_2xModel>
5.0
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4#True#0#308,310,137,306#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#309,311,3,307#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#312,156,137,310#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#313,314,3,311#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#315,226,3,314#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
3#True#1#214,168,316#0,1,2#-0.9999921,6.259095E-08,-0.003955427/-0.9951831,1.001698E-07,-0.09803429/-1,0,-1.086306E-06#-0.9951831,0,-0.09803407
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3#True#1#275,301,291#0,0,0#0.9951831,3.726284E-08,0.09803411/0.9977732,2.623002E-08,0.06669813/0.9873154,1.592899E-07,0.1587718#0.9951829,3.005095E-07,0.09803457
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4#False#0#266,187,194,177#0,0,0,0#0.8725094,3.017491E-08,-0.4885973/0.8819264,3.251153E-08,-0.4713873/0.8819266,1.25655E-07,-0.4713869/0.8819265,4.69603E-08,-0.4713871#0.8819266,1.25655E-07,-0.4713869
4#False#0#195,188,288,196#0,0,0,0#0.9569386,0,-0.2902904/0.9238803,0,-0.3826814/0.9238804,-4.679479E-08,-0.3826814/0.9569386,-7.907877E-08,-0.2902906#0.9569386,0,-0.2902904
3#True#1#301,248,276#0,0,0#0.9977732,2.623002E-08,0.06669812/0.9951831,-1.426204E-07,0.09803398/0.9951831,6.207517E-08,0.09803429#0.9951831,2.149398E-08,0.09803448
4#True#1#301,275,247,248#0,0,0,0#0.9978505,2.457534E-08,0.06553099/0.9951831,1.707508E-08,0.09803408/0.9951831,-2.663593E-07,0.09803355/0.9951831,-1.224327E-07,0.09803402#0.9951831,-2.663593E-07,0.09803355
4#True#1#291,301,302,303#0,0,0,2#0.9866543,1.583758E-07,0.1628288/0.9978505,2.457534E-08,0.065531/0.9951831,1.725844E-07,0.09803431/0.9646677,-2.047267E-07,0.2634695#0.9951831,1.725844E-07,0.09803431
3#False#0#243,303,242#2,0,0#0.9569288,-5.758913E-09,0.2903226/0.96439,-2.199784E-07,0.2644838/0.9569306,-2.048808E-07,0.2903169#0.9569301,-1.151783E-08,0.2903185
4#False#0#303,241,236,237#0,0,0,0#0.9646677,-2.047267E-07,0.2634695/0.956931,-5.853228E-07,0.2903155/0.9569305,3.772155E-07,0.290317/0.9569309,-6.388334E-08,0.290316#0.9569305,3.772155E-07,0.290317
4#False#0#269,303,297,298#0,0,0,2#0.9469283,-4.881924E-07,0.3214452/0.9646677,-2.047267E-07,0.2634695/0.9569308,8.48508E-08,0.2903163/0.9081265,-1.555803E-07,0.4186958#0.9569308,8.48508E-08,0.2903163
4#False#0#303,269,274,241#0,0,0,0#0.9646677,-2.047267E-07,0.2634695/0.9469283,-4.881924E-07,0.3214452/0.9569315,-1.547861E-06,0.2903139/0.956931,-5.853228E-07,0.2903155#0.9569315,-1.547861E-06,0.2903139
4#False#0#298,233,270,269#2,0,0,0#0.9081265,-1.555803E-07,0.4186958/0.9040031,7.270206E-09,0.4275259/0.9238836,0,0.3826737/0.9469283,-4.881924E-07,0.3214452#0.9238836,0,0.3826737
4#False#0#298,235,232,233#0,0,0,0#0.9081265,-1.555803E-07,0.4186958/0.8819472,-4.606088E-07,0.471348/0.8819468,1.452291E-08,0.4713491/0.9040031,7.270206E-09,0.4275259#0.8819468,1.452291E-08,0.4713491
3#False#0#289,290,238#0,0,0#0.881947,-5.999303E-08,0.4713486/0.8109835,3.13082E-07,0.585069/0.881947,8.956119E-09,0.4713486#0.8819469,-3.735332E-08,0.4713488
4#False#0#238,273,298,289#0,0,0,0#0.881947,7.835565E-09,0.4713486/0.8819474,-4.374403E-07,0.4713479/0.9081265,-1.555803E-07,0.4186958/0.8819469,1.175335E-08,0.4713488#0.881947,6.086002E-08,0.4713487
4#False#0#290,245,271,239#0,0,0,0#0.8128121,3.791626E-07,0.5825258/0.7730263,1.055686E-07,0.634374/0.7730266,-5.371874E-08,0.6343737/0.8314919,-2.698937E-08,0.5555369#0.7730266,-5.371874E-08,0.6343737
4#False#0#290,250,244,245#0,0,0,0#0.8128121,3.791626E-07,0.5825258/0.7730279,-1.324289E-06,0.6343721/0.7730261,2.64856E-07,0.6343744/0.7730263,1.055686E-07,0.634374#0.7730261,2.64856E-07,0.6343744
3#False#0#355,356,279#0,0,0#0.7730266,1.426221E-07,0.6343736/0.7730266,9.180332E-08,0.6343736/0.7299342,2.261996E-07,0.6835174#0.7730247,6.756937E-07,0.6343758
3#False#0#279,356,317#0,1,2#0.7299342,2.261996E-07,0.6835174/0.7730266,9.180332E-08,0.6343736/0.6583649,3.987438E-07,0.752699#0.7730264,0,0.6343738
3#False#0#279,317,253#0,0,0#0.7299342,2.261996E-07,0.6835174/0.6583648,3.987438E-07,0.752699/0.6343749,-5.020252E-09,0.7730256#0.6343766,0,0.7730241
3#False#0#257,317,256#0,0,0#0.6343737,1.401864E-07,0.7730266/0.6583648,3.987438E-07,0.752699/0.6343723,8.645595E-07,0.7730277#0.6343728,4.802076E-07,0.7730273
4#False#0#317,257,252,253#0,0,0,0#0.659245,3.765022E-07,0.7519283/0.6343733,1.877395E-07,0.7730269/0.6343737,-1.047287E-07,0.7730266/0.6343752,-5.236435E-08,0.7730253#0.6343737,-1.047287E-07,0.7730266
4#False#0#318,286,261,262#2,0,0,0#0.5245088,-8.543329E-08,0.851405/0.5956817,-8.962135E-08,0.8032206/0.6343736,-1.790268E-07,0.7730266/0.6343727,5.661558E-07,0.7730274#0.6343736,-1.790268E-07,0.7730266
4#False#0#318,319,357,286#0,1,1,0#0.5245088,-8.543329E-08,0.851405/0.5140907,-1.503526E-07,0.8577358/0.5555549,0,0.8314798/0.5956817,-8.962135E-08,0.8032206#0.5555549,0,0.8314798
4#False#0#318,323,361,360#0,1,1,0#0.5245088,-8.543329E-08,0.851405/0.4713873,-1.419576E-07,0.8819264/0.4713875,-2.91824E-07,0.8819262/0.4713874,-1.029394E-07,0.8819263#0.4713875,-2.91824E-07,0.8819262
3#False#0#362,321,363#0,0,1#0.2902885,2.336206E-07,0.9569392/0.3076282,1.569835E-05,0.9515066/0.2902994,-3.046975E-06,0.9569359#0.2902898,7.683098E-08,0.9569387
4#False#0#321,364,325,324#0,1,1,0#0.3072132,1.532746E-05,0.9516407/0.2901303,8.52068E-05,0.9569872/0.2902963,-2.437335E-06,0.9569368/0.2902925,-8.870189E-07,0.956938#0.2902963,-2.437335E-06,0.9569368
3#False#0#366,321,328#0,0,1#0.2902899,3.04576E-07,0.9569387/0.3076282,1.569835E-05,0.9515066/0.2667345,-1.381405E-07,0.96377#0.290291,-3.718718E-07,0.9569384
3#False#0#326,330,367#0,1,2#0.1559109,-1.676549E-08,0.9877712/0.09803413,4.485864E-08,0.9951831/0.13053,3.574456E-08,0.9914444#0.09803422,7.141257E-08,0.9951831
4#False#0#326,333,329,330#0,1,1,0#0.1563808,-1.328253E-08,0.9876969/0.06542651,-3.184919E-08,0.9978573/0.09803431,-1.446515E-07,0.9951831/0.09803426,-3.661947E-08,0.9951831#0.09803431,-1.446515E-07,0.9951831
3#False#0#331,335,368#0,1,2#-0.03981053,1.524665E-07,0.9992072/-0.09803456,1.621336E-07,0.995183/-0.06542587,6.826654E-08,0.9978574#-0.09803471,1.363868E-07,0.995183
4#False#0#370,336,371,369#1,2,0,0#-0.09803323,-2.416334E-07,0.9951832/-0.2431037,3.151846E-08,0.9700003/-0.1951013,-1.297917E-07,0.980783/-0.09803323,-2.416334E-07,0.9951832#-0.09803279,-1.544641E-07,0.9951832
4#False#0#373,370,369,372#1,0,0,0#-0.09803444,-1.073075E-07,0.9951831/-0.09803323,-2.416334E-07,0.9951832/-0.09803323,-2.416334E-07,0.9951832/-0.09803455,-1.077135E-07,0.9951831#-0.09803367,-3.288027E-07,0.9951831
3#False#0#373,372,374#0,0,0#-0.09803438,-1.214011E-07,0.9951831/-0.09803448,-1.36715E-07,0.995183/-0.09803512,3.27835E-07,0.995183#-0.09803543,1.133757E-07,0.995183
3#False#0#331,373,374#1,0,0#-0.03981053,1.524665E-07,0.9992072/-0.09803438,-1.214011E-07,0.9951831/-0.09803511,3.27835E-07,0.995183#-0.09803419,-1.064953E-07,0.995183
3#False#0#376,377,378#0,0,0#-0.2902913,7.296424E-08,0.9569383/-0.2902927,6.75904E-07,0.956938/-0.2902914,2.97626E-07,0.9569383#-0.2902941,1.11147E-06,0.9569375
3#False#0#380,381,382#0,0,0#-0.471389,1.059079E-06,0.8819255/-0.4713877,1.390355E-07,0.8819261/-0.4713876,3.290506E-08,0.8819262#-0.4713871,-1.16165E-07,0.8819265
4#False#0#339,380,340,341#0,0,1,2#-0.4127892,9.080012E-07,0.9108267/-0.4713887,8.725524E-07,0.8819255/-0.4713907,2.187058E-06,0.8819245/-0.3826828,1.088031E-06,0.9238797#-0.4713907,2.187058E-06,0.8819245
3#False#0#380,339,381#0,1,0#-0.471389,1.059079E-06,0.8819255/-0.4165289,9.931834E-07,0.9091225/-0.4713877,1.390355E-07,0.8819261#-0.4713884,5.467638E-07,0.8819257
4#False#0#305,385,344,307#2,1,2,0#-0.6715494,-1.54085E-07,0.7409598/-0.6715494,-1.54085E-07,0.7409598/-0.740959,-6.785634E-07,0.6715503/-0.740959,-6.785634E-07,0.6715503#-0.707107,0,0.7071066
3#False#0#388,387,281#0,1,0#-0.7730273,8.410797E-08,0.6343729/-0.7730268,5.854497E-08,0.6343734/-0.7730275,4.171286E-08,0.6343726#-0.7730266,-9.93E-08,0.6343736
4#False#0#255,389,311,309#0,0,0,2#-0.8492575,1.34394E-08,0.527979/-0.8819267,1.04587E-07,0.4713868/-0.8819264,-3.301875E-08,0.4713871/-0.8314754,-1.015124E-07,0.5555615#-0.8819264,-3.301875E-08,0.4713871
4#False#0#259,294,315,390#0,2,0,0#-0.9569417,2.664767E-06,0.2902802/-0.9891917,-1.028162E-06,0.1466286/-0.9807829,-1.488967E-07,0.1951021/-0.9569378,-6.433897E-07,0.290293#-0.9569384,-1.366166E-07,0.2902911
3#False#0#391,258,390#0,0,0#-0.9569358,-2.455182E-06,0.2902997/-0.9569379,-6.860528E-07,0.2902928/-0.9569378,-6.553298E-07,0.290293#-0.9569301,-7.259704E-06,0.2903184
3#False#0#390,258,259#0,0,0#-0.9569379,-6.553299E-07,0.290293/-0.9569379,-6.860528E-07,0.2902928/-0.9569414,2.352762E-06,0.2902814#-0.9569451,5.466151E-06,0.2902693
3#False#0#314,283,391#2,0,0#-0.9469329,7.946682E-08,0.3214313/-0.9456178,-3.31271E-08,0.3252797/-0.9569358,-2.455182E-06,0.2902997#-0.9569388,1.587635E-07,0.2902901
3#False#0#391,283,258#0,0,0#-0.9569358,-2.455182E-06,0.2902997/-0.9456178,-3.312709E-08,0.3252797/-0.9569378,-6.860528E-07,0.2902928#-0.9569386,-2.646058E-07,0.2902907
4#True#1#226,315,294,225#0,0,0,0#-0.9951831,-1.597431E-07,0.09803432/-0.9807829,-1.488967E-07,0.1951021/-0.9891917,-1.028162E-06,0.1466286/-0.9951831,4.351226E-07,0.09803332#-0.9951831,-1.597431E-07,0.09803432
3#True#1#285,214,229#0,0,0#-0.9951829,-1.516092E-06,0.09803627/-0.9999921,6.259095E-08,-0.003955427/-0.9951829,-1.794124E-06,0.09803577#-0.995183,8.418749E-08,0.09803463
4#True#1#229,268,294,285#0,0,0,0#-0.9951829,-1.582416E-06,0.09803546/-0.9951829,-1.900724E-06,0.09803611/-0.9891917,-1.028162E-06,0.1466286/-0.9951828,-2.373624E-06,0.09803724#-0.9951825,-4.831435E-06,0.09803987
3#False#0#230,263,231#0,0,0#-0.982866,8.389759E-08,-0.184321/-0.9672904,-7.800846E-08,-0.2536715/-0.9569406,6.099628E-09,-0.2902837#-0.9569429,0,-0.2902763
3#False#0#312,199,156#0,0,0#-0.4127879,-6.543683E-08,-0.9108272/-0.3126952,1.991899E-07,-0.9498535/-0.2901312,5.582367E-06,-0.9569868#-0.290291,0,-0.9569384
4#False#0#199,166,155,154#0,0,0,0#-0.3135586,1.937511E-07,-0.9495688/-0.2902877,1.010648E-06,-0.9569395/-0.290291,-3.213133E-08,-0.9569385/-0.2901714,4.138366E-06,-0.9569748#-0.290291,-3.213133E-08,-0.9569385
4#False#0#190,221,349,223#0,0,0,0#-0.29029,1.670802E-07,-0.9569387/-0.2588377,1.241984E-07,-0.9659209/-0.2902891,4.881195E-07,-0.956939/-0.2902948,-2.772484E-06,-0.9569373#-0.2902891,4.881195E-07,-0.956939
4#False#0#199,223,224,161#0,0,0,0#-0.3135586,1.93751E-07,-0.9495689/-0.2902948,-2.772484E-06,-0.9569373/-0.2903048,-8.934616E-06,-0.9569343/-0.2902975,-4.456229E-06,-0.9569365#-0.2903048,-8.934616E-06,-0.9569343
4#False#0#191,220,222,221#0,0,0,0#-0.1563808,-5.106076E-08,-0.9876969/-0.146745,-5.382486E-09,-0.9891744/-0.1951023,0,-0.9807829/-0.2588377,1.241984E-07,-0.9659209#-0.1951023,0,-0.9807829
3#False#0#264,183,217#0,0,0#-0.01097976,3.792558E-10,-0.9999397/0.06009226,2.774674E-07,-0.9981928/0.09803019,8.331683E-08,-0.9951834#0.09802606,0,-0.9951839
4#False#0#180,181,213,392#0,0,0,0#0.09803472,1.728216E-07,-0.9951831/0.2431086,2.867651E-06,-0.9699991/0.1951018,7.757907E-08,-0.9807829/0.09803472,1.728216E-07,-0.9951831#0.09803478,1.544111E-07,-0.995183
4#False#0#212,173,180,392#0,0,0,0#0.09803422,3.992596E-09,-0.9951831/0.09803422,3.992596E-09,-0.9951831/0.09803472,1.728216E-07,-0.9951831/0.09803472,1.728216E-07,-0.9951831#0.09803465,1.912322E-07,-0.9951831
4#False#0#178,179,205,393#0,0,0,0#0.2902904,2.71424E-08,-0.9569386/0.4276564,1.146475E-07,-0.9039413/0.3826813,0,-0.9238804/0.2902905,1.580308E-08,-0.9569386#0.2902903,0,-0.9569386
3#False#0#178,393,204#0,0,0#0.2902904,2.5446E-08,-0.9569387/0.2902906,1.580308E-08,-0.9569386/0.2902911,2.738655E-07,-0.9569384#0.2902908,3.160616E-08,-0.9569385
3#False#0#162,178,204#0,0,0#0.2902915,4.946133E-07,-0.9569384/0.2902904,2.5446E-08,-0.9569387/0.2902911,2.738655E-07,-0.9569384#0.2902902,4.982104E-08,-0.9569386
4#False#0#189,163,353,394#0,0,0,0#0.2902934,9.663198E-07,-0.9569378/0.29028,-3.454221E-06,-0.9569418/0.2902737,-5.604548E-06,-0.9569438/0.2902934,9.663198E-07,-0.9569378#0.2902967,2.195216E-06,-0.9569367
3#False#0#396,172,395#0,0,0#0.471388,5.569133E-07,-0.8819259/0.4713878,3.521494E-07,-0.8819261/0.4713877,2.429419E-07,-0.8819262#0.471388,4.870644E-07,-0.8819258
4#False#0#395,172,164,192#0,0,0,0#0.4713877,2.708487E-07,-0.8819262/0.4713878,3.824888E-07,-0.8819261/0.4713872,2.73165E-08,-0.8819264/0.4999783,1.823052E-08,-0.8660379#0.4713873,5.463301E-08,-0.8819263
4#False#0#179,172,396,201#0,0,0,0#0.4276564,1.146475E-07,-0.9039413/0.4713878,3.824888E-07,-0.8819261/0.4713881,5.464167E-07,-0.881926/0.4713874,2.284675E-07,-0.8819264#0.471388,6.057689E-07,-0.8819259
4#False#0#175,240,228,170#0,0,0,0#0.7730269,-4.98644E-08,-0.6343733/0.707107,-2.50529E-08,-0.7071066/0.7573032,-1.812725E-08,-0.6530634/0.7730267,-3.604737E-08,-0.6343735#0.7730269,-4.98644E-08,-0.6343733
4#False#0#266,186,234,228#0,0,0,0#0.8725094,3.017491E-08,-0.4885973/0.857736,4.253029E-08,-0.5140904/0.8032205,-1.112858E-08,-0.595682/0.7573032,-1.812725E-08,-0.6530633#0.8314795,0,-0.5555554
3#False#0#291,303,243#0,0,0#0.9873153,1.592899E-07,0.1587718/0.96439,-2.199784E-07,0.2644838/0.9569288,-5.758913E-09,0.2903226#0.9569275,0,0.2903267
4#False#0#303,237,246,242#0,0,0,0#0.9646677,-2.047267E-07,0.2634695/0.9569309,-6.388334E-08,0.290316/0.9569311,-5.049822E-07,0.290315/0.9569306,-2.5825E-07,0.2903167#0.9569311,-5.049822E-07,0.290315
4#False#0#272,235,298,273#0,0,0,0#0.8819479,-9.357407E-07,0.4713472/0.8819472,-4.606088E-07,0.471348/0.9081265,-1.555803E-07,0.4186958/0.8819474,-4.374403E-07,0.4713479#0.8819479,-9.357407E-07,0.4713472
3#False#0#397,299,278#0,0,0#0.7730265,4.566443E-07,0.634374/0.7730252,1.651132E-06,0.6343754/0.7730274,-1.473136E-07,0.6343726#0.773027,-1.334604E-07,0.6343732
3#False#0#299,356,278#1,0,0#0.7730252,1.651132E-06,0.6343754/0.7730266,9.180332E-08,0.6343736/0.7730274,-1.473136E-07,0.6343727#0.7730268,8.196914E-08,0.6343734
4#False#0#290,397,251,250#0,0,0,0#0.8128121,3.791626E-07,0.5825258/0.7730262,6.526645E-07,0.6343742/0.7730297,-2.913434E-06,0.6343697/0.7730279,-1.324289E-06,0.6343721#0.7730297,-2.913434E-06,0.6343697
3#False#0#397,290,299#0,0,0#0.7730265,4.566443E-07,0.634374/0.8109835,3.13082E-07,0.5850689/0.7730252,1.651132E-06,0.6343754#0.7730216,5.004888E-06,0.6343796
4#False#0#284,256,317,262#0,0,0,0#0.6343707,1.989962E-06,0.773029/0.6343718,1.235085E-06,0.7730281/0.659245,3.765022E-07,0.7519283/0.6343727,5.661558E-07,0.7730274#0.6343707,1.989962E-06,0.773029
4#False#0#318,360,359,358#0,1,1,0#0.5245088,-8.543329E-08,0.851405/0.4713874,-1.029394E-07,0.8819263/0.4713873,8.594515E-08,0.8819264/0.4713871,9.735106E-08,0.8819265#0.4713873,8.594515E-08,0.8819264
4#False#0#318,358,398,320#0,1,1,0#0.5245088,-8.543329E-08,0.851405/0.4713871,9.735106E-08,0.8819265/0.471387,1.08757E-07,0.8819265/0.4713876,-9.579303E-08,0.8819262#0.471387,1.08757E-07,0.8819265
3#False#0#324,401,321#1,0,0#0.2902933,-1.232722E-06,0.9569377/0.2902935,-9.705565E-07,0.9569377/0.3076282,1.569835E-05,0.9515066#0.2902887,6.632969E-07,0.9569392
3#False#0#321,366,402#0,1,0#0.3076282,1.569835E-05,0.9515066/0.2902899,3.04576E-07,0.9569387/0.2901821,5.746637E-05,0.9569714#0.2902888,9.810237E-07,0.956939
4#False#0#321,402,365,364#0,1,1,0#0.3072132,1.532746E-05,0.9516407/0.2901265,8.691598E-05,0.9569883/0.2899642,0.0001728509,0.9570376/0.2901303,8.52068E-05,0.9569872#0.2899642,0.0001728509,0.9570376
4#False#0#326,367,327,328#0,1,1,0#0.1563808,-1.328253E-08,0.9876969/0.1467449,3.574934E-08,0.9891744/0.195102,0,0.9807829/0.2588383,-1.381636E-07,0.9659207#0.195102,0,0.9807829
4#False#0#331,368,332,333#0,1,1,0#-0.03933504,1.441525E-07,0.9992261/-0.04907609,6.82757E-08,0.9987951/8.010707E-07,0,1/0.06542651,-3.184919E-08,0.9978573#8.010707E-07,0,1
4#False#0#331,374,334,335#0,1,1,0#-0.03933504,1.441525E-07,0.9992261/-0.09803494,2.154411E-07,0.995183/-0.09803519,6.39443E-07,0.995183/-0.09803495,3.879149E-07,0.995183#-0.09803519,6.39443E-07,0.995183
4#False#0#375,371,336,338#1,0,0,1#-0.290291,-1.038695E-07,0.9569385/-0.1951013,-1.297917E-07,0.980783/-0.2431037,3.151843E-08,0.9700003/-0.2902893,-1.135151E-06,0.956939#-0.290291,-1.038695E-07,0.9569385
4#False#0#404,339,341,403#1,0,0,0#-0.2902896,-6.515901E-08,0.9569389/-0.4127892,9.080012E-07,0.9108267/-0.3826828,1.088031E-06,0.9238797/-0.2903149,3.971742E-06,0.9569311#-0.2902901,-2.147361E-08,0.9569387
3#False#0#403,406,404#0,1,0#-0.2903088,2.998903E-06,0.9569331/-0.2903316,6.643957E-06,0.9569261/-0.2902897,-6.054366E-08,0.9569387#-0.2902892,-1.088444E-07,0.9569389
3#False#0#376,408,377#0,1,0#-0.2902913,7.296425E-08,0.9569384/-0.2902897,-5.016994E-07,0.9569387/-0.2902927,6.759041E-07,0.9569379#-0.2902905,-1.236071E-07,0.9569386
3#False#0#409,410,407#0,0,0#-0.2902953,2.692176E-06,0.9569371/-0.2902958,3.041935E-06,0.9569371/-0.2902963,3.136305E-06,0.9569368#-0.2903052,8.061903E-06,0.9569341
4#False#0#407,410,408,376#0,1,0,0#-0.2902971,3.629895E-06,0.9569365/-0.2902961,3.270059E-06,0.9569368/-0.2902898,-4.628602E-07,0.9569388/-0.2902912,6.191643E-08,0.9569384#-0.2902891,-8.021132E-07,0.956939
4#False#0#336,409,337,338#0,0,1,0#-0.2431037,3.151843E-08,0.9700003/-0.2902956,2.815285E-06,0.956937/-0.2902875,-2.166433E-06,0.9569395/-0.2902893,-1.135151E-06,0.956939#-0.2902875,-2.166433E-06,0.9569395
3#False#0#411,412,413#0,0,0#-0.4713877,5.603717E-08,0.8819261/-0.4713872,-3.286924E-08,0.8819264/-0.4713866,-1.155769E-07,0.8819267#-0.4713869,-2.776797E-07,0.8819265
4#False#0#383,411,382,381#0,0,0,1#-0.471388,1.394517E-07,0.8819259/-0.4713877,4.0788E-10,0.8819262/-0.4713876,1.552903E-08,0.8819263/-0.4713878,1.926073E-07,0.8819261#-0.471388,1.47223E-07,0.8819259
3#False#0#411,383,412#0,1,0#-0.4713877,5.603717E-08,0.8819261/-0.471388,1.430586E-07,0.881926/-0.4713872,-3.286924E-08,0.8819264#-0.471388,1.316803E-07,0.8819259
4#False#0#384,416,385,305#0,1,0,0#-0.6343734,-2.726337E-07,0.7730268/-0.6343734,-2.726337E-07,0.7730268/-0.6715494,-1.54085E-07,0.7409598/-0.6715494,-1.54085E-07,0.7409598#-0.6343733,-3.077985E-07,0.7730268
4#False#0#342,415,304,343#0,0,1,2#-0.5825378,-2.590178E-08,0.8128036/-0.6343737,-7.055209E-08,0.7730266/-0.6343738,9.636474E-08,0.7730265/-0.5555561,8.043528E-08,0.831479#-0.6343738,9.636474E-08,0.7730265
4#False#0#415,342,416,384#0,1,0,0#-0.6343737,-7.055209E-08,0.7730266/-0.5825378,-2.590177E-08,0.8128036/-0.6343734,-2.726337E-07,0.7730268/-0.6343734,-2.726337E-07,0.7730268#-0.6343735,-2.374689E-07,0.7730268
4#False#0#254,255,309,417#0,0,0,0#-0.7730223,-6.787605E-08,0.634379/-0.8492575,1.34394E-08,0.527979/-0.8314754,-1.015124E-07,0.5555615/-0.7730243,1.847005E-08,0.6343766#-0.7730168,-1.690284E-07,0.6343856
3#False#0#388,281,417#0,0,0#-0.7730273,8.410797E-08,0.6343729/-0.7730275,4.171285E-08,0.6343725/-0.7730239,4.38434E-09,0.6343771#-0.7730281,1.911622E-07,0.6343716
3#False#0#417,281,254#0,0,0#-0.7730239,4.384342E-09,0.6343771/-0.7730276,4.171286E-08,0.6343725/-0.7730216,-7.91152E-08,0.6343797#-0.7730276,3.327632E-08,0.6343724
3#False#0#418,419,386#0,0,0#-0.7730261,-5.624512E-07,0.6343743/-0.7730264,-2.426027E-07,0.6343738/-0.7730271,2.7909E-07,0.6343731#-0.7730272,3.969263E-07,0.6343729
4#False#0#386,419,387,388#0,1,0,0#-0.7730271,2.888876E-07,0.6343731/-0.7730264,-2.592387E-07,0.6343738/-0.7730268,4.077448E-08,0.6343735/-0.7730273,9.090374E-08,0.6343729#-0.7730269,1.808489E-07,0.6343733
4#False#0#344,419,418,307#1,0,0,0#-0.740959,-6.785634E-07,0.6715503/-0.7730264,-2.592387E-07,0.6343738/-0.7730262,-4.792826E-07,0.6343741/-0.740959,-6.785634E-07,0.6715503#-0.7730252,-1.355491E-06,0.6343754
4#False#0#313,282,283,314#2,0,0,0#-0.9039919,-1.32286E-07,0.4275497/-0.9039919,-1.32286E-07,0.4275497/-0.9469329,-3.531858E-08,0.3214315/-0.9415435,7.947748E-08,0.3368914#-0.9238803,0,0.3826813
4#False#0#280,420,389,255#0,0,0,0#-0.8819264,-1.103029E-08,0.4713873/-0.8819264,-1.103029E-08,0.4713873/-0.8819267,1.04587E-07,0.4713868/-0.8492575,1.34394E-08,0.527979#-0.8819269,2.421928E-07,0.4713864
4#False#0#420,280,282,313#0,0,0,0#-0.8819264,-1.103029E-08,0.4713873/-0.8819264,-1.103029E-08,0.4713873/-0.9039919,-1.32286E-07,0.4275497/-0.9039919,-1.32286E-07,0.4275497#-0.8819258,-2.642534E-07,0.4713882
4#True#1#294,268,267,225#0,0,0,0#-0.9891917,-1.028162E-06,0.1466286/-0.9951829,-1.900724E-06,0.09803611/-0.9951833,1.029988E-06,0.09803236/-0.9951831,4.351226E-07,0.09803332#-0.9951833,1.029988E-06,0.09803236
4#False#0#199,160,169,166#0,0,0,0#-0.3135586,1.93751E-07,-0.9495689/-0.2902873,1.037793E-06,-0.9569396/-0.2902844,2.053428E-06,-0.9569405/-0.2902877,1.010648E-06,-0.9569395#-0.2902844,2.053428E-06,-0.9569405
4#False#0#173,212,352,174#0,0,0,0#0.09803422,3.992596E-09,-0.9951831/0.09803422,3.992596E-09,-0.9951831/0.09803334,-5.561006E-07,-0.9951832/0.09803334,-5.561006E-07,-0.9951832#0.09803379,-1.83247E-07,-0.9951831
4#False#0#162,204,354,163#0,0,0,0#0.2902914,4.481276E-07,-0.9569384/0.2902912,3.092871E-07,-0.9569384/0.2902716,-6.278939E-06,-0.9569443/0.29028,-3.454221E-06,-0.9569418#0.2902926,8.46434E-07,-0.956938
4#False#0#197,189,394,421#0,0,0,0#0.2902992,5.393001E-06,-0.9569359/0.2902934,9.663198E-07,-0.9569378/0.2902934,9.663198E-07,-0.9569378/0.2902992,5.393001E-06,-0.9569359#0.2902901,-2.625761E-07,-0.9569387
4#False#0#181,197,421,209#0,0,0,0#0.2431085,2.867651E-06,-0.9699991/0.2902992,5.393001E-06,-0.9569359/0.2902992,5.393001E-06,-0.9569359/0.2902998,5.637397E-06,-0.9569358#0.2903084,1.104858E-05,-0.9569331
4#True#1#292,422,301,276#1,2,0,0#0.9951832,7.699227E-08,0.09803241/0.9951832,7.699227E-08,0.09803241/0.9978505,2.457534E-08,0.065531/0.9951832,4.924313E-08,0.09803346#0.9951832,7.699227E-08,0.09803241
3#False#0#356,355,278#0,0,0#0.7730266,9.180332E-08,0.6343736/0.7730266,1.426221E-07,0.6343735/0.7730274,-1.473136E-07,0.6343727#0.7730285,-3.904496E-07,0.6343713
4#False#0#399,322,321,400#1,0,0,1#0.2902902,2.628721E-08,0.9569387/0.382681,1.718075E-08,0.9238805/0.3072132,1.532746E-05,0.9516407/0.2902869,4.952698E-07,0.9569396#0.2902902,2.628721E-08,0.9569387
4#False#0#321,362,423,400#0,1,1,0#0.3072132,1.532746E-05,0.9516407/0.2902867,5.205417E-07,0.9569398/0.2902835,9.642525E-07,0.9569408/0.2902869,4.952698E-07,0.9569396#0.2902835,9.642525E-07,0.9569408
4#False#0#321,401,424,363#0,1,1,0#0.3072132,1.532746E-05,0.9516407/0.2902962,-1.860884E-06,0.9569369/0.2903036,-4.385064E-06,0.9569346/0.2902967,-2.154117E-06,0.9569367#0.2903036,-4.385064E-06,0.9569346
4#False#0#379,425,378,377#0,0,0,1#-0.2902878,-8.483792E-07,0.9569394/-0.2902888,-5.513288E-07,0.9569391/-0.2902916,3.944712E-07,0.9569383/-0.2902912,2.217784E-07,0.9569384#-0.2902891,-3.225273E-07,0.956939
3#False#0#425,379,426#0,1,0#-0.2902875,-1.004629E-06,0.9569396/-0.290288,-8.071298E-07,0.9569393/-0.2902889,-5.881038E-07,0.9569391#-0.2902865,-1.374231E-06,0.9569398
4#False#0#409,336,427,410#0,1,1,0#-0.2902956,2.815285E-06,0.956937/-0.2431037,3.151849E-08,0.9700003/-0.2902941,2.550386E-06,0.9569375/-0.2902961,3.270059E-06,0.9569368#-0.2902941,2.550386E-06,0.9569375
4#False#0#429,342,343,428#1,0,0,0#-0.4713877,4.575355E-08,0.8819261/-0.5825378,-2.590177E-08,0.8128036/-0.5555561,8.043528E-08,0.831479/-0.4713872,3.552162E-08,0.8819263#-0.4713891,6.373131E-08,0.8819253
4#False#0#414,428,413,412#0,0,0,1#-0.4713864,2.141678E-08,0.8819268/-0.4713873,3.552162E-08,0.8819263/-0.4713867,-1.31311E-07,0.8819267/-0.4713871,-4.364722E-08,0.8819264#-0.4713865,1.505775E-08,0.8819268
3#False#0#428,414,429#0,1,0#-0.4713874,2.965779E-08,0.8819263/-0.4713864,2.018115E-08,0.8819268/-0.4713878,4.775108E-08,0.8819261#-0.4713863,2.77758E-08,0.8819269
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4#True#0#433,324,325,432#0,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#435,364,365,434#0,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
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3#True#0#337,438,439#0,1,0#0,1,0/0,1,0/0,1,0#0,1,0
3#True#0#363,441,362#0,0,0#0,1,0/0,1,0/0,1,0#0,1,0
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3#True#0#373,445,370#0,0,0#0,-1,0/0,-1,0/0,-1,0#0,-1,0
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4#True#0#450,401,324,433#0,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#432,325,364,435#0,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#363,424,440,441#0,0,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#452,336,370,445#0,0,0,1#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
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4#True#0#477,358,359,476#0,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
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4#True#0#696,707,3,686#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#3,698,687,672#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#701,712,337,690#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#317,447,702,691#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#2,695,706,705#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#3,709,697,698#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#3,717,708,709#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#710,718,4,699#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#5,713,658,552#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#5,703,714,713#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#2,705,715,704#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#716,722,3,707#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#718,717,3,4#1,0,0,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#4,720,711,700#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#721,436,337,712#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#4,724,719,720#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#4,538,723,724#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#725,726,3,722#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#727,728,3,726#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#729,541,3,728#1,0,0,1#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
3#False#0#462,657,544#0,0,2#-0.5244805,-5.036733E-07,-0.8514225/-0.4713885,-1.127854E-06,-0.8819257/-0.5825438,-2.753367E-07,-0.8127992#-0.4713867,0,-0.8819266
3#False#0#519,712,701#0,0,2#-0.1587614,-8.518357E-07,-0.987317/-0.09803661,-1.728025E-06,-0.9951829/-0.2271775,-8.845144E-08,-0.9738534#-0.09803355,0,-0.9951831
3#False#0#520,555,521#0,2,0#0.2902907,-4.599612E-07,-0.9569385/0.4090365,-1.760857E-07,-0.912518/0.3214333,-1.464084E-08,-0.9469323#0.2902927,-2.925034E-08,-0.9569378
3#False#0#449,555,520#0,0,0#0.2438295,-1.016936E-07,-0.9698181/0.4090365,-1.760857E-07,-0.912518/0.2902907,-4.599611E-07,-0.9569385#0.2902908,2.952274E-07,-0.9569384
3#False#0#524,555,525#2,0,0#0.442292,-1.836989E-07,-0.8968711/0.4090364,-1.760857E-07,-0.912518/0.4713854,-9.777651E-07,-0.8819274#0.4713861,-3.670045E-07,-0.881927
3#False#0#555,659,528#0,2,0#0.4090365,-1.760857E-07,-0.912518/0.6115014,-3.910054E-07,-0.7912433/0.4928745,4.577923E-07,-0.8701004#0.4713869,-2.812044E-07,-0.8819265
3#False#0#432,659,433#0,0,0#0.6343712,-1.746204E-06,-0.7730287/0.6115014,-3.910053E-07,-0.7912433/0.6343744,8.460365E-07,-0.773026#0.6343693,-3.064085E-06,-0.77303
4#False#0#440,659,678,441#0,0,0,0#0.6343713,-1.329553E-06,-0.7730286/0.611398,-4.3412E-07,-0.7913232/0.7327159,2.253492E-07,-0.6805347/0.6343758,8.559464E-08,-0.7730249#0.6343732,3.364384E-07,-0.773027
3#False#0#476,691,477#0,2,0#0.7730263,-3.775053E-07,-0.634374/0.8411158,-1.418977E-08,-0.5408551/0.7933593,-1.413851E-07,-0.6087537#0.7730263,-2.824675E-07,-0.634374
3#False#0#678,691,476#0,0,0#0.7316399,2.330367E-07,-0.6816913/0.8411158,-1.418977E-08,-0.5408551/0.7730263,-3.775053E-07,-0.634374#0.7730264,-3.092863E-07,-0.6343738
3#False#0#702,497,496#2,0,0#0.9263826,2.088578E-06,-0.3765838/0.9238818,2.967088E-06,-0.3826781/0.8819259,-1.068518E-07,-0.4713879#0.881925,0,-0.4713897
3#False#0#691,702,496#0,0,0#0.8411158,-1.418977E-08,-0.5408551/0.9263826,2.088577E-06,-0.3765838/0.881926,-1.068518E-07,-0.471388#0.8819264,-3.936862E-07,-0.4713873
3#True#1#586,552,585#0,0,0#0.9951829,2.205599E-07,0.0980361/0.9965193,-6.363051E-07,0.08336338/0.9951832,-3.606589E-07,0.09803323#0.9951832,-6.600473E-07,0.09803241
3#False#0#557,676,675#0,0,0#0.7899688,-1.962903E-07,0.613147/0.7730277,-6.092147E-07,0.6343723/0.7730283,-8.933104E-07,0.6343715#0.7730271,-6.919109E-08,0.6343729
3#False#0#661,543,542#2,0,0#0.7043039,2.678741E-07,0.7098986/0.7071058,1.551415E-07,0.7071078/0.7730262,4.787324E-08,0.6343742#0.7730246,0,0.6343762
3#False#0#557,661,542#0,0,0#0.7899688,-1.962903E-07,0.613147/0.7043039,2.678741E-07,0.7098986/0.773026,4.787324E-08,0.6343742#0.7730264,5.623386E-07,0.6343738
4#False#0#661,674,655,543#0,0,0,0#0.7071062,2.578091E-07,0.7071074/0.5825371,3.388761E-07,0.8128041/0.6343737,4.639296E-07,0.7730266/0.7071057,2.330877E-07,0.707108#0.6343737,4.639296E-07,0.7730266
3#False#0#674,661,680#0,0,2#0.5825371,3.353292E-07,0.812804/0.7043039,2.678741E-07,0.7098986/0.5244801,2.065471E-07,0.8514227#0.6343738,0,0.7730264
4#False#0#680,699,688,674#0,0,0,0#0.5279748,1.835684E-07,0.8492601/0.4127875,1.835683E-07,0.9108274/0.4713866,5.483489E-07,0.8819267/0.5825372,3.388761E-07,0.8128041#0.4713866,5.483489E-07,0.8819267
3#False#0#699,680,694#0,0,2#0.4127874,2.296081E-07,0.9108273/0.5244801,2.065471E-07,0.8514227/0.325223,0,0.9456373#0.4713869,0,0.8819265
4#False#0#694,718,710,699#2,0,0,0#0.3213307,0,0.946967/0.2429893,0,0.970029/0.2902909,0,0.9569385/0.4127875,1.835683E-07,0.9108274#0.2902909,0,0.9569385
3#False#0#704,715,697#0,2,0#0.1240166,-1.530148E-07,0.9922801/-0.03981039,3.156699E-07,0.9992072/0.07359284,-3.139793E-07,0.9972883#0.09803425,-2.600902E-07,0.9951831
3#False#0#715,673,672#0,0,0#-0.03981039,3.156699E-07,0.9992072/-0.09803496,7.74376E-07,0.995183/-0.09803426,3.011357E-07,0.9951831#-0.09803368,7.76481E-08,0.9951831
3#False#0#706,654,653#2,0,0#-0.198978,1.661879E-07,0.980004/-0.1951009,-5.1026E-07,0.9807832/-0.09803466,4.345619E-07,0.9951831#-0.09803392,0,0.9951831
3#False#0#682,696,686#0,0,2#-0.4165242,-2.648504E-06,0.9091246/-0.4713818,-3.910956E-06,0.8819293/-0.3725228,6.511524E-07,0.928023#-0.4713875,0,0.8819262
3#False#0#716,663,722#2,2,0#-0.6087533,9.605166E-07,0.7933596/-0.6248487,6.016987E-07,0.7807458/-0.6755627,8.545068E-07,0.7373025#-0.6343756,1.918977E-06,0.7730251
4#False#0#683,725,722,663#2,0,0,0#-0.7409599,3.129171E-07,0.6715493/-0.7409599,3.129171E-07,0.6715493/-0.6715503,9.606458E-07,0.7409589/-0.6343825,6.417192E-07,0.7730192#-0.7071067,0,0.707107
3#False#0#541,602,540#0,2,0#-0.9569378,-1.243709E-06,0.2902929/-0.9842688,-3.36625E-07,0.1766773/-0.9659207,2.293759E-09,0.2588385#-0.9569384,4.582606E-09,0.2902912
3#True#1#594,602,593#2,0,0#-0.9914444,-8.44454E-08,0.13053/-0.9842688,-3.36625E-07,0.1766773/-0.995183,-1.446385E-07,0.09803478#-0.9951831,-1.6871E-07,0.09803481
4#False#0#515,514,471,633#0,2,2,0#-0.980783,0,-0.1951019/-0.9914444,8.067936E-08,-0.1305298/-0.9756901,8.521053E-08,-0.2191549/-0.9700294,-9.114091E-07,-0.2429878#-0.980783,0,-0.1951019
3#True#1#470,471,514#0,0,0#-0.9951831,1.296231E-07,-0.09803419/-0.975327,1.626135E-08,-0.2207648/-0.9924794,7.870015E-08,-0.1224117#-0.9951831,3.765696E-08,-0.09803399
4#True#1#607,730,510,509#0,0,0,2#-0.999806,4.83021E-09,0.01969889/-0.9951831,8.685247E-08,-0.09803419/-0.9951832,-3.041705E-08,-0.09803404/-1,-1.018506E-08,1.849201E-06#-0.9951832,-3.041705E-08,-0.09803404
4#False#0#468,469,628,731#0,2,0,0#-0.9569377,5.52788E-07,-0.2902934/-0.8997,-1.733818E-06,-0.4365086/-0.9238808,-1.693329E-07,-0.3826803/-0.9569377,5.52788E-07,-0.2902934#-0.9569393,-5.106956E-07,-0.2902883
3#False#0#469,502,625#0,0,0#-0.8988808,-1.578689E-06,-0.4381931/-0.8819298,-3.96566E-06,-0.4713809/-0.8819302,-4.701492E-06,-0.47138#-0.8819344,-9.63453E-06,-0.471372
4#False#0#618,492,493,667#2,0,2,0#-0.8577362,6.184464E-08,-0.5140902/-0.8577362,6.184464E-08,-0.5140902/-0.8032203,3.037509E-07,-0.5956821/-0.8032203,3.037509E-07,-0.5956821#-0.8314798,0,-0.5555549
3#False#0#733,460,485#0,2,0#-0.7730243,-3.13126E-07,-0.6343764/-0.7604265,-2.323671E-07,-0.649424/-0.7372981,-1.06896E-07,-0.6755676#-0.7730219,-2.400576E-07,-0.6343793
3#False#0#460,733,484#0,0,0#-0.7604265,-2.323671E-07,-0.649424/-0.7730243,-3.131261E-07,-0.6343764/-0.7730224,2.560757E-06,-0.6343789#-0.7730267,-3.861946E-07,-0.6343735
3#False#0#461,460,484#0,0,0#-0.7730223,2.805183E-06,-0.6343789/-0.7604265,-2.323671E-07,-0.6494241/-0.7730224,2.560756E-06,-0.6343789#-0.7730271,-3.024995E-07,-0.634373
4#False#0#491,438,485,460#2,0,0,0#-0.6593228,-3.01946E-07,-0.75186/-0.6715448,1.447668E-06,-0.7409639/-0.7409545,-1.201736E-07,-0.6715551/-0.7572287,-2.32398E-07,-0.6531499#-0.7071014,0,-0.7071123
3#False#0#544,442,462#0,0,0#-0.5825438,-2.753367E-07,-0.8127992/-0.6343856,-4.838748E-07,-0.7730168/-0.5244804,-5.036732E-07,-0.8514225#-0.6343724,0,-0.7730276
4#False#0#734,443,442,544#0,0,0,0#-0.6343729,1.293434E-07,-0.7730272/-0.6343729,1.293434E-07,-0.7730272/-0.6343843,-4.356046E-07,-0.7730179/-0.5825445,-2.916511E-07,-0.8127988#-0.6343961,-8.712093E-07,-0.7730081
3#False#0#677,444,522#0,0,2#-0.4127869,3.846534E-08,-0.9108276/-0.4713864,-2.292296E-07,-0.8819268/-0.3483125,2.462282E-07,-0.9373786#-0.4713845,0,-0.8819279
3#False#0#737,445,736#0,0,0#-0.4713905,-1.51493E-06,-0.8819247/-0.4713882,-5.416934E-07,-0.8819259/-0.4713872,-1.730154E-07,-0.8819263#-0.4713862,1.264821E-07,-0.8819269
4#False#0#736,445,444,677#0,0,0,0#-0.4713871,-1.430656E-07,-0.8819264/-0.4713882,-5.469167E-07,-0.8819258/-0.4713863,-2.063067E-07,-0.8819269/-0.4127868,1.046074E-07,-0.9108277#-0.471388,-4.126133E-07,-0.8819259
3#False#0#701,518,519#0,0,0#-0.2271775,-8.845144E-08,-0.9738534/-0.2902912,-9.249209E-08,-0.9569384/-0.1587614,-8.518357E-07,-0.987317#-0.2902912,0,-0.9569383
4#False#0#522,738,690,677#0,0,0,0#-0.3521618,1.892726E-07,-0.9359391/-0.2902905,2.826943E-07,-0.9569386/-0.2902898,7.250929E-07,-0.9569389/-0.4127868,1.046074E-07,-0.9108277#-0.2902898,7.250929E-07,-0.9569389
4#False#0#738,522,518,701#0,0,0,0#-0.2902905,2.826943E-07,-0.9569386/-0.3521618,1.892726E-07,-0.9359391/-0.2902912,-7.985218E-08,-0.9569384/-0.2271774,-5.346354E-08,-0.9738533#-0.2902912,-1.597043E-07,-0.9569384
3#False#0#739,506,721#0,2,0#-0.09803434,1.914504E-07,-0.9951831/-0.07359231,8.39423E-08,-0.9972884/-0.04365405,-4.036902E-10,-0.9990467#-0.0980345,-9.065723E-10,-0.995183
4#False#0#507,436,721,506#2,0,0,0#0.06542473,-9.069835E-07,-0.9978575/0.04907415,-1.415157E-06,-0.9987951/-0.04907637,-4.53833E-10,-0.9987951/-0.0654263,1.148397E-07,-0.9978574#3.743322E-08,0,-1
3#False#0#448,449,504#0,2,0#0.09803565,2.579437E-07,-0.9951829/0.2438295,-1.016937E-07,-0.9698181/0.1224127,1.878339E-07,-0.9924792#0.0980346,-4.897983E-08,-0.995183
3#False#0#486,448,487#0,0,0#0.09803268,-1.050063E-06,-0.9951832/0.09803566,2.579437E-07,-0.9951829/0.09803786,7.32842E-07,-0.9951827#0.09803477,-8.695512E-08,-0.995183
3#False#0#449,511,516#0,0,2#0.2438295,-1.016937E-07,-0.9698181/0.2902935,3.059161E-07,-0.9569377/0.258842,6.976435E-07,-0.9659197#0.2902984,1.393793E-06,-0.9569362
4#False#0#449,517,512,511#0,0,0,0#0.2430662,-7.206413E-08,-0.9700097/0.290289,-1.035606E-06,-0.9569391/0.2902892,-5.864705E-07,-0.956939/0.2902938,4.036612E-07,-0.9569376#0.2902892,-5.864705E-07,-0.956939
4#False#0#555,524,526,521#0,0,0,0#0.408498,-1.481768E-07,-0.9127592/0.4275492,-1.837235E-07,-0.9039921/0.3826825,0,-0.9238799/0.3368934,-1.464281E-08,-0.9415428#0.3826825,0,-0.9238799
3#False#0#530,555,528#0,0,0#0.4713859,-6.809311E-07,-0.881927/0.4090365,-1.760857E-07,-0.912518/0.4928745,4.577923E-07,-0.8701004#0.4713891,1.653341E-06,-0.8819253
4#False#0#659,432,435,434#0,0,0,0#0.611398,-4.341199E-07,-0.7913232/0.6343707,-1.939457E-06,-0.773029/0.6343721,-8.148281E-07,-0.7730279/0.6343718,-9.48031E-07,-0.7730281#0.6343721,-8.148281E-07,-0.7730279
3#False#0#659,440,451#0,0,0#0.6115014,-3.910054E-07,-0.7912433/0.6343715,-1.145224E-06,-0.7730283/0.634369,-3.427647E-06,-0.7730305#0.6343694,-2.995544E-06,-0.7730301
3#False#0#678,479,501#0,0,2#0.7316399,2.330367E-07,-0.6816913/0.7730273,2.055487E-07,-0.6343728/0.7518595,2.52672E-07,-0.6593234#0.7730283,5.048026E-07,-0.6343716
4#False#0#678,499,480,479#0,0,0,0#0.7327159,2.253492E-07,-0.6805345/0.7730275,9.852367E-07,-0.6343725/0.7730262,-1.510339E-07,-0.6343742/0.7730273,1.768844E-07,-0.6343729#0.7730262,-1.510339E-07,-0.6343742
3#False#0#678,476,478#0,0,0#0.7316399,2.330367E-07,-0.6816913/0.7730263,-3.775053E-07,-0.634374/0.7730275,7.694936E-07,-0.6343725#0.7730261,-5.407622E-07,-0.6343741
3#False#0#691,474,508#0,0,2#0.8411158,-1.418977E-08,-0.5408551/0.8819272,4.288215E-07,-0.4713858/0.8660384,4.220613E-07,-0.4999776#0.8819277,8.432189E-07,-0.4713847
4#False#0#691,496,475,474#0,0,0,0#0.8404782,-1.529136E-08,-0.5418453/0.881926,-1.142858E-07,-0.471388/0.8819267,5.082861E-08,-0.4713869/0.8819272,4.470238E-07,-0.4713858#0.8819267,5.082861E-08,-0.4713869
4#False#0#472,497,702,473#0,0,0,0#0.9569429,8.872687E-06,-0.2902765/0.9238827,4.457809E-06,-0.3826758/0.9238814,1.945948E-06,-0.3826788/0.9569406,4.07E-06,-0.290284#0.9569429,8.872687E-06,-0.2902765
3#False#0#582,446,488#0,0,2#0.9738508,-1.106569E-06,-0.2271884/0.9569378,6.497197E-08,-0.2902931/0.9909162,-1.048047E-06,-0.1344811#0.9569375,0,-0.2902941
3#False#0#741,447,740#0,0,0#0.9569384,-3.360891E-07,-0.2902911/0.9569384,-4.672275E-08,-0.2902911/0.9569384,1.383523E-07,-0.2902915#0.9569385,1.651056E-07,-0.2902905
4#False#0#740,447,446,582#0,0,0,0#0.9569384,1.410276E-07,-0.2902914/0.9569384,-1.502106E-07,-0.2902915/0.9569378,5.847477E-08,-0.2902932/0.97385,-1.47701E-06,-0.2271917#0.956938,1.169495E-07,-0.2902922
4#False#0#702,447,741,473#0,0,0,0#0.9238814,1.945948E-06,-0.3826788/0.9569384,-1.502106E-07,-0.2902915/0.9569385,-2.837907E-07,-0.290291/0.9569406,4.07E-06,-0.290284#0.9569383,-7.326869E-07,-0.2902915
4#True#1#581,582,488,580#0,0,0,0#0.9951792,-4.529029E-06,-0.09807374/0.97385,-1.47701E-06,-0.2271917/0.9905826,-1.002253E-06,-0.1369156/0.9951811,-2.311458E-06,-0.09805398#0.9951792,-4.529029E-06,-0.09807374
4#True#1#610,580,488,609#0,0,0,0#0.9951831,-9.388658E-08,-0.09803423/0.9951811,-2.311458E-06,-0.09805398/0.9905826,-1.002253E-06,-0.1369156/0.9951831,-3.416996E-07,-0.09803455#0.9951831,-9.388658E-08,-0.09803423
4#True#1#551,552,584,742#0,2,0,0#0.9951831,1.387122E-07,-0.09803397/0.9965441,-5.91315E-07,0.08306561/1,3.056429E-08,4.181292E-06/0.9951831,1.387122E-07,-0.09803397#0.9951831,6.083411E-08,-0.09803422
4#True#1#583,488,551,742#0,0,0,0#0.9951831,-1.864612E-07,-0.0980343/0.9905826,-1.002253E-06,-0.1369156/0.9951831,1.387122E-07,-0.09803397/0.9951831,1.387122E-07,-0.09803397#0.9951831,2.165903E-07,-0.09803373
3#True#1#552,586,611#0,0,0#0.9965193,-6.363051E-07,0.0833634/0.9951829,2.205599E-07,0.0980361/0.9951829,5.382388E-07,0.09803605#0.9951825,1.101167E-06,0.09803979
3#True#1#552,658,545#0,0,0#0.9965193,-6.363051E-07,0.0833634/0.995183,3.665302E-07,0.0980346/0.9930687,-2.795762E-06,0.1175352#0.9951829,5.619323E-07,0.09803495
3#True#1#589,552,588#0,0,0#0.9951829,1.428679E-06,0.09803657/0.9965193,-6.363051E-07,0.08336338/0.995183,4.492893E-07,0.09803502#0.995183,1.54647E-07,0.09803455
3#False#0#714,535,558#0,0,0#0.9623862,3.564114E-07,0.2716853/0.956942,-1.367966E-06,0.2902794/0.9569402,-5.188963E-07,0.2902851#0.9569368,2.198268E-07,0.290296
3#False#0#537,714,536#0,0,0#0.956875,3.612256E-05,0.2904999/0.9623862,3.564109E-07,0.2716853/0.9568757,3.525806E-05,0.2904976#0.9568075,7.370509E-05,0.2907223
4#False#0#714,537,534,535#0,0,0,0#0.9624297,5.547173E-07,0.2715308/0.9568762,3.574862E-05,0.2904962/0.9569448,-2.207863E-06,0.2902702/0.9569408,-9.940179E-07,0.2902831#0.9569448,-2.207863E-06,0.2902702
4#False#0#693,641,638,639#2,0,0,0#0.9020344,-1.247806E-06,0.4316641/0.9415441,-9.501875E-08,0.3368895/0.9569398,-1.898086E-07,0.2902866/0.9569384,1.530348E-06,0.2902914#0.9569398,-1.898086E-07,0.2902866
3#False#0#643,714,642#0,0,0#0.9569603,-4.536013E-05,0.2902187/0.9623862,3.564113E-07,0.2716852/0.9569377,2.207988E-06,0.2902932#0.9569382,7.266879E-07,0.2902915
3#False#0#692,693,639#0,0,0#0.9569385,2.982019E-07,0.2902907/0.9019978,-1.265831E-06,0.4317406/0.9569382,1.691173E-06,0.2902919#0.9569387,-1.212731E-07,0.2902899
4#False#0#693,539,595,596#0,0,0,0#0.9020344,-1.247806E-06,0.431664/0.8819312,-3.641243E-06,0.4713782/0.8819367,-7.911075E-06,0.471368/0.8819292,-2.862042E-06,0.4713821#0.8819367,-7.911075E-06,0.471368
4#False#0#693,723,538,539#0,0,0,0#0.9020344,-1.247806E-06,0.431664/0.8819297,-4.454318E-06,0.4713811/0.8819258,6.285895E-07,0.4713884/0.8819312,-3.641243E-06,0.4713782#0.8819258,6.285895E-07,0.4713884
4#False#0#556,557,720,743#0,2,0,0#0.8819266,-1.201427E-07,0.4713868/0.7904462,-1.925373E-07,0.6125314/0.8314809,3.905226E-08,0.5555533/0.8819262,3.021783E-07,0.4713875#0.8819264,0,0.4713874
3#False#0#557,675,689#0,0,0#0.7899688,-1.962903E-07,0.613147/0.7730283,-8.933102E-07,0.6343715/0.7730273,-5.918323E-07,0.6343728#0.7730294,-1.717429E-06,0.6343701
3#False#0#704,708,717#0,0,2#0.1240166,-1.530148E-07,0.9922801/0.09803434,5.069165E-08,0.9951831/0.1305308,5.387882E-10,0.9914443#0.09803531,1.076423E-09,0.995183
4#False#0#704,697,709,708#0,0,0,0#0.1224121,-1.519962E-07,0.9924793/0.06542677,-2.030548E-07,0.9978573/0.09803409,-3.484218E-07,0.9951831/0.0980347,-1.736727E-07,0.995183#0.09803409,-3.484218E-07,0.9951831
3#False#0#715,672,687#0,0,2#-0.03981039,3.156698E-07,0.9992072/-0.09803426,3.011357E-07,0.9951831/-0.06542554,2.625929E-07,0.9978575#-0.09803481,5.246232E-07,0.995183
3#False#0#705,706,653#0,0,0#-0.09803469,4.25351E-07,0.995183/-0.198978,1.661879E-07,0.980004/-0.09803466,4.345618E-07,0.9951831#-0.09803396,-6.214189E-09,0.9951831
4#False#0#653,673,715,705#0,0,0,0#-0.09803457,3.859319E-07,0.995183/-0.09803475,6.20829E-07,0.995183/-0.0393349,3.021695E-07,0.9992261/-0.0980349,5.788979E-07,0.995183#-0.09803583,1.16401E-06,0.995183
4#False#0#681,682,686,744#0,0,0,0#-0.2902935,1.648983E-06,0.9569377/-0.4127853,-2.228113E-06,0.9108284/-0.3826835,5.85905E-07,0.9238795/-0.2902918,5.906995E-07,0.9569382#-0.2902949,1.166169E-06,0.9569373
4#False#0#706,744,671,654#0,0,0,0#-0.1951014,1.506543E-07,0.980783/-0.2902918,5.906995E-07,0.9569382/-0.2902884,-1.525866E-06,0.9569392/-0.1951005,-7.666242E-07,0.9807832#-0.2902884,-1.525866E-06,0.9569392
3#False#0#745,662,707#0,2,0#-0.4713806,-4.825277E-06,0.8819299/-0.4928703,-2.969814E-06,0.8701028/-0.518737,-4.900492E-07,0.8549339#-0.4713863,-1.100511E-06,0.8819268
4#False#0#707,662,663,716#0,0,0,0#-0.5140898,-5.50919E-07,0.8577364/-0.4999743,-2.977328E-06,0.8660402/-0.6343825,6.417192E-07,0.7730192/-0.5956827,9.606454E-07,0.8032199#-0.5555549,0,0.8314797
4#False#0#682,662,745,696#0,0,0,0#-0.4127853,-2.228113E-06,0.9108284/-0.4999744,-2.977329E-06,0.8660403/-0.4713811,-4.461211E-06,0.8819296/-0.4713817,-3.910956E-06,0.8819293#-0.4713759,-7.821912E-06,0.8819324
4#False#0#553,554,747,746#0,0,0,0#-0.773028,3.788081E-07,0.6343719/-0.7730231,-4.863605E-07,0.6343779/-0.7730227,-7.257914E-07,0.6343784/-0.773028,3.788081E-07,0.6343719#-0.773029,1.325363E-07,0.6343709
4#False#0#683,553,746,725#0,0,0,0#-0.7409599,3.129171E-07,0.6715493/-0.773028,3.788081E-07,0.6343719/-0.773028,3.788081E-07,0.6343719/-0.7409599,3.129171E-07,0.6715493#-0.7730271,6.250798E-07,0.6343729
3#False#0#748,547,749#0,0,0#-0.8819466,5.920776E-07,0.4713493/-0.8819531,7.587274E-07,0.4713372/-0.8819514,6.709431E-07,0.4713406#-0.8819659,1.189986E-06,0.4713133
3#False#0#749,547,548#0,0,0#-0.8819513,6.70943E-07,0.4713405/-0.8819532,7.587274E-07,0.4713372/-0.8819253,-2.913975E-07,0.4713892#-0.8819658,1.187165E-06,0.4713134
3#False#0#729,576,541#2,0,0#-0.9469332,-8.966417E-07,0.3214308/-0.9456172,-2.554815E-06,0.3252816/-0.9569378,-1.243709E-06,0.2902929#-0.9569378,-1.791364E-06,0.290293
3#False#0#562,563,541#0,0,0#-0.9569383,-2.510984E-07,0.2902915/-0.956938,-4.525266E-07,0.2902923/-0.9569378,-1.243709E-06,0.2902929#-0.9569384,-5.870936E-08,0.290291
4#False#0#602,594,665,540#0,0,0,0#-0.9838504,-3.207754E-07,0.1789929/-0.9891744,-8.445672E-08,0.146745/-0.9807829,0,0.1951017/-0.9700291,2.294066E-09,0.2429891#-0.9807829,0,0.1951017
4#True#1#684,593,602,685#0,0,0,0#-0.9951831,-4.542253E-08,0.09803453/-0.995183,-1.070662E-07,0.09803465/-0.9838504,-3.207755E-07,0.1789928/-0.9951829,-1.051691E-06,0.09803607#-0.9951831,-4.542253E-08,0.09803453
3#True#1#750,577,751#0,0,0#-0.9951832,3.294246E-07,0.09803358/-0.9951831,1.318278E-07,0.0980341/-0.995183,2.130032E-08,0.09803478#-0.9951828,-3.585203E-07,0.09803622
4#True#1#470,514,730,607#0,0,0,0#-0.9951831,1.208895E-07,-0.09803416/-0.9914444,8.067936E-08,-0.1305298/-0.9951831,8.685247E-08,-0.09803419/-0.999806,4.83021E-09,0.01969889#-0.9951831,2.04122E-07,-0.09803434
4#False#0#627,494,468,731#0,0,0,0#-0.9569378,3.857488E-07,-0.2902931/-0.9569378,3.857488E-07,-0.2902931/-0.9569377,5.52788E-07,-0.2902934/-0.9569377,5.52788E-07,-0.2902934#-0.9569362,1.616272E-06,-0.2902986
4#False#0#732,495,492,618#0,0,0,0#-0.8819267,-1.131553E-07,-0.4713868/-0.8819267,-1.131553E-07,-0.4713868/-0.8577362,6.184464E-08,-0.5140902/-0.8577362,6.184464E-08,-0.5140902#-0.8819265,1.235403E-07,-0.4713871
4#False#0#469,752,503,502#0,0,0,0#-0.8997,-1.733818E-06,-0.4365086/-0.8819259,6.645828E-07,-0.4713882/-0.881925,1.679017E-06,-0.4713898/-0.8819298,-3.977757E-06,-0.4713809#-0.881925,1.679017E-06,-0.4713898
4#False#0#752,469,495,732#0,0,0,0#-0.8819259,6.645828E-07,-0.4713882/-0.8997,-1.733817E-06,-0.4365086/-0.8819267,-1.131553E-07,-0.4713868/-0.8819267,-1.131553E-07,-0.4713868#-0.8819268,-3.498509E-07,-0.4713865
3#False#0#753,461,484#0,0,0#-0.7730223,2.833463E-06,-0.6343789/-0.7730223,2.805183E-06,-0.6343789/-0.7730224,2.560756E-06,-0.6343789#-0.7730132,8.370963E-06,-0.6343899
3#False#0#753,465,461#0,0,0#-0.7730223,2.833463E-06,-0.6343789/-0.7730266,2.894975E-07,-0.6343736/-0.7730223,2.805183E-06,-0.6343789#-0.7730266,3.470864E-07,-0.6343736
3#False#0#755,466,754#0,0,0#-0.7730274,-5.960366E-07,-0.6343727/-0.7730271,-2.857703E-07,-0.6343731/-0.7730278,-7.955693E-07,-0.6343722#-0.7730293,-2.094314E-06,-0.6343704
4#False#0#754,466,465,753#0,0,0,0#-0.7730279,-9.156822E-07,-0.6343721/-0.7730272,-4.08198E-07,-0.6343728/-0.7730266,3.050181E-07,-0.6343737/-0.7730221,2.993666E-06,-0.634379#-0.7730266,2.629498E-07,-0.6343737
4#False#0#493,466,755,667#0,0,0,0#-0.8032203,3.037509E-07,-0.5956821/-0.7730272,-4.08198E-07,-0.6343728/-0.7730276,-7.43772E-07,-0.6343725/-0.8032203,3.037509E-07,-0.5956821#-0.7730259,6.067701E-07,-0.6343745
3#False#0#756,454,757#0,0,0#-0.6343741,-3.4789E-07,-0.7730263/-0.6343764,-2.158484E-06,-0.7730243/-0.6343758,-1.596869E-06,-0.7730249#-0.6343743,-7.061079E-07,-0.7730261
4#False#0#491,756,439,438#0,0,0,0#-0.6593229,-3.01946E-07,-0.75186/-0.6343743,-5.369918E-07,-0.773026/-0.6343699,2.891846E-06,-0.7730297/-0.6715448,1.447668E-06,-0.7409639#-0.6343699,2.891846E-06,-0.7730297
3#False#0#756,491,454#0,0,0#-0.634374,-3.4789E-07,-0.7730263/-0.6605325,-1.534614E-07,-0.7507974/-0.6343764,-2.158484E-06,-0.7730243#-0.6343787,-3.796714E-06,-0.7730224
3#False#0#737,452,445#0,0,0#-0.4713905,-1.51493E-06,-0.8819247/-0.4713919,-2.111586E-06,-0.8819239/-0.4713882,-5.416934E-07,-0.8819259#-0.4713903,-1.354619E-06,-0.8819246
4#False#0#513,506,739,759#0,0,0,0#-0.09803602,-9.572448E-07,-0.9951829/-0.0654263,1.148397E-07,-0.9978574/-0.09803435,1.72075E-07,-0.9951831/-0.09803602,-9.572448E-07,-0.9951829#-0.0980342,3.450565E-07,-0.9951831
4#False#0#519,513,759,712#0,0,0,0#-0.1628175,-7.564185E-07,-0.9866562/-0.09803602,-9.572448E-07,-0.9951829/-0.09803602,-9.572448E-07,-0.9951829/-0.09803572,-1.129773E-06,-0.995183#-0.09803785,-2.259546E-06,-0.9951828
4#False#0#760,487,448,504#0,0,0,0#0.09803897,1.023214E-06,-0.9951826/0.09803689,4.681294E-07,-0.9951829/0.09803557,2.490364E-07,-0.9951829/0.1305314,3.250927E-07,-0.9914442#0.09803897,1.023214E-06,-0.9951826
4#False#0#507,486,437,436#0,0,0,0#0.06542473,-9.069835E-07,-0.9978575/0.09803291,-9.349972E-07,-0.9951832/0.09803002,-2.826903E-06,-0.9951835/0.04907415,-1.415157E-06,-0.9987951#0.09803002,-2.826903E-06,-0.9951835
4#False#0#486,507,489,448#0,0,0,0#0.09803291,-9.349973E-07,-0.9951832/0.06542473,-9.069835E-07,-0.9978575/0.09803396,1.088666E-07,-0.9951832/0.09803557,2.490364E-07,-0.9951829#0.09803396,1.088666E-07,-0.9951832
4#False#0#449,516,505,504#0,0,0,0#0.2430662,-7.206414E-08,-0.9700097/0.2429926,6.97737E-07,-0.9700282/0.1951014,0,-0.9807831/0.1305314,3.250927E-07,-0.9914442#0.1951014,0,-0.9807831
4#False#0#523,517,449,520#0,0,0,0#0.2902887,-1.484741E-06,-0.9569392/0.290289,-1.035606E-06,-0.9569391/0.2430662,-7.206414E-08,-0.9700097/0.2902908,-4.062547E-07,-0.9569385#0.2902887,-1.484741E-06,-0.9569392
4#False#0#555,530,527,525#0,0,0,0#0.408498,-1.481768E-07,-0.9127591/0.4713864,-3.25567E-07,-0.8819268/0.4713838,-2.304475E-06,-0.8819283/0.4713849,-1.33574E-06,-0.8819277#0.4713838,-2.304475E-06,-0.8819283
4#False#0#659,434,532,531#0,0,0,0#0.611398,-4.341199E-07,-0.7913232/0.6343718,-9.48031E-07,-0.7730281/0.6343716,-1.081234E-06,-0.7730283/0.6343728,-5.96823E-07,-0.7730274#0.6343716,-1.081234E-06,-0.7730283
4#False#0#678,481,483,441#2,0,0,0#0.7327159,2.253492E-07,-0.6805345/0.6715519,-8.272422E-08,-0.7409574/0.6343783,-1.652491E-07,-0.7730228/0.6343758,8.559464E-08,-0.7730249#0.6343783,-1.652491E-07,-0.7730228
3#False#0#659,451,455#0,0,0#0.6115013,-3.910054E-07,-0.7912434/0.634369,-3.427648E-06,-0.7730305/0.6343775,3.14084E-06,-0.7730235#0.6343685,-3.85975E-06,-0.7730308
4#False#0#678,501,482,481#0,0,0,0#0.7327159,2.253492E-07,-0.6805345/0.7409607,2.527059E-07,-0.6715483/0.7071072,0,-0.7071064/0.6715519,-8.272422E-08,-0.7409574#0.7071072,0,-0.7071064
4#False#0#678,478,500,499#0,0,0,0#0.7327159,2.253492E-07,-0.6805345/0.7730275,7.903727E-07,-0.6343725/0.773029,2.121508E-06,-0.6343709/0.7730275,9.852367E-07,-0.6343725#0.773029,2.121508E-06,-0.6343709
4#False#0#691,508,498,477#0,0,0,0#0.8404782,-1.529136E-08,-0.5418453/0.8577363,4.221179E-07,-0.5140899/0.8314786,0,-0.5555567/0.8032199,-1.41404E-07,-0.5956827#0.8314786,0,-0.5555567
4#True#1#488,583,664,609#0,0,0,0#0.9905826,-1.002253E-06,-0.1369156/0.9951831,-1.864612E-07,-0.0980343/0.995183,-5.895126E-07,-0.09803487/0.9951831,-3.416996E-07,-0.09803455#0.995183,-5.895126E-07,-0.09803487
4#True#1#552,611,623,624#0,0,0,0#0.9965441,-5.91315E-07,0.08306562/0.995183,5.313987E-07,0.09803573/0.9951833,-3.836974E-08,0.09803164/0.9951828,-1.918487E-08,0.09803709#0.9951833,-3.836974E-08,0.09803164
4#True#1#552,613,587,585#0,0,0,0#0.9965441,-5.913149E-07,0.08306561/0.9951831,-1.327527E-07,0.09803414/0.995183,2.369511E-07,0.09803487/0.9951831,-2.115481E-07,0.09803364#0.995183,2.369511E-07,0.09803487
4#True#1#545,658,713,714#0,0,0,2#0.9924798,-3.377477E-06,0.122408/0.9951831,3.462607E-07,0.09803457/0.9951831,1.305892E-07,0.09803416/0.9624298,5.547175E-07,0.2715308#0.9951831,1.305892E-07,0.09803416
3#True#1#615,552,589#0,0,0#0.9951829,1.039961E-06,0.09803589/0.9965193,-6.363051E-07,0.08336338/0.9951829,1.428679E-06,0.09803657#0.9951826,2.70271E-06,0.09803859
3#True#1#590,591,552#0,0,0#0.9951839,-7.738486E-06,0.09802499/0.9951829,1.304928E-06,0.09803612/0.9965193,-6.363051E-07,0.0833634#0.9951827,2.43001E-06,0.09803755
3#False#0#560,714,559#2,0,0#0.9659203,-7.29484E-08,0.2588399/0.9623861,3.564109E-07,0.2716852/0.9569392,-3.481703E-07,0.2902887#0.9569383,-1.457406E-07,0.2902916
4#False#0#714,643,646,645#0,0,0,0#0.9624298,5.547168E-07,0.2715308/0.9569546,-3.358329E-05,0.2902377/0.956971,-6.789327E-05,0.2901839/0.9569547,-3.392022E-05,0.2902374#0.956971,-6.789327E-05,0.2901839
4#False#0#714,639,644,642#0,0,0,0#0.9624298,5.547176E-07,0.2715308/0.9569383,1.530348E-06,0.2902914/0.9569367,5.385442E-06,0.290297/0.9569374,3.056065E-06,0.2902943#0.9569367,5.385442E-06,0.290297
4#False#0#639,714,703,692#0,0,0,0#0.9569384,1.530348E-06,0.2902914/0.9624298,5.547176E-07,0.2715308/0.9569381,1.047032E-06,0.290292/0.9569384,4.628796E-07,0.290291#0.9569381,1.047032E-06,0.290292
4#False#0#693,596,619,620#0,0,0,0#0.9020344,-1.247806E-06,0.431664/0.8819292,-2.862042E-06,0.4713821/0.8819216,2.186991E-06,0.4713961/0.8819221,1.824112E-06,0.4713952#0.8819216,2.186991E-06,0.4713961
3#False#0#761,660,743#0,0,0#0.8819351,-6.71201E-06,0.4713709/0.8819314,-3.787603E-06,0.4713778/0.8819263,3.021783E-07,0.4713876#0.8819255,1.14682E-06,0.4713888
3#False#0#743,660,556#0,0,0#0.8819262,3.021783E-07,0.4713875/0.8819314,-3.787603E-06,0.4713778/0.8819265,-1.067935E-07,0.4713869#0.8819268,-2.402853E-07,0.4713863
3#False#0#557,689,700#0,0,0#0.7899688,-1.962903E-07,0.613147/0.7730273,-5.918323E-07,0.6343728/0.7730269,3.187014E-07,0.6343732#0.7730252,5.337648E-07,0.6343755
4#False#0#656,676,557,542#0,0,0,0#0.7730278,-7.317987E-07,0.6343722/0.7730274,-4.004949E-07,0.6343726/0.7904462,-1.925373E-07,0.6125315/0.7730263,-5.648667E-08,0.634374#0.7730278,-7.317987E-07,0.6343722
4#False#0#704,717,718,694#0,0,0,0#0.1224121,-1.519962E-07,0.9924793/0.1467456,5.388603E-10,0.9891743/0.2429893,0,0.970029/0.3213307,0,0.946967#0.1951024,0,0.9807828
4#False#0#715,687,698,697#0,0,0,0#-0.0393349,3.021695E-07,0.9992261/-0.04907567,2.626281E-07,0.9987951/1.759361E-06,0,1/0.06542677,-2.030548E-07,0.9978573#1.759361E-06,0,1
4#False#0#744,706,695,681#0,0,0,0#-0.2902918,5.906995E-07,0.9569382/-0.1951014,1.506543E-07,0.980783/-0.290292,2.131796E-06,0.9569381/-0.2902935,1.648983E-06,0.9569377#-0.290292,2.131796E-06,0.9569381
3#False#0#747,554,762#0,0,0#-0.7730233,-6.304216E-07,0.6343776/-0.7730234,-4.698783E-07,0.6343776/-0.7730207,-7.087301E-07,0.6343809#-0.7730165,-1.584119E-06,0.634386
3#False#0#763,572,728#0,2,0#-0.8819052,-1.077349E-06,0.4714268/-0.8932037,-9.567734E-07,0.4496521/-0.9062921,-5.212996E-07,0.4226519#-0.8819055,-1.170689E-06,0.4714262
4#False#0#728,572,576,729#0,0,0,0#-0.903984,-5.86051E-07,0.4275664/-0.8968534,-9.569342E-07,0.4423279/-0.9469317,-3.34429E-06,0.3214348/-0.941544,-8.967618E-07,0.33689#-0.9238827,0,0.3826756
3#False#0#749,548,763#0,0,0#-0.8819513,6.70943E-07,0.4713405/-0.8819253,-2.913974E-07,0.4713892/-0.8819053,-1.077349E-06,0.4714269#-0.8819222,-3.643212E-07,0.4713949
3#False#0#763,548,572#0,0,0#-0.8819053,-1.077349E-06,0.4714269/-0.8819253,-2.913975E-07,0.4713893/-0.8932037,-9.567735E-07,0.4496522#-0.8818877,-1.697036E-06,0.4714594
3#False#0#569,570,541#0,0,0#-0.9569367,-2.196798E-06,0.2902972/-0.956939,3.058054E-08,0.290289/-0.9569378,-1.243709E-06,0.2902929#-0.9569385,-7.823176E-08,0.2902906
3#False#0#567,568,541#0,0,0#-0.9569358,-5.675095E-06,0.2902997/-0.9569386,2.883809E-07,0.2902903/-0.9569378,-1.243709E-06,0.2902929#-0.9569385,0,0.2902907
3#True#1#617,607,616#0,0,0#-0.9951832,1.874906E-07,0.09803266/-0.999824,4.841249E-09,0.01875756/-0.9951829,-2.779011E-08,0.09803654#-0.995183,-6.910697E-08,0.09803506
3#True#1#603,607,617#0,0,0#-0.9951832,2.702526E-07,0.09803192/-0.999824,4.841248E-09,0.01875757/-0.9951832,1.874906E-07,0.09803266#-0.9951831,-9.070364E-08,0.0980346
4#True#1#578,766,751,577#0,0,0,0#-0.9951833,4.418525E-07,0.09803169/-0.9951833,4.418525E-07,0.09803169/-0.995183,-1.668175E-08,0.09803492/-0.9951831,8.349573E-08,0.09803416#-0.9951831,3.251568E-07,0.09803362
3#True#1#577,750,666#0,0,0#-0.9951831,1.318278E-07,0.0980341/-0.9951831,3.294245E-07,0.09803356/-0.9951831,9.050955E-08,0.09803368#-0.9951833,1.017369E-06,0.09803091
4#True#1#604,605,768,767#0,0,0,0#-0.995183,-7.868078E-07,0.09803548/-0.995183,-8.283987E-08,0.09803461/-0.995183,-8.283987E-08,0.09803461/-0.995183,-7.868078E-07,0.09803548#-0.9951832,4.843432E-07,0.09803334
4#True#1#602,604,767,685#0,0,0,0#-0.9838504,-3.207754E-07,0.1789928/-0.995183,-7.868078E-07,0.09803548/-0.995183,-7.868078E-07,0.09803548/-0.9951829,-1.051691E-06,0.09803607#-0.9951828,-2.057959E-06,0.09803762
4#False#0#471,770,669,633#0,0,0,0#-0.9756901,8.521053E-08,-0.2191549/-0.9569392,-1.20931E-06,-0.2902885/-0.9569392,-1.820623E-06,-0.2902883/-0.9700294,-9.114091E-07,-0.2429878#-0.9569392,-1.820623E-06,-0.2902883
3#False#0#770,471,579#0,0,0#-0.9569394,-1.578507E-06,-0.2902879/-0.9753271,1.626135E-08,-0.2207648/-0.9569393,-1.233883E-06,-0.290288#-0.9569376,2.12268E-06,-0.290294
4#False#0#626,628,469,625#0,0,0,0#-0.8819262,1.736603E-07,-0.4713876/-0.9238808,-1.693329E-07,-0.3826803/-0.8997,-1.733818E-06,-0.4365086/-0.8819303,-4.730435E-06,-0.4713798#-0.8819262,1.736603E-07,-0.4713876
3#False#0#771,459,772#0,0,0#-0.6343722,5.241732E-07,-0.7730278/-0.6343712,1.040089E-06,-0.7730286/-0.6343672,2.148727E-06,-0.7730319#-0.6343696,1.68657E-06,-0.7730299
3#False#0#772,459,458#0,0,0#-0.6343672,2.148727E-06,-0.7730319/-0.6343712,1.040089E-06,-0.7730286/-0.6343924,-5.112695E-06,-0.7730111#-0.6343716,7.701186E-07,-0.7730283
3#False#0#773,457,774#0,0,0#-0.4713825,2.489414E-06,-0.8819289/-0.4713846,1.49061E-06,-0.8819278/-0.4713856,1.05639E-06,-0.8819273#-0.4713743,7.273961E-06,-0.8819333
3#False#0#774,457,456#0,0,0#-0.4713856,1.05639E-06,-0.8819273/-0.4713845,1.49061E-06,-0.8819277/-0.4713833,1.289732E-06,-0.8819286#-0.4713914,-2.155219E-06,-0.8819242
4#False#0#462,457,773,657#0,0,0,0#-0.527975,-4.458493E-07,-0.84926/-0.4713849,1.262306E-06,-0.8819276/-0.4713817,2.971068E-06,-0.8819294/-0.4713879,-6.659126E-07,-0.8819261#-0.4713891,-1.331825E-06,-0.8819255
3#False#0#659,531,533#0,0,2#0.6115014,-3.910055E-07,-0.7912433/0.6343729,-5.09409E-07,-0.7730271/0.6087527,-5.626625E-08,-0.7933601#0.634374,-1.12412E-07,-0.7730262
4#False#0#659,455,450,433#0,0,0,0#0.611398,-4.3412E-07,-0.7913232/0.6343757,1.840116E-06,-0.7730249/0.6343829,7.539982E-06,-0.773019/0.6343762,2.237949E-06,-0.7730246#0.6343829,7.539982E-06,-0.773019
3#True#1#584,552,624#0,0,0#0.9999397,3.3968E-08,-0.01097236/0.9965193,-6.363051E-07,0.08336338/0.9951828,-2.606918E-08,0.09803675#0.9951823,0,0.09804254
4#True#1#552,615,612,613#0,0,0,0#0.9965441,-5.913149E-07,0.08306561/0.9951829,1.100127E-06,0.09803601/0.9951832,-5.024565E-07,0.09803343/0.9951831,-1.327527E-07,0.09803414#0.9951832,-5.024565E-07,0.09803343
4#True#1#552,591,614,588#0,0,0,0#0.9965441,-5.913149E-07,0.08306561/0.9951829,1.448133E-06,0.09803632/0.995183,4.662557E-07,0.0980351/0.995183,3.104514E-07,0.09803482#0.995183,4.662557E-07,0.0980351
4#True#1#552,545,592,590#0,0,0,0#0.9965441,-5.913149E-07,0.08306561/0.9924798,-3.377477E-06,0.122408/0.9951848,-1.419023E-05,0.09801695/0.9951838,-5.88011E-06,0.09802726#0.9951848,-1.419023E-05,0.09801695
4#False#0#714,560,546,545#0,0,0,0#0.9624298,5.547176E-07,0.2715308/0.9700288,-7.295817E-08,0.2429903/0.9807826,0,0.1951037/0.9924798,-3.377477E-06,0.122408#0.9807826,0,0.1951037
4#False#0#714,558,564,559#0,0,0,0#0.9624298,5.547176E-07,0.2715308/0.9569393,-3.411097E-07,0.290288/0.9569418,-9.020461E-07,0.2902801/0.9569401,-5.238933E-07,0.2902858#0.9569418,-9.020461E-07,0.2902801
3#False#0#647,648,714#0,0,0#0.9569383,4.000729E-08,0.2902913/0.9569384,5.730983E-08,0.2902915/0.9623862,3.564111E-07,0.2716853#0.9569378,5.969881E-07,0.2902929
3#False#0#630,693,629#0,0,0#0.8819286,-7.743032E-07,0.4713832/0.9019978,-1.265831E-06,0.4317406/0.8819264,1.958634E-07,0.4713872#0.8819312,-1.482099E-06,0.471378
4#False#0#719,679,660,761#0,0,0,0#0.881932,-3.844237E-06,0.4713767/0.88193,-2.11426E-06,0.4713806/0.8819308,-3.316395E-06,0.4713789/0.8819329,-4.854451E-06,0.4713753#0.88194,-1.085572E-05,0.4713617
4#False#0#693,775,724,723#0,0,0,0#0.9020344,-1.247806E-06,0.431664/0.8819277,-1.674762E-06,0.4713846/0.8819336,-9.537224E-06,0.4713738/0.8819297,-4.454318E-06,0.4713811#0.8819336,-9.537224E-06,0.4713738
3#False#0#775,693,679#0,0,0#0.8819268,-4.055847E-07,0.4713864/0.9019978,-1.265831E-06,0.4317406/0.8819288,-1.185481E-06,0.4713829#0.8819257,1.345693E-06,0.4713883
3#False#0#726,621,622#0,0,2#-0.8128225,-1.651331E-06,0.5825115/-0.773055,-5.701242E-08,0.6343392/-0.8514311,-2.319065E-06,0.5244664#-0.7730678,0,0.6343234
4#False#0#597,776,762,554#0,0,0,0#-0.7730343,-5.506047E-08,0.6343642/-0.7730343,-5.506047E-08,0.6343642/-0.7730203,-7.958088E-07,0.6343814/-0.7730231,-4.863605E-07,0.6343779#-0.773024,-7.498585E-09,0.6343768
4#False#0#776,597,621,726#0,0,0,0#-0.7730343,-5.506047E-08,0.6343642/-0.7730343,-5.506047E-08,0.6343642/-0.7730561,-5.131118E-08,0.6343375/-0.8128202,-2.204139E-06,0.5825148#-0.7730446,-1.026224E-07,0.6343517
4#False#0#550,777,765,549#0,0,0,0#-0.8819262,-6.862314E-08,0.4713877/-0.8819312,1.214372E-06,0.4713782/-0.8819233,-9.841199E-07,0.4713931/-0.8819233,-9.841199E-07,0.4713931#-0.8819216,-1.404183E-06,0.4713962
3#False#0#777,550,561#0,0,0#-0.881934,1.920431E-06,0.4713729/-0.8819256,-2.094135E-07,0.4713887/-0.8819367,2.664084E-06,0.471368#-0.8819306,1.266937E-06,0.4713792
3#False#0#778,631,779#0,0,0#-0.8819238,-3.315562E-06,0.4713922/-0.8819274,8.611785E-07,0.4713854/-0.8819289,2.385419E-06,0.4713824#-0.8819245,-2.254708E-06,0.4713908
4#False#0#622,778,727,726#0,0,0,0#-0.8492696,-2.066463E-06,0.5279595/-0.8819241,-2.809197E-06,0.4713914/-0.8819214,-6.481519E-06,0.4713966/-0.8128201,-2.204139E-06,0.5825148#-0.8819214,-6.481519E-06,0.4713966
3#False#0#778,622,631#0,0,0#-0.8819238,-3.315562E-06,0.4713921/-0.8514312,-2.319065E-06,0.5244664/-0.8819274,8.611785E-07,0.4713854#-0.8819267,3.086357E-07,0.4713868
4#False#0#541,570,574,575#0,0,0,0#-0.9569378,-1.217927E-06,0.2902929/-0.9569391,3.044622E-08,0.2902889/-0.9569397,1.391242E-07,0.2902872/-0.9569389,2.447223E-07,0.2902896#-0.9569397,1.391242E-07,0.2902872
4#False#0#541,563,600,569#0,0,0,0#-0.9569378,-1.217927E-06,0.2902929/-0.9569373,-1.319782E-06,0.2902948/-0.9569361,-2.580854E-06,0.2902986/-0.9569373,-1.329543E-06,0.2902946#-0.9569361,-2.580854E-06,0.2902986
4#False#0#541,568,573,562#0,0,0,0#-0.9569379,-1.217927E-06,0.2902929/-0.9569385,3.331869E-08,0.2902909/-0.9569385,6.663738E-08,0.290291/-0.9569384,3.964009E-09,0.290291#-0.9569385,6.663738E-08,0.290291
4#False#0#541,576,599,567#0,0,0,0#-0.9569379,-1.217927E-06,0.2902929/-0.9469317,-3.34429E-06,0.3214348/-0.9569346,-8.23077E-06,0.2903038/-0.9569365,-4.115385E-06,0.2902973#-0.9569346,-8.23077E-06,0.2903038
4#True#1#603,617,766,578#0,0,0,0#-0.9951833,2.339223E-07,0.09803218/-0.9951832,1.329125E-07,0.09803315/-0.9951833,4.418525E-07,0.09803169/-0.9951833,4.418525E-07,0.09803169#-0.9951835,5.585482E-07,0.09802976
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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
partsArrangeLeft
0,0.153
0.91,0.012,1.82
1500
eModelTypePlyWood
針葉樹合板