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4.0
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3#False#0#9,7,8#0,0,0#-6.829166E-05,-0.9397526,-0.3418554/3.551552E-06,-0.939696,-0.3420111/-2.143046E-05,-0.9785365,-0.2060737#0,-0.9396979,-0.3420056
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3#False#0#3,12,13#1,1,0#0,0,1/0,0,1/0,0,1#0,0,1
4#False#0#0,3,13,11#0,0,1,0#0,0,1/0,0,1/0,0,1/0,0,1#0,0,1
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3#True#1#16,2,17#0,0,2#-0.9605078,-0.2782533,2.258288E-05/-0.9994375,-0.03353809,0/-0.9230074,-0.3847812,-0.0008862921#-1,0,0
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3#False#0#19,22,21#1,0,0#-0.000492988,-0.9395777,0.3423353/0.001475244,-0.9408086,0.338935/0.0006235266,-0.9402598,0.3404572#-0.0003572832,-0.939406,0.3428067
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3#True#1#28,29,2#2,0,2#-0.9636313,-0.2672353,0/-0.9335644,-0.3584096,-3.732848E-05/-0.9994375,-0.03353809,0#-1,0,0
3#False#0#11,25,30#0,1,0#0.0004507931,-0.9399992,0.3411765/-4.055422E-05,-0.9396586,0.3421134/0.0001004998,-0.9397429,0.3418823#-3.193645E-05,-0.9396654,0.3420951
4#True#1#31,17,2,29#2,0,0,2#-0.9174578,-0.397833,-0.0005881514/-0.9246861,-0.380729,-0.0009127318/-0.9992645,-0.03834764,0/-0.9349326,-0.3548252,-3.849037E-05#-1,0,0
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4#True#1#6,15,14,2#0,2,2,0#-1,0,0/-0.9636264,-0.267253,-1.483784E-05/-0.9181297,-0.39628,-4.869005E-06/-0.9992645,-0.03834764,0#-1,0,0
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3#True#1#10,59,60#1,2,0#1,0,0/0.9636185,-0.2672814,0/0.9824179,-0.1866951,0#1,0,0
4#True#1#0,10,60,49#0,0,2,0#1,0,0/1,0,0/0.9841334,-0.1774309,0/0.925393,-0.3790088,-7.635614E-05#1,0,0
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4#True#0#2,190,184,178#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#185,191,7,186#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#2,7,196,190#0,0,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#7,179,192,186#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#193,182,3,188#1,0,0,1#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#3,198,194,187#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#195,199,5,189#1,0,0,1#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#197,196,7,191#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#199,198,3,5#1,0,0,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
3#True#1#11,9,8#0,0,0#-0.9952863,-1.019513E-07,0.09698047/-0.9993323,-1.164514E-07,0.03653565/-0.9952869,-1.635868E-08,0.09697466#-0.9952856,-8.315374E-08,0.09698766
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3#False#0#223,103,106#0,0,0#0.09696278,3.074224E-06,-0.9952881/0.09865442,-7.188063E-06,-0.9951218/0.09710884,4.279378E-06,-0.9952738#0.09719551,4.854462E-06,-0.9952653
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4#False#0#67,231,232,69#0,0,0,0#-0.4712592,2.522483E-07,-0.8819948/-0.4710472,-3.09753E-07,-0.882108/-0.4709838,-4.682963E-06,-0.8821419/-0.4713238,-1.331294E-06,-0.8819603#-0.4709838,-4.682963E-06,-0.8821419
3#False#0#64,61,62#0,0,2#-0.5274269,3.362275E-07,-0.8496004/-0.470621,6.617919E-07,-0.8823356/-0.5646307,-1.63079E-07,-0.8253437#-0.4700799,0,-0.8826239
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4#True#1#246,21,16,29#0,0,0,0#-0.9952857,2.152374E-07,-0.09698623/-0.9738877,7.623964E-09,-0.2270304/-0.9867556,9.989697E-08,-0.1622144/-0.9952864,8.71046E-08,-0.09697938#-0.9952857,2.152374E-07,-0.09698623
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3#True#1#191,185,194#0,0,0#0.9950442,6.6077E-09,-0.09943436/0.9950035,-2.517211E-06,-0.09984015/0.9950441,-1.985547E-07,-0.09943586#0.9950364,0,-0.09951148
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3#True#1#200,9,11#0,0,0#-0.9952837,-3.780923E-07,0.09700696/-0.9988143,-2.288133E-07,0.04868253/-0.9952823,-3.992591E-07,0.0970215#-0.9952788,-7.561846E-07,0.0970575
3#True#1#9,200,10#0,0,2#-0.9988143,-2.288133E-07,0.04868252/-0.9952838,-3.780924E-07,0.09700698/-0.9999409,-8.450307E-09,-0.01086088#-0.9952887,0,0.09695643
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3#True#1#188,185,186#0,0,2#0.9866016,1.127444E-08,-0.163148/0.995032,8.980073E-08,-0.09955618/0.9740508,-1.449406E-08,-0.2263293#0.9950259,0,-0.09961664
4#True#1#217,187,185,188#0,0,2,0#0.995033,3.76887E-08,-0.09954599/0.9950365,3.003355E-07,-0.09951068/0.995032,9.776588E-08,-0.09955648/0.9866024,1.261487E-08,-0.1631435#0.995033,3.76887E-08,-0.09954599
3#False#0#218,179,182#0,0,0#0.9574435,-2.163423E-07,-0.2886209/0.9574718,-5.141112E-09,-0.2885269/0.9574555,-3.541441E-08,-0.2885811#0.9574343,-4.326846E-07,-0.2886513
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3#False#0#179,218,181#0,0,0#0.9574718,-5.141112E-09,-0.2885269/0.9574434,-2.163423E-07,-0.2886209/0.9574884,-1.154033E-08,-0.2884719#0.9574526,0,-0.2885905
3#False#0#219,173,176#0,0,0#0.9575136,-3.064603E-07,-0.2883882/0.9575235,-2.921152E-07,-0.288355/0.9363538,-7.758599E-08,-0.3510579#0.9575588,-2.317308E-07,-0.2882382
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3#False#0#173,219,175#0,0,0#0.9575235,-2.921152E-07,-0.2883551/0.9575136,-3.064603E-07,-0.2883882/0.9574696,-4.858207E-07,-0.2885346#0.9574684,-3.811898E-07,-0.2885381
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3#False#0#167,220,169#0,0,0#0.8819371,-4.514194E-07,-0.4713672/0.8817016,-2.01469E-06,-0.4718074/0.8822348,2.800636E-07,-0.4708098#0.881842,0,-0.471545
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3#False#0#158,155,156#0,0,0#0.7723535,-3.604592E-06,-0.635193/0.7723976,-1.836112E-06,-0.6351393/0.7724977,-1.170235E-06,-0.6350177#0.7721674,-5.637711E-06,-0.6354191
3#False#0#155,222,157#0,0,0#0.7723976,-1.836112E-06,-0.6351393/0.7724747,-1.722608E-06,-0.6350455/0.7725107,0,-0.6350018#0.7726351,0,-0.6348504
3#False#0#223,149,152#0,2,0#0.7725707,-4.582545E-07,-0.6349289/0.7601381,3.995277E-07,-0.6497616/0.737229,-2.186815E-07,-0.6756428#0.7725443,-4.911168E-07,-0.6349609
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3#False#0#137,225,139#0,0,0#0.6195373,-8.951176E-07,-0.7849671/0.6351745,-1.012408E-06,-0.7723688/0.6349108,-5.896119E-07,-0.7725855#0.6350449,-1.170821E-06,-0.7724752
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3#False#0#128,125,126#0,0,2#0.4131522,-1.051844E-08,-0.910662/0.4714709,3.036362E-09,-0.8818816/0.3730864,-6.154614E-08,-0.9277966#0.4714361,0,-0.8819003
3#False#0#228,119,122#0,0,0#0.290801,2.088937E-07,-0.9567837/0.2909288,3.558891E-07,-0.9567447/0.2909454,8.405839E-07,-0.9567396#0.2909127,4.177873E-07,-0.9567496
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4#True#1#15,23,27,246#0,0,0,2#-0.9892774,2.430324E-07,-0.1460491/-0.9952843,2.351835E-07,-0.0970017/-0.9952843,2.351835E-07,-0.0970017/-0.9892774,2.430324E-07,-0.1460491#-0.9952811,4.854722E-07,-0.09703392
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4#True#1#191,193,247,198#0,0,0,0#0.99503,-6.864277E-08,-0.0995754/0.9950394,9.227247E-09,-0.09948148/0.9950396,1.845449E-08,-0.09948034/0.9950248,1.410766E-07,-0.09962758#0.9950396,1.845449E-08,-0.09948034
4#True#1#187,192,248,185#0,0,0,0#0.9950365,3.003354E-07,-0.09951068/0.9950383,4.316589E-07,-0.09949304/0.995037,2.55609E-07,-0.09950683/0.995032,9.776588E-08,-0.09955648#0.995037,2.55609E-07,-0.09950683
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4#True#0#6,134,143,142#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#144,151,0,136#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#5,153,146,138#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
3#True#0#154,2,155#0,0,1#0,-1,0/0,-1,0/0,-1,0#0,-0.9999999,0
4#True#0#1,156,148,141#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#6,142,150,149#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#152,160,7,145#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#5,2,161,153#0,0,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#6,149,158,157#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#159,16,0,151#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#162,161,2,154#1,0,0,1#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#2,147,163,155#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#1,168,164,156#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#6,157,166,165#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#167,171,7,160#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#6,165,170,169#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#1,176,172,168#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#6,169,174,173#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#175,179,7,171#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
3#True#0#181,6,177#0,0,1#0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#6,173,178,177#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#1,183,180,176#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
3#True#0#184,6,185#0,0,1#0,-1,0/0,-1,0/0,-1,0#0,-0.9999999,0
4#True#0#182,186,7,179#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#1,6,187,183#0,0,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#188,187,6,184#1,0,0,1#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#6,181,189,185#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#190,191,7,186#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#192,10,7,191#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
3#True#1#13,11,10#0,0,2#0.999473,-9.617681E-10,0.03246146/0.9952866,-1.332011E-09,0.09697694/0.9999411,-8.498116E-10,-0.01085617#0.9952866,0,0.09697717
4#True#1#12,21,11,13#0,0,0,0#0.9952866,1.880812E-09,0.09697667/0.9867399,1.259354E-09,0.1623096/0.9952867,-1.19881E-09,0.09697697/0.999473,-1.30488E-09,0.03246141#0.9952866,-2.39762E-09,0.09697674
4#True#1#193,26,21,12#0,2,0,0#0.9952866,6.159243E-09,0.09697659/0.9808289,3.094774E-09,0.1948709/0.9867399,1.259354E-09,0.1623096/0.9952866,1.880812E-09,0.09697667#0.9952866,6.159243E-09,0.09697659
4#False#0#42,21,26,46#0,0,0,0#0.9567665,2.347925E-09,0.2908573/0.9867399,1.259354E-09,0.1623096/0.9808289,3.094774E-09,0.1948709/0.9567665,2.347925E-09,0.2908573#0.9567665,0,0.290857
4#False#0#64,42,46,194#0,0,0,0#0.9357826,2.077407E-09,0.3525777/0.9567665,2.347925E-09,0.2908573/0.9567665,2.347925E-09,0.2908573/0.9567665,2.347925E-09,0.2908572#0.9567664,4.69585E-09,0.2908575
3#False#0#64,194,68#0,0,2#0.9372203,2.16756E-09,0.348738/0.9567665,2.898119E-09,0.2908572/0.919491,8.711955E-10,0.3931111#0.9567665,0,0.2908569
4#False#0#85,64,68,87#0,0,0,0#0.8818587,4.003533E-10,0.4715137/0.9357826,2.077407E-09,0.3525777/0.9237396,7.5855E-10,0.3830211/0.881859,-4.714711E-09,0.4715133#0.8818586,1.509829E-09,0.471514
3#False#0#195,9,8#2,0,0#0.8699965,-6.020659E-09,0.4930579/0.8547809,-2.638775E-09,0.518989/0.8818589,-7.707687E-09,0.4715133#0.8818585,-5.925875E-09,0.4715143
4#False#0#106,20,9,195#2,0,0,0#0.8028931,-1.576346E-09,0.5961229/0.8028931,-1.576346E-09,0.5961229/0.8575925,-2.96653E-09,0.5143299/0.8659212,-6.964401E-09,0.5001806#0.8312493,0,0.5558999
3#False#0#197,40,121#0,0,0#0.7725925,2.557469E-09,0.6349022/0.740808,4.361616E-10,0.6717168/0.7725925,5.519032E-10,0.6349024#0.7725924,5.114939E-09,0.6349024
4#False#0#121,40,20,106#0,0,0,0#0.7725924,9.830322E-10,0.6349024/0.740808,4.932727E-10,0.6717168/0.8028931,-1.576346E-09,0.5961229/0.8028931,-1.576346E-09,0.5961229#0.7725925,-3.148874E-09,0.6349022
3#False#0#40,197,130#0,0,2#0.740808,4.361617E-10,0.6717168/0.7725925,2.557469E-09,0.6349022/0.6836855,-1.965222E-09,0.7297767#0.7725927,0,0.6349021
3#False#0#130,61,40#0,0,0#0.6836855,-1.965222E-09,0.7297767/0.6349023,-3.323354E-09,0.7725924/0.740808,4.361616E-10,0.6717167#0.6349022,0,0.7725926
3#False#0#198,82,138#0,0,0#0.6349022,5.434626E-09,0.7725925/0.5962186,9.010806E-10,0.8028221/0.6349022,1.507424E-09,0.7725925#0.6349018,1.086925E-08,0.7725928
4#False#0#138,82,61,130#0,0,0,0#0.6349021,2.443607E-09,0.7725926/0.5962186,8.474209E-10,0.8028221/0.6349023,-2.991019E-09,0.7725925/0.6836855,-2.002467E-09,0.7297767#0.6349024,-5.982038E-09,0.7725924
3#False#0#82,198,146#0,0,2#0.5962186,9.010805E-10,0.8028221/0.6349022,5.434626E-09,0.7725925/0.5467188,-8.712407E-10,0.8373162#0.6349026,0,0.7725922
4#False#0#102,82,146,153#0,0,0,0#0.4715141,-3.209047E-09,0.8818585/0.5962186,8.47421E-10,0.8028221/0.5558996,-7.585871E-10,0.8312496/0.4715141,-3.209047E-09,0.8818585#0.471514,-1.509829E-09,0.8818586
4#False#0#119,102,153,199#0,0,0,0#0.4130539,-1.643086E-09,0.9107066/0.4715141,-3.209047E-09,0.8818585/0.4715141,-3.209047E-09,0.8818585/0.471514,-2.454132E-09,0.8818586#0.4715142,-4.908264E-09,0.8818585
3#False#0#119,199,161#0,0,2#0.4167844,-1.815181E-09,0.9090053/0.471514,-2.64799E-09,0.8818586/0.3525777,-2.772647E-09,0.9357826#0.4715137,0,0.8818586
4#False#0#101,100,154,155#0,0,0,0#0.2908569,8.335E-10,0.9567666/0.2908561,1.814223E-09,0.9567668/0.2908551,5.144796E-09,0.9567672/0.2908569,8.335E-10,0.9567666#0.2908568,1.240863E-09,0.9567667
3#False#0#163,81,200#2,0,0#0.1948688,0,0.9808294/0.1948701,5.963925E-10,0.980829/0.2908578,9.820228E-10,0.9567663#0.2908583,0,0.9567661
4#False#0#80,201,200,81#0,0,0,0#0.2908571,1.096889E-09,0.9567665/0.2908571,1.096889E-09,0.9567665/0.2908578,8.838205E-10,0.9567663/0.1948701,2.743123E-10,0.9808291#0.2908573,1.767641E-09,0.9567665
4#False#0#60,59,139,140#0,0,0,0#0.09697645,-3.132383E-09,0.9952867/0.09697592,3.511355E-09,0.9952868/0.09697521,5.604915E-09,0.9952868/0.09697645,-3.132383E-09,0.9952867#0.09697458,1.120983E-08,0.9952869
3#False#0#132,39,131#2,0,0#-0.03246175,3.322899E-10,0.999473/0.03246205,-8.781231E-10,0.9994729/0.09697824,1.294715E-10,0.9952865#0.09697702,0,0.9952866
3#False#0#39,38,131#0,0,0#0.03246205,-8.781232E-10,0.999473/0.09697802,-6.256899E-09,0.9952866/0.09697824,1.294715E-10,0.9952865#0.09697842,-2.623335E-09,0.9952865
3#False#0#38,202,203#0,0,0#0.09697802,-6.256899E-09,0.9952866/0.09697746,-1.527049E-08,0.9952866/0.09697765,-1.52601E-09,0.9952866#0.09697603,-6.06377E-09,0.9952867
4#False#0#19,18,122,123#0,0,0,0#-0.09697694,1.805316E-09,0.9952867/-0.09697715,2.367846E-10,0.9952866/-0.09697711,3.551768E-10,0.9952866/-0.09697694,1.805316E-09,0.9952867#-0.09697714,-8.330145E-11,0.9952867
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3#False#0#79,69,70#0,0,2#-0.3525775,2.643154E-09,0.9357826/-0.2908573,3.52038E-09,0.9567665/-0.3931108,1.232144E-09,0.9194912#-0.2908568,0,0.9567667
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3#True#1#114,93,128#0,2,0#-0.9952866,7.997555E-10,0.09697668/-0.9973469,7.121806E-10,0.07279692/-0.9990672,-1.384106E-09,0.04318154#-0.9952866,-3.108433E-09,0.09697766
4#True#1#111,125,136,218#0,0,0,2#-0.998821,-4.398363E-09,-0.04854571/-0.9952866,-4.59019E-09,-0.09697653/-0.9952867,-6.885284E-09,-0.0969765/-0.998821,-4.398363E-09,-0.04854571#-0.9952867,-8.786356E-09,-0.09697669
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3#True#1#136,125,144#0,0,0#-0.9952867,-7.099447E-09,-0.09697652/-0.9952866,-3.842245E-09,-0.09697656/-0.9867399,-1.982466E-09,-0.1623095#-0.9952867,-4.984213E-09,-0.09697632
3#True#1#144,125,133#0,0,2#-0.9867399,-1.982466E-09,-0.1623095/-0.9952867,-3.842245E-09,-0.09697656/-0.9728936,-5.503287E-10,-0.2312531#-0.9952866,0,-0.09697656
3#False#0#151,133,141#0,0,0#-0.9567665,1.98034E-12,-0.2908571/-0.9728937,-5.503287E-10,-0.2312531/-0.9567665,5.232759E-10,-0.2908572#-0.9567665,-2.519001E-10,-0.290857
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3#False#0#220,17,16#0,0,0#-0.8818586,-2.018477E-09,-0.471514/-0.8818587,-2.986295E-09,-0.4715137/-0.8818587,-4.745656E-09,-0.4715138#-0.8818587,-6.542628E-09,-0.4715138
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4#False#0#63,62,224,172#0,0,0,2#-0.7071058,1.505328E-09,-0.7071078/-0.7725931,-8.602761E-09,-0.6349016/-0.7725924,-1.715688E-09,-0.6349023/-0.7071058,1.505328E-09,-0.7071078#-0.7725927,0,-0.634902
3#False#0#62,225,224#0,0,0#-0.7725931,-9.505616E-09,-0.6349015/-0.7725937,-1.719326E-08,-0.6349009/-0.7725925,-1.525056E-09,-0.6349023#-0.7725922,-3.431376E-09,-0.6349026
3#False#0#176,23,226#0,0,0#-0.6349032,-1.060783E-08,-0.7725917/-0.6349033,-1.116045E-08,-0.7725916/-0.6349033,-9.992968E-09,-0.7725916#-0.6349044,-2.135442E-08,-0.7725907
3#False#0#226,23,22#0,0,0#-0.6349033,-9.992968E-09,-0.7725917/-0.6349033,-1.116045E-08,-0.7725917/-0.6349026,-2.124002E-09,-0.7725923#-0.6349028,-4.859162E-09,-0.772592
3#False#0#180,25,227#2,0,0#-0.5467138,-8.712401E-10,-0.8373196/-0.5829429,-2.270634E-09,-0.8125131/-0.6348982,-3.175358E-09,-0.7725958#-0.634892,0,-0.7726009
3#False#0#227,25,24#2,0,0#-0.6348982,-3.175357E-09,-0.7725959/-0.5829429,-2.270634E-09,-0.8125131/-0.6349018,-5.357432E-09,-0.7725929#-0.6349,-5.651449E-09,-0.7725944
4#False#0#45,25,180,183#0,0,0,0#-0.4715141,-3.209047E-09,-0.8818585/-0.582943,-2.397405E-09,-0.8125131/-0.5558938,-7.585865E-10,-0.8312533/-0.4715141,-3.209047E-09,-0.8818585#-0.471514,-1.509829E-09,-0.8818586
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3#False#0#67,229,187#0,0,2#-0.4167844,-1.815181E-09,-0.9090053/-0.471514,-2.64799E-09,-0.8818586/-0.3525777,-2.772647E-09,-0.9357826#-0.4715137,0,-0.8818586
3#False#0#44,43,184#0,0,0#-0.2908569,1.977803E-10,-0.9567666/-0.290856,1.87861E-09,-0.9567669/-0.290856,2.553398E-09,-0.9567669#-0.2908569,0,-0.9567666
4#False#0#185,65,44,184#0,0,0,0#-0.2908571,-1.887434E-09,-0.9567665/-0.1948703,-1.290116E-09,-0.9808291/-0.290857,1.917897E-10,-0.9567666/-0.2908557,3.144103E-09,-0.956767#-0.290857,3.835794E-10,-0.9567665
4#False#0#230,189,65,185#0,2,0,0#-0.2908573,-4.158447E-09,-0.9567665/-0.1948698,-7.372021E-10,-0.9808291/-0.1948702,-1.290116E-09,-0.9808291/-0.2908571,-1.887434E-09,-0.9567665#-0.2908573,-4.158447E-09,-0.9567665
3#False#0#178,86,177#0,0,0#-0.09697564,1.102511E-08,-0.9952867/-0.09697569,6.331712E-09,-0.9952868/-0.09697481,7.230564E-09,-0.9952868#-0.09697346,2.236962E-08,-0.995287
3#False#0#86,65,177#0,0,0#-0.09697568,6.331711E-09,-0.9952868/-0.1948702,-1.311621E-09,-0.9808291/-0.09697482,7.230565E-09,-0.9952868#-0.09697612,-4.05159E-09,-0.9952867
4#False#0#105,86,178,231#0,0,0,0#-0.03246187,3.910759E-10,-0.999473/-0.09697566,6.752326E-09,-0.9952867/-0.09697543,1.215428E-08,-0.9952868/-0.09697746,5.208507E-10,-0.9952866#-0.09697741,1.938954E-09,-0.9952866
3#False#0#170,120,169#0,0,0#0.09697691,2.009207E-09,-0.9952866/0.096977,5.331203E-10,-0.9952867/0.09697715,3.331724E-11,-0.9952866#0.09697712,-8.330144E-11,-0.9952866
4#False#0#129,120,170,232#0,0,0,0#0.1623093,3.875105E-09,-0.9867399/0.09697702,1.245748E-09,-0.9952866/0.09697695,1.805316E-09,-0.9952867/0.09697621,6.01943E-09,-0.9952867#0.09697674,3.693933E-09,-0.9952866
3#False#0#233,145,158#0,0,0#0.2908574,5.28308E-09,-0.9567665/0.3169505,2.853741E-09,-0.9484421/0.2908574,4.250385E-09,-0.9567665#0.2908576,7.997014E-09,-0.9567664
4#False#0#158,145,137,157#0,0,0,0#0.2908574,4.612679E-09,-0.9567665/0.3141805,2.951279E-09,-0.9493633/0.2908571,3.821082E-10,-0.9567665/0.2908571,3.821082E-10,-0.9567665#0.2908573,1.228345E-09,-0.9567665
3#False#0#234,142,152#0,0,0#0.4715146,7.128509E-09,-0.8818583/0.4715145,5.457607E-09,-0.8818583/0.4715142,4.275977E-09,-0.8818585#0.4715145,1.018243E-08,-0.8818583
3#False#0#152,142,143#0,0,0#0.4715142,4.275977E-09,-0.8818585/0.4715145,5.457607E-09,-0.8818583/0.471514,2.361977E-10,-0.8818586#0.4715141,2.870203E-09,-0.8818586
4#False#0#134,135,160,236#0,2,0,0#0.4715141,-2.646814E-09,-0.8818586/0.5829453,-6.413162E-10,-0.8125113/0.5558968,-1.719635E-09,-0.8312514/0.4715141,-2.646814E-09,-0.8818586#0.4715142,-3.42262E-09,-0.8818585
4#False#0#126,127,167,237#0,0,0,0#0.634902,1.192859E-09,-0.7725927/0.6349023,-1.029223E-09,-0.7725924/0.6349023,-1.029223E-09,-0.7725924/0.634902,1.192859E-09,-0.7725927#0.6349026,8.787694E-10,-0.7725922
3#False#0#240,95,175#2,0,0#0.7515576,-1.966899E-09,-0.6596674/0.7488862,-2.963297E-09,-0.6626986/0.7725921,-7.871235E-09,-0.6349028#0.7725925,-3.929643E-09,-0.6349024
3#False#0#175,95,113#0,0,0#0.7725921,-7.871235E-09,-0.6349027/0.7488863,-2.963298E-09,-0.6626986/0.7725921,-6.435667E-09,-0.6349027#0.7725924,-5.538398E-09,-0.6349024
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3#False#0#243,31,32#0,0,0#0.8818499,4.313015E-07,-0.4715302/0.8818237,2.755572E-07,-0.4715794/0.8818884,5.240006E-07,-0.4714582#0.8818356,1.860284E-07,-0.4715569
3#False#0#245,109,186#0,0,0#0.8818586,1.356439E-09,-0.471514/0.8818586,3.436724E-09,-0.4715139/0.9107064,1.724649E-09,-0.4130542#0.8818588,5.486663E-09,-0.4715137
3#False#0#186,109,110#0,0,2#0.9107065,1.724649E-09,-0.4130543/0.8818587,3.436724E-09,-0.4715139/0.9278773,-2.34474E-10,-0.3728856#0.8818585,0,-0.4715142
4#False#0#91,92,190,246#0,0,0,0#0.9567666,2.108104E-09,-0.2908568/0.9567668,4.621755E-09,-0.2908563/0.9567668,4.621755E-09,-0.2908563/0.9567667,3.385563E-09,-0.2908565#0.956767,8.529682E-09,-0.2908558
3#False#0#91,246,247#0,0,0#0.9567667,2.480447E-09,-0.2908567/0.9567667,3.502356E-09,-0.2908564/0.9567665,-1.014916E-09,-0.2908573#0.9567665,-1.758555E-09,-0.2908572
4#False#0#72,73,191,248#0,2,0,0#0.9567665,-5.737966E-10,-0.2908572/0.9808289,8.746242E-10,-0.1948711/0.9808289,8.746242E-10,-0.1948711/0.9567665,-5.737966E-10,-0.2908572#0.9567665,-1.861421E-09,-0.2908575
3#True#1#249,50,192#0,0,0#0.9952867,1.123517E-08,-0.09697565/0.9952868,8.887584E-09,-0.09697583/0.9952867,7.093903E-09,-0.09697619#0.9952868,1.442493E-08,-0.09697526
3#True#1#192,50,51#0,0,0#0.9952867,7.093903E-09,-0.09697618/0.9952868,8.887584E-09,-0.09697583/0.9952866,3.047458E-09,-0.09697674#0.9952868,8.759357E-09,-0.0969757
3#True#1#50,249,250#0,0,0#0.9952868,8.887584E-09,-0.09697583/0.9952867,1.123517E-08,-0.09697565/0.9952867,5.57586E-09,-0.0969763#0.9952866,8.045411E-09,-0.09697604
4#True#1#51,13,10,192#0,0,0,0#0.9952867,3.629367E-09,-0.09697664/0.999473,-1.30488E-09,0.03246141/1,-7.538647E-10,-2.058613E-07/0.9952867,7.227887E-09,-0.09697618#0.9952866,-1.500623E-09,-0.09697758
4#False#0#8,87,196,195#0,0,0,0#0.8818589,-7.193279E-09,0.4715134/0.881859,-4.714711E-09,0.4715133/0.8818595,-1.494484E-08,0.4715123/0.8659211,-6.9644E-09,0.5001805#0.8818595,-1.494484E-08,0.4715123
3#False#0#87,8,85#0,0,0#0.8818591,-5.549549E-09,0.4715132/0.881859,-7.707687E-09,0.4715133/0.8818587,5.515882E-10,0.4715138#0.8818588,-7.091228E-10,0.4715135
4#False#0#100,162,251,154#0,0,0,0#0.2908561,1.814223E-09,0.9567668/0.2908565,-1.254258E-09,0.9567667/0.2908534,9.048729E-09,0.9567677/0.2908551,5.144796E-09,0.9567672#0.2908534,9.048729E-09,0.9567677
3#False#0#100,118,162#0,0,0#0.2908559,2.188826E-09,0.9567669/0.2908575,-4.50222E-09,0.9567664/0.2908561,-3.956764E-10,0.9567668#0.2908582,-4.846922E-09,0.9567662
4#False#0#80,101,155,201#0,0,0,0#0.2908571,1.096889E-09,0.9567665/0.2908569,8.335E-10,0.9567666/0.2908569,8.335E-10,0.9567666/0.2908571,1.096889E-09,0.9567665#0.290857,4.26137E-10,0.9567666
3#False#0#59,252,139#0,0,0#0.09697607,2.551571E-09,0.9952868/0.0969767,-1.255684E-09,0.9952866/0.09697514,6.222123E-09,0.9952868#0.09697583,0,0.9952867
4#False#0#59,81,147,252#0,2,0,0#0.09697591,3.511355E-09,0.9952867/0.1948701,2.743123E-10,0.9808291/0.09697413,-3.378822E-10,0.9952869/0.09697658,-3.378822E-10,0.9952866#0.09697732,-6.757643E-10,0.9952866
3#False#0#38,203,131#0,0,0#0.09697802,-6.256899E-09,0.9952866/0.09697765,-1.52601E-09,0.9952866/0.09697823,1.294715E-10,0.9952865#0.09697928,3.01175E-09,0.9952864
4#False#0#38,60,140,202#0,0,0,0#0.09697801,-5.787488E-09,0.9952866/0.09697645,-3.132383E-09,0.9952867/0.09697645,-3.132383E-09,0.9952867/0.09697717,-1.176918E-08,0.9952866#0.09697832,-1.74746E-08,0.9952866
4#False#0#18,132,253,122#0,0,0,0#-0.09697715,2.367846E-10,0.9952866/-0.03246173,2.656645E-10,0.999473/-0.09697711,7.936553E-10,0.9952867/-0.09697711,3.551768E-10,0.9952866#-0.09697711,7.936553E-10,0.9952867
3#False#0#132,18,39#0,0,0#-0.03246175,3.322899E-10,0.999473/-0.09697714,2.767953E-10,0.9952866/0.03246205,-8.781232E-10,0.999473#-0.0969772,0,0.9952866
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4#False#0#37,108,88,58#0,0,0,0#-0.1623093,3.875105E-09,0.9867399/-0.1948704,3.959787E-09,0.980829/-0.2908571,2.008404E-10,0.9567665/-0.290857,-1.119118E-10,0.9567665#-0.290857,-4.641284E-10,0.9567666
4#False#0#205,58,89,254#0,0,0,0#-0.2908574,2.799634E-09,0.9567665/-0.290857,-1.119118E-10,0.9567665/-0.2908571,6.419645E-11,0.9567665/-0.2908574,2.799634E-09,0.9567665#-0.2908571,-7.374162E-10,0.9567666
4#False#0#205,254,69,79#0,0,0,0#-0.2908574,2.799634E-09,0.9567665/-0.2908574,2.799634E-09,0.9567665/-0.2908573,3.168342E-09,0.9567665/-0.3525776,2.861754E-09,0.9357826#-0.2908577,6.336684E-09,0.9567664
4#False#0#70,47,207,79#0,0,0,0#-0.3830208,1.111334E-09,0.9237397/-0.471514,4.24289E-09,0.8818586/-0.4715139,4.929233E-09,0.8818586/-0.3525776,2.861754E-09,0.9357826#-0.4715136,2.212015E-09,0.8818588
4#False#0#48,27,208,99#0,0,0,0#-0.471514,4.995981E-10,0.8818586/-0.4715141,-2.646814E-09,0.8818586/-0.4715141,-2.646814E-09,0.8818586/-0.471514,2.881883E-09,0.8818585#-0.4715139,-1.871007E-09,0.8818586
4#False#0#29,115,209,210#0,0,0,0#-0.6348922,-1.016435E-07,0.7726008/-0.6348931,-1.017679E-07,0.7726/-0.6348741,-3.144102E-07,0.7726157/-0.6348906,-1.041616E-07,0.7726022#-0.6348741,-3.144102E-07,0.7726157
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3#False#0#210,28,29#2,0,0#-0.6348929,-7.787004E-08,0.7726002/-0.5829449,-2.138313E-10,0.8125117/-0.6348913,-1.161019E-07,0.7726015#-0.6349,1.925461E-09,0.7725944
4#False#0#30,97,116,115#0,0,0,0#-0.6349025,1.828032E-09,0.7725922/-0.6596674,-6.907936E-10,0.7515576/-0.6349028,1.552324E-09,0.7725921/-0.6348931,-1.017679E-07,0.7726#-0.6349028,1.552324E-09,0.7725921
4#False#0#49,77,98,97#0,0,0,0#-0.7241634,-5.85276E-09,0.6896284/-0.7407295,-7.123278E-09,0.6718032/-0.7071068,0,0.7071068/-0.6596674,-6.907936E-10,0.7515576#-0.7071068,0,0.7071068
4#False#0#71,56,78,49#0,0,0,0#-0.7725925,-1.431291E-09,0.6349022/-0.7725925,-1.49047E-09,0.6349022/-0.7725922,-9.856034E-09,0.6349028/-0.7241634,-5.85276E-09,0.6896284#-0.7725924,-5.482439E-09,0.6349024
3#False#0#35,255,14#0,0,0#-0.8818588,-1.345134E-09,0.4715138/-0.8818583,1.403898E-09,0.4715143/-0.8818964,4.785842E-07,0.4714432#-0.8818586,2.428979E-09,0.471514
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3#False#0#256,104,103#2,0,0#-0.8699958,-2.082367E-09,-0.4930591/-0.8547809,-2.001309E-10,-0.518989/-0.8818584,-1.914112E-09,-0.4715145#-0.8818582,-4.494322E-10,-0.4715146
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ラワンベニヤ
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partsArrangeTop
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partsArrangeTop
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partsArrangeTop
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partsArrangeTop
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partsArrangeTop
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partsArrangeTop
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partsArrangeTop
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partsArrangeTop
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partsArrangeTop
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partsArrangeTop
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partsArrangeTop
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partsArrangeLeft
0,0
0.91,0.012,1.82
3500
eModelTypePlyWood
ラワンベニヤ
eCutListPartsTypeBase
28
partsArrangeTop
partsArrangeLeft
0,0
0.91,0.012,1.82
3500
eModelTypePlyWood
ラワンベニヤ
eCutListPartsTypeBase
31
partsArrangeTop
partsArrangeLeft
0,0
0.91,0.012,1.82
3500
eModelTypePlyWood
ラワンベニヤ
eCutListPartsTypeBase
35
partsArrangeTop
partsArrangeLeft
0,0
0.91,0.012,1.82
3500
eModelTypePlyWood
ラワンベニヤ
eCutListPartsTypeSeparator
0.004,0.004,0.065
釘
φ4.0mm
eModelTypeCylinder
eCutListPartsTypeBase
29
partsArrangeTop
partsArrangeLeft
0,0
0.004,0.004,0.065
1000
eModelTypeCylinder
釘
eCutListPartsTypeSeparator
0.91,0.03,1.82
既存家具等材料
910.0mm x 30.0mm
eModelTypeLumber
eCutListPartsTypeBase
56
partsArrangeTop
partsArrangeLeft
0,0
0.91,0.03,1.82
0
eModelTypeLumber
既存家具等材料