.318,6.727),(0.504,-0.318,6.869),(0.514,-0.317,6.799),(0.426,-0.274,6.875),(0.434,-0.273,6.799),(0.442,-0.274,6.721),(0.434,-0.273,6.798),(0.514,-0.317,6.798),(0.674,-0.406,6.799),(0.582,-0.362,6.863),(0.594,-0.362,6.799),(0.608,-0.363,6.733),(0.594,-0.362,6.798),(0.674,-0.406,6.798)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly41_0Geo',convex=False,coordIndex=[43,2,44,-1,29,5,30,-1,7,20,22,-1,8,11,12,-1,12,11,15,-1,14,10,12,-1,0,14,15,-1,13,15,16,-1,8,17,11,-1,18,9,16,-1,24,22,20,-1,23,19,22,-1,18,23,24,-1,21,24,25,-1,27,4,26,-1,6,27,28,-1,26,29,28,-1,8,28,30,-1,17,30,31,-1,37,33,38,-1,35,32,34,-1,4,35,36,-1,34,37,36,-1,26,36,38,-1,29,38,39,-1,41,1,40,-1,32,41,42,-1,40,43,42,-1,34,42,44,-1,37,44,45,-1,2,45,44,-1,5,31,30,-1,22,19,17,-1,7,17,31,-1,12,10,6,-1,12,6,8,-1,11,16,15,-1,12,15,14,-1,15,13,0,-1,16,9,13,-1,17,19,11,-1,16,11,19,-1,16,19,23,-1,23,18,16,-1,20,25,24,-1,22,24,23,-1,24,21,18,-1,25,3,21,-1,26,28,27,-1,28,8,6,-1,29,30,28,-1,30,17,8,-1,17,7,22,-1,33,39,38,-1,34,36,35,-1,36,26,4,-1,37,38,36,-1,38,29,26,-1,39,5,29,-1,40,42,41,-1,42,34,32,-1,43,44,42,-1,44,37,34,-1,45,33,37,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly41GeoPoints',point=[(0.119,-0.0080,6.906),(0.683,-0.364,6.857),(0.701,-0.389,6.738),(0.178,-0.066,6.698),(0.376,-0.181,6.881),(0.381,-0.192,6.716),(0.222,-0.089,6.893),(0.22,-0.093,6.704),(0.22,-0.094,6.799),(0.155,-0.029,6.799),(0.211,-0.08,6.894),(0.213,-0.086,6.799),(0.212,-0.083,6.847),(0.137,-0.018,6.852),(0.165,-0.044,6.9),(0.174,-0.051,6.85),(0.184,-0.058,6.799),(0.22,-0.094,6.798),(0.156,-0.029,6.798),(0.213,-0.087,6.798),(0.216,-0.09,6.703),(0.167,-0.048,6.748),(0.214,-0.088,6.751),(0.184,-0.058,6.798),(0.191,-0.068,6.749),(0.197,-0.078,6.701),(0.377,-0.188,6.799),(0.298,-0.135,6.887),(0.298,-0.14,6.799),(0.378,-0.188,6.798),(0.298,-0.14,6.798),(0.3,-0.142,6.71),(0.53,-0.273,6.869),(0.541,-0.291,6.727),(0.535,-0.282,6.799),(0.453,-0.227,6.875),(0.456,-0.235,6.799),(0.535,-0.282,6.798),(0.456,-0.235,6.798),(0.461,-0.241,6.721),(0.692,-0.376,6.799),(0.607,-0.318,6.863),(0.613,-0.329,6.799),(0.692,-0.376,6.798),(0.613,-0.329,6.798),(0.621,-0.34,6.733)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly42_0Geo',convex=False,coordIndex=[54,2,48,-1,29,16,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,24,5,14,-1,36,17,37,-1,27,19,28,-1,25,23,21,-1,24,16,23,-1,5,24,25,-1,22,25,26,-1,4,27,29,-1,16,29,28,-1,23,28,30,-1,34,33,35,-1,26,21,34,-1,20,26,32,-1,32,34,18,-1,19,36,30,-1,21,30,37,-1,33,37,38,-1,46,39,47,-1,44,43,45,-1,35,31,44,-1,18,35,42,-1,42,44,40,-1,17,46,38,-1,31,38,47,-1,43,47,48,-1,52,56,49,-1,45,41,52,-1,40,45,50,-1,50,52,3,-1,39,54,48,-1,41,48,55,-1,51,55,56,-1,2,56,55,-1,13,4,29,-1,29,15,13,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,15,16,24,-1,14,15,24,-1,17,38,37,-1,19,30,28,-1,21,26,25,-1,23,25,24,-1,25,22,5,-1,26,20,22,-1,27,28,29,-1,28,23,16,-1,30,21,23,-1,31,35,33,-1,33,34,21,-1,34,32,26,-1,35,18,34,-1,36,37,30,-1,37,33,21,-1,38,31,33,-1,39,48,47,-1,41,45,43,-1,43,44,31,-1,44,42,35,-1,45,40,44,-1,46,47,38,-1,47,43,31,-1,48,41,43,-1,49,53,52,-1,51,52,41,-1,52,50,45,-1,53,3,52,-1,48,2,55,-1,55,51,41,-1,56,52,51,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly42GeoPoints',point=[(0.658,0.408,6.857),(0.682,0.367,6.857),(0.699,0.392,6.738),(0.688,0.41,6.738),(0.69,0.379,6.798),(0.673,0.409,6.798),(0.687,0.375,6.819),(0.667,0.409,6.819),(0.684,0.371,6.838),(0.663,0.408,6.838),(0.67,0.388,6.857),(0.673,0.39,6.838),(0.677,0.392,6.819),(0.689,0.379,6.8),(0.672,0.409,6.8),(0.681,0.394,6.8),(0.681,0.394,6.798),(0.694,0.386,6.769),(0.68,0.41,6.769),(0.692,0.382,6.784),(0.676,0.409,6.784),(0.686,0.397,6.777),(0.674,0.409,6.791),(0.683,0.395,6.788),(0.677,0.402,6.798),(0.679,0.402,6.789),(0.681,0.403,6.781),(0.691,0.381,6.791),(0.687,0.388,6.789),(0.685,0.387,6.798),(0.689,0.39,6.781),(0.69,0.399,6.754),(0.678,0.41,6.776),(0.688,0.398,6.766),(0.683,0.404,6.771),(0.685,0.405,6.762),(0.693,0.384,6.776),(0.69,0.391,6.771),(0.692,0.393,6.762),(0.697,0.389,6.754),(0.684,0.41,6.754),(0.695,0.402,6.732),(0.682,0.41,6.761),(0.693,0.401,6.743),(0.688,0.405,6.752),(0.69,0.406,6.743),(0.695,0.387,6.761),(0.694,0.394,6.752),(0.696,0.396,6.743),(0.7,0.405,6.709),(0.686,0.41,6.746),(0.698,0.404,6.72),(0.692,0.407,6.733),(0.694,0.408,6.724),(0.698,0.391,6.746),(0.698,0.397,6.733),(0.699,0.399,6.724)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly43_0Geo',convex=False,coordIndex=[23,2,25,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,24,1,25,-1,17,24,19,-1,19,25,26,-1,2,26,25,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,23,25,1,-1,25,19,24,-1,26,18,19,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly43GeoPoints',point=[(0.067,0.097,6.906),(0.147,0.12,6.698),(0.176,0.069,6.698),(0.117,0.011,6.906),(0.104,0.119,6.798),(0.154,0.032,6.798),(0.089,0.11,6.842),(0.139,0.023,6.842),(0.114,0.067,6.842),(0.092,0.054,6.906),(0.078,0.104,6.874),(0.103,0.06,6.874),(0.128,0.017,6.874),(0.129,0.075,6.798),(0.1,0.116,6.811),(0.125,0.073,6.811),(0.15,0.03,6.811),(0.123,0.119,6.754),(0.164,0.048,6.754),(0.144,0.084,6.74),(0.111,0.119,6.781),(0.134,0.079,6.776),(0.158,0.038,6.781),(0.162,0.094,6.668),(0.135,0.119,6.726),(0.153,0.089,6.704),(0.17,0.059,6.726)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly44_0Geo',convex=False,coordIndex=[26,2,28,-1,13,4,15,-1,8,6,11,-1,10,1,8,-1,0,10,11,-1,9,11,12,-1,6,13,12,-1,7,12,15,-1,14,15,16,-1,19,17,21,-1,4,19,16,-1,5,16,21,-1,20,21,22,-1,17,23,22,-1,18,22,25,-1,23,26,25,-1,24,25,28,-1,27,28,29,-1,2,29,28,-1,4,16,15,-1,6,12,11,-1,8,11,10,-1,11,9,0,-1,12,7,9,-1,13,15,12,-1,15,14,7,-1,16,5,14,-1,17,22,21,-1,19,21,16,-1,21,20,5,-1,22,18,20,-1,23,25,22,-1,25,24,18,-1,26,28,25,-1,28,27,24,-1,29,3,27,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly44GeoPoints',point=[(0.067,0.097,6.906),(0.117,0.011,6.906),(0.682,0.367,6.857),(0.658,0.408,6.857),(0.323,0.153,6.885),(0.293,0.204,6.885),(0.221,0.092,6.893),(0.189,0.146,6.893),(0.183,0.063,6.898),(0.145,0.128,6.898),(0.092,0.054,6.906),(0.164,0.095,6.898),(0.205,0.119,6.893),(0.251,0.111,6.891),(0.22,0.164,6.891),(0.236,0.137,6.891),(0.308,0.179,6.885),(0.466,0.239,6.874),(0.439,0.286,6.874),(0.395,0.196,6.879),(0.366,0.245,6.879),(0.38,0.221,6.879),(0.453,0.262,6.874),(0.538,0.282,6.868),(0.512,0.327,6.868),(0.525,0.304,6.868),(0.61,0.324,6.863),(0.585,0.367,6.863),(0.597,0.346,6.863),(0.67,0.388,6.857)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly45_0Geo',convex=False,coordIndex=[26,2,28,-1,13,5,15,-1,8,7,11,-1,10,6,8,-1,0,10,11,-1,9,11,12,-1,14,4,13,-1,6,14,15,-1,8,15,16,-1,19,18,21,-1,20,17,19,-1,4,20,21,-1,13,21,22,-1,25,24,19,-1,17,23,25,-1,27,1,26,-1,23,27,28,-1,25,28,29,-1,2,29,28,-1,5,16,15,-1,7,12,11,-1,8,11,10,-1,11,9,0,-1,12,3,9,-1,13,15,14,-1,15,8,6,-1,16,7,8,-1,18,22,21,-1,19,21,20,-1,21,13,4,-1,22,5,13,-1,24,18,19,-1,25,19,17,-1,26,28,27,-1,28,25,23,-1,29,24,25,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly45GeoPoints',point=[(0.147,0.12,6.698),(0.688,0.41,6.738),(0.699,0.392,6.738),(0.176,0.069,6.698),(0.35,0.228,6.715),(0.372,0.191,6.715),(0.215,0.155,6.706),(0.241,0.11,6.706),(0.229,0.133,6.676),(0.162,0.094,6.669),(0.191,0.143,6.704),(0.205,0.119,6.675),(0.219,0.096,6.704),(0.363,0.211,6.685),(0.283,0.192,6.71),(0.296,0.172,6.681),(0.307,0.15,6.71),(0.486,0.301,6.724),(0.503,0.271,6.724),(0.498,0.288,6.695),(0.418,0.265,6.72),(0.431,0.249,6.69),(0.437,0.231,6.72),(0.553,0.338,6.729),(0.568,0.312,6.729),(0.565,0.327,6.699),(0.7,0.405,6.709),(0.621,0.374,6.734),(0.633,0.366,6.704),(0.634,0.352,6.734)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly46_0Geo',convex=False,coordIndex=[43,2,44,-1,29,4,30,-1,25,19,24,-1,7,11,16,-1,12,10,15,-1,14,8,12,-1,0,14,15,-1,13,15,16,-1,20,17,23,-1,21,19,10,-1,22,1,20,-1,18,22,23,-1,21,23,24,-1,10,19,25,-1,27,28,26,-1,7,9,28,-1,6,25,24,-1,9,25,30,-1,28,30,31,-1,37,32,38,-1,35,36,34,-1,5,26,36,-1,4,37,31,-1,26,31,38,-1,36,38,39,-1,41,42,40,-1,33,34,42,-1,32,43,39,-1,34,39,44,-1,42,44,45,-1,2,45,44,-1,4,31,30,-1,24,17,6,-1,25,6,29,-1,16,10,9,-1,9,7,16,-1,10,16,15,-1,12,15,14,-1,15,13,0,-1,16,11,13,-1,17,24,23,-1,12,8,18,-1,12,18,21,-1,21,10,12,-1,20,23,22,-1,23,21,18,-1,24,19,21,-1,25,9,10,-1,26,5,27,-1,28,27,7,-1,29,30,25,-1,30,28,9,-1,31,26,28,-1,32,39,38,-1,34,33,35,-1,36,35,5,-1,37,38,31,-1,38,36,26,-1,39,34,36,-1,40,3,41,-1,42,41,33,-1,43,44,39,-1,44,42,34,-1,45,40,42,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly46GeoPoints',point=[(0.117,0.011,6.906),(0.176,0.069,6.698),(0.699,0.392,6.738),(0.682,0.367,6.857),(0.379,0.195,6.716),(0.375,0.184,6.881),(0.219,0.096,6.704),(0.221,0.092,6.893),(0.154,0.032,6.799),(0.218,0.097,6.799),(0.211,0.089,6.799),(0.209,0.083,6.894),(0.182,0.061,6.799),(0.163,0.047,6.9),(0.135,0.021,6.852),(0.173,0.054,6.85),(0.21,0.086,6.847),(0.214,0.093,6.703),(0.154,0.032,6.798),(0.211,0.089,6.798),(0.195,0.081,6.701),(0.182,0.061,6.798),(0.165,0.051,6.748),(0.189,0.071,6.749),(0.212,0.091,6.751),(0.218,0.097,6.798),(0.376,0.191,6.799),(0.297,0.138,6.887),(0.296,0.143,6.799),(0.298,0.145,6.71),(0.296,0.143,6.798),(0.376,0.191,6.798),(0.539,0.294,6.727),(0.528,0.276,6.869),(0.533,0.285,6.799),(0.451,0.23,6.875),(0.454,0.238,6.799),(0.459,0.244,6.721),(0.454,0.238,6.798),(0.533,0.285,6.798),(0.69,0.379,6.799),(0.605,0.321,6.863),(0.611,0.332,6.799),(0.619,0.343,6.733),(0.611,0.332,6.798),(0.69,0.379,6.798)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly47_0Geo',convex=False,coordIndex=[43,2,44,-1,29,5,30,-1,7,20,22,-1,8,11,12,-1,12,11,15,-1,14,10,12,-1,0,14,15,-1,13,15,16,-1,8,17,11,-1,18,9,16,-1,24,22,20,-1,23,19,22,-1,18,23,24,-1,21,24,25,-1,27,4,26,-1,6,27,28,-1,26,29,28,-1,8,28,30,-1,17,30,31,-1,37,33,38,-1,35,32,34,-1,4,35,36,-1,34,37,36,-1,26,36,38,-1,29,38,39,-1,41,1,40,-1,32,41,42,-1,40,43,42,-1,34,42,44,-1,37,44,45,-1,2,45,44,-1,5,31,30,-1,22,19,17,-1,7,17,31,-1,12,10,6,-1,12,6,8,-1,11,16,15,-1,12,15,14,-1,15,13,0,-1,16,9,13,-1,17,19,11,-1,16,11,19,-1,16,19,23,-1,23,18,16,-1,20,25,24,-1,22,24,23,-1,24,21,18,-1,25,3,21,-1,26,28,27,-1,28,8,6,-1,29,30,28,-1,30,17,8,-1,17,7,22,-1,33,39,38,-1,34,36,35,-1,36,26,4,-1,37,38,36,-1,38,29,26,-1,39,5,29,-1,40,42,41,-1,42,34,32,-1,43,44,42,-1,44,37,34,-1,45,33,37,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly47GeoPoints',point=[(0.067,0.097,6.906),(0.658,0.408,6.857),(0.688,0.41,6.738),(0.147,0.12,6.698),(0.346,0.234,6.881),(0.357,0.232,6.716),(0.189,0.146,6.893),(0.191,0.143,6.704),(0.192,0.142,6.799),(0.104,0.118,6.799),(0.176,0.141,6.894),(0.182,0.139,6.799),(0.179,0.14,6.847),(0.085,0.108,6.852),(0.121,0.119,6.9),(0.132,0.124,6.85),(0.143,0.129,6.799),(0.192,0.142,6.798),(0.104,0.119,6.798),(0.182,0.139,6.798),(0.186,0.14,6.703),(0.126,0.119,6.748),(0.184,0.14,6.751),(0.143,0.129,6.798),(0.155,0.129,6.749),(0.167,0.13,6.701),(0.352,0.231,6.799),(0.267,0.189,6.887),(0.271,0.186,6.799),(0.353,0.231,6.798),(0.271,0.186,6.798),(0.273,0.187,6.71),(0.502,0.321,6.869),(0.523,0.321,6.727),(0.512,0.32,6.799),(0.424,0.277,6.875),(0.432,0.276,6.799),(0.513,0.32,6.798),(0.433,0.276,6.798),(0.44,0.277,6.721),(0.672,0.409,6.799),(0.58,0.364,6.863),(0.592,0.365,6.799),(0.673,0.409,6.798),(0.593,0.365,6.798),(0.606,0.366,6.733)]))), Shape( geometry=IndexedFaceSet(DEF='extrudedSurface6_0Geo',convex=False,coordIndex=[70,1,71,-1,37,2,38,-1,19,4,20,-1,12,6,14,-1,10,9,11,-1,0,8,10,-1,13,1,12,-1,8,13,14,-1,10,14,15,-1,17,18,16,-1,7,9,18,-1,6,19,15,-1,9,15,20,-1,18,20,21,-1,27,22,28,-1,25,26,24,-1,5,16,26,-1,4,27,21,-1,16,21,28,-1,26,28,29,-1,22,30,29,-1,23,24,32,-1,24,29,33,-1,35,36,34,-1,31,32,36,-1,30,37,33,-1,32,33,38,-1,36,38,39,-1,53,40,54,-1,47,42,48,-1,45,46,44,-1,3,34,46,-1,2,47,39,-1,34,39,48,-1,46,48,49,-1,51,52,50,-1,43,44,52,-1,42,53,49,-1,44,49,54,-1,52,54,55,-1,61,56,62,-1,59,60,58,-1,41,50,60,-1,40,61,55,-1,50,55,62,-1,60,62,63,-1,56,64,63,-1,57,58,66,-1,58,63,67,-1,68,69,8,-1,65,66,69,-1,64,70,67,-1,66,67,71,-1,69,71,13,-1,1,13,71,-1,2,39,38,-1,4,21,20,-1,6,15,14,-1,9,7,11,-1,10,11,0,-1,12,14,13,-1,14,10,8,-1,15,9,10,-1,16,5,17,-1,18,17,7,-1,19,20,15,-1,20,18,9,-1,21,16,18,-1,22,29,28,-1,24,23,25,-1,26,25,5,-1,27,28,21,-1,28,26,16,-1,29,24,26,-1,30,33,29,-1,32,31,23,-1,33,32,24,-1,34,3,35,-1,36,35,31,-1,37,38,33,-1,38,36,32,-1,39,34,36,-1,40,55,54,-1,42,49,48,-1,44,43,45,-1,46,45,3,-1,47,48,39,-1,48,46,34,-1,49,44,46,-1,50,41,51,-1,52,51,43,-1,53,54,49,-1,54,52,44,-1,55,50,52,-1,56,63,62,-1,58,57,59,-1,60,59,41,-1,61,62,55,-1,62,60,50,-1,63,58,60,-1,64,67,63,-1,66,65,57,-1,67,66,58,-1,8,0,68,-1,69,68,65,-1,70,71,67,-1,71,69,66,-1,13,8,69,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='extrudedSurface6GeoPoints',point=[(0.052,1.0,0.0060),(-0.035,1.0,0.0060),(0.052,-1.0,0.0060),(-0.035,-1.0,0.0060),(-0.98,0.132,0.0060),(-0.965,0.217,0.0060),(-0.666,0.735,0.0060),(-0.6,0.791,0.0060),(0.023,1.0,0.0060),(-0.622,0.772,0.0060),(-0.318,0.942,0.0060),(-0.291,0.952,0.0060),(-0.372,0.922,0.0060),(-0.0060,1.0,0.0060),(-0.345,0.932,0.0060),(-0.644,0.754,0.0060),(-0.97,0.188,0.0060),(-0.836,0.538,0.0060),(-0.85,0.513,0.0060),(-0.879,0.462,0.0060),(-0.865,0.487,0.0060),(-0.975,0.16,0.0060),(-0.836,-0.538,0.0060),(-0.879,-0.462,0.0060),(-0.865,-0.487,0.0060),(-0.98,-0.132,0.0060),(-0.975,-0.16,0.0060),(-0.965,-0.217,0.0060),(-0.97,-0.188,0.0060),(-0.85,-0.513,0.0060),(-0.6,-0.791,0.0060),(-0.666,-0.735,0.0060),(-0.644,-0.754,0.0060),(-0.622,-0.772,0.0060),(-0.0060,-1.0,0.0060),(-0.372,-0.922,0.0060),(-0.345,-0.932,0.0060),(-0.291,-0.952,0.0060),(-0.318,-0.942,0.0060),(0.023,-1.0,0.0060),(0.998,-0.132,0.0060),(0.983,-0.217,0.0060),(0.683,-0.735,0.0060),(0.617,-0.791,0.0060),(0.639,-0.772,0.0060),(0.308,-0.952,0.0060),(0.335,-0.942,0.0060),(0.389,-0.922,0.0060),(0.362,-0.932,0.0060),(0.661,-0.754,0.0060),(0.988,-0.188,0.0060),(0.853,-0.538,0.0060),(0.867,-0.513,0.0060),(0.896,-0.462,0.0060),(0.882,-0.487,0.0060),(0.993,-0.16,0.0060),(0.853,0.538,0.0060),(0.896,0.462,0.0060),(0.882,0.487,0.0060),(0.998,0.132,0.0060),(0.993,0.16,0.0060),(0.983,0.217,0.0060),(0.988,0.188,0.0060),(0.867,0.513,0.0060),(0.617,0.791,0.0060),(0.683,0.735,0.0060),(0.661,0.754,0.0060),(0.639,0.772,0.0060),(0.389,0.922,0.0060),(0.362,0.932,0.0060),(0.308,0.952,0.0060),(0.335,0.942,0.0060)]))), Shape( geometry=IndexedFaceSet(DEF='extrudedSurface7_0Geo',convex=False,coordIndex=[70,1,71,-1,37,2,38,-1,19,4,20,-1,12,6,14,-1,10,9,11,-1,0,8,10,-1,13,1,12,-1,8,13,14,-1,10,14,15,-1,17,18,16,-1,7,9,18,-1,6,19,15,-1,9,15,20,-1,18,20,21,-1,27,22,28,-1,25,26,24,-1,5,16,26,-1,4,27,21,-1,16,21,28,-1,26,28,29,-1,22,30,29,-1,23,24,32,-1,24,29,33,-1,35,36,34,-1,31,32,36,-1,30,37,33,-1,32,33,38,-1,36,38,39,-1,53,40,54,-1,47,42,48,-1,45,46,44,-1,3,34,46,-1,2,47,39,-1,34,39,48,-1,46,48,49,-1,51,52,50,-1,43,44,52,-1,42,53,49,-1,44,49,54,-1,52,54,55,-1,61,56,62,-1,59,60,58,-1,41,50,60,-1,40,61,55,-1,50,55,62,-1,60,62,63,-1,56,64,63,-1,57,58,66,-1,58,63,67,-1,68,69,8,-1,65,66,69,-1,64,70,67,-1,66,67,71,-1,69,71,13,-1,1,13,71,-1,2,39,38,-1,4,21,20,-1,6,15,14,-1,9,7,11,-1,10,11,0,-1,12,14,13,-1,14,10,8,-1,15,9,10,-1,16,5,17,-1,18,17,7,-1,19,20,15,-1,20,18,9,-1,21,16,18,-1,22,29,28,-1,24,23,25,-1,26,25,5,-1,27,28,21,-1,28,26,16,-1,29,24,26,-1,30,33,29,-1,32,31,23,-1,33,32,24,-1,34,3,35,-1,36,35,31,-1,37,38,33,-1,38,36,32,-1,39,34,36,-1,40,55,54,-1,42,49,48,-1,44,43,45,-1,46,45,3,-1,47,48,39,-1,48,46,34,-1,49,44,46,-1,50,41,51,-1,52,51,43,-1,53,54,49,-1,54,52,44,-1,55,50,52,-1,56,63,62,-1,58,57,59,-1,60,59,41,-1,61,62,55,-1,62,60,50,-1,63,58,60,-1,64,67,63,-1,66,65,57,-1,67,66,58,-1,8,0,68,-1,69,68,65,-1,70,71,67,-1,71,69,66,-1,13,8,69,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='extrudedSurface7GeoPoints',point=[(-0.052,1.0,0.0060),(-0.052,1.0,-0.0060),(0.035,-1.0,-0.0060),(0.035,-1.0,0.0060),(-0.998,0.132,-0.0060),(-0.998,0.132,0.0060),(-0.683,0.735,-0.0060),(-0.683,0.735,0.0060),(-0.052,1.0,0.0020),(-0.683,0.735,0.0020),(-0.389,0.922,0.0020),(-0.389,0.922,0.0060),(-0.389,0.922,-0.0060),(-0.052,1.0,-0.0020),(-0.389,0.922,-0.0020),(-0.683,0.735,-0.0020),(-0.998,0.132,0.0020),(-0.896,0.462,0.0060),(-0.896,0.462,0.0020),(-0.896,0.462,-0.0060),(-0.896,0.462,-0.0020),(-0.998,0.132,-0.0020),(-0.853,-0.538,-0.0060),(-0.853,-0.538,0.0060),(-0.853,-0.538,0.0020),(-0.983,-0.217,0.0060),(-0.983,-0.217,0.0020),(-0.983,-0.217,-0.0060),(-0.983,-0.217,-0.0020),(-0.853,-0.538,-0.0020),(-0.617,-0.791,-0.0060),(-0.617,-0.791,0.0060),(-0.617,-0.791,0.0020),(-0.617,-0.791,-0.0020),(0.035,-1.0,0.0020),(-0.308,-0.952,0.0060),(-0.308,-0.952,0.0020),(-0.308,-0.952,-0.0060),(-0.308,-0.952,-0.0020),(0.035,-1.0,-0.0020),(0.98,-0.132,-0.0060),(0.98,-0.132,0.0060),(0.666,-0.735,-0.0060),(0.666,-0.735,0.0060),(0.666,-0.735,0.0020),(0.372,-0.922,0.0060),(0.372,-0.922,0.0020),(0.372,-0.922,-0.0060),(0.372,-0.922,-0.0020),(0.666,-0.735,-0.0020),(0.98,-0.132,0.0020),(0.879,-0.462,0.0060),(0.879,-0.462,0.0020),(0.879,-0.462,-0.0060),(0.879,-0.462,-0.0020),(0.98,-0.132,-0.0020),(0.836,0.538,-0.0060),(0.836,0.538,0.0060),(0.836,0.538,0.0020),(0.965,0.217,0.0060),(0.965,0.217,0.0020),(0.965,0.217,-0.0060),(0.965,0.217,-0.0020),(0.836,0.538,-0.0020),(0.6,0.791,-0.0060),(0.6,0.791,0.0060),(0.6,0.791,0.0020),(0.6,0.791,-0.0020),(0.291,0.952,0.0060),(0.291,0.952,0.0020),(0.291,0.952,-0.0060),(0.291,0.952,-0.0020)]))), Shape( geometry=IndexedFaceSet(DEF='nurbsToPoly48_0Geo',convex=False,coordIndex=[1147,117,1148,-1,1147,664,662,-1,176,170,175,-1,84,51,71,-1,36,22,30,-1,5,4,16,-1,12,15,14,-1,10,7,11,-1,9,6,8,-1,975,9,10,-1,11,975,10,-1,13,3,12,-1,6,13,14,-1,8,15,7,-1,18,17,19,-1,11,17,18,-1,975,11,18,-1,19,975,18,-1,31,20,33,-1,23,22,25,-1,24,21,23,-1,3,24,25,-1,12,26,5,-1,94,27,34,-1,21,28,29,-1,23,29,32,-1,27,31,34,-1,29,34,33,-1,32,33,35,-1,5,45,4,-1,38,39,43,-1,39,38,40,-1,19,39,183,-1,39,19,16,-1,42,44,143,-1,46,42,47,-1,45,44,46,-1,4,46,43,-1,43,46,38,-1,248,47,42,-1,80,49,82,-1,50,42,52,-1,67,53,69,-1,52,54,50,-1,61,57,63,-1,56,60,62,-1,41,61,64,-1,60,64,63,-1,62,63,65,-1,58,59,68,-1,57,67,65,-1,59,65,69,-1,68,69,70,-1,51,54,55,-1,75,72,77,-1,55,66,76,-1,53,75,70,-1,66,70,77,-1,76,77,78,-1,73,74,81,-1,72,80,78,-1,74,78,82,-1,81,82,83,-1,50,84,48,-1,1147,125,124,-1,107,86,109,-1,102,87,104,-1,89,98,99,-1,90,92,93,-1,93,92,96,-1,95,91,93,-1,0,95,96,-1,94,96,97,-1,100,99,98,-1,97,92,99,-1,27,97,100,-1,31,100,101,-1,103,85,102,-1,88,103,104,-1,90,104,105,-1,139,2,20,-1,87,107,105,-1,89,105,109,-1,108,109,110,-1,1147,119,118,-1,113,112,115,-1,114,111,113,-1,85,114,115,-1,102,115,116,-1,117,1147,118,-1,111,117,118,-1,113,118,119,-1,122,121,120,-1,116,112,121,-1,87,116,122,-1,107,122,123,-1,1147,124,119,-1,112,119,124,-1,124,121,112,-1,167,168,162,-1,160,161,110,-1,132,130,128,-1,130,132,134,-1,144,142,145,-1,134,136,138,-1,140,138,136,-1,139,135,138,-1,2,139,140,-1,137,140,141,-1,142,144,132,-1,141,136,144,-1,133,141,145,-1,143,145,146,-1,157,155,158,-1,152,150,153,-1,150,152,149,-1,146,142,152,-1,129,146,153,-1,151,153,154,-1,155,157,147,-1,154,150,157,-1,148,154,158,-1,156,158,159,-1,110,86,160,-1,106,110,161,-1,130,161,162,-1,165,164,163,-1,147,128,164,-1,165,147,164,-1,49,165,166,-1,127,162,161,-1,128,162,168,-1,168,164,128,-1,1147,175,174,-1,171,172,123,-1,123,120,171,-1,86,123,172,-1,160,172,173,-1,1147,174,125,-1,125,120,121,-1,174,171,120,-1,170,173,172,-1,466,465,177,-1,397,178,399,-1,242,179,243,-1,237,227,236,-1,209,200,208,-1,40,182,206,-1,183,184,194,-1,196,186,185,-1,193,186,195,-1,191,189,188,-1,190,187,189,-1,975,190,191,-1,975,191,192,-1,194,184,193,-1,187,194,195,-1,189,195,196,-1,192,188,197,-1,205,198,207,-1,201,200,203,-1,202,199,201,-1,184,202,203,-1,193,203,204,-1,206,182,205,-1,199,206,207,-1,201,207,208,-1,185,186,204,-1,37,210,235,-1,211,212,222,-1,225,216,224,-1,221,214,223,-1,219,217,216,-1,218,215,217,-1,182,218,219,-1,205,219,220,-1,222,212,221,-1,215,222,223,-1,217,223,224,-1,181,198,220,-1,233,226,234,-1,231,229,227,-1,230,228,229,-1,212,230,231,-1,221,231,232,-1,210,233,235,-1,228,235,234,-1,229,234,236,-1,213,214,232,-1,239,240,185,-1,181,209,208,-1,197,185,240,-1,240,975,197,-1,237,180,242,-1,213,225,224,-1,243,239,181,-1,367,245,369,-1,246,286,294,-1,48,247,285,-1,248,249,259,-1,267,253,261,-1,262,251,264,-1,256,254,253,-1,255,252,254,-1,210,255,256,-1,233,256,257,-1,249,258,265,-1,252,259,260,-1,261,253,254,-1,258,262,265,-1,260,265,264,-1,263,264,266,-1,180,226,257,-1,291,268,292,-1,281,279,269,-1,270,271,280,-1,272,273,276,-1,277,275,274,-1,276,273,275,-1,258,276,277,-1,262,277,278,-1,280,271,279,-1,273,280,281,-1,275,281,282,-1,247,283,293,-1,288,271,270,-1,289,287,286,-1,288,284,287,-1,271,288,289,-1,279,289,290,-1,283,291,293,-1,284,293,292,-1,287,292,294,-1,282,269,295,-1,1,296,348,-1,84,303,247,-1,325,299,298,-1,322,299,323,-1,310,301,312,-1,300,302,311,-1,303,304,307,-1,308,306,305,-1,307,304,306,-1,283,307,308,-1,291,308,309,-1,311,302,310,-1,304,311,312,-1,306,312,313,-1,297,314,324,-1,315,316,319,-1,320,318,317,-1,319,316,318,-1,302,319,320,-1,310,320,321,-1,314,322,324,-1,316,324,323,-1,318,323,325,-1,313,301,326,-1,355,327,356,-1,340,338,328,-1,329,330,339,-1,331,332,335,-1,336,334,333,-1,335,332,334,-1,314,335,336,-1,322,336,337,-1,339,330,338,-1,332,339,340,-1,334,340,341,-1,345,342,347,-1,330,329,344,-1,296,345,348,-1,344,348,347,-1,346,347,349,-1,353,351,350,-1,352,343,351,-1,330,352,353,-1,338,353,354,-1,342,355,349,-1,343,349,356,-1,351,356,357,-1,358,298,299,-1,362,359,364,-1,361,360,328,-1,327,362,357,-1,350,357,364,-1,363,364,365,-1,360,361,368,-1,359,367,365,-1,361,365,369,-1,368,369,370,-1,371,372,377,-1,295,246,372,-1,267,250,373,-1,373,242,180,-1,298,376,326,-1,376,372,246,-1,379,376,380,-1,392,378,394,-1,383,381,387,-1,386,382,388,-1,381,385,387,-1,375,386,389,-1,385,389,388,-1,387,388,390,-1,383,384,393,-1,382,392,390,-1,384,390,394,-1,393,394,395,-1,379,380,398,-1,397,399,391,-1,380,391,399,-1,398,399,400,-1,415,414,401,-1,407,402,408,-1,404,405,241,-1,238,241,240,-1,975,241,405,-1,975,405,406,-1,244,179,407,-1,244,238,239,-1,408,404,238,-1,411,412,406,-1,403,406,405,-1,975,406,412,-1,413,975,412,-1,409,402,414,-1,409,403,404,-1,411,415,416,-1,445,417,447,-1,420,419,418,-1,374,371,419,-1,374,179,242,-1,420,407,179,-1,432,422,434,-1,371,377,425,-1,427,424,429,-1,428,396,429,-1,400,178,427,-1,396,400,429,-1,428,429,430,-1,433,426,434,-1,424,432,430,-1,426,430,434,-1,433,434,435,-1,419,423,438,-1,440,437,442,-1,441,431,442,-1,422,440,435,-1,431,435,442,-1,441,442,443,-1,438,439,446,-1,437,445,443,-1,439,443,447,-1,446,447,448,-1,449,450,464,-1,450,418,454,-1,402,421,451,-1,414,451,452,-1,453,462,457,-1,456,436,459,-1,458,455,460,-1,436,444,459,-1,448,417,458,-1,444,448,460,-1,459,460,461,-1,456,457,462,-1,464,454,466,-1,462,453,465,-1,454,462,466,-1,464,466,467,-1,1147,639,610,-1,608,468,609,-1,584,574,583,-1,541,516,536,-1,166,163,471,-1,472,166,518,-1,474,473,504,-1,500,474,501,-1,488,476,490,-1,478,475,477,-1,482,480,479,-1,481,478,480,-1,296,481,482,-1,345,482,483,-1,486,485,484,-1,483,479,485,-1,342,483,486,-1,355,486,487,-1,489,477,488,-1,479,489,490,-1,485,490,491,-1,493,472,492,-1,475,493,494,-1,498,496,495,-1,497,494,496,-1,477,497,498,-1,488,498,499,-1,492,500,502,-1,494,502,501,-1,496,501,503,-1,505,504,510,-1,476,505,506,-1,508,507,506,-1,487,484,507,-1,327,487,508,-1,362,508,509,-1,512,511,510,-1,509,506,511,-1,359,509,512,-1,367,512,513,-1,537,514,538,-1,525,516,526,-1,515,517,527,-1,472,518,519,-1,523,521,520,-1,522,519,521,-1,492,522,523,-1,500,523,524,-1,517,525,527,-1,519,527,526,-1,521,526,528,-1,471,529,539,-1,530,531,534,-1,535,533,532,-1,534,531,533,-1,517,534,535,-1,525,535,536,-1,529,537,539,-1,531,539,538,-1,533,538,540,-1,473,474,524,-1,577,543,169,-1,549,471,163,-1,572,547,567,-1,568,545,569,-1,556,547,558,-1,546,548,557,-1,549,550,553,-1,554,552,551,-1,553,550,552,-1,529,553,554,-1,537,554,555,-1,557,548,556,-1,550,557,558,-1,552,558,559,-1,543,560,570,-1,561,562,565,-1,566,564,563,-1,565,562,564,-1,548,565,566,-1,556,566,567,-1,560,568,570,-1,562,570,569,-1,564,569,571,-1,470,514,555,-1,580,573,581,-1,578,576,574,-1,577,575,576,-1,543,577,578,-1,568,560,578,-1,542,580,582,-1,575,582,581,-1,576,581,583,-1,544,545,579,-1,589,587,586,-1,470,586,587,-1,375,245,513,-1,604,591,589,-1,589,591,592,-1,591,599,600,-1,592,594,595,-1,597,595,594,-1,596,593,595,-1,375,596,597,-1,386,597,598,-1,601,600,599,-1,598,594,600,-1,382,598,601,-1,392,601,602,-1,605,604,603,-1,599,591,604,-1,397,378,602,-1,397,605,606,-1,469,607,608,-1,586,470,572,-1,586,609,585,-1,1147,610,627,-1,638,629,637,-1,631,613,612,-1,126,616,619,-1,626,617,625,-1,622,615,624,-1,620,618,617,-1,619,616,618,-1,542,619,620,-1,580,620,621,-1,623,613,622,-1,616,623,624,-1,618,624,625,-1,469,573,621,-1,634,627,636,-1,632,630,629,-1,631,628,630,-1,613,631,632,-1,622,632,633,-1,635,611,634,-1,628,635,636,-1,630,636,637,-1,614,615,633,-1,607,469,626,-1,641,642,468,-1,642,641,644,-1,588,645,648,-1,656,646,644,-1,642,644,646,-1,649,647,646,-1,647,649,650,-1,652,650,649,-1,651,648,650,-1,417,651,652,-1,458,652,653,-1,453,455,653,-1,657,656,655,-1,654,646,656,-1,453,654,657,-1,465,657,658,-1,663,659,639,-1,468,659,641,-1,640,641,659,-1,1147,662,663,-1,659,663,661,-1,661,664,660,-1,789,782,787,-1,713,714,825,-1,701,666,703,-1,680,682,681,-1,673,668,674,-1,671,670,669,-1,413,410,670,-1,975,413,671,-1,975,671,672,-1,416,401,673,-1,410,416,674,-1,670,674,675,-1,678,676,679,-1,672,677,678,-1,975,672,678,-1,975,678,679,-1,675,668,680,-1,669,675,681,-1,677,682,676,-1,688,683,698,-1,685,684,686,-1,452,449,685,-1,401,452,686,-1,673,686,687,-1,467,177,688,-1,449,463,689,-1,685,689,690,-1,667,687,684,-1,695,692,697,-1,684,690,696,-1,683,695,698,-1,690,698,697,-1,696,697,699,-1,693,694,702,-1,692,701,699,-1,694,699,703,-1,702,703,704,-1,707,705,711,-1,667,706,707,-1,709,708,710,-1,679,708,709,-1,975,679,709,-1,975,709,710,-1,975,711,801,-1,704,666,712,-1,667,713,706,-1,705,706,713,-1,1147,751,750,-1,737,736,715,-1,721,716,723,-1,719,718,717,-1,655,643,718,-1,688,177,658,-1,688,719,720,-1,722,640,721,-1,643,722,723,-1,718,723,724,-1,725,732,733,-1,726,727,728,-1,730,728,727,-1,729,720,728,-1,683,729,730,-1,695,730,731,-1,734,733,732,-1,731,727,733,-1,692,731,734,-1,701,734,735,-1,724,716,736,-1,717,724,737,-1,726,737,738,-1,1147,745,744,-1,742,740,739,-1,741,660,742,-1,640,741,742,-1,721,742,743,-1,1147,744,664,-1,660,744,740,-1,740,744,745,-1,748,747,746,-1,743,739,747,-1,716,743,748,-1,736,748,749,-1,1147,750,745,-1,739,745,750,-1,747,750,751,-1,779,780,758,-1,755,753,757,-1,756,725,757,-1,738,715,755,-1,725,738,757,-1,756,757,758,-1,763,761,759,-1,761,763,765,-1,775,773,776,-1,769,767,771,-1,767,769,765,-1,770,766,769,-1,712,770,771,-1,768,771,772,-1,773,775,763,-1,772,767,775,-1,764,772,776,-1,774,776,777,-1,665,760,777,-1,753,758,757,-1,754,758,780,-1,761,780,781,-1,1147,787,786,-1,784,783,782,-1,749,746,783,-1,715,749,784,-1,755,784,785,-1,1147,786,751,-1,751,746,747,-1,786,783,746,-1,789,790,785,-1,782,785,784,-1,753,785,790,-1,790,779,753,-1,28,21,1004,-1,792,911,876,-1,793,820,811,-1,824,794,817,-1,711,795,805,-1,807,797,796,-1,804,797,806,-1,802,800,799,-1,801,798,800,-1,975,801,802,-1,975,802,803,-1,805,795,804,-1,798,805,806,-1,800,806,807,-1,803,799,808,-1,816,809,818,-1,812,811,814,-1,813,810,812,-1,795,813,814,-1,804,814,815,-1,817,794,816,-1,810,817,818,-1,812,818,819,-1,820,796,797,-1,828,821,891,-1,823,822,871,-1,825,823,826,-1,705,826,824,-1,794,824,826,-1,858,828,860,-1,832,830,823,-1,845,831,847,-1,834,836,846,-1,839,835,842,-1,840,838,836,-1,841,665,839,-1,837,841,842,-1,840,842,843,-1,836,838,846,-1,835,845,843,-1,838,843,847,-1,846,847,848,-1,830,832,834,-1,853,850,855,-1,834,844,854,-1,831,853,848,-1,844,848,855,-1,854,855,856,-1,851,852,859,-1,850,858,856,-1,852,856,860,-1,859,860,861,-1,822,823,830,-1,863,874,865,-1,870,864,872,-1,868,866,865,-1,867,827,866,-1,794,867,868,-1,816,868,869,-1,871,822,870,-1,827,871,872,-1,866,872,873,-1,874,793,809,-1,907,875,909,-1,879,877,876,-1,878,862,877,-1,822,878,879,-1,870,879,880,-1,894,881,896,-1,877,862,883,-1,888,884,890,-1,883,887,889,-1,821,888,891,-1,887,891,890,-1,889,890,892,-1,885,886,895,-1,884,894,892,-1,886,892,896,-1,895,896,897,-1,898,876,877,-1,902,899,904,-1,882,893,903,-1,881,902,897,-1,893,897,904,-1,903,904,905,-1,900,901,908,-1,899,907,905,-1,901,905,909,-1,908,909,910,-1,911,863,864,-1,963,912,965,-1,921,913,923,-1,820,793,928,-1,796,808,799,-1,917,919,918,-1,915,918,808,-1,975,918,919,-1,975,919,920,-1,922,914,921,-1,915,922,923,-1,923,917,915,-1,932,933,927,-1,927,929,874,-1,874,863,927,-1,793,874,929,-1,929,928,793,-1,911,792,931,-1,863,911,932,-1,933,932,943,-1,934,935,954,-1,930,926,935,-1,930,914,928,-1,936,921,914,-1,950,938,952,-1,926,933,941,-1,944,940,946,-1,945,943,946,-1,925,944,947,-1,943,947,946,-1,945,946,948,-1,951,942,952,-1,940,950,948,-1,942,948,952,-1,951,952,953,-1,935,939,956,-1,958,955,960,-1,959,949,960,-1,938,958,953,-1,949,953,960,-1,959,960,961,-1,956,957,964,-1,955,963,961,-1,957,961,965,-1,964,965,966,-1,979,978,3,-1,972,967,973,-1,969,970,920,-1,916,920,919,-1,975,920,970,-1,975,970,971,-1,924,913,972,-1,924,916,917,-1,969,973,974,-1,977,976,6,-1,971,968,976,-1,975,971,977,-1,9,975,977,-1,974,967,978,-1,968,974,979,-1,976,979,13,-1,1000,980,1002,-1,981,982,999,-1,982,934,986,-1,913,937,983,-1,972,983,984,-1,995,985,997,-1,934,954,988,-1,990,987,992,-1,954,962,991,-1,966,912,990,-1,962,966,992,-1,991,992,993,-1,988,989,996,-1,987,995,993,-1,989,993,997,-1,996,997,998,-1,1001,986,1002,-1,1133,1000,1002,-1,1002,994,1133,-1,1001,1002,1003,-1,1005,1004,21,-1,984,981,1004,-1,967,984,1005,-1,978,1005,24,-1,1147,1062,1063,-1,1057,1048,1056,-1,1054,1014,1013,-1,1010,1009,1008,-1,778,759,1009,-1,839,665,778,-1,828,1010,1011,-1,752,781,780,-1,759,781,1013,-1,1050,1008,1009,-1,1046,1017,1045,-1,1042,1016,1044,-1,1018,1017,1032,-1,1019,1011,1018,-1,1020,1028,1029,-1,1021,1023,1024,-1,1026,1024,1023,-1,1025,1022,1024,-1,1026,828,1025,-1,888,1026,1027,-1,1030,1029,1028,-1,1027,1023,1029,-1,884,1027,1030,-1,894,1030,1031,-1,1032,1038,1039,-1,1033,1034,1035,-1,1036,1035,1034,-1,1031,1028,1035,-1,881,1031,1036,-1,902,1036,1037,-1,1040,1039,1038,-1,1037,1034,1039,-1,899,1037,1040,-1,907,1040,1041,-1,1043,1008,1042,-1,1011,1043,1044,-1,1018,1044,1045,-1,792,1032,1017,-1,1053,1047,1055,-1,1051,1049,1048,-1,1050,1014,1049,-1,1008,1050,1051,-1,1042,1051,1052,-1,1054,1007,1053,-1,1014,1054,1055,-1,1049,1055,1056,-1,1015,1016,1052,-1,1147,1058,1059,-1,1070,1061,1060,-1,788,791,790,-1,791,752,779,-1,1066,1007,1012,-1,1073,1064,1072,-1,1069,1063,1071,-1,1067,1065,1064,-1,1066,1061,1065,-1,1007,1066,1067,-1,1053,1067,1068,-1,1070,1058,1069,-1,1061,1070,1071,-1,1065,1071,1072,-1,1006,1047,1068,-1,1141,1113,1112,-1,1076,1074,1111,-1,1006,1075,1076,-1,1077,1076,1079,-1,1046,1077,1078,-1,1046,1078,1082,-1,1081,1079,1098,-1,1078,1081,1083,-1,1083,1093,1095,-1,1085,1087,1089,-1,1091,1089,1087,-1,1090,1086,1089,-1,931,1090,1091,-1,1088,1091,1092,-1,1096,1095,1093,-1,1092,1087,1095,-1,1084,1092,1096,-1,1094,1096,1097,-1,1098,1106,1108,-1,1100,1101,1103,-1,1104,1103,1101,-1,1097,1093,1103,-1,1080,1097,1104,-1,1102,1104,1105,-1,1109,1108,1106,-1,1105,1101,1108,-1,1099,1105,1109,-1,1107,1109,1110,-1,1079,950,1098,-1,1147,1112,1062,-1,1075,1006,1073,-1,1075,1113,1074,-1,88,1115,1114,-1,1074,1114,1115,-1,1116,1115,1130,-1,1111,1116,1118,-1,1118,1126,1127,-1,1119,1121,1122,-1,1124,1122,1121,-1,1123,1120,1122,-1,912,1123,1124,-1,990,1124,1125,-1,1128,1127,1126,-1,1125,1121,1127,-1,987,1125,1128,-1,995,1128,1129,-1,1132,1131,1130,-1,1131,1132,1134,-1,1135,1134,1132,-1,1129,1126,1134,-1,985,1129,1135,-1,1133,1135,1136,-1,980,1000,1136,-1,0,980,1137,-1,1147,1142,1140,-1,1114,1074,1113,-1,1147,1140,1141,-1,1113,1141,1139,-1,1139,1142,1138,-1,1146,1144,111,-1,1145,1144,1146,-1,1114,1145,1143,-1,1143,1146,114,-1,1147,1148,1142,-1,1138,1148,1144,-1,1144,1148,117,-1,175,1147,176,-1,83,49,1,-1,84,79,1,-1,79,84,71,-1,1,79,83,-1,35,20,2,-1,30,2,36,-1,2,30,35,-1,17,7,15,-1,16,17,15,-1,15,5,16,-1,5,15,12,-1,7,10,8,-1,8,10,9,-1,12,14,13,-1,14,8,6,-1,15,8,14,-1,16,19,17,-1,17,11,7,-1,20,35,33,-1,22,26,25,-1,23,25,24,-1,25,12,3,-1,26,12,25,-1,28,0,94,-1,34,29,94,-1,94,29,28,-1,29,23,21,-1,32,30,22,-1,32,22,23,-1,31,33,34,-1,33,32,29,-1,35,30,32,-1,45,5,26,-1,22,36,45,-1,26,22,45,-1,38,37,211,-1,38,211,40,-1,39,16,4,-1,39,4,43,-1,19,183,975,-1,183,202,184,-1,156,60,56,-1,44,36,2,-1,143,52,42,-1,52,129,56,-1,52,143,129,-1,133,143,44,-1,2,137,44,-1,44,137,133,-1,156,41,64,-1,56,129,151,-1,56,148,156,-1,151,148,56,-1,64,60,156,-1,42,46,44,-1,44,45,36,-1,46,4,45,-1,47,38,46,-1,38,248,37,-1,248,48,249,-1,42,50,248,-1,248,38,47,-1,49,83,82,-1,54,51,50,-1,54,52,56,-1,53,70,69,-1,55,58,68,-1,56,58,54,-1,57,65,63,-1,62,59,58,-1,62,58,56,-1,61,63,64,-1,63,62,60,-1,65,59,62,-1,68,66,55,-1,58,55,54,-1,67,69,65,-1,69,68,59,-1,70,66,68,-1,73,71,51,-1,55,73,51,-1,72,78,77,-1,76,74,73,-1,76,73,55,-1,75,77,70,-1,77,76,66,-1,78,74,76,-1,81,79,71,-1,81,71,73,-1,80,82,78,-1,82,81,74,-1,83,79,81,-1,84,50,51,-1,86,110,109,-1,87,105,104,-1,99,92,90,-1,89,90,105,-1,93,91,88,-1,88,90,93,-1,92,97,96,-1,93,96,95,-1,96,94,0,-1,97,27,94,-1,98,101,100,-1,99,100,97,-1,100,31,27,-1,101,20,31,-1,102,104,103,-1,104,90,88,-1,90,89,99,-1,108,89,109,-1,101,108,131,-1,20,101,135,-1,20,135,139,-1,131,135,101,-1,108,106,131,-1,108,101,98,-1,107,109,105,-1,89,108,98,-1,110,106,108,-1,112,116,115,-1,113,115,114,-1,115,102,85,-1,116,87,102,-1,118,113,111,-1,119,112,113,-1,120,123,122,-1,121,122,116,-1,122,107,87,-1,123,86,107,-1,121,124,125,-1,120,125,174,-1,169,126,582,-1,162,127,167,-1,128,147,149,-1,149,132,128,-1,130,106,161,-1,130,134,131,-1,144,136,134,-1,134,132,144,-1,138,135,131,-1,131,134,138,-1,136,141,140,-1,138,140,139,-1,140,137,2,-1,141,133,137,-1,142,146,145,-1,144,145,141,-1,145,143,133,-1,146,129,143,-1,150,149,147,-1,147,157,150,-1,152,142,132,-1,132,149,152,-1,150,154,153,-1,152,153,146,-1,153,151,129,-1,154,148,151,-1,155,159,158,-1,157,158,154,-1,158,156,148,-1,159,41,156,-1,161,160,127,-1,106,130,131,-1,162,128,130,-1,163,166,165,-1,147,165,155,-1,61,41,159,-1,165,49,80,-1,159,75,53,-1,165,159,155,-1,72,75,165,-1,80,72,165,-1,75,159,165,-1,159,57,61,-1,67,57,159,-1,159,53,67,-1,166,1,49,-1,168,167,126,-1,164,168,169,-1,163,169,543,-1,173,170,176,-1,172,171,170,-1,172,160,86,-1,173,127,160,-1,171,174,175,-1,175,170,171,-1,126,612,623,-1,167,176,612,-1,127,173,176,-1,176,167,127,-1,177,467,466,-1,178,400,399,-1,179,244,243,-1,236,226,180,-1,236,180,237,-1,208,198,181,-1,209,181,239,-1,40,183,39,-1,206,199,40,-1,40,199,202,-1,202,183,40,-1,190,975,183,-1,194,187,183,-1,183,187,190,-1,185,197,188,-1,188,196,185,-1,186,196,195,-1,188,192,191,-1,189,191,190,-1,193,195,194,-1,195,189,187,-1,196,188,189,-1,197,975,192,-1,198,208,207,-1,200,204,203,-1,201,203,202,-1,203,193,184,-1,204,186,193,-1,205,207,206,-1,207,201,199,-1,208,200,201,-1,204,200,209,-1,204,209,185,-1,230,212,211,-1,235,228,37,-1,37,228,230,-1,211,37,230,-1,182,40,218,-1,222,215,211,-1,211,215,218,-1,218,40,211,-1,224,214,213,-1,225,213,243,-1,214,224,223,-1,216,220,219,-1,217,219,218,-1,219,205,182,-1,220,198,205,-1,221,223,222,-1,223,217,215,-1,224,216,217,-1,220,216,225,-1,220,225,181,-1,226,236,234,-1,227,232,231,-1,229,231,230,-1,231,221,212,-1,232,214,221,-1,233,234,235,-1,234,229,228,-1,236,227,229,-1,232,227,237,-1,232,237,213,-1,241,238,404,-1,240,239,238,-1,185,209,239,-1,975,240,241,-1,242,243,213,-1,213,237,242,-1,239,243,244,-1,181,225,243,-1,238,244,408,-1,245,370,369,-1,246,295,290,-1,294,268,246,-1,290,286,246,-1,290,295,269,-1,48,248,50,-1,285,270,48,-1,48,270,272,-1,48,272,249,-1,255,210,37,-1,259,252,248,-1,248,252,255,-1,37,248,255,-1,266,251,250,-1,261,250,267,-1,250,261,266,-1,251,266,264,-1,253,257,256,-1,254,256,255,-1,256,233,210,-1,257,226,233,-1,265,260,259,-1,259,249,265,-1,260,254,252,-1,254,260,263,-1,263,261,254,-1,262,264,265,-1,264,263,260,-1,266,261,263,-1,257,253,267,-1,257,267,180,-1,268,294,292,-1,269,282,281,-1,280,273,272,-1,272,270,280,-1,276,258,249,-1,249,272,276,-1,274,278,277,-1,275,277,276,-1,277,262,258,-1,278,251,262,-1,279,281,280,-1,281,275,273,-1,282,274,275,-1,293,284,285,-1,285,247,293,-1,285,284,288,-1,270,285,288,-1,286,290,289,-1,287,289,288,-1,289,279,271,-1,290,269,279,-1,291,292,293,-1,292,287,284,-1,294,286,287,-1,250,251,278,-1,295,274,282,-1,278,274,295,-1,250,295,372,-1,84,297,315,-1,344,329,1,-1,348,344,1,-1,1,329,331,-1,331,297,1,-1,297,84,1,-1,247,48,84,-1,300,303,84,-1,315,300,84,-1,298,326,301,-1,298,317,325,-1,321,317,298,-1,298,301,321,-1,299,325,323,-1,301,313,312,-1,311,304,303,-1,303,300,311,-1,307,283,247,-1,247,303,307,-1,305,309,308,-1,306,308,307,-1,308,291,283,-1,309,268,291,-1,310,312,311,-1,312,306,304,-1,313,305,306,-1,316,315,297,-1,297,324,316,-1,319,302,300,-1,300,315,319,-1,317,321,320,-1,318,320,319,-1,320,310,302,-1,321,301,310,-1,322,323,324,-1,323,318,316,-1,325,317,318,-1,326,246,268,-1,326,305,313,-1,309,305,326,-1,268,309,326,-1,327,357,356,-1,328,341,340,-1,332,331,329,-1,339,332,329,-1,314,297,331,-1,331,335,314,-1,333,337,336,-1,334,336,335,-1,336,322,314,-1,337,299,322,-1,338,340,339,-1,340,334,332,-1,341,333,334,-1,342,349,347,-1,346,343,352,-1,344,346,352,-1,352,330,344,-1,345,347,348,-1,347,346,344,-1,349,343,346,-1,350,354,353,-1,351,353,352,-1,353,338,330,-1,354,328,338,-1,355,356,349,-1,356,351,343,-1,357,350,351,-1,341,328,360,-1,337,333,358,-1,358,299,337,-1,360,358,333,-1,360,333,341,-1,359,365,364,-1,354,350,363,-1,328,354,363,-1,363,361,328,-1,362,364,357,-1,364,363,350,-1,365,361,363,-1,366,358,360,-1,360,368,366,-1,367,369,365,-1,369,368,361,-1,370,366,368,-1,371,374,373,-1,372,373,250,-1,295,250,278,-1,242,373,374,-1,180,267,373,-1,179,374,420,-1,370,245,375,-1,298,375,389,-1,298,385,381,-1,389,385,298,-1,375,298,358,-1,375,366,370,-1,358,366,375,-1,376,298,381,-1,376,246,326,-1,372,371,373,-1,372,379,377,-1,378,395,394,-1,376,379,372,-1,376,383,380,-1,382,390,388,-1,387,384,383,-1,381,383,376,-1,386,388,389,-1,388,387,385,-1,390,384,387,-1,393,391,380,-1,380,383,393,-1,392,394,390,-1,394,393,384,-1,395,391,393,-1,398,396,377,-1,377,379,398,-1,395,378,397,-1,397,391,395,-1,399,398,380,-1,400,396,398,-1,401,416,415,-1,402,409,408,-1,406,403,411,-1,405,404,403,-1,407,408,244,-1,404,408,409,-1,403,409,415,-1,410,413,412,-1,412,411,410,-1,414,415,409,-1,415,411,403,-1,416,410,411,-1,417,448,447,-1,418,421,420,-1,419,420,374,-1,407,420,421,-1,421,402,407,-1,422,435,434,-1,423,419,371,-1,425,423,371,-1,424,430,429,-1,426,425,377,-1,377,428,426,-1,427,429,400,-1,396,428,377,-1,430,426,428,-1,431,423,425,-1,425,433,431,-1,432,434,430,-1,426,433,425,-1,435,431,433,-1,436,418,419,-1,419,438,436,-1,437,443,442,-1,441,439,438,-1,438,423,441,-1,440,442,435,-1,431,441,423,-1,443,439,441,-1,446,444,436,-1,436,438,446,-1,445,447,443,-1,447,446,439,-1,448,444,446,-1,449,452,451,-1,450,451,421,-1,451,414,402,-1,452,401,414,-1,461,455,453,-1,453,457,461,-1,418,450,421,-1,418,456,454,-1,455,461,460,-1,459,457,456,-1,436,456,418,-1,458,460,448,-1,460,459,444,-1,461,457,459,-1,462,454,456,-1,464,463,449,-1,450,449,451,-1,465,466,462,-1,454,464,450,-1,467,463,464,-1,468,608,607,-1,583,573,469,-1,469,584,583,-1,514,470,541,-1,536,532,541,-1,541,532,540,-1,541,540,514,-1,166,472,1,-1,471,530,166,-1,166,530,515,-1,166,515,518,-1,481,296,1,-1,493,475,1,-1,1,472,493,-1,1,475,478,-1,1,478,481,-1,505,476,499,-1,504,495,503,-1,503,474,504,-1,495,504,505,-1,499,495,505,-1,474,503,501,-1,476,491,490,-1,489,479,480,-1,489,480,478,-1,478,477,489,-1,479,483,482,-1,480,482,481,-1,482,345,296,-1,483,342,345,-1,484,487,486,-1,485,486,483,-1,486,355,342,-1,487,327,355,-1,488,490,489,-1,490,485,479,-1,491,484,485,-1,502,494,493,-1,492,502,493,-1,497,477,475,-1,475,494,497,-1,495,499,498,-1,496,498,497,-1,498,488,477,-1,499,476,488,-1,500,501,502,-1,501,496,494,-1,503,495,496,-1,511,506,505,-1,510,511,505,-1,507,484,491,-1,507,491,476,-1,476,506,507,-1,506,509,508,-1,507,508,487,-1,508,362,327,-1,509,359,362,-1,510,513,512,-1,511,512,509,-1,512,367,359,-1,513,245,367,-1,514,540,538,-1,516,528,526,-1,527,519,518,-1,527,518,515,-1,522,492,472,-1,519,522,472,-1,520,524,523,-1,521,523,522,-1,523,500,492,-1,524,474,500,-1,525,526,527,-1,526,521,519,-1,528,520,521,-1,539,531,530,-1,539,530,471,-1,534,517,515,-1,534,515,530,-1,532,536,535,-1,533,535,534,-1,535,525,517,-1,536,516,525,-1,537,538,539,-1,538,533,531,-1,540,532,533,-1,516,541,473,-1,524,520,473,-1,473,520,528,-1,528,516,473,-1,126,542,582,-1,169,575,577,-1,582,575,169,-1,126,169,168,-1,169,163,164,-1,163,546,549,-1,561,546,163,-1,543,561,163,-1,571,545,544,-1,567,563,572,-1,572,563,571,-1,572,544,586,-1,545,571,569,-1,547,559,558,-1,557,550,549,-1,557,549,546,-1,553,529,471,-1,553,471,549,-1,551,555,554,-1,552,554,553,-1,554,537,529,-1,555,514,537,-1,556,558,557,-1,558,552,550,-1,559,551,552,-1,570,562,561,-1,570,561,543,-1,565,548,546,-1,565,546,561,-1,563,567,566,-1,564,566,565,-1,566,556,548,-1,567,547,556,-1,568,569,570,-1,569,564,562,-1,571,563,564,-1,547,572,559,-1,555,551,470,-1,470,551,559,-1,559,572,470,-1,573,583,581,-1,574,579,578,-1,576,578,577,-1,578,560,543,-1,578,579,545,-1,578,545,568,-1,580,581,582,-1,581,576,575,-1,583,574,576,-1,579,574,584,-1,584,544,579,-1,586,585,588,-1,588,589,586,-1,473,587,590,-1,541,470,587,-1,587,473,541,-1,504,473,375,-1,513,510,375,-1,375,510,504,-1,596,375,473,-1,590,593,473,-1,473,593,596,-1,588,603,604,-1,604,589,588,-1,590,592,595,-1,592,587,589,-1,600,594,592,-1,600,592,591,-1,595,593,590,-1,592,590,587,-1,594,598,597,-1,595,597,596,-1,597,386,375,-1,598,382,386,-1,599,602,601,-1,600,601,598,-1,601,392,382,-1,602,378,392,-1,603,606,605,-1,604,605,599,-1,599,605,397,-1,602,599,397,-1,606,178,397,-1,608,544,584,-1,608,584,469,-1,544,608,586,-1,544,572,571,-1,609,586,608,-1,611,176,1147,-1,627,634,1147,-1,1147,634,611,-1,637,627,610,-1,610,638,637,-1,612,176,635,-1,612,628,631,-1,635,628,612,-1,635,176,611,-1,612,613,623,-1,619,542,126,-1,623,616,126,-1,612,126,167,-1,625,615,614,-1,614,626,625,-1,615,625,624,-1,617,621,620,-1,618,620,619,-1,620,580,542,-1,621,573,580,-1,622,624,623,-1,624,618,616,-1,625,617,618,-1,621,617,626,-1,626,469,621,-1,627,637,636,-1,629,633,632,-1,630,632,631,-1,632,622,613,-1,633,615,622,-1,634,636,635,-1,636,630,628,-1,637,629,630,-1,633,629,638,-1,638,614,633,-1,610,639,468,-1,614,468,607,-1,607,626,614,-1,468,614,638,-1,468,638,610,-1,641,640,722,-1,641,643,644,-1,722,643,641,-1,642,585,609,-1,642,609,468,-1,648,651,440,-1,427,178,606,-1,588,585,642,-1,603,424,427,-1,588,432,424,-1,642,645,588,-1,424,603,588,-1,606,603,427,-1,651,417,445,-1,432,588,422,-1,440,422,648,-1,648,422,588,-1,437,440,651,-1,651,445,437,-1,643,655,656,-1,656,644,643,-1,645,647,650,-1,646,647,642,-1,646,654,649,-1,650,648,645,-1,647,645,642,-1,649,653,652,-1,650,652,651,-1,652,458,417,-1,653,455,458,-1,649,654,453,-1,653,649,453,-1,655,658,657,-1,656,657,654,-1,657,465,453,-1,658,177,465,-1,639,1147,663,-1,659,468,639,-1,661,660,741,-1,661,741,640,-1,640,659,661,-1,662,661,663,-1,664,661,662,-1,787,1147,788,-1,787,788,789,-1,760,665,841,-1,764,837,833,-1,712,768,833,-1,712,833,829,-1,829,714,712,-1,833,768,764,-1,837,764,774,-1,841,837,760,-1,774,760,837,-1,666,704,703,-1,667,682,680,-1,668,675,674,-1,669,672,671,-1,670,671,413,-1,673,674,416,-1,674,670,410,-1,675,669,670,-1,676,678,677,-1,677,672,669,-1,680,681,675,-1,681,677,669,-1,682,677,681,-1,690,689,688,-1,698,690,688,-1,684,687,686,-1,685,686,452,-1,686,673,401,-1,687,668,673,-1,688,689,463,-1,688,463,467,-1,689,685,449,-1,690,684,685,-1,680,668,687,-1,693,691,667,-1,684,693,667,-1,687,667,680,-1,692,699,697,-1,696,694,693,-1,696,693,684,-1,695,697,698,-1,697,696,690,-1,699,694,696,-1,702,700,691,-1,702,691,693,-1,701,703,699,-1,703,702,694,-1,704,700,702,-1,705,707,706,-1,708,676,682,-1,707,708,682,-1,682,667,707,-1,707,710,708,-1,708,679,676,-1,710,707,711,-1,713,691,700,-1,712,700,704,-1,700,712,713,-1,713,667,691,-1,714,713,712,-1,825,705,713,-1,715,738,737,-1,716,724,723,-1,717,720,719,-1,718,719,655,-1,655,719,688,-1,658,655,688,-1,729,683,688,-1,688,720,729,-1,721,723,722,-1,723,718,643,-1,724,717,718,-1,733,727,726,-1,725,726,738,-1,728,720,717,-1,726,717,737,-1,727,731,730,-1,728,730,729,-1,730,695,683,-1,731,692,695,-1,732,735,734,-1,733,734,731,-1,734,701,692,-1,735,666,701,-1,736,737,724,-1,717,726,728,-1,726,725,733,-1,739,743,742,-1,740,742,660,-1,742,721,640,-1,743,716,721,-1,744,660,664,-1,745,739,740,-1,746,749,748,-1,747,748,743,-1,748,736,716,-1,749,715,736,-1,750,747,739,-1,746,751,786,-1,781,752,1012,-1,758,753,779,-1,770,712,666,-1,735,756,762,-1,756,754,762,-1,756,735,732,-1,762,766,735,-1,666,735,766,-1,666,766,770,-1,755,757,738,-1,725,756,732,-1,758,754,756,-1,763,778,773,-1,762,754,761,-1,761,765,762,-1,767,765,763,-1,763,775,767,-1,766,762,765,-1,765,769,766,-1,767,772,771,-1,769,771,770,-1,771,768,712,-1,772,764,768,-1,773,777,776,-1,775,776,772,-1,776,774,764,-1,777,760,774,-1,778,763,759,-1,777,773,665,-1,778,665,773,-1,780,779,752,-1,780,761,754,-1,781,759,761,-1,785,782,789,-1,783,784,749,-1,784,755,715,-1,785,753,755,-1,783,786,787,-1,787,782,783,-1,791,788,1059,-1,790,789,788,-1,779,790,791,-1,752,791,1060,-1,1003,980,0,-1,999,1003,28,-1,1004,981,999,-1,999,28,1004,-1,0,28,1003,-1,792,909,875,-1,876,898,792,-1,792,898,906,-1,792,906,910,-1,819,809,793,-1,811,819,793,-1,795,711,705,-1,817,810,705,-1,705,824,817,-1,705,810,813,-1,705,813,795,-1,711,975,710,-1,805,798,711,-1,711,798,801,-1,808,796,915,-1,799,807,796,-1,797,807,806,-1,799,803,802,-1,800,802,801,-1,804,806,805,-1,806,800,798,-1,807,799,800,-1,975,808,918,-1,809,819,818,-1,811,815,814,-1,812,814,813,-1,814,804,795,-1,815,797,804,-1,816,818,817,-1,818,812,810,-1,819,811,812,-1,815,811,820,-1,797,815,820,-1,862,830,849,-1,883,862,828,-1,891,887,828,-1,828,887,883,-1,861,828,862,-1,849,857,862,-1,862,857,861,-1,827,826,823,-1,823,871,827,-1,823,825,714,-1,826,705,825,-1,826,827,867,-1,826,867,794,-1,828,861,860,-1,823,714,829,-1,829,832,823,-1,831,848,847,-1,832,829,833,-1,833,836,832,-1,835,843,842,-1,833,837,840,-1,840,836,833,-1,839,842,841,-1,842,840,837,-1,843,838,840,-1,846,844,834,-1,836,834,832,-1,845,847,843,-1,847,846,838,-1,848,844,846,-1,849,851,859,-1,834,851,830,-1,850,856,855,-1,854,852,851,-1,854,851,834,-1,853,855,848,-1,855,854,844,-1,856,852,854,-1,859,857,849,-1,851,849,830,-1,858,860,856,-1,860,859,852,-1,861,857,859,-1,830,862,878,-1,878,822,830,-1,873,864,863,-1,865,873,863,-1,864,873,872,-1,865,869,868,-1,866,868,867,-1,868,816,794,-1,869,809,816,-1,870,872,871,-1,872,866,827,-1,873,865,866,-1,869,865,874,-1,809,869,874,-1,909,792,910,-1,876,880,879,-1,877,879,878,-1,879,870,822,-1,880,864,870,-1,881,897,896,-1,885,882,877,-1,877,883,885,-1,884,892,890,-1,889,886,885,-1,889,885,883,-1,888,890,891,-1,890,889,887,-1,892,886,889,-1,895,893,882,-1,895,882,885,-1,894,896,892,-1,896,895,886,-1,897,893,895,-1,877,882,900,-1,900,898,877,-1,899,905,904,-1,903,901,900,-1,900,882,903,-1,902,904,897,-1,904,903,893,-1,905,901,903,-1,908,906,898,-1,898,900,908,-1,907,909,905,-1,909,908,901,-1,910,906,908,-1,880,876,911,-1,911,864,880,-1,912,966,965,-1,913,924,923,-1,928,922,820,-1,915,820,922,-1,820,915,796,-1,922,928,914,-1,808,975,803,-1,918,915,917,-1,920,916,969,-1,919,917,916,-1,921,923,922,-1,917,923,924,-1,916,924,973,-1,1107,925,947,-1,932,931,1088,-1,947,1094,1080,-1,932,947,943,-1,1084,1094,932,-1,932,1088,1084,-1,1094,947,932,-1,947,1099,1107,-1,1102,1099,947,-1,947,1080,1102,-1,926,930,929,-1,929,927,926,-1,928,929,930,-1,914,930,936,-1,931,932,911,-1,932,927,863,-1,933,926,927,-1,934,937,936,-1,935,936,930,-1,921,936,937,-1,937,913,921,-1,938,953,952,-1,939,935,926,-1,926,941,939,-1,940,948,946,-1,942,941,933,-1,933,945,942,-1,944,946,947,-1,943,945,933,-1,948,942,945,-1,949,939,941,-1,941,951,949,-1,950,952,948,-1,942,951,941,-1,953,949,951,-1,935,934,936,-1,935,956,954,-1,955,961,960,-1,959,957,956,-1,956,939,959,-1,958,960,953,-1,949,959,939,-1,961,957,959,-1,964,962,954,-1,954,956,964,-1,963,965,961,-1,965,964,957,-1,966,962,964,-1,3,13,979,-1,967,974,973,-1,968,971,970,-1,970,969,968,-1,972,973,924,-1,973,969,916,-1,974,968,969,-1,6,9,977,-1,976,977,971,-1,978,979,974,-1,979,976,968,-1,13,6,976,-1,980,1003,1002,-1,981,984,983,-1,982,983,937,-1,983,972,913,-1,984,967,972,-1,985,998,997,-1,934,982,937,-1,934,988,986,-1,987,993,992,-1,991,989,988,-1,988,954,991,-1,990,992,966,-1,992,991,962,-1,993,989,991,-1,996,994,986,-1,986,988,996,-1,995,997,993,-1,997,996,989,-1,998,994,996,-1,982,981,983,-1,982,1001,999,-1,998,985,1133,-1,994,1002,986,-1,1133,994,998,-1,986,1001,982,-1,1003,999,1001,-1,21,24,1005,-1,1004,1005,984,-1,1005,978,967,-1,24,3,978,-1,1069,1058,1147,-1,1147,1063,1069,-1,1047,1006,1057,-1,1057,1056,1047,-1,1012,1013,781,-1,1007,1054,1013,-1,1043,1011,1010,-1,1010,1008,1043,-1,778,1010,835,-1,1010,828,858,-1,1010,845,835,-1,778,835,839,-1,1010,778,1009,-1,831,845,1010,-1,858,850,1010,-1,1010,850,853,-1,853,831,1010,-1,828,1026,821,-1,1011,1019,828,-1,828,1019,1022,-1,828,1022,1025,-1,1013,1012,1007,-1,1013,1009,759,-1,1009,1013,1014,-1,1014,1050,1009,-1,1016,1015,1046,-1,1045,1016,1046,-1,1016,1045,1044,-1,1033,1020,1018,-1,1018,1032,1033,-1,1018,1020,1021,-1,1021,1019,1018,-1,1029,1023,1021,-1,1021,1020,1029,-1,1024,1022,1019,-1,1019,1021,1024,-1,1023,1027,1026,-1,1024,1026,1025,-1,1026,888,821,-1,1027,884,888,-1,1028,1031,1030,-1,1029,1030,1027,-1,1030,894,884,-1,1031,881,894,-1,1039,1034,1033,-1,1039,1033,1032,-1,1035,1028,1020,-1,1035,1020,1033,-1,1034,1037,1036,-1,1035,1036,1031,-1,1036,902,881,-1,1037,899,902,-1,1038,1041,1040,-1,1039,1040,1037,-1,1040,907,899,-1,1041,875,907,-1,1042,1044,1043,-1,1044,1018,1011,-1,1045,1017,1018,-1,792,875,1041,-1,1017,1046,792,-1,1038,1032,792,-1,1041,1038,792,-1,1047,1056,1055,-1,1048,1052,1051,-1,1049,1051,1050,-1,1051,1042,1008,-1,1052,1016,1042,-1,1053,1055,1054,-1,1055,1049,1014,-1,1056,1048,1049,-1,1048,1057,1015,-1,1015,1052,1048,-1,1059,788,1147,-1,1059,1060,791,-1,1058,1070,1060,-1,1060,1059,1058,-1,1012,1060,1061,-1,1060,1012,752,-1,1061,1066,1012,-1,1063,1062,1073,-1,1073,1072,1063,-1,1063,1072,1071,-1,1064,1068,1067,-1,1065,1067,1066,-1,1067,1053,1007,-1,1068,1047,1053,-1,1069,1071,1070,-1,1071,1065,1061,-1,1072,1064,1065,-1,1064,1073,1006,-1,1006,1068,1064,-1,1112,1147,1141,-1,1074,1076,1075,-1,1077,1015,1057,-1,1076,1077,1057,-1,1076,1057,1006,-1,1081,1078,1077,-1,1077,1079,1081,-1,1077,1046,1015,-1,1090,931,792,-1,1082,792,1046,-1,792,1082,1086,-1,792,1086,1090,-1,1083,1100,1103,-1,1098,1100,1081,-1,1085,1082,1078,-1,1083,1085,1078,-1,1095,1087,1085,-1,1095,1085,1083,-1,1089,1086,1082,-1,1089,1082,1085,-1,1087,1092,1091,-1,1089,1091,1090,-1,1091,1088,931,-1,1092,1084,1088,-1,1093,1097,1096,-1,1095,1096,1092,-1,1096,1094,1084,-1,1097,1080,1094,-1,1108,1101,1100,-1,1108,1100,1098,-1,1103,1093,1083,-1,1100,1083,1081,-1,1101,1105,1104,-1,1103,1104,1097,-1,1104,1102,1080,-1,1105,1099,1102,-1,1106,1110,1109,-1,1108,1109,1105,-1,1109,1107,1099,-1,1110,925,1107,-1,1098,944,1106,-1,1120,1123,963,-1,1079,1076,1111,-1,1079,1117,1120,-1,1120,958,1079,-1,1111,1117,1079,-1,1123,912,963,-1,955,958,1120,-1,963,955,1120,-1,944,925,1110,-1,938,1079,958,-1,1098,950,940,-1,938,950,1079,-1,944,1098,940,-1,1110,1106,944,-1,1062,1112,1075,-1,1075,1073,1062,-1,1113,1075,1112,-1,1143,85,103,-1,1114,1143,88,-1,103,88,1143,-1,1116,1111,1074,-1,1074,1115,1116,-1,1118,1131,1134,-1,1130,1131,1116,-1,1119,1117,1111,-1,1118,1119,1111,-1,1127,1121,1119,-1,1127,1119,1118,-1,1122,1120,1117,-1,1122,1117,1119,-1,1121,1125,1124,-1,1122,1124,1123,-1,1124,990,912,-1,1125,987,990,-1,1126,1129,1128,-1,1127,1128,1125,-1,1128,995,987,-1,1129,985,995,-1,1130,1137,1132,-1,1134,1126,1118,-1,1131,1118,1116,-1,1132,1136,1135,-1,1134,1135,1129,-1,1135,1133,985,-1,1136,1000,1133,-1,1132,1137,980,-1,1136,1132,980,-1,1130,1115,88,-1,1130,91,95,-1,1137,1130,0,-1,95,0,1130,-1,88,91,1130,-1,1139,1138,1145,-1,1113,1139,1145,-1,1145,1114,1113,-1,1140,1139,1141,-1,1142,1139,1140,-1,111,114,1146,-1,1144,1145,1138,-1,1146,1143,1145,-1,114,85,1143,-1,1148,1138,1142,-1,117,111,1144,-1],creaseAngle=3.14,solid=False, coord=Coordinate(DEF='nurbsToPoly48GeoPoints',point=[(0.049,0.343,7.045),(0.01,0.069,7.034),(0.033,0.206,7.039),(0.027,0.343,7.026),(0.021,0.274,7.024),(0.025,0.308,7.025),(0.016,0.343,7.022),(0.015,0.325,7.021),(0.015,0.334,7.022),(0.0090,0.343,7.02),(0.0090,0.339,7.02),(0.0090,0.334,7.02),(0.026,0.325,7.026),(0.022,0.343,7.024),(0.021,0.33,7.023),(0.02,0.316,7.023),(0.013,0.308,7.021),(0.014,0.316,7.021),(0.0090,0.33,7.02),(0.0080,0.325,7.02),(0.042,0.273,7.042),(0.044,0.343,7.036),(0.038,0.282,7.033),(0.041,0.312,7.035),(0.037,0.343,7.031),(0.035,0.318,7.03),(0.033,0.293,7.029),(0.046,0.308,7.043),(0.048,0.343,7.041),(0.045,0.309,7.039),(0.041,0.275,7.038),(0.044,0.29,7.042),(0.043,0.292,7.038),(0.044,0.29,7.04),(0.046,0.308,7.041),(0.042,0.273,7.04),(0.031,0.224,7.031),(0.0080,0.205,7.021),(0.014,0.233,7.022),(0.01,0.287,7.02),(0.0060,0.272,7.019),(0.021,0.125,7.035),(0.02,0.154,7.028),(0.018,0.252,7.023),(0.025,0.186,7.029),(0.027,0.245,7.027),(0.022,0.215,7.026),(0.018,0.188,7.025),(0.01,0.105,7.027),(0.015,0.093,7.035),(0.015,0.126,7.027),(0.015,0.102,7.031),(0.021,0.132,7.032),(0.018,0.108,7.035),(0.018,0.116,7.031),(0.018,0.11,7.033),(0.021,0.127,7.034),(0.019,0.116,7.035),(0.019,0.118,7.033),(0.019,0.117,7.034),(0.021,0.125,7.035),(0.02,0.12,7.035),(0.02,0.121,7.034),(0.02,0.121,7.035),(0.021,0.125,7.035),(0.019,0.116,7.035),(0.018,0.109,7.034),(0.018,0.112,7.035),(0.019,0.113,7.034),(0.019,0.112,7.035),(0.018,0.108,7.034),(0.015,0.096,7.033),(0.016,0.101,7.035),(0.017,0.103,7.033),(0.017,0.101,7.034),(0.017,0.104,7.035),(0.017,0.105,7.034),(0.017,0.104,7.034),(0.017,0.101,7.034),(0.015,0.094,7.034),(0.016,0.097,7.035),(0.016,0.097,7.034),(0.016,0.097,7.034),(0.015,0.094,7.034),(0.011,0.079,7.03),(0.022,0.343,7.051),(0.016,0.274,7.049),(0.02,0.308,7.05),(0.041,0.343,7.05),(0.036,0.282,7.048),(0.039,0.312,7.049),(0.046,0.343,7.048),(0.044,0.309,7.047),(0.045,0.326,7.047),(0.047,0.326,7.044),(0.048,0.343,7.047),(0.047,0.326,7.046),(0.045,0.308,7.045),(0.04,0.275,7.045),(0.042,0.292,7.046),(0.043,0.29,7.044),(0.041,0.273,7.043),(0.021,0.325,7.051),(0.033,0.343,7.051),(0.031,0.318,7.051),(0.029,0.293,7.05),(0.029,0.224,7.045),(0.018,0.29,7.05),(0.032,0.252,7.047),(0.026,0.269,7.049),(0.023,0.245,7.048),(0.01,0.343,7.05),(0.0090,0.325,7.05),(0.0090,0.334,7.05),(0.016,0.343,7.051),(0.015,0.33,7.051),(0.014,0.316,7.05),(0.0030,0.343,7.049),(0.0030,0.339,7.049),(0.0030,0.334,7.049),(0.0070,0.308,7.049),(0.0080,0.316,7.049),(0.013,0.303,7.05),(0.012,0.29,7.049),(0.0030,0.33,7.049),(0.0020,0.325,7.049),(0.0050,0.205,7.047),(0.011,0.233,7.048),(0.018,0.154,7.043),(0.027,0.162,7.037),(0.023,0.186,7.044),(0.032,0.21,7.042),(0.026,0.169,7.041),(0.03,0.183,7.038),(0.029,0.189,7.041),(0.033,0.207,7.041),(0.03,0.185,7.04),(0.032,0.194,7.038),(0.031,0.196,7.04),(0.033,0.206,7.04),(0.031,0.195,7.039),(0.03,0.184,7.039),(0.026,0.164,7.039),(0.028,0.173,7.037),(0.028,0.174,7.039),(0.028,0.173,7.038),(0.027,0.163,7.038),(0.02,0.132,7.039),(0.024,0.143,7.036),(0.023,0.15,7.04),(0.023,0.145,7.038),(0.025,0.152,7.036),(0.025,0.154,7.038),(0.025,0.153,7.037),(0.023,0.143,7.037),(0.02,0.127,7.037),(0.022,0.134,7.036),(0.022,0.135,7.038),(0.022,0.134,7.037),(0.02,0.125,7.036),(0.014,0.252,7.048),(0.019,0.215,7.047),(0.015,0.188,7.046),(0.0090,0.105,7.041),(0.014,0.126,7.042),(0.015,0.102,7.038),(0.01,0.079,7.038),(0.0080,0.217,7.047),(0.011,0.166,7.045),(0.0080,0.148,7.045),(0.0050,0.287,7.049),(0.0060,0.297,7.049),(0.01,0.274,7.049),(0.0080,0.259,7.048),(0.0020,0.32,7.049),(0.0010,0.315,7.048),(0.0020,0.272,7.048),(-0.043,0.285,7.024),(-0.024,0.146,7.03),(-0.012,0.244,7.018),(-0.0020,0.196,7.02),(0.0,0.268,7.019),(0.0030,0.266,7.019),(0.0050,0.308,7.019),(0.0030,0.305,7.019),(0.0020,0.305,7.018),(0.0020,0.304,7.019),(0.0030,0.324,7.019),(0.0030,0.324,7.018),(0.0030,0.324,7.019),(0.0030,0.334,7.019),(0.0030,0.334,7.018),(0.0030,0.334,7.018),(0.0030,0.304,7.019),(0.0030,0.314,7.019),(0.0030,0.314,7.019),(0.0030,0.314,7.018),(0.0020,0.324,7.018),(0.0020,0.266,7.019),(0.0030,0.285,7.019),(0.0020,0.285,7.019),(0.0030,0.285,7.019),(0.0030,0.295,7.019),(0.0030,0.295,7.019),(0.0020,0.295,7.019),(0.0020,0.266,7.019),(0.0030,0.276,7.019),(0.0030,0.275,7.019),(0.0020,0.275,7.019),(0.0010,0.286,7.018),(0.0030,0.193,7.021),(0.0080,0.238,7.02),(0.0030,0.229,7.02),(-0.0010,0.231,7.019),(0.0010,0.228,7.019),(0.0030,0.247,7.019),(0.0010,0.247,7.019),(0.0020,0.247,7.019),(0.0030,0.257,7.019),(0.0020,0.256,7.019),(0.0020,0.256,7.019),(0.0020,0.228,7.02),(0.0030,0.238,7.019),(0.0020,0.237,7.019),(0.0010,0.237,7.019),(-0.0,0.249,7.019),(0.0010,0.192,7.02),(0.0010,0.21,7.02),(0.0030,0.21,7.02),(0.0020,0.21,7.02),(0.0030,0.219,7.02),(0.0020,0.219,7.02),(0.0010,0.219,7.02),(0.0020,0.192,7.02),(0.0020,0.201,7.02),(0.0030,0.202,7.02),(0.0010,0.201,7.02),(-0.0020,0.213,7.02),(-0.0050,0.292,7.018),(-0.0030,0.277,7.018),(0.0,0.31,7.018),(-0.0010,0.318,7.018),(-0.0070,0.213,7.019),(-0.0050,0.244,7.019),(-0.0090,0.268,7.018),(-0.0050,0.051,7.033),(-0.0050,0.09,7.025),(0.0030,0.084,7.026),(0.01,0.148,7.024),(0.0030,0.131,7.023),(-0.0040,0.135,7.022),(-0.0,0.13,7.023),(0.0030,0.16,7.022),(0.0,0.16,7.021),(0.0020,0.159,7.021),(0.0030,0.176,7.021),(0.0020,0.175,7.021),(0.0,0.176,7.021),(0.0010,0.13,7.023),(0.0030,0.145,7.022),(0.0010,0.144,7.022),(-0.0,0.145,7.022),(0.0,0.13,7.023),(0.0010,0.144,7.022),(0.0010,0.137,7.022),(0.0010,0.137,7.022),(-0.0,0.137,7.022),(-0.0030,0.164,7.021),(-0.0010,0.084,7.026),(-0.0010,0.105,7.024),(0.0030,0.106,7.024),(0.0010,0.105,7.024),(0.0030,0.118,7.024),(0.0010,0.117,7.023),(-0.0010,0.117,7.023),(0.0,0.117,7.023),(0.0010,0.123,7.023),(0.0,0.123,7.023),(-0.0,0.124,7.023),(0.0,0.105,7.024),(0.0010,0.111,7.024),(0.0,0.111,7.024),(-0.0010,0.111,7.024),(0.0010,0.083,7.026),(0.0010,0.093,7.025),(0.0030,0.094,7.025),(-0.0010,0.094,7.025),(0.0,0.093,7.025),(0.0010,0.099,7.025),(0.0,0.099,7.024),(-0.0010,0.099,7.024),(-0.0,0.083,7.026),(0.0,0.088,7.025),(0.0010,0.088,7.025),(-0.0010,0.089,7.025),(-0.0040,0.11,7.024),(0.0020,0.045,7.033),(0.0030,0.055,7.029),(-0.0050,0.061,7.029),(-0.0010,0.054,7.029),(0.0030,0.067,7.028),(-0.0010,0.067,7.027),(0.0010,0.066,7.028),(0.0030,0.075,7.027),(0.0010,0.074,7.027),(-0.0010,0.075,7.027),(-0.0,0.074,7.027),(0.0010,0.078,7.026),(-0.0,0.078,7.026),(-0.0010,0.079,7.026),(-0.0,0.066,7.027),(0.0010,0.07,7.027),(-0.0,0.07,7.027),(-0.0010,0.07,7.027),(0.0010,0.054,7.029),(0.0030,0.061,7.029),(0.0010,0.059,7.028),(-0.0010,0.06,7.028),(-0.0,0.059,7.028),(0.0010,0.063,7.028),(-0.0,0.063,7.028),(-0.0010,0.063,7.028),(-0.0,0.054,7.029),(-0.0,0.056,7.029),(0.0010,0.056,7.029),(-0.0010,0.057,7.029),(-0.0050,0.073,7.027),(-0.0010,0.044,7.033),(-0.0010,0.047,7.031),(0.0020,0.047,7.031),(0.0010,0.046,7.031),(0.0020,0.051,7.03),(0.0010,0.049,7.03),(-0.0010,0.05,7.03),(-0.0,0.049,7.03),(0.0010,0.051,7.03),(-0.0,0.051,7.03),(-0.0010,0.052,7.03),(-0.0,0.046,7.031),(0.0010,0.047,7.031),(-0.0,0.047,7.031),(-0.0010,0.048,7.031),(0.0,0.043,7.033),(0.0,0.044,7.032),(0.0020,0.046,7.032),(0.0010,0.044,7.033),(0.0010,0.045,7.032),(0.0010,0.044,7.033),(0.0020,0.045,7.033),(0.0,0.044,7.033),(-0.0010,0.045,7.032),(-0.0,0.044,7.032),(0.0010,0.045,7.032),(-0.0,0.045,7.032),(-0.0010,0.045,7.032),(-0.0010,0.043,7.033),(-0.0,0.044,7.033),(-0.0010,0.044,7.033),(-0.0050,0.053,7.031),(-0.0030,0.046,7.033),(-0.0030,0.049,7.031),(-0.0030,0.047,7.032),(-0.0020,0.045,7.033),(-0.0020,0.046,7.032),(-0.0020,0.045,7.033),(-0.0030,0.047,7.033),(-0.0050,0.051,7.032),(-0.0040,0.048,7.033),(-0.0040,0.049,7.032),(-0.0040,0.049,7.032),(-0.0050,0.051,7.032),(-0.021,0.172,7.023),(-0.012,0.12,7.025),(-0.01,0.16,7.021),(-0.018,0.203,7.02),(-0.014,0.086,7.032),(-0.013,0.095,7.028),(-0.023,0.153,7.026),(-0.019,0.113,7.031),(-0.018,0.121,7.027),(-0.018,0.115,7.029),(-0.014,0.088,7.03),(-0.016,0.099,7.032),(-0.016,0.101,7.03),(-0.016,0.099,7.031),(-0.014,0.086,7.031),(-0.015,0.092,7.032),(-0.015,0.093,7.031),(-0.015,0.092,7.031),(-0.014,0.086,7.032),(-0.016,0.099,7.031),(-0.019,0.114,7.03),(-0.017,0.106,7.031),(-0.017,0.106,7.031),(-0.017,0.106,7.031),(-0.019,0.113,7.031),(-0.024,0.148,7.028),(-0.021,0.129,7.031),(-0.021,0.131,7.029),(-0.021,0.13,7.03),(-0.024,0.147,7.029),(-0.02,0.314,7.016),(-0.017,0.277,7.017),(-0.0070,0.309,7.017),(-0.0070,0.3,7.017),(-0.0020,0.322,7.018),(-0.0020,0.326,7.018),(-0.015,0.26,7.018),(-0.011,0.28,7.017),(-0.012,0.293,7.017),(-0.0090,0.328,7.017),(-0.0080,0.318,7.017),(-0.0030,0.331,7.017),(-0.0030,0.336,7.017),(-0.019,0.295,7.016),(-0.014,0.306,7.017),(-0.015,0.321,7.016),(-0.034,0.211,7.027),(-0.029,0.229,7.021),(-0.025,0.199,7.022),(-0.021,0.225,7.019),(-0.024,0.249,7.018),(-0.029,0.177,7.029),(-0.028,0.183,7.025),(-0.027,0.162,7.03),(-0.026,0.168,7.026),(-0.026,0.163,7.028),(-0.025,0.154,7.03),(-0.025,0.156,7.028),(-0.025,0.154,7.029),(-0.026,0.162,7.029),(-0.029,0.179,7.027),(-0.028,0.169,7.029),(-0.027,0.171,7.027),(-0.028,0.17,7.028),(-0.029,0.178,7.028),(-0.033,0.216,7.024),(-0.031,0.194,7.028),(-0.03,0.199,7.024),(-0.031,0.195,7.026),(-0.03,0.186,7.029),(-0.03,0.187,7.027),(-0.03,0.186,7.028),(-0.031,0.194,7.027),(-0.033,0.212,7.026),(-0.033,0.202,7.028),(-0.032,0.204,7.026),(-0.033,0.203,7.027),(-0.034,0.211,7.027),(-0.037,0.292,7.018),(-0.033,0.26,7.019),(-0.027,0.275,7.017),(-0.03,0.302,7.016),(-0.039,0.247,7.026),(-0.037,0.25,7.022),(-0.036,0.229,7.027),(-0.035,0.233,7.023),(-0.036,0.23,7.025),(-0.035,0.22,7.027),(-0.035,0.221,7.025),(-0.035,0.22,7.026),(-0.036,0.229,7.026),(-0.038,0.248,7.024),(-0.041,0.287,7.021),(-0.039,0.268,7.022),(-0.041,0.266,7.025),(-0.04,0.266,7.023),(-0.043,0.285,7.022),(-0.016,0.244,7.044),(-0.0050,0.196,7.046),(-0.0060,0.09,7.04),(0.0020,0.084,7.041),(0.0020,0.055,7.037),(-0.0060,0.061,7.037),(-0.0020,0.054,7.037),(0.0020,0.047,7.035),(-0.0020,0.047,7.035),(0.0,0.046,7.035),(0.0020,0.046,7.034),(0.0,0.044,7.034),(0.0010,0.045,7.034),(0.0020,0.045,7.034),(0.0010,0.044,7.034),(0.0,0.044,7.034),(-0.0020,0.045,7.034),(-0.0010,0.044,7.034),(-0.0010,0.044,7.034),(-0.0010,0.044,7.034),(-0.0010,0.046,7.035),(0.0,0.045,7.035),(-0.0010,0.045,7.035),(-0.0020,0.045,7.035),(0.0,0.054,7.037),(0.0020,0.051,7.036),(0.0,0.049,7.036),(-0.0020,0.05,7.036),(-0.0010,0.049,7.036),(0.0,0.047,7.036),(-0.0010,0.047,7.036),(-0.0020,0.048,7.036),(-0.0010,0.054,7.037),(-0.0010,0.051,7.037),(0.0,0.051,7.037),(-0.0020,0.052,7.036),(-0.0050,0.053,7.035),(-0.0030,0.049,7.035),(-0.0030,0.047,7.034),(-0.0020,0.046,7.034),(-0.0020,0.045,7.034),(-0.0030,0.047,7.033),(-0.0050,0.051,7.034),(-0.0040,0.049,7.034),(-0.0040,0.049,7.033),(-0.0050,0.051,7.033),(-0.0020,0.084,7.041),(0.0020,0.067,7.039),(-0.0020,0.067,7.039),(0.0,0.066,7.039),(0.0020,0.061,7.038),(0.0,0.059,7.038),(-0.0020,0.06,7.038),(-0.0010,0.059,7.038),(0.0,0.056,7.038),(-0.0010,0.056,7.037),(-0.0020,0.057,7.037),(-0.0010,0.066,7.039),(-0.0010,0.063,7.038),(0.0,0.063,7.038),(-0.0020,0.063,7.038),(-0.0,0.083,7.041),(0.0020,0.075,7.04),(0.0,0.074,7.04),(-0.0020,0.075,7.04),(-0.0010,0.074,7.04),(0.0,0.07,7.039),(-0.0010,0.07,7.039),(-0.0020,0.07,7.039),(-0.0010,0.083,7.041),(-0.0010,0.078,7.04),(-0.0,0.078,7.04),(-0.0020,0.079,7.04),(-0.0060,0.073,7.039),(0.0,0.193,7.046),(0.0010,0.131,7.044),(-0.0050,0.135,7.043),(-0.0020,0.13,7.044),(0.0010,0.106,7.042),(-0.0020,0.105,7.042),(-0.0,0.105,7.042),(0.0020,0.094,7.042),(-0.0,0.093,7.041),(-0.0020,0.094,7.041),(-0.0010,0.093,7.041),(-0.0,0.088,7.041),(-0.0010,0.088,7.041),(-0.0020,0.089,7.041),(-0.0010,0.105,7.042),(-0.0,0.099,7.042),(-0.0010,0.099,7.042),(-0.0020,0.099,7.042),(-0.0010,0.13,7.044),(0.0010,0.118,7.043),(-0.0,0.117,7.043),(-0.0020,0.117,7.043),(-0.0010,0.117,7.043),(-0.0,0.111,7.043),(-0.0010,0.111,7.043),(-0.0020,0.111,7.042),(-0.0010,0.13,7.044),(-0.0010,0.123,7.043),(-0.0,0.123,7.043),(-0.0020,0.124,7.043),(-0.0060,0.11,7.042),(-0.0030,0.192,7.046),(-0.0020,0.16,7.045),(0.0010,0.16,7.045),(-0.0010,0.159,7.045),(0.0010,0.145,7.044),(-0.0010,0.144,7.044),(-0.0020,0.145,7.044),(-0.0010,0.192,7.046),(-0.0010,0.175,7.046),(0.0,0.176,7.046),(-0.0020,0.176,7.045),(-0.0050,0.164,7.045),(-0.023,0.172,7.038),(-0.014,0.12,7.039),(-0.014,0.095,7.036),(-0.024,0.153,7.034),(-0.019,0.121,7.035),(-0.014,0.088,7.034),(-0.019,0.115,7.033),(-0.016,0.101,7.034),(-0.014,0.086,7.033),(-0.016,0.099,7.033),(-0.015,0.093,7.033),(-0.014,0.086,7.033),(-0.015,0.092,7.032),(-0.016,0.099,7.032),(-0.019,0.114,7.032),(-0.017,0.106,7.032),(-0.017,0.106,7.032),(-0.019,0.113,7.032),(-0.024,0.148,7.032),(-0.021,0.131,7.033),(-0.021,0.13,7.032),(-0.024,0.147,7.031),(-0.011,0.213,7.045),(-0.013,0.16,7.042),(-0.02,0.203,7.041),(-0.0040,0.268,7.047),(-0.0010,0.266,7.048),(0.0040,0.238,7.048),(-0.0010,0.229,7.047),(-0.0050,0.231,7.046),(-0.0030,0.228,7.047),(-0.0,0.21,7.047),(-0.0030,0.21,7.046),(-0.0010,0.21,7.046),(-0.0,0.202,7.046),(-0.0010,0.201,7.046),(-0.0030,0.201,7.046),(-0.0020,0.228,7.047),(-0.0,0.219,7.047),(-0.0020,0.219,7.047),(-0.0030,0.219,7.047),(-0.0050,0.213,7.046),(-0.0030,0.266,7.047),(-0.0010,0.247,7.047),(-0.0030,0.247,7.047),(-0.0020,0.247,7.047),(-0.0010,0.238,7.047),(-0.0020,0.237,7.047),(-0.0030,0.237,7.047),(-0.0020,0.266,7.047),(-0.0010,0.257,7.047),(-0.0020,0.256,7.047),(-0.0030,0.256,7.047),(-0.0050,0.249,7.047),(-0.011,0.292,7.046),(-0.025,0.314,7.041),(-0.021,0.277,7.043),(-0.031,0.229,7.035),(-0.039,0.292,7.033),(-0.036,0.26,7.034),(-0.034,0.216,7.031),(-0.038,0.25,7.03),(-0.036,0.233,7.031),(-0.034,0.212,7.029),(-0.036,0.23,7.029),(-0.035,0.221,7.029),(-0.034,0.211,7.028),(-0.035,0.22,7.028),(-0.037,0.229,7.028),(-0.039,0.248,7.028),(-0.043,0.287,7.028),(-0.041,0.268,7.029),(-0.041,0.266,7.027),(-0.043,0.285,7.026),(-0.013,0.309,7.045),(-0.015,0.328,7.045),(-0.014,0.318,7.045),(-0.0090,0.331,7.047),(-0.0080,0.326,7.047),(-0.0090,0.336,7.046),(-0.045,0.561,7.017),(-0.053,0.423,7.018),(-0.023,0.384,7.014),(-0.022,0.349,7.015),(-0.01,0.346,7.016),(-0.01,0.337,7.016),(-0.0030,0.34,7.017),(-0.0030,0.345,7.017),(-0.021,0.331,7.015),(-0.016,0.334,7.016),(-0.016,0.348,7.015),(-0.01,0.364,7.016),(-0.01,0.355,7.016),(-0.0030,0.349,7.017),(-0.0030,0.354,7.017),(-0.023,0.367,7.014),(-0.016,0.361,7.015),(-0.016,0.374,7.015),(-0.05,0.354,7.021),(-0.042,0.353,7.016),(-0.039,0.322,7.017),(-0.032,0.326,7.015),(-0.033,0.351,7.015),(-0.047,0.319,7.023),(-0.045,0.32,7.019),(-0.047,0.354,7.018),(-0.044,0.413,7.013),(-0.052,0.389,7.02),(-0.043,0.383,7.014),(-0.049,0.388,7.016),(-0.051,0.372,7.02),(-0.048,0.371,7.017),(-0.05,0.372,7.019),(-0.049,0.354,7.019),(-0.051,0.389,7.018),(-0.05,0.421,7.015),(-0.053,0.406,7.019),(-0.05,0.404,7.016),(-0.052,0.406,7.017),(-0.052,0.423,7.016),(-0.018,0.453,7.014),(-0.022,0.421,7.014),(-0.0090,0.383,7.016),(-0.01,0.374,7.016),(-0.0030,0.359,7.017),(-0.0030,0.363,7.017),(-0.0070,0.4,7.016),(-0.052,0.498,7.016),(-0.043,0.478,7.012),(-0.036,0.532,7.013),(-0.029,0.384,7.039),(-0.028,0.349,7.04),(-0.045,0.353,7.03),(-0.042,0.322,7.031),(-0.046,0.32,7.027),(-0.049,0.354,7.025),(-0.027,0.331,7.041),(-0.033,0.302,7.037),(-0.036,0.326,7.036),(-0.038,0.351,7.035),(-0.048,0.413,7.028),(-0.047,0.383,7.029),(-0.051,0.388,7.024),(-0.05,0.371,7.025),(-0.05,0.354,7.023),(-0.051,0.372,7.022),(-0.052,0.389,7.022),(-0.052,0.421,7.023),(-0.052,0.404,7.023),(-0.053,0.406,7.021),(-0.053,0.423,7.02),(-0.029,0.367,7.04),(-0.039,0.376,7.034),(-0.04,0.4,7.034),(-0.016,0.346,7.044),(-0.015,0.337,7.045),(-0.02,0.321,7.043),(-0.021,0.334,7.043),(-0.022,0.348,7.042),(-0.0090,0.34,7.046),(-0.01,0.345,7.046),(-0.016,0.364,7.044),(-0.016,0.355,7.044),(-0.023,0.361,7.042),(-0.023,0.374,7.042),(-0.01,0.349,7.046),(-0.01,0.354,7.046),(-0.025,0.453,7.039),(-0.028,0.421,7.039),(-0.047,0.478,7.026),(-0.029,0.403,7.039),(-0.048,0.446,7.027),(-0.04,0.428,7.033),(-0.039,0.453,7.032),(-0.041,0.532,7.027),(-0.05,0.531,7.016),(-0.044,0.507,7.026),(-0.051,0.493,7.021),(-0.049,0.525,7.02),(-0.051,0.515,7.016),(-0.05,0.509,7.02),(-0.052,0.497,7.018),(-0.051,0.514,7.018),(-0.052,0.507,7.016),(-0.052,0.505,7.018),(-0.052,0.498,7.017),(-0.052,0.506,7.017),(-0.051,0.515,7.017),(-0.05,0.53,7.018),(-0.05,0.523,7.016),(-0.051,0.522,7.018),(-0.051,0.523,7.017),(-0.05,0.531,7.017),(-0.045,0.554,7.021),(-0.027,0.438,7.039),(-0.037,0.477,7.032),(-0.034,0.498,7.033),(-0.016,0.383,7.044),(-0.016,0.374,7.044),(-0.023,0.389,7.041),(-0.022,0.403,7.041),(-0.01,0.359,7.046),(-0.0090,0.363,7.046),(-0.014,0.4,7.044),(-0.015,0.392,7.044),(-0.021,0.416,7.041),(-0.019,0.427,7.042),(0.028,0.617,7.044),(0.017,0.482,7.025),(-0.0020,0.492,7.019),(0.0010,0.42,7.018),(0.01,0.414,7.021),(0.0060,0.42,7.02),(0.0020,0.382,7.018),(0.0040,0.382,7.019),(0.0030,0.382,7.019),(0.0030,0.363,7.018),(0.0030,0.363,7.019),(0.0040,0.363,7.019),(0.0030,0.421,7.019),(0.0020,0.401,7.018),(0.0030,0.402,7.019),(0.0050,0.401,7.019),(0.0060,0.379,7.02),(0.0080,0.494,7.022),(-0.0,0.457,7.019),(0.0070,0.458,7.021),(0.0030,0.459,7.02),(0.0,0.439,7.018),(0.0030,0.44,7.019),(0.0060,0.439,7.02),(0.0030,0.495,7.021),(-0.0010,0.475,7.019),(0.0030,0.477,7.02),(0.0070,0.476,7.022),(0.013,0.449,7.023),(-0.012,0.639,7.028),(-0.0080,0.6,7.022),(-0.024,0.576,7.016),(-0.011,0.479,7.016),(-0.028,0.498,7.013),(-0.018,0.534,7.016),(-0.0050,0.554,7.02),(-0.031,0.611,7.021),(-0.042,0.554,7.014),(-0.029,0.602,7.018),(-0.039,0.589,7.019),(-0.036,0.581,7.016),(-0.044,0.559,7.015),(-0.038,0.587,7.017),(-0.042,0.576,7.017),(-0.041,0.574,7.016),(-0.045,0.561,7.016),(-0.042,0.575,7.017),(-0.044,0.569,7.017),(-0.044,0.568,7.016),(-0.045,0.561,7.016),(-0.044,0.569,7.017),(-0.042,0.576,7.017),(-0.039,0.588,7.018),(-0.041,0.583,7.018),(-0.04,0.582,7.017),(-0.041,0.582,7.018),(-0.039,0.589,7.018),(-0.03,0.609,7.02),(-0.035,0.601,7.02),(-0.034,0.599,7.018),(-0.035,0.6,7.019),(-0.037,0.595,7.019),(-0.037,0.595,7.018),(-0.037,0.595,7.019),(-0.035,0.601,7.019),(-0.031,0.611,7.02),(-0.033,0.606,7.02),(-0.033,0.606,7.02),(-0.033,0.606,7.02),(-0.031,0.611,7.021),(-0.01,0.629,7.025),(0.026,0.581,7.035),(0.01,0.602,7.029),(0.0090,0.555,7.025),(0.0020,0.557,7.023),(-0.0030,0.525,7.02),(0.0030,0.527,7.022),(0.0090,0.526,7.024),(0.0010,0.604,7.026),(-0.0060,0.579,7.021),(0.0020,0.582,7.024),(0.01,0.58,7.027),(0.022,0.538,7.03),(0.0090,0.641,7.037),(0.01,0.631,7.033),(-0.0,0.633,7.029),(-0.0090,0.617,7.024),(0.0010,0.621,7.027),(0.01,0.619,7.031),(-0.0020,0.643,7.033),(-0.0010,0.641,7.031),(-0.011,0.636,7.027),(-0.0070,0.642,7.03),(-0.0060,0.639,7.029),(-0.0060,0.641,7.03),(-0.012,0.638,7.028),(-0.0090,0.641,7.029),(-0.0090,0.64,7.029),(-0.0090,0.64,7.029),(-0.012,0.639,7.028),(-0.0070,0.642,7.03),(-0.0010,0.643,7.032),(-0.0040,0.643,7.031),(-0.0040,0.642,7.031),(-0.0040,0.643,7.031),(-0.0010,0.643,7.032),(0.0090,0.638,7.035),(0.0040,0.643,7.035),(0.0040,0.64,7.033),(0.0040,0.642,7.034),(0.0010,0.643,7.034),(0.0010,0.643,7.033),(0.0010,0.643,7.033),(0.0040,0.643,7.034),(0.0090,0.64,7.036),(0.0060,0.642,7.036),(0.0070,0.642,7.035),(0.0060,0.642,7.035),(0.0090,0.641,7.036),(0.029,0.608,7.04),(0.053,0.482,7.05),(0.028,0.413,7.028),(0.025,0.454,7.027),(0.014,0.4,7.022),(0.016,0.379,7.022),(0.015,0.39,7.022),(0.0080,0.372,7.02),(0.0090,0.367,7.02),(0.0090,0.361,7.02),(0.027,0.435,7.028),(0.019,0.428,7.025),(0.021,0.413,7.025),(0.022,0.397,7.025),(0.045,0.562,7.05),(0.041,0.533,7.039),(0.034,0.56,7.038),(0.021,0.469,7.026),(0.029,0.521,7.032),(0.034,0.499,7.033),(0.038,0.593,7.047),(0.038,0.585,7.043),(0.045,0.555,7.045),(0.047,0.464,7.04),(0.045,0.501,7.04),(0.037,0.472,7.034),(0.039,0.442,7.034),(0.05,0.525,7.05),(0.05,0.518,7.046),(0.048,0.544,7.05),(0.047,0.537,7.046),(0.048,0.542,7.048),(0.045,0.56,7.048),(0.047,0.553,7.05),(0.047,0.551,7.048),(0.047,0.553,7.049),(0.045,0.562,7.049),(0.048,0.544,7.049),(0.05,0.523,7.048),(0.049,0.534,7.05),(0.049,0.533,7.048),(0.05,0.534,7.049),(0.051,0.524,7.049),(0.052,0.477,7.045),(0.052,0.504,7.05),(0.051,0.498,7.046),(0.052,0.502,7.048),(0.051,0.514,7.05),(0.051,0.513,7.048),(0.051,0.514,7.049),(0.052,0.503,7.049),(0.053,0.481,7.048),(0.053,0.493,7.05),(0.053,0.492,7.048),(0.053,0.493,7.049),(0.053,0.482,7.049),(0.029,0.379,7.027),(0.016,0.362,7.022),(0.016,0.371,7.022),(0.01,0.357,7.02),(0.01,0.353,7.02),(0.029,0.397,7.028),(0.023,0.384,7.025),(0.023,0.371,7.025),(0.0030,0.343,7.019),(0.016,0.353,7.022),(0.01,0.348,7.02),(0.028,0.361,7.027),(0.022,0.357,7.024),(0.053,0.415,7.048),(0.047,0.405,7.038),(0.048,0.435,7.039),(0.04,0.419,7.033),(0.039,0.394,7.033),(0.053,0.449,7.049),(0.052,0.445,7.045),(0.053,0.466,7.05),(0.052,0.462,7.045),(0.053,0.465,7.048),(0.053,0.474,7.05),(0.053,0.473,7.048),(0.053,0.474,7.049),(0.053,0.465,7.049),(0.053,0.448,7.047),(0.053,0.457,7.049),(0.053,0.456,7.047),(0.054,0.457,7.048),(0.054,0.449,7.048),(0.052,0.412,7.043),(0.053,0.432,7.048),(0.052,0.429,7.044),(0.053,0.431,7.046),(0.053,0.414,7.046),(0.046,0.375,7.037),(0.039,0.369,7.032),(0.0090,0.482,7.05),(-0.0090,0.492,7.044),(-0.013,0.6,7.036),(-0.029,0.576,7.03),(-0.031,0.602,7.025),(-0.013,0.629,7.032),(-0.018,0.479,7.041),(-0.024,0.534,7.036),(-0.012,0.554,7.04),(0.021,0.581,7.049),(0.0050,0.602,7.043),(0.0070,0.631,7.04),(-0.0030,0.633,7.036),(-0.013,0.636,7.03),(-0.0020,0.641,7.034),(-0.0070,0.639,7.032),(-0.012,0.638,7.029),(-0.0070,0.641,7.031),(-0.01,0.64,7.03),(-0.012,0.639,7.029),(-0.01,0.64,7.03),(-0.0070,0.642,7.031),(-0.0020,0.643,7.033),(-0.0050,0.642,7.032),(-0.0040,0.643,7.032),(-0.0020,0.643,7.033),(0.0080,0.638,7.038),(0.0030,0.64,7.036),(0.0030,0.642,7.035),(0.0010,0.643,7.034),(0.0010,0.643,7.034),(0.0030,0.643,7.035),(0.0080,0.64,7.038),(0.0060,0.642,7.037),(0.0060,0.642,7.036),(0.0090,0.641,7.037),(-0.0040,0.604,7.04),(-0.013,0.617,7.034),(-0.0040,0.621,7.038),(0.0060,0.619,7.042),(0.026,0.608,7.047),(0.0,0.494,7.047),(0.0020,0.555,7.045),(-0.0050,0.557,7.043),(-0.012,0.579,7.038),(-0.0040,0.582,7.041),(0.0040,0.58,7.044),(-0.0050,0.495,7.045),(-0.011,0.525,7.042),(-0.0050,0.527,7.044),(0.0010,0.526,7.046),(0.016,0.538,7.05),(-0.0060,0.42,7.046),(-0.011,0.413,7.045),(-0.014,0.447,7.043),(-0.0080,0.457,7.045),(0.0030,0.414,7.049),(-0.0020,0.42,7.048),(-0.0010,0.458,7.047),(-0.0040,0.459,7.046),(-0.0090,0.475,7.044),(-0.0040,0.477,7.046),(-0.0,0.476,7.047),(-0.0040,0.421,7.047),(-0.0070,0.439,7.046),(-0.0040,0.44,7.047),(-0.0010,0.439,7.048),(0.0060,0.449,7.049),(0.022,0.413,7.053),(0.018,0.454,7.052),(0.036,0.533,7.054),(0.03,0.56,7.052),(0.035,0.585,7.05),(0.042,0.555,7.052),(0.042,0.578,7.049),(0.039,0.57,7.052),(0.037,0.591,7.049),(0.041,0.576,7.05),(0.04,0.586,7.048),(0.039,0.584,7.05),(0.037,0.593,7.048),(0.039,0.585,7.049),(0.039,0.59,7.048),(0.038,0.589,7.049),(0.038,0.593,7.048),(0.039,0.589,7.048),(0.04,0.586,7.049),(0.041,0.578,7.05),(0.041,0.582,7.048),(0.04,0.582,7.049),(0.041,0.582,7.049),(0.042,0.578,7.049),(0.044,0.56,7.051),(0.044,0.57,7.049),(0.043,0.568,7.051),(0.043,0.57,7.05),(0.043,0.574,7.049),(0.042,0.574,7.05),(0.043,0.574,7.049),(0.043,0.57,7.05),(0.045,0.562,7.05),(0.044,0.566,7.049),(0.044,0.566,7.05),(0.044,0.566,7.05),(0.045,0.562,7.05),(0.043,0.464,7.054),(0.0070,0.4,7.05),(0.0090,0.379,7.051),(0.023,0.379,7.052),(0.044,0.405,7.053),(0.044,0.435,7.054),(0.05,0.477,7.053),(0.05,0.445,7.052),(0.05,0.462,7.053),(0.052,0.481,7.052),(0.052,0.465,7.051),(0.052,0.473,7.051),(0.053,0.482,7.051),(0.053,0.474,7.051),(0.053,0.465,7.05),(0.052,0.448,7.051),(0.052,0.456,7.051),(0.053,0.457,7.05),(0.053,0.449,7.05),(0.05,0.412,7.051),(0.05,0.429,7.052),(0.052,0.431,7.05),(0.053,0.441,7.049),(0.052,0.44,7.05),(0.053,0.44,7.05),(0.053,0.432,7.049),(0.052,0.414,7.05),(0.01,0.362,7.05),(0.01,0.371,7.05),(0.0030,0.357,7.049),(0.0030,0.361,7.049),(0.0030,0.353,7.049),(0.023,0.361,7.052),(0.01,0.353,7.05),(0.017,0.371,7.051),(0.016,0.357,7.051),(-0.0030,0.343,7.048),(0.0030,0.348,7.049)])))]), Transform(rotation=(0,1,0,-1.57), children=[ PointLight(DEF='Light_0',ambientIntensity=1.0,intensity=0.01,location=(0.0,7.756073,0.0)), Transform(DEF='revolvedSurface1',scale=(0.9,0.9,1.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert2_0')), geometry=IndexedFaceSet(USE='revolvedSurface1_0Geo'))]), Transform(DEF='nurbsCylinder1',scale=(0.1,0.1,0.1),translation=(0.0,1.153123,1.925373), children=[ Shape( appearance=Appearance( material=Material(USE='lambert1_1')), geometry=IndexedFaceSet(USE='nurbsCylinder1_0Geo'))]), Transform(DEF='nurbsSphere1',scale=(0.1,0.1,0.1),translation=(0.0,1.252291,1.926387), children=[ Shape( appearance=Appearance( material=Material(USE='lambert1_1')), geometry=IndexedFaceSet(USE='nurbsSphere1_0Geo'))]), Transform(DEF='nurbsToPoly7',rotation=(0.0,1.0,0.0,1.570796),scale=(0.3,0.3,0.3),translation=(0.008819,1.029064,-4.006471), children=[ Shape( appearance=Appearance( material=Material(USE='lambert7_2')), geometry=IndexedFaceSet(USE='nurbsToPoly7_0Geo'))]), Transform(DEF='nurbsToPoly8',rotation=(0.0,1.0,0.0,1.570796),scale=(0.3,0.3,0.3),translation=(0.008819,1.029064,-4.006471), children=[ Shape( appearance=Appearance( material=Material(USE='lambert6_3')), geometry=IndexedFaceSet(USE='nurbsToPoly8_0Geo'))]), Transform(DEF='nurbsToPoly9',rotation=(0.0,1.0,0.0,1.570796),scale=(0.3,0.3,0.3),translation=(0.008819,1.029064,-4.006471), children=[ Shape( appearance=Appearance( material=Material(USE='lambert6_3')), geometry=IndexedFaceSet(USE='nurbsToPoly9_0Geo'))]), Transform(DEF='nurbsToPoly10',rotation=(0.0,1.0,0.0,1.570796),scale=(0.3,0.3,0.3),translation=(0.008819,1.029064,-4.006471), children=[ Shape( appearance=Appearance( material=Material(USE='lambert6_3')), geometry=IndexedFaceSet(USE='nurbsToPoly10_0Geo'))]), Transform(DEF='extrudedSurface1',scale=(0.873339,0.486735,0.326327),translation=(0.014388,1.052674,1.652751), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='extrudedSurface1_0Geo'))]), Transform(DEF='topnurbsCube1',scale=(0.873339,0.591739,0.791637),translation=(-1.77E-4,2.522799,1.621668), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='topnurbsCube1_0Geo'))]), Transform(DEF='bottomnurbsCube1',scale=(0.873339,0.591739,0.791637),translation=(-1.77E-4,2.522799,1.621668), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='bottomnurbsCube1_0Geo'))]), Transform(DEF='leftnurbsCube1',scale=(0.873339,0.591739,0.791637),translation=(-1.77E-4,2.522799,1.621668), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='leftnurbsCube1_0Geo'))]), Transform(DEF='rightnurbsCube1',scale=(0.873339,0.591739,0.791637),translation=(-1.77E-4,2.522799,1.621668), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='rightnurbsCube1_0Geo'))]), Transform(DEF='frontnurbsCube1',scale=(0.873339,0.591739,0.791637),translation=(-1.77E-4,2.522799,1.621668), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='frontnurbsCube1_0Geo'))]), Transform(DEF='backnurbsCube1',scale=(0.873339,0.591739,0.791637),translation=(-1.77E-4,2.522799,1.621668), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='backnurbsCube1_0Geo'))]), Transform(DEF='nurbsToPoly1', children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly1_0Geo'))]), Transform(DEF='nurbsToPoly2', children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly2_0Geo'))]), Transform(DEF='nurbsToPoly3', children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly3_0Geo'))]), Transform(DEF='nurbsToPoly4', children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly4_0Geo'))]), Transform(DEF='nurbsToPoly5', children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly5_0Geo'))]), Transform(DEF='nurbsToPoly6', children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly6_0Geo'))]), Transform(DEF='nurbsToPoly7_0',rotation=(0.0,1.0,0.0,1.570796),scale=(0.3,0.3,0.3),translation=(0.008819,1.029064,-4.006471), children=[ Shape( appearance=Appearance( material=Material(USE='lambert7_2')), geometry=IndexedFaceSet(USE='nurbsToPoly7_0Geo'))]), Transform(DEF='nurbsToPoly8_0',rotation=(0.0,1.0,0.0,1.570796),scale=(0.3,0.3,0.3),translation=(0.008819,1.029064,-4.006471), children=[ Shape( appearance=Appearance( material=Material(USE='lambert6_3')), geometry=IndexedFaceSet(USE='nurbsToPoly8_0Geo'))]), Transform(DEF='nurbsToPoly9_0',rotation=(0.0,1.0,0.0,1.570796),scale=(0.3,0.3,0.3),translation=(0.008819,1.029064,-4.006471), children=[ Shape( appearance=Appearance( material=Material(USE='lambert6_3')), geometry=IndexedFaceSet(USE='nurbsToPoly9_0Geo'))]), Transform(DEF='nurbsToPoly10_0',rotation=(0.0,1.0,0.0,1.570796),scale=(0.3,0.3,0.3),translation=(0.008819,1.029064,-4.006471), children=[ Shape( appearance=Appearance( material=Material(USE='lambert6_3')), geometry=IndexedFaceSet(USE='nurbsToPoly10_0Geo'))]), Transform(DEF='extrudedSurface2',scale=(1.067136,1.072761,5.703628),translation=(0.0,-0.002127,1.391186), children=[ Shape( appearance=Appearance( material=Material(USE='lambert1_1')), geometry=IndexedFaceSet(USE='extrudedSurface2_0Geo'))]), Transform(DEF='extrudedSurface3',scale=(1.1,1.1,5.703628),translation=(0.0,-0.002127,1.391186), children=[ Shape( appearance=Appearance( material=Material(USE='blinn1_5')), geometry=IndexedFaceSet(USE='extrudedSurface3_0Geo'))]), Transform(DEF='extrudedSurface4',scale=(1.067136,1.072761,5.703628),translation=(0.0,-0.002127,1.391186), children=[ Shape( appearance=Appearance( material=Material(USE='lambert1_1')), geometry=IndexedFaceSet(USE='extrudedSurface4_0Geo'))]), Transform(DEF='nurbsToPoly11',rotation=(0.0,-1.0,0.0,1.570796),scale=(0.5,1.0,1.0),translation=(-0.019049,3.3E-5,6.746197), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly11_0Geo'))]), Transform(DEF='revolvedSurface2',scale=(1.25,1.25,1.4),translation=(0.0,0.0,-2.714562), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='revolvedSurface2_0Geo'))]), Transform(DEF='extrudedSurface10',scale=(0.42,0.42,17.110884),translation=(0.0,-0.002127,6.124752), children=[ Shape( appearance=Appearance( material=Material(USE='blinn1_5')), geometry=IndexedFaceSet(USE='extrudedSurface10_0Geo'))]), Transform(DEF='nurbsToPoly12',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly12_0Geo'))]), Transform(DEF='nurbsToPoly13',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly13_0Geo'))]), Transform(DEF='nurbsToPoly14',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly14_0Geo'))]), Transform(DEF='nurbsToPoly15',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly15_0Geo'))]), Transform(DEF='nurbsToPoly16',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly16_0Geo'))]), Transform(DEF='nurbsToPoly17',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly17_0Geo'))]), Transform(DEF='nurbsToPoly18',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly18_0Geo'))]), Transform(DEF='nurbsToPoly19',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly19_0Geo'))]), Transform(DEF='nurbsToPoly20',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly20_0Geo'))]), Transform(DEF='nurbsToPoly21',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly21_0Geo'))]), Transform(DEF='nurbsToPoly22',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly22_0Geo'))]), Transform(DEF='nurbsToPoly23',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly23_0Geo'))]), Transform(DEF='nurbsToPoly24',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly24_0Geo'))]), Transform(DEF='nurbsToPoly25',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly25_0Geo'))]), Transform(DEF='nurbsToPoly26',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly26_0Geo'))]), Transform(DEF='nurbsToPoly27',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly27_0Geo'))]), Transform(DEF='nurbsToPoly28',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly28_0Geo'))]), Transform(DEF='nurbsToPoly29',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly29_0Geo'))]), Transform(DEF='nurbsToPoly30',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly30_0Geo'))]), Transform(DEF='nurbsToPoly31',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly31_0Geo'))]), Transform(DEF='nurbsToPoly32',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly32_0Geo'))]), Transform(DEF='nurbsToPoly33',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly33_0Geo'))]), Transform(DEF='nurbsToPoly34',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly34_0Geo'))]), Transform(DEF='nurbsToPoly35',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly35_0Geo'))]), Transform(DEF='nurbsToPoly36',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly36_0Geo'))]), Transform(DEF='nurbsToPoly37',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly37_0Geo'))]), Transform(DEF='nurbsToPoly38',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly38_0Geo'))]), Transform(DEF='nurbsToPoly39',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly39_0Geo'))]), Transform(DEF='nurbsToPoly40',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly40_0Geo'))]), Transform(DEF='nurbsToPoly41',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly41_0Geo'))]), Transform(DEF='nurbsToPoly42',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly42_0Geo'))]), Transform(DEF='nurbsToPoly43',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly43_0Geo'))]), Transform(DEF='nurbsToPoly44',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly44_0Geo'))]), Transform(DEF='nurbsToPoly45',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly45_0Geo'))]), Transform(DEF='nurbsToPoly46',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly46_0Geo'))]), Transform(DEF='nurbsToPoly47',translation=(0.0,0.002219,0.0), children=[ Shape( appearance=Appearance( material=Material(USE='lambert3_4')), geometry=IndexedFaceSet(USE='nurbsToPoly47_0Geo'))]), Transform(DEF='extrudedSurface6',scale=(1.067136,1.072761,5.703628),translation=(0.0,-0.002127,-4.980786), children=[ Shape( appearance=Appearance( material=Material(USE='lambert1_1')), geometry=IndexedFaceSet(USE='extrudedSurface6_0Geo'))]), Transform(DEF='extrudedSurface7',scale=(1.1,1.1,5.703628),translation=(0.0,-0.002127,-4.980786), children=[ Shape( appearance=Appearance( material=Material(USE='blinn1_5')), geometry=IndexedFaceSet(USE='extrudedSurface7_0Geo'))]), Transform(DEF='Propeller', children=[ Transform(DEF='nurbsToPoly48',rotation=(0.0,0.0,-1.0,0.523599),translation=(0.0,-0.006782,-0.058154), children=[ Shape( appearance=Appearance( material=Material(USE='Copper_6')), geometry=IndexedFaceSet(USE='nurbsToPoly48_0Geo'))]), Transform(DEF='nurbsToPoly50',rotation=(0.0,0.0,1.0,3.665191),translation=(0.0,-0.006782,-0.058154), children=[ Shape( appearance=Appearance( material=Material(USE='Copper_6')), geometry=IndexedFaceSet(USE='nurbsToPoly48_0Geo'))]), Transform(DEF='nurbsToPoly49',rotation=(0.0,0.0,1.0,1.570796),translation=(0.0,-0.006782,-0.058154), children=[ Shape( appearance=Appearance( material=Material(USE='Copper_6')), geometry=IndexedFaceSet(USE='nurbsToPoly48_0Geo'))]), OrientationInterpolator(DEF='PropellerTurn',key=[0,0.5,1],keyValue=[(0,0,1,0),(0,0,1,3.14),(0,0,1,6.28)]), ROUTE(fromField='fraction_changed',fromNode='Clock',toField='set_fraction',toNode='PropellerTurn'), ROUTE(fromField='value_changed',fromNode='PropellerTurn',toField='set_rotation',toNode='Propeller')])])])]) ) # X3D model complete #################################################################################################### # Self-test diagnostics #################################################################################################### print('Self-test diagnostics for Bluefin21BPAUV.py:') if metaDiagnostics(newModel): # built-in utility method in X3D class print(metaDiagnostics(newModel)) # display meta info, hint, warning, error, TODO values in this model # print('check newModel.XML() serialization...') newModelXML= newModel.XML() # test export method XML() for exceptions during export newModel.XMLvalidate() # print(newModelXML) # diagnostic try: # print('check newModel.VRML() serialization...') newModelVRML=newModel.VRML() # test export method VRML() for exceptions during export # print(prependLineNumbers(newModelVRML)) # debug print("Python-to-VRML export of VRML output successful", flush=True) except Exception as err: # usually BaseException # https://stackoverflow.com/questions/18176602/how-to-get-the-name-of-an-exception-that-was-caught-in-python print("*** Python-to-VRML export of VRML output failed:", type(err).__name__, err) if newModelVRML: # may have failed to generate print(prependLineNumbers(newModelVRML, err.lineno)) try: # print('check newModel.JSON() serialization...') newModelJSON=newModel.JSON() # test export method JSON() for exceptions during export # print(prependLineNumbers(newModelJSON)) # debug print("Python-to-JSON export of JSON output successful (under development)") except Exception as err: # usually SyntaxError print("*** Python-to-JSON export of JSON output failed:", type(err).__name__, err) if newModelJSON: # may have failed to generate print(prependLineNumbers(newModelJSON,err.lineno)) print("python Bluefin21BPAUV.py load and self-test diagnostics complete.")