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7.0
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4#True#0#289,287,4,7#1,0,0,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#291,290,6,285#1,0,0,1#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#0#6,280,292,286#0,1,1,0#0,-1,0/0,-1,0/0,-1,0/0,-1,0#0,-1,0
4#True#1#9,8,15,14#0,0,0,0#-0.9966561,2.06996E-06,-0.08171/-0.9998659,5.720771E-09,0.01637768/-0.9987946,6.203237E-06,-0.04908545/-0.9987947,3.101619E-06,-0.04908293#-0.9987946,6.203237E-06,-0.04908545
3#True#1#9,14,29#0,0,2#-0.9966561,2.06996E-06,-0.08171/-0.9987947,3.101619E-06,-0.04908292/-0.9934481,1.252439E-06,-0.1142839#-0.9987948,0,-0.04908041
3#False#0#29,16,9#0,0,0#-0.9934481,1.252439E-06,-0.1142839/-0.9838503,1.252442E-06,-0.1789933/-0.9966561,2.06996E-06,-0.08171#-0.9891807,0,-0.1467019
4#False#0#44,64,16,29#0,2,0,0#-0.9891807,3.753299E-06,-0.1467027/-0.9774585,2.910567E-06,-0.2111276/-0.9838503,1.252442E-06,-0.1789933/-0.9934481,1.252439E-06,-0.1142839#-0.9891806,3.753299E-06,-0.1467027
3#False#0#80,34,64#2,0,0#-0.9637727,2.48527E-06,-0.2667249/-0.9659223,1.656792E-06,-0.2588322/-0.9774585,2.910568E-06,-0.2111276#-0.9700259,4.969046E-06,-0.2430017
3#False#0#64,34,16#0,0,0#-0.9774585,2.910567E-06,-0.2111276/-0.9659223,1.656792E-06,-0.2588323/-0.9838503,1.252442E-06,-0.1789933#-0.9700263,0,-0.2429997
4#False#0#100,52,34,80#2,0,0,0#-0.9495297,5.324598E-07,-0.3136773/-0.9359101,1.262352E-06,-0.3522389/-0.9659223,1.656792E-06,-0.2588323/-0.9637727,2.48527E-06,-0.2667249#-0.9569394,0,-0.2902877
4#False#0#116,137,52,100#0,2,0,0#-0.9415483,1.064599E-06,-0.336878/-0.9238786,1.892261E-06,-0.3826858/-0.9359101,1.262352E-06,-0.3522389/-0.9495297,5.324598E-07,-0.3136773#-0.9415483,1.064599E-06,-0.336878
4#False#0#70,52,137,155#0,0,0,0#-0.8895184,1.438644E-06,-0.4568994/-0.9359101,1.262352E-06,-0.3522389/-0.9238786,1.892261E-06,-0.3826858/-0.9039822,1.357681E-06,-0.4275701#-0.9039817,2.715361E-06,-0.4275711
3#False#0#70,155,175#0,0,2#-0.8895184,1.438643E-06,-0.4568994/-0.9039822,1.357681E-06,-0.4275701/-0.8819207,7.989375E-07,-0.4713978#-0.9039826,0,-0.4275692
4#False#0#89,70,175,192#0,0,0,0#-0.8404588,9.832415E-07,-0.5418754/-0.8895183,1.438643E-06,-0.4568994/-0.8819207,7.989375E-07,-0.4713978/-0.8577358,7.979756E-07,-0.5140908#-0.8577354,1.595951E-06,-0.5140914
3#False#0#89,192,207#0,0,2#-0.8404588,9.832415E-07,-0.5418755/-0.8577357,7.979756E-07,-0.5140908/-0.8314721,6.761219E-07,-0.5555664#-0.8577361,0,-0.5140903
4#False#0#106,89,207,223#0,0,0,0#-0.7832924,4.506872E-07,-0.6216536/-0.8404588,9.832415E-07,-0.5418755/-0.8314721,6.761219E-07,-0.5555664/-0.8032046,6.753071E-07,-0.5957032#-0.8032044,1.350614E-06,-0.5957037
3#False#0#106,223,238#0,0,2#-0.7832924,4.506872E-07,-0.6216536/-0.8032047,6.75307E-07,-0.5957032/-0.7625192,9.69311E-07,-0.6469656#-0.803205,0,-0.5957028
3#False#0#250,125,238#0,0,0#-0.7409521,1.45241E-06,-0.6715579/-0.7242577,1.02178E-06,-0.6895294/-0.7625192,9.69311E-07,-0.6469656#-0.7409515,2.90482E-06,-0.6715586
3#False#0#238,125,106#0,0,0#-0.7625192,9.69311E-07,-0.6469656/-0.7242578,1.02178E-06,-0.6895294/-0.7832924,4.506872E-07,-0.6216536#-0.7409523,0,-0.6715577
3#False#0#125,250,262#0,0,2#-0.7242577,1.02178E-06,-0.6895294/-0.7409521,1.45241E-06,-0.671558/-0.7071068,5.900147E-07,-0.7071067#-0.7409526,0,-0.6715573
4#False#0#144,125,262,271#0,0,0,2#-0.6531727,5.894815E-07,-0.7572089/-0.7242577,1.02178E-06,-0.6895294/-0.7071068,5.900148E-07,-0.7071068/-0.6531727,5.894815E-07,-0.7572089#-0.6715574,1.178608E-06,-0.7409526
3#False#0#284,163,279#0,2,0#-0.5957036,-2.460203E-06,-0.8032044/-0.5858106,-1.765598E-06,-0.8104479/-0.615235,-2.460945E-06,-0.7883438#-0.5957048,-4.920407E-06,-0.8032035
4#False#0#279,163,144,271#0,0,0,0#-0.6152349,-2.460945E-06,-0.7883438/-0.5858107,-1.765598E-06,-0.8104479/-0.6531727,5.894815E-07,-0.7572089/-0.6531727,5.894815E-07,-0.7572089#-0.6343947,0,-0.7730093
3#False#0#163,284,290#0,0,2#-0.5858106,-1.765598E-06,-0.8104479/-0.5957036,-2.460203E-06,-0.8032044/-0.5555652,-1.067228E-06,-0.831473#-0.5957024,0,-0.8032052
4#False#0#23,11,272,273#0,0,0,0#-0.3826849,-5.331397E-07,-0.9238789/-0.4714051,-1.716028E-06,-0.8819168/-0.4275852,-1.676153E-06,-0.903975/-0.4275702,-1.785418E-07,-0.9039822#-0.4275699,-1.952506E-06,-0.9039823
4#False#0#38,23,251,252#0,0,0,0#-0.3214345,1.329602E-07,-0.9469318/-0.3826849,-5.331397E-07,-0.9238789/-0.3368771,-8.864524E-07,-0.9415486/-0.3368778,1.993869E-07,-0.9415484#-0.3368788,-1.772905E-06,-0.941548
3#False#0#240,56,225#0,2,0#-0.2429938,7.430452E-06,-0.9700279/-0.2334656,3.109402E-06,-0.972365/-0.2667276,-6.099983E-06,-0.9637719#-0.2430045,-1.219629E-05,-0.9700251
4#False#0#225,56,38,224#0,0,2,0#-0.2667276,-6.099983E-06,-0.9637719/-0.2334656,3.109402E-06,-0.972365/-0.3214345,1.329602E-07,-0.9469318/-0.3136778,1.086166E-06,-0.9495295#-0.2902901,0,-0.9569387
3#False#0#194,56,193#2,0,0#-0.1950852,3.344653E-07,-0.9807863/-0.2334656,3.109402E-06,-0.972365/-0.2429916,1.35286E-05,-0.9700284#-0.243,0,-0.9700263
3#False#0#177,73,176#0,0,0#-0.1466912,1.551471E-05,-0.9891823/-0.1142817,5.115473E-06,-0.9934484/-0.1467046,-6.969675E-06,-0.9891803#-0.1467093,-1.460747E-05,-0.9891797
3#False#0#139,73,138#2,0,0#-0.0980138,0,-0.9951851/-0.1142817,5.115473E-06,-0.9934484/-0.1466824,2.281845E-05,-0.9891837#-0.1466916,0,-0.9891822
3#False#0#118,93,117#0,0,0#-0.04908079,-2.723264E-07,-0.9987948/-0.01637585,3.018812E-06,-0.9998659/-0.04909004,-3.941404E-06,-0.9987944#-0.049087,-1.078668E-05,-0.9987946
3#False#0#93,73,117#0,0,0#-0.01637585,3.018812E-06,-0.9998659/-0.1142817,5.115473E-06,-0.9934484/-0.04909004,-3.941404E-06,-0.9987944#-0.04908293,-1.037535E-06,-0.9987947
3#False#0#82,93,81#2,0,0#9.681117E-07,6.608848E-07,-1/-0.01637585,3.018813E-06,-0.9998659/-0.0490798,5.121012E-06,-0.9987949#-0.04908504,0,-0.9987946
4#False#0#109,93,45,46#0,0,0,0#0.07355692,3.118296E-06,-0.997291/-0.01637585,3.018812E-06,-0.9998659/0.04908984,9.837827E-06,-0.9987944/0.04908611,6.230963E-06,-0.9987946#0.04909271,1.835548E-05,-0.9987942
3#False#0#32,129,109#0,0,2#0.1142865,1.252439E-06,-0.9934478/0.1789933,1.252442E-06,-0.9838503/0.07355693,3.118296E-06,-0.997291#0.1467019,0,-0.9891807
4#False#0#47,66,129,32#0,2,0,0#0.1467027,3.753299E-06,-0.9891807/0.2111276,2.910567E-06,-0.9774585/0.1789933,1.252442E-06,-0.9838503/0.1142865,1.252439E-06,-0.9934478#0.1467027,3.753299E-06,-0.9891806
3#False#0#83,147,66#2,0,0#0.2667249,2.48527E-06,-0.9637727/0.2588322,1.656792E-06,-0.9659223/0.2111276,2.910568E-06,-0.9774585#0.2430017,4.969046E-06,-0.9700259
3#False#0#66,147,129#0,0,0#0.2111276,2.910567E-06,-0.9774585/0.2588323,1.656792E-06,-0.9659223/0.1789933,1.252442E-06,-0.9838503#0.2429997,0,-0.9700263
4#False#0#102,167,147,83#2,0,0,0#0.3136773,5.324598E-07,-0.9495297/0.3522389,1.262352E-06,-0.9359101/0.2588323,1.656792E-06,-0.9659223/0.2667249,2.48527E-06,-0.9637727#0.2902877,0,-0.9569394
4#False#0#119,140,167,102#0,2,0,0#0.336878,1.064599E-06,-0.9415483/0.3826858,1.892261E-06,-0.9238786/0.3522389,1.262352E-06,-0.9359101/0.3136773,5.324598E-07,-0.9495297#0.336878,1.064599E-06,-0.9415483
4#False#0#184,167,140,157#0,0,0,0#0.4568994,1.438644E-06,-0.8895184/0.3522389,1.262352E-06,-0.9359101/0.3826858,1.892261E-06,-0.9238786/0.4275701,1.357681E-06,-0.9039822#0.4275711,2.715361E-06,-0.9039817
3#False#0#184,157,178#0,0,2#0.4568994,1.438643E-06,-0.8895184/0.4275701,1.357681E-06,-0.9039822/0.4713978,7.989375E-07,-0.8819207#0.4275692,0,-0.9039826
4#False#0#201,184,178,195#0,0,0,0#0.5418742,1.462402E-06,-0.8404596/0.4568994,1.438643E-06,-0.8895183/0.4713978,7.989375E-07,-0.8819207/0.5140889,1.515947E-06,-0.8577369#0.5140914,1.595951E-06,-0.8577354
4#False#0#215,201,13,26#0,2,0,0#0.6216536,4.506872E-07,-0.7832924/0.5418742,1.462402E-06,-0.8404596/0.5555646,1.394959E-06,-0.8314734/0.5957032,6.753071E-07,-0.8032046#0.5957037,1.350614E-06,-0.8032044
3#False#0#215,26,39#0,0,2#0.6216536,4.506872E-07,-0.7832924/0.5957032,6.75307E-07,-0.8032047/0.6469656,9.69311E-07,-0.7625192#0.5957028,0,-0.803205
3#False#0#57,230,39#0,0,0#0.6715579,1.45241E-06,-0.7409521/0.6895294,1.02178E-06,-0.7242577/0.6469656,9.69311E-07,-0.7625192#0.6715586,2.90482E-06,-0.7409515
3#False#0#39,230,215#0,0,0#0.6469656,9.69311E-07,-0.7625192/0.6895294,1.02178E-06,-0.7242578/0.6216536,4.506872E-07,-0.7832924#0.6715577,0,-0.7409523
3#False#0#230,57,74#0,0,2#0.6895294,1.02178E-06,-0.7242577/0.671558,1.45241E-06,-0.7409521/0.7071067,5.900147E-07,-0.7071068#0.6715573,0,-0.7409526
4#False#0#245,230,74,94#0,0,0,2#0.7572089,5.894815E-07,-0.6531727/0.6895294,1.02178E-06,-0.7242577/0.7071068,5.900148E-07,-0.7071068/0.7572089,5.894815E-07,-0.6531727#0.7409526,1.178608E-06,-0.6715574
3#False#0#130,257,110#0,2,0#0.8032044,-2.460203E-06,-0.5957036/0.8104477,-1.231864E-06,-0.585811/0.7883438,-2.460945E-06,-0.615235#0.8032035,-4.920407E-06,-0.5957048
4#False#0#110,257,245,94#0,0,0,0#0.7883438,-2.460945E-06,-0.6152349/0.8104476,-1.231864E-06,-0.5858111/0.7572089,5.894815E-07,-0.6531727/0.7572089,5.894815E-07,-0.6531727#0.7730093,0,-0.6343947
3#False#0#257,130,148#0,0,2#0.8104476,-1.231864E-06,-0.5858111/0.8032044,-2.460203E-06,-0.5957036/0.8404587,-1.704176E-06,-0.5418756#0.8032052,0,-0.5957024
3#False#0#168,268,148#2,0,0#0.8700897,-2.554294E-06,-0.4928935/0.8660288,-1.702806E-06,-0.4999941/0.8404587,-1.704176E-06,-0.5418757#0.8577347,-5.107051E-06,-0.5140927
3#False#0#148,268,257#0,0,0#0.8404587,-1.704176E-06,-0.5418757/0.8660288,-1.702806E-06,-0.4999941/0.8104477,-1.231864E-06,-0.585811#0.8577358,0,-0.5140908
4#False#0#185,277,268,168#2,0,0,0#0.8932202,-1.756418E-06,-0.4496195/0.910857,-1.528323E-06,-0.4127222/0.8660288,-1.702806E-06,-0.4999941/0.8700897,-2.554294E-06,-0.4928935#0.8819208,0,-0.4713975
4#False#0#202,216,277,185#0,2,0,0#0.9039819,-3.511779E-06,-0.4275708/0.9238786,-2.29095E-06,-0.3826858/0.9108569,-1.528323E-06,-0.4127222/0.8932202,-1.756418E-06,-0.4496195#0.9039819,-3.511779E-06,-0.4275708
4#False#0#283,277,216,231#0,0,0,2#0.9495295,-5.324598E-07,-0.3136775/0.910857,-1.528323E-06,-0.4127221/0.9238786,-2.29095E-06,-0.3826858/0.9495295,-5.324598E-07,-0.3136775#0.9415482,-1.064599E-06,-0.3368782
4#False#0#246,289,283,231#2,0,0,0#0.9637727,-3.049992E-06,-0.2667247/0.973874,-9.88237E-07,-0.2270892/0.9495295,-5.324598E-07,-0.3136775/0.9495295,-5.324598E-07,-0.3136775#0.9569393,0,-0.290288
4#False#0#258,269,289,246#0,2,0,0#0.9700261,-6.098147E-06,-0.2430009/0.9838501,-3.378346E-06,-0.1789944/0.973874,-9.88237E-07,-0.2270892/0.9637727,-3.049992E-06,-0.2667247#0.9700261,-6.098148E-06,-0.2430009
3#False#0#278,288,269#0,0,0#0.9891801,-1.030611E-05,-0.1467066/0.993448,-2.825284E-06,-0.114285/0.9838501,-3.378346E-06,-0.1789944#0.9891803,-7.165023E-06,-0.1467048
3#False#0#260,288,259#2,0,0#0.9951857,0,-0.09800708/0.993448,-2.825283E-06,-0.114285/0.9891805,-6.723598E-06,-0.1467039#0.9891811,0,-0.1466994
3#True#1#248,282,247#0,0,0#0.9987929,-6.09313E-05,-0.04911876/0.9999515,-2.371413E-05,-0.009841476/0.9987935,-4.356882E-05,-0.04910747#0.9987909,-0.0001312461,-0.04916056
3#True#1#218,276,217#0,0,0#0.998795,-7.459238E-06,0.04907663/0.9969166,-2.407644E-06,0.07846829/0.9987946,5.429468E-06,0.04908624#0.9987944,1.339888E-05,0.04908859
3#False#0#170,256,169#0,0,0#0.9891799,9.650575E-06,0.1467075/0.9861125,-1.034064E-05,0.1660782/0.9909033,-1.218176E-05,0.134576#0.9891793,1.88623E-05,0.1467118
3#False#0#132,256,131#2,0,0#0.977461,5.282354E-07,0.211116/0.9861125,-1.034064E-05,0.1660782/0.9891832,2.194262E-07,0.1466856#0.9891858,0,0.146668
3#False#0#150,244,132#0,0,0#0.9700267,-1.954654E-06,0.2429985/0.9615626,-1.138316E-06,0.2745857/0.977461,5.282354E-07,0.211116#0.9700259,4.969046E-06,0.2430017
3#False#0#96,244,95#2,0,0#0.9569392,2.366652E-07,0.2902883/0.9615627,-1.138316E-06,0.2745857/0.9700272,-4.439177E-06,0.2429963#0.970027,0,0.242997
3#False#0#28,214,27#2,0,0#0.9174823,2.831053E-06,0.3977765/0.9329972,2.250466E-06,0.3598836/0.9415435,-3.119218E-07,0.3368913#0.941537,0,0.3369094
3#False#0#41,200,28#0,0,0#0.9039819,2.715361E-06,0.4275706/0.8932264,1.639158E-06,0.4496071/0.9174823,2.831053E-06,0.3977765#0.9039813,5.430722E-06,0.4275721
3#False#0#200,41,60#0,0,2#0.8932264,1.639158E-06,0.4496071/0.9039819,2.715361E-06,0.4275706/0.8700823,1.21559E-06,0.4929065#0.9039826,0,0.4275692
4#False#0#76,97,166,60#0,2,0,0#0.8577356,1.595952E-06,0.5140911/0.8175767,-3.190335E-06,0.5758197/0.8404581,2.439048E-06,0.5418766/0.8700823,1.21559E-06,0.4929065#0.8577356,1.595952E-06,0.5140912
3#False#0#112,128,97#2,0,0#0.7883436,1.351021E-06,0.6152353/0.7933528,-4.955907E-06,0.6087621/0.8175767,-3.190335E-06,0.5758197#0.803204,2.701228E-06,0.5957041
3#False#0#162,221,236#0,0,2#0.4857776,1.101578E-07,0.8740824/0.5140889,9.515986E-07,0.8577369/0.4714104,-7.874859E-07,0.881914#0.51409,0,0.8577363
3#False#0#114,88,113#2,0,0#0.2902604,1.846802E-06,0.9569477/0.3183359,1.225799E-06,0.947978/0.3368791,1.085839E-06,0.9415479#0.3368815,0,0.941547
3#False#0#78,51,77#2,0,0#0.1950838,2.279782E-08,0.9807866/0.2239108,7.668758E-07,0.9746097/0.2429916,1.35286E-05,0.9700284#0.243,0,0.9700263
4#False#0#35,20,79,99#0,2,0,0#-0.08171,2.06996E-06,0.9966561/0.01637968,4.351142E-08,0.9998658/-9.382854E-07,5.069277E-07,1/-0.04908293,3.101619E-06,0.9987947#-0.04908545,6.203237E-06,0.9987946
3#False#0#35,99,115#0,0,2#-0.08171,2.06996E-06,0.9966561/-0.04908292,3.101619E-06,0.9987947/-0.1142839,1.252439E-06,0.9934481#-0.04908041,0,0.9987948
3#False#0#115,53,35#0,0,0#-0.1142839,1.252439E-06,0.9934481/-0.1789933,1.252442E-06,0.9838503/-0.08171,2.06996E-06,0.9966561#-0.1467019,0,0.9891807
4#False#0#136,154,53,115#0,2,0,0#-0.1467027,3.753299E-06,0.9891807/-0.2111276,2.910567E-06,0.9774585/-0.1789933,1.252442E-06,0.9838503/-0.1142839,1.252439E-06,0.9934481#-0.1467027,3.753299E-06,0.9891806
3#False#0#174,71,154#2,0,0#-0.2667249,2.48527E-06,0.9637727/-0.2588322,1.656792E-06,0.9659223/-0.2111276,2.910568E-06,0.9774585#-0.2430017,4.969046E-06,0.9700259
3#False#0#154,71,53#0,0,0#-0.2111276,2.910567E-06,0.9774585/-0.2588323,1.656792E-06,0.9659223/-0.1789933,1.252442E-06,0.9838503#-0.2429997,0,0.9700263
4#False#0#191,90,71,174#2,0,0,0#-0.3136773,5.324598E-07,0.9495297/-0.3522389,1.262352E-06,0.9359101/-0.2588323,1.656792E-06,0.9659223/-0.2667249,2.48527E-06,0.9637727#-0.2902877,0,0.9569394
4#False#0#206,222,90,191#0,2,0,0#-0.336878,1.064599E-06,0.9415483/-0.3826858,1.892261E-06,0.9238786/-0.3522389,1.262352E-06,0.9359101/-0.3136773,5.324598E-07,0.9495297#-0.336878,1.064599E-06,0.9415483
4#False#0#107,90,222,237#0,0,0,0#-0.4568994,1.438644E-06,0.8895184/-0.3522389,1.262352E-06,0.9359101/-0.3826858,1.892261E-06,0.9238786/-0.4275701,1.357681E-06,0.9039822#-0.4275711,2.715361E-06,0.9039817
3#False#0#107,237,249#0,0,2#-0.4568994,1.438643E-06,0.8895184/-0.4275701,1.357681E-06,0.9039822/-0.4713978,7.989375E-07,0.8819207#-0.4275692,0,0.9039826
4#False#0#126,107,249,261#0,0,0,0#-0.5349755,9.91907E-07,0.8448675/-0.4568994,1.438643E-06,0.8895183/-0.4713978,7.989375E-07,0.8819207/-0.5140929,2.390591E-06,0.8577345#-0.5140914,1.595951E-06,0.8577354
3#False#0#210,145,209#0,0,0#-0.5958534,0.0003074791,0.8030931/-0.6217023,0.0001033306,0.7832536/-0.5957051,5.463086E-06,0.8032033#-0.5957085,1.174331E-05,0.8032007
3#False#0#121,164,120#0,0,0#-0.6715552,-5.627953E-06,0.7409546/-0.6954331,-9.794512E-07,0.7185908/-0.6715566,-3.092908E-06,0.7409533#-0.6715512,-1.349983E-05,0.7409582
3#False#0#164,145,120#0,0,0#-0.6954331,-9.794512E-07,0.7185909/-0.6217023,0.0001033306,0.7832537/-0.6715566,-3.092909E-06,0.7409533#-0.6715577,2.096034E-06,0.7409523
3#False#0#85,164,84#2,0,0#-0.7071068,8.556024E-07,0.7071068/-0.6954331,-9.794512E-07,0.7185908/-0.671557,1.12196E-06,0.7409529#-0.6715549,0,0.7409549
4#False#0#182,164,48,49#0,0,0,2#-0.7572089,7.903956E-07,0.6531727/-0.695433,-9.794512E-07,0.7185909/-0.7409537,1.644729E-06,0.6715561/-0.7572089,7.903956E-07,0.6531727#-0.7409526,1.580315E-06,0.6715573
3#False#0#86,198,68#0,2,0#-0.8032044,-2.460203E-06,0.5957036/-0.8104477,-1.231864E-06,0.585811/-0.7883438,-2.460945E-06,0.615235#-0.8032035,-4.920407E-06,0.5957048
4#False#0#68,198,182,49#0,0,0,0#-0.7883438,-2.460945E-06,0.6152349/-0.8104476,-1.231864E-06,0.5858111/-0.757209,7.903957E-07,0.6531727/-0.757209,7.903957E-07,0.6531727#-0.7730093,0,0.6343947
3#False#0#198,86,104#0,0,2#-0.8104476,-1.231864E-06,0.5858111/-0.8032044,-2.460203E-06,0.5957036/-0.8404587,-1.704176E-06,0.5418756#-0.8032052,0,0.5957024
3#False#0#122,212,104#2,0,0#-0.8700897,-2.554294E-06,0.4928935/-0.8660288,-1.702806E-06,0.4999941/-0.8404587,-1.704176E-06,0.5418757#-0.8577347,-5.107051E-06,0.5140927
3#False#0#104,212,198#0,0,0#-0.8404587,-1.704176E-06,0.5418757/-0.8660288,-1.702806E-06,0.4999941/-0.8104477,-1.231864E-06,0.585811#-0.8577358,0,0.5140908
4#False#0#142,228,212,122#2,0,0,0#-0.8932202,-1.756418E-06,0.4496195/-0.910857,-1.528323E-06,0.4127222/-0.8660288,-1.702806E-06,0.4999941/-0.8700897,-2.554294E-06,0.4928935#-0.8819208,0,0.4713975
4#False#0#160,180,228,142#0,2,0,0#-0.9039819,-3.511779E-06,0.4275708/-0.9238786,-2.29095E-06,0.3826858/-0.9108569,-1.528323E-06,0.4127222/-0.8932202,-1.756418E-06,0.4496195#-0.9039819,-3.511779E-06,0.4275708
4#False#0#242,228,180,197#0,0,0,2#-0.9495295,-5.324598E-07,0.3136775/-0.910857,-1.528323E-06,0.4127221/-0.9238786,-2.29095E-06,0.3826858/-0.9495295,-5.324598E-07,0.3136775#-0.9415482,-1.064599E-06,0.3368782
4#False#0#211,254,242,197#2,0,0,0#-0.9637727,-3.049992E-06,0.2667247/-0.9738739,-3.232946E-06,0.2270897/-0.9495295,-5.324598E-07,0.3136775/-0.9495295,-5.324598E-07,0.3136775#-0.9569393,0,0.290288
4#False#0#227,241,254,211#0,2,0,0#-0.9700261,-6.098147E-06,0.2430009/-0.9807859,-4.846173E-06,0.1950874/-0.9738739,-3.232946E-06,0.2270897/-0.9637727,-3.049992E-06,0.2667247#-0.9700261,-6.098148E-06,0.2430009
4#False#0#266,254,241,253#0,0,0,0#-0.993448,-3.259688E-06,0.1142853/-0.9738739,-3.232946E-06,0.2270897/-0.9807859,-4.846173E-06,0.1950874/-0.9891807,-1.791256E-06,0.1467019#-0.9891806,-3.582512E-06,0.1467034
3#False#0#266,253,265#0,0,2#-0.993448,-3.259688E-06,0.1142853/-0.9891807,-1.791256E-06,0.1467019/-0.9951853,-3.096773E-06,0.09801091#-0.989181,0,0.1467005
4#True#1#8,266,265,274#0,0,0,0#-0.9998659,5.720771E-09,0.01637768/-0.993448,-3.259688E-06,0.1142853/-0.9951853,-3.096773E-06,0.09801091/-0.9987947,-3.093047E-06,0.04908292#-0.9987946,-6.186093E-06,0.04908545
3#True#1#8,274,293#0,1,2#-0.9998659,5.720772E-09,0.01637768/-0.9987947,-3.093047E-06,0.04908292/-0.9987949,3.632681E-15,0.04908042#-0.9987948,3.63268E-15,0.04908041
4#False#0#10,163,290,294#0,0,0,0#-0.5140937,-1.927669E-06,-0.8577341/-0.5858107,-1.765598E-06,-0.8104479/-0.5555652,-1.067228E-06,-0.831473/-0.5140945,-4.129346E-07,-0.8577335#-0.514089,-2.131884E-06,-0.8577368
4#False#0#11,285,286,292#0,0,0,2#-0.4714051,-1.716028E-06,-0.8819168/-0.5140938,-7.325104E-07,-0.857734/-0.5140892,1.453592E-06,-0.8577367/-0.4714119,2.692869E-08,-0.8819131#-0.5140892,1.453592E-06,-0.8577367
3#False#0#11,10,285#0,0,0#-0.4714051,-1.716028E-06,-0.8819168/-0.5140936,-1.927669E-06,-0.8577341/-0.5140938,-7.325104E-07,-0.857734#-0.5140918,-4.957138E-06,-0.8577351
4#False#0#23,273,263,264#0,0,0,2#-0.3826849,-5.331397E-07,-0.9238789/-0.4275702,-1.785419E-07,-0.9039822/-0.4275706,1.595422E-06,-0.903982/-0.3826843,7.986738E-07,-0.9238791#-0.4275706,1.595422E-06,-0.903982
3#False#0#23,264,251#0,0,0#-0.3826849,-5.331397E-07,-0.9238789/-0.3826843,7.986738E-07,-0.9238791/-0.3368771,-8.864524E-07,-0.9415486#-0.3368754,0,-0.9415492
4#False#0#56,194,176,73#0,0,0,0#-0.2334656,3.109402E-06,-0.972365/-0.1950852,3.344653E-07,-0.9807863/-0.1467046,-6.969675E-06,-0.9891803/-0.1142817,5.115473E-06,-0.9934484#-0.1466999,6.681241E-07,-0.989181
3#False#0#73,139,117#0,0,0#-0.1142817,5.115473E-06,-0.9934484/-0.0980138,0,-0.9951851/-0.04909003,-3.941404E-06,-0.9987944#-0.04910018,0,-0.9987939
3#False#0#32,109,31#0,0,0#0.1142865,1.252439E-06,-0.9934478/0.07355693,3.118296E-06,-0.997291/0.04908377,-2.946775E-06,-0.9987946#0.04908805,0,-0.9987944
4#False#0#109,46,30,31#0,0,0,0#0.07355692,3.118296E-06,-0.997291/0.04908611,6.230963E-06,-0.9987946/0.0490795,-5.893551E-06,-0.9987949/0.04908377,-2.946775E-06,-0.9987946#0.0490795,-5.893551E-06,-0.9987949
4#False#0#201,195,12,13#0,0,0,0#0.5418742,1.462402E-06,-0.8404596/0.5140889,1.515947E-06,-0.8577369/0.5140865,1.435942E-06,-0.8577384/0.5555646,1.394959E-06,-0.8314734#0.5140864,1.435942E-06,-0.8577384
4#False#0#269,288,287,289#0,0,0,0#0.9838501,-3.378346E-06,-0.1789943/0.993448,-2.825283E-06,-0.114285/0.9891807,3.138993E-06,-0.1467018/0.973874,-9.88237E-07,-0.2270892#0.9891807,3.138993E-06,-0.1467018
3#True#1#288,260,247#0,0,0#0.993448,-2.825283E-06,-0.114285/0.9951857,0,-0.09800706/0.9987935,-4.356882E-05,-0.04910746#0.9987949,0,-0.04907881
4#True#1#247,282,281,288#0,0,0,0#0.9987935,-4.356882E-05,-0.04910746/0.9999515,-2.371413E-05,-0.009841476/0.9987947,5.396612E-07,-0.04908302/0.993448,-2.825283E-06,-0.114285#0.9987947,5.396611E-07,-0.04908302
4#True#1#282,248,232,233#0,0,0,2#0.9999515,-2.371413E-05,-0.009841476/0.9987929,-6.093129E-05,-0.04911876/0.998795,9.383535E-06,-0.04907697/1,4.697429E-06,5.224571E-06#0.998795,9.383536E-06,-0.04907697
3#True#1#282,233,217#0,0,0#0.9999515,-2.371413E-05,-0.009841473/1,4.697429E-06,5.224571E-06/0.9987946,5.429468E-06,0.04908624#0.9987945,0,0.04908741
4#True#1#217,276,275,282#0,0,0,0#0.9987946,5.429468E-06,0.04908624/0.9969166,-2.407644E-06,0.0784683/0.9987947,2.88953E-06,0.04908273/0.9999515,-2.371413E-05,-0.009841473#0.9987947,2.88953E-06,0.04908273
4#True#1#187,169,276,186#0,2,2,0#0.9951765,0,0.0981009/0.9909033,-1.218176E-05,0.134576/0.9969166,-2.407644E-06,0.0784683/0.9972875,-1.416295E-05,0.07360503#0.9951765,0,0.09810091
3#False#0#256,255,169#0,0,0#0.9861125,-1.034064E-05,0.1660782/0.9891832,-3.37892E-05,0.1466851/0.9909033,-1.218176E-05,0.134576#0.9891858,-6.75784E-05,0.146668
4#False#0#132,244,243,256#0,0,0,0#0.977461,5.282354E-07,0.211116/0.9615626,-1.138316E-06,0.2745857/0.9700265,-3.386039E-06,0.2429991/0.9861125,-1.034064E-05,0.1660782#0.9700265,-3.386039E-06,0.2429991
4#False#0#214,213,58,59#0,0,0,0#0.9329972,2.250466E-06,0.3598835/0.9415479,3.282115E-06,0.336879/0.9415478,2.345663E-06,0.3368795/0.9415488,2.970193E-06,0.3368769#0.9415475,6.564229E-06,0.3368805
4#False#0#28,200,199,214#0,0,0,0#0.9174823,2.831053E-06,0.3977765/0.8932264,1.639158E-06,0.4496071/0.9039821,3.053342E-06,0.4275704/0.9329972,2.250466E-06,0.3598835#0.9039821,3.053343E-06,0.4275704
3#False#0#166,165,60#0,0,0#0.8404581,2.439048E-06,0.5418766/0.8577345,1.63101E-06,0.5140929/0.8700823,1.21559E-06,0.4929065#0.8577347,5.195374E-06,0.5140927
3#False#0#128,127,97#0,0,0#0.7933528,-4.955907E-06,0.6087621/0.8032061,-8.523493E-06,0.5957012/0.8175767,-3.190335E-06,0.5758197#0.8032089,-1.756497E-05,0.5956975
4#False#0#92,295,151,171#0,0,0,2#0.7185909,-2.58302E-06,0.695433/0.7409546,-3.870381E-06,0.671555/0.7409552,-6.225006E-06,0.6715544/0.6954323,-1.04377E-06,0.7185916#0.7409552,-6.225006E-06,0.6715544
3#False#0#188,55,296#2,0,0#0.6531731,-2.090934E-06,0.7572086/0.6593475,-2.787819E-06,0.7518383/0.67156,-4.213253E-06,0.7409502#0.67156,-4.18061E-06,0.7409502
3#False#0#296,55,54#0,0,0#0.67156,-4.213253E-06,0.7409502/0.6593475,-2.787819E-06,0.7518383/0.6715576,-1.787367E-06,0.7409524#0.67156,-4.18061E-06,0.7409502
4#False#0#22,297,219,234#0,0,0,2#0.5691106,-6.172199E-06,0.822261/0.5957069,-8.182439E-06,0.8032019/0.5957131,-2.197198E-05,0.8031973/0.5555708,-1.206648E-05,0.8314693#0.5957132,-2.197198E-05,0.8031972
4#False#0#36,22,234,298#0,0,0,0#0.5140932,-3.242569E-06,0.8577343/0.5691106,-6.172199E-06,0.822261/0.5555708,-1.206648E-05,0.8314693/0.5140712,3.433039E-06,0.8577475#0.514089,-2.131884E-06,0.8577368
3#False#0#190,124,189#0,0,0#0.4275701,1.151437E-07,0.9039822/0.4052623,-6.518031E-06,0.9142005/0.4275812,-1.382198E-05,0.9039769#0.4275696,-1.365135E-06,0.9039825
4#False#0#124,190,172,173#0,0,0,2#0.4052623,-6.518032E-06,0.9142005/0.4275701,1.151437E-07,0.9039822/0.4275706,1.595422E-06,0.903982/0.3674386,4.490873E-06,0.9300478#0.4275706,1.595422E-06,0.903982
3#False#0#153,88,299#0,0,0#0.3368765,2.002565E-06,0.9415488/0.3183359,1.225799E-06,0.947978/0.3368801,-2.831433E-06,0.9415476#0.3368764,1.833451E-06,0.9415489
3#False#0#299,88,87#0,0,0#0.3368801,-2.831432E-06,0.9415476/0.3183359,1.225799E-06,0.947978/0.3368811,-3.989492E-06,0.9415472#0.336878,-1.570016E-06,0.9415483
3#False#0#135,51,300#0,0,0#0.2429961,3.45413E-06,0.9700273/0.2239108,7.668758E-07,0.9746097/0.243004,-8.441935E-06,0.9700253#0.2430092,-2.014894E-05,0.970024
3#False#0#300,51,50#0,0,0#0.243004,-8.441935E-06,0.9700253/0.2239109,7.668758E-07,0.9746097/0.2430014,-2.588434E-06,0.970026#0.243001,-3.122379E-06,0.9700261
3#False#0#62,18,301#0,0,0#0.1466937,1.135085E-05,0.989182/0.1224034,8.960246E-06,0.9924804/0.1467063,-6.481156E-06,0.9891801#0.1467163,-2.606927E-05,0.9891786
4#False#0#18,62,42,43#0,0,0,2#0.1224034,8.960247E-06,0.9924804/0.1466937,1.135085E-05,0.989182/0.1466712,4.877097E-05,0.9891853/0.08170316,1.597999E-05,0.9966567#0.1466712,4.877097E-05,0.9891853
3#False#0#43,19,18#0,0,0#0.08170316,1.597999E-05,0.9966567/0.04908815,-4.411196E-07,0.9987945/0.1224034,8.960247E-06,0.9924804#0.04908805,0,0.9987944
4#False#0#20,302,63,79#0,0,0,0#0.01637968,4.351143E-08,0.9998658/0.04908592,-3.036422E-06,0.9987946/0.04908358,-5.190604E-06,0.9987947/-9.382854E-07,5.069277E-07,1#0.04908358,-5.190604E-06,0.9987947
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4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
1
<_2xBoolean>
3
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.086305
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,-0.5000001,0.5
2.5125,0.5431524,0.9244999
Non
Non
Non
0
200
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
-0.0445,-0.019,0.5431524/0.0445,-0.019,0.5431524/0.0445,0.019,0.5431524/-0.0445,0.019,0.5431524/0.0445,0.019,-0.5431524/0.0445,-0.019,-0.5431524/-0.0445,-0.019,-0.4292374/-0.0445,-0.01899791,-0.4292374/-0.0445,-0.01899783,-0.4292374
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
2
<_2xBoolean>
1
eModelTypeBoolean
0.1294118,0.5882353,0.9529412,1
0,0,0,0
0
0
-1
0.91,0.74,0.5100001
0.91,0.74,0.5100001
0
0
1
0
false
false
0,0.7071068,0,0.7071068
0.2995001,0.37,0.4830001
Non
Non
Non
0
25
false
0
0
図形
true
false
false
eModelTypePolygon
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
3
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
2.045,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
95
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.038,0.038,0.9
0.038,0.038,1.82
0.39991
400
1
0
false
false
0,0,0,1
2.0745,1.408,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
84
false
1
1
SPF 2x2材
false
false
false
<_2xBoolean>
3
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.451
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,-0.5000001,0.5
2.5125,0.7255,0.6394997
Non
Non
Non
0
199
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
0.0445,0.019,-0.7255/0.0445,-0.019,-0.7255/-0.0445,-0.019,0.7255/0.0445,-0.019,0.7255/0.0445,0.019,0.7255/-0.0445,0.019,0.7255/0.04443025,0.019,-0.7255/0.04443025,-0.019,-0.7255/-0.0445,0.019,-0.6116745/-0.0445,-0.019,-0.6116745
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
4
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.82
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,-0.5000001,0.5
2.5125,0.91,0.3105
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
198
false
1
1
SPF 2x4材
true
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.007
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,0.5000001,0.5
1.547,0.1445003,1.593828E-07
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
193
false
1
1
SPF 2x4材
true
false
false
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.427
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
2.049,0.7135001,-4.211025E-08
Non
Non
Non
0
192
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
0.0445,0.019,0.7135/0.0445,0.019,-0.7135/-0.0445,0.019,-0.7135/0.0445,-0.019,0.7135/0.0445,-0.019,-0.7135/-0.0445,0.019,0.7135/-0.0445,-0.019,0.7135/-0.0445,-0.019,-0.7135/0.0015,0.019,0.5245/-0.0445,-0.019,0.5245/0.0015,-0.019,0.5245/-0.0445,0.019,0.5245/0.0015,0.019,0.6135/-0.0445,-0.019,0.6135/0.0015,-0.019,0.6135/-0.0445,0.019,0.6135
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
5
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.238
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
1.0435,0.8080001,-5.110744E-08
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
38
false
1
1
SPF 2x4材
false
false
false
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.91,0.012,1.389
0.91,0.012,1.82
0.5
1500
1
0
false
false
0.7071068,0,0,0.7071068
1.6385,0.6945,0.963
Non
Non
Non
0
130
false
3
3
針葉樹合板
false
false
false
eModelTypePlyWood
0.455,0.006,0.6945/0.455,-0.006,0.6945/0.455,-0.006,-0.6945/0.455,0.006,-0.6945/-0.455,0.006,-0.6945/-0.455,-0.006,-0.6945/-0.455,-0.006,0.6945/-0.455,0.006,0.6945
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
6
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
1.939,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
94
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.400001
0.089,0.019,1.82
0.3999844
382
1
0
false
false
-1.238896E-07,0.7071069,-1.306935E-07,-0.7071068
2.293501,1.187501,0.2155001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
183
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.400001
0.089,0.019,1.82
0.3999844
382
1
0
false
false
-1.238896E-07,0.7071069,-1.306935E-07,-0.7071068
2.293501,1.187501,0.1205001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
182
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.400001
0.089,0.019,1.82
0.3999844
382
1
0
false
false
-1.238896E-07,0.7071069,-1.306935E-07,-0.7071068
2.293501,1.187501,0.3105001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
184
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.374
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0.7071069,-5.259198E-09,1.193786E-08
2.474501,1.133501,0.1680001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
185
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.374
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0.7071069,-5.259198E-09,1.193786E-08
2.112501,1.133501,0.1680001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
180
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.291
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,-0.5000001,0.5
2.112501,0.9435003,0.3105001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
179
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.400001
0.089,0.019,1.82
0.3999844
382
1
0
false
false
-1.238896E-07,0.7071069,-1.306935E-07,-0.7071068
2.293501,1.187501,0.02550006
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
181
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.291
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,-0.5000001,0.5
2.474501,0.9435003,0.3105001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
186
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.291
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,-0.5000001,0.5
2.474501,0.9435003,0.02550006
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
187
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.291
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,-0.5000001,0.5
2.1125,0.5445001,0.02550007
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
169
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.291
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,-0.5000001,0.5
2.1125,0.5445001,0.3105001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
168
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.7029997
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0.7071069,-5.259198E-09,1.193786E-08
2.1125,0.7345001,0.3324999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
170
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.400001
0.089,0.019,1.82
0.3999844
382
1
0
false
false
-1.238896E-07,0.7071069,-1.306935E-07,-0.7071068
2.2935,0.7885002,0.02550006
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
177
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.400001
0.089,0.019,1.82
0.3999844
382
1
0
false
false
-1.238896E-07,0.7071069,-1.306935E-07,-0.7071068
2.2935,0.7885003,0.1284995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
176
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.400001
0.089,0.019,1.82
0.3999844
382
1
0
false
false
-1.238896E-07,0.7071069,-1.306935E-07,-0.7071068
2.2935,0.7885003,0.2314995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
175
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.400001
0.089,0.019,1.82
0.3999844
382
1
0
false
false
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2.2935,0.7885003,0.3334995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
174
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.7029997
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0.7071069,-5.259198E-09,1.193786E-08
2.4745,0.7345001,0.3324999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
166
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.291
0.089,0.038,1.82
0.3999844
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1
0
false
false
0.5,0.5000001,-0.5000001,0.5
2.4745,0.5445001,0.3105001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
164
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.291
0.089,0.038,1.82
0.3999844
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1
0
false
false
0.5,0.5000001,-0.5000001,0.5
2.4745,0.5445001,0.02550006
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
165
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
3
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.400001
0.089,0.019,1.82
0.3999844
382
1
0
false
false
-1.238896E-07,0.7071069,-1.306935E-07,-0.7071068
2.2935,0.7885003,0.4354994
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
173
false
1
1
SPF 1x4材
false
false
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4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
8
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.9
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0,0,0.7071068,0.7071068
1.0245,1.3445,0.4689999
Non
Non
Non
0
122
false
1
1
SPF 2x4材
true
false
false
eModelTypeLumber
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4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
9
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.05
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5000001,0.5000001,0.5,0.5
0.5185,1.3445,0.03799985
Non
Non
Non
0
117
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
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4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
10
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.245
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5000001,0.5000001,0.5,0.5
0.616,1.3445,0.8999997
Non
Non
Non
0
120
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
-0.0445,0.019,-0.6225/-0.0445,-0.019,0.6225/-0.0445,0.019,0.6225/0.0445,-0.019,0.6225/0.0445,0.019,0.6225/-0.0445,-0.019,-0.6225/0.0445,0.019,-0.6225/0.0445,-0.019,-0.6225/0.0005,0.019,0.4655/0.0445,0.019,0.4655/0.04446,-0.019,0.4655/0.0445,-0.019,0.4655/0.0445,0.006803,0.4655/0.0005,-0.019,0.4655/0.0445,-0.019,0.3895/0.0445,0.019,0.3895/0.0005,0.019,0.3895/0.04368365,-0.019,0.3895/0.0005,-0.019,0.3895
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
11
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.012002
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5000001,0.5000001,0.5,0.5
1.549501,1.3445,0.03799957
Non
Non
Non
0
115
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
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4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
12
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.817499
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5000001,0.5000001,0.5,0.5
1.647249,1.3445,0.8999995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
50
false
1
1
SPF 2x4材
false
false
false
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.82
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
1.238,0.91,0.938
Non
Non
Non
0
62
false
1
1
SPF 2x4材
true
false
false
eModelTypeLumber
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4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
13
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.817499
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5000001,0.5000001,0.5,0.5
1.647249,1.3445,0.9379995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
63
false
1
1
SPF 2x4材
true
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.043
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,0.5000001,0.5
0.5219998,0.1445001,9.977812E-08
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
40
false
1
1
SPF 2x4材
true
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.1000002
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
1.0435,0.05000006,4.093025E-09
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
44
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.3
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
1.0435,0.6499999,0.03799996
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
12
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.038,0.038,0.974
0.038,0.038,1.82
0.39991
400
1
0
false
false
0,0.7071068,0,0.7071068
1.5685,1.408,0.8999999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
81
false
1
1
SPF 2x2材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
1.832999,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
92
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
1.727,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
91
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.038,0.038,0.974
0.038,0.038,1.82
0.39991
400
1
0
false
false
0,0.7071068,0,0.7071068
1.5685,1.408,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
96
false
1
1
SPF 2x2材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
1.621,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
90
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
1.515,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
89
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
1.409,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
88
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
1.303,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
87
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.038,0.038,0.974
0.038,0.038,1.82
0.39991
400
1
0
false
false
0,0.7071068,0,0.7071068
1.5685,1.408,0.03799991
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
83
false
1
1
SPF 2x2材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
1.197,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
86
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
1.091,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
85
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.038,0.038,0.9
0.038,0.038,1.82
0.39991
400
1
0
false
false
0,0,0,1
1.0625,1.408,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
82
false
1
1
SPF 2x2材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.038,0.038,0.9
0.038,0.038,1.82
0.39991
400
1
0
false
false
0,0,0,1
1.0245,1.408,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
111
false
1
1
SPF 2x2材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
0.9949993,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
110
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
0.8889996,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
109
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.038,0.038,0.974
0.038,0.038,1.82
0.39991
400
1
0
false
false
0,0.7071068,0,0.7071068
0.5184996,1.408,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
101
false
1
1
SPF 2x2材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.038,0.038,0.974
0.038,0.038,1.82
0.39991
400
1
0
false
false
0,0.7071068,0,0.7071068
0.5184996,1.408,0.03799991
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
107
false
1
1
SPF 2x2材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
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1
0
false
false
0,0,0,1
0.7829997,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
108
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.038,0.038,0.974
0.038,0.038,1.82
0.39991
400
1
0
false
false
0,0.7071068,0,0.7071068
0.5184996,1.408,0.8999999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
97
false
1
1
SPF 2x2材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
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1
0
false
false
0,0,0,1
0.6769997,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
106
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
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0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
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false
false
0,0,0,1
0.4649999,1.4365,0.4689999
0,0,0,0,0,0,0,0
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0,0,0,0
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104
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
0.3589996,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
103
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
0.2529998,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
102
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.019,0.9
0.089,0.019,1.82
0.3999844
382
1
0
false
false
0,0,0,1
0.1469999,1.4365,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
100
false
1
1
SPF 1x4材
false
false
false
<_2xLumber>
2
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.038,0.038,0.9
0.038,0.038,1.82
0.39991
400
1
0
false
false
0,0,0,1
0.0124995,1.408,0.4689999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
99
false
1
1
SPF 2x2材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.82
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
0,0.91,0.938
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
2
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.3
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
1.238,0.65,0.9
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
14
false
1
1
SPF 2x4材
false
false
false
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.9
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0,0,0.7071068,0.7071068
0.0125,1.3445,0.469
Non
Non
Non
0
68
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
-0.0445,-0.019,0.45/-0.0445,0.019,0.45/-0.0445,0.019,-0.45/-0.0445,-0.019,-0.45/-0.0005,0.019,0.45/0.0445,0.019,0.412/-0.0005,-0.019,0.412/-0.0005,-0.019,0.45/-0.0005,0.019,0.412/0.0445,-0.019,0.412/-0.0005,-0.019,-0.412/-0.0005,0.019,-0.45/0.0445,0.019,-0.412/0.0445,-0.019,-0.412/-0.0005,-0.019,-0.45/-0.0005,0.019,-0.412
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
14
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.5199995
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5000001,-0.5000001,0.5,0.5
-0.02549998,1.56,0.06350004
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
53
false
1
1
SPF 2x4材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.9
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0,0,0.7071068,0.7071068
2.0745,1.3445,0.469
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
46
false
1
1
SPF 2x4材
false
false
false
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.82
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
0,0.91,0
Non
Non
Non
0
39
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
-0.0445,-0.019,0.91/-0.0445,-0.019,-0.91/0.0445,-0.019,-0.91/-0.0445,0.019,-0.91/-0.0445,0.019,0.91/0.0445,0.019,0.91/0.0445,-0.019,0.91/0.0445,0.019,-0.91/0.0445,0.019,0.721/0.0005,0.019,0.721/0.0445,-0.019,0.721/0.0005,-0.019,0.721/0.0445,-0.019,0.81/0.0445,0.019,0.81/0.0005,0.019,0.81/0.0005,-0.019,0.81/0.0445,-0.01736878,0.721
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
15
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.9
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071069,0.7071069,9.580972E-08,-1.083016E-07
-0.02549996,0.1444998,0.469
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
43
false
1
1
SPF 2x4材
true
false
false
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.3
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
0,0.65,0.9
Non
Non
Non
0
42
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
0.0445,0.019,0.65/0.0445,0.019,-0.65/-0.0445,0.019,-0.65/0.0445,-0.019,0.65/0.0445,-0.019,-0.65/-0.0445,0.019,0.65/-0.0445,-0.019,0.65/-0.0445,-0.019,-0.65/-0.0065,0.019,0.55/-0.0065,0.019,0.461/-0.0065,-0.019,0.461/-0.0445,-0.019,0.461/-0.0445,0.019,0.461/-0.0065,-0.019,0.55/-0.0445,-0.019,0.55/-0.0445,0.019,0.55
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
16
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.3
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
0,0.65,0.03800002
Non
Non
Non
0
41
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
0.0445,0.019,0.65/0.0445,0.019,-0.65/-0.0445,0.019,-0.65/0.0445,-0.019,0.65/0.0445,-0.019,-0.65/-0.0445,0.019,0.65/-0.0445,-0.019,0.65/-0.0445,-0.019,-0.65/-0.0065,0.019,0.461/-0.0065,-0.019,0.461/-0.0445,-0.019,0.461/-0.0445,0.019,0.461/-0.0065,0.019,0.55/-0.0065,-0.019,0.55/-0.0445,-0.019,0.55/-0.0445,0.019,0.55
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
17
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.3
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
2.049,0.65,0.03800002
Non
Non
Non
0
32
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
-0.0445,0.019,-0.65/-0.0445,-0.019,0.65/-0.0445,0.019,0.65/0.0445,0.019,0.65/0.0445,-0.019,0.65/0.0445,0.019,-0.65/0.0445,-0.019,-0.65/-0.0445,-0.019,-0.65/0.0445,0.019,0.461/0.0065,0.019,0.55/0.0445,-0.019,0.461/0.0065,-0.019,0.55/0.0065,0.019,0.461/0.0445,-0.019,0.55/0.0445,0.019,0.55/0.0065,-0.019,0.461
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
18
<_2xBoolean>
0
eModelTypeBoolean
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,1.3
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.7071068,0,0,0.7071068
2.049,0.65,0.9
Non
Non
Non
0
31
false
1
1
SPF 2x4材
false
false
false
eModelTypeLumber
-0.0445,-0.019,0.65/-0.0445,-0.019,-0.65/0.0445,-0.019,-0.65/-0.0445,0.019,-0.65/-0.0445,0.019,0.65/0.0445,0.019,0.65/0.0445,-0.019,0.65/0.0445,0.019,-0.65/0.0445,0.019,0.461/0.0065,0.019,0.55/0.0065,0.019,0.461/0.0445,-0.019,0.461/0.0065,-0.019,0.55/0.0445,-0.019,0.55/0.0445,0.019,0.55/0.0065,-0.019,0.461
4#False#-1#0,1,2,3#1,1,1,1#null#0,0,0
4#False#-1#4,7,6,5#1,1,1,1#null#0,0,0
4#False#-1#0,4,5,1#1,1,1,1#null#0,0,0
4#False#-1#2,6,7,3#1,1,1,1#null#0,0,0
4#False#-1#3,7,4,0#1,1,1,1#null#0,0,0
4#False#-1#1,5,6,2#1,1,1,1#null#0,0,0
19
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.089,0.038,0.811
0.089,0.038,1.82
0.3999844
602
1
0
false
false
0.5,0.5000001,0.5000001,0.5
1.6435,0.1444999,0.9380001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
0
30
false
1
1
SPF 2x4材
true
false
false
eCutListPartsTypeSeparator
0.038,0.038,1.82
SPF 2x2材
38.0mm x 38.0mm
eModelTypeLumber
eCutListPartsTypeBase
81
partsArrangeTop
partsArrangeLeft
0,0
0.038,0.038,1.82
400
eModelTypeLumber
SPF 2x2材
1051
0.39991
eCutListPartsTypeBase
96
partsArrangeTop
partsArrangeLeft
0,0
0.038,0.038,1.82
400
eModelTypeLumber
SPF 2x2材
1051
0.39991
eCutListPartsTypeBase
83
partsArrangeTop
partsArrangeLeft
0,0
0.038,0.038,1.82
400
eModelTypeLumber
SPF 2x2材
1051
0.39991
eCutListPartsTypeBase
101
partsArrangeTop
partsArrangeLeft
0,0
0.038,0.038,1.82
400
eModelTypeLumber
SPF 2x2材
1051
0.39991
eCutListPartsTypeBase
107
partsArrangeTop
partsArrangeLeft
0,0
0.038,0.038,1.82
400
eModelTypeLumber
SPF 2x2材
1051
0.39991
eCutListPartsTypeBase
97
partsArrangeTop
partsArrangeLeft
0,0
0.038,0.038,1.82
400
eModelTypeLumber
SPF 2x2材
1051
0.39991
eCutListPartsTypeBase
84
partsArrangeTop
partsArrangeLeft
0,0
82
partsArrangeTop
partsArrangeLeft
0.9,0
0.038,0.038,1.82
400
eModelTypeLumber
SPF 2x2材
1051
0.39991
eCutListPartsTypeBase
111
partsArrangeTop
partsArrangeLeft
0,0
99
partsArrangeTop
partsArrangeLeft
0.9,0
0.038,0.038,1.82
400
eModelTypeLumber
SPF 2x2材
1051
0.39991
eCutListPartsTypeSeparator
0.089,0.038,1.82
SPF 2x4材
89.0mm x 38.0mm
eModelTypeLumber
eCutListPartsTypeBase
188
partsArrangeTop
partsArrangeLeft
0,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
2
partsArrangeTop
partsArrangeLeft
0,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
39
partsArrangeTop
partsArrangeLeft
0,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
12
partsArrangeTop
partsArrangeLeft
0,0
185
partsArrangeTop
partsArrangeLeft
1.3,0
44
partsArrangeTop
partsArrangeLeft
1.674,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
14
partsArrangeTop
partsArrangeLeft
0,0
180
partsArrangeTop
partsArrangeLeft
1.3,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
42
partsArrangeTop
partsArrangeLeft
0,0
178
partsArrangeTop
partsArrangeLeft
1.3,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
41
partsArrangeTop
partsArrangeLeft
0,0
179
partsArrangeTop
partsArrangeLeft
1.3,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
32
partsArrangeTop
partsArrangeLeft
0,0
186
partsArrangeTop
partsArrangeLeft
1.3,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
31
partsArrangeTop
partsArrangeLeft
0,0
187
partsArrangeTop
partsArrangeLeft
1.3,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
120
partsArrangeTop
partsArrangeLeft
0,0
124
partsArrangeTop
partsArrangeLeft
1.245,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
38
partsArrangeTop
partsArrangeLeft
0,0
54
partsArrangeTop
partsArrangeLeft
1.238,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
117
partsArrangeTop
partsArrangeLeft
0,0
170
partsArrangeTop
partsArrangeLeft
1.05,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
115
partsArrangeTop
partsArrangeLeft
0,0
166
partsArrangeTop
partsArrangeLeft
1.012002,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
142
partsArrangeTop
partsArrangeLeft
0,0
50
partsArrangeTop
partsArrangeLeft
0.9879997,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
137
partsArrangeTop
partsArrangeLeft
0,0
53
partsArrangeTop
partsArrangeLeft
0.9879997,0
169
partsArrangeTop
partsArrangeLeft
1.507999,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
68
partsArrangeTop
partsArrangeLeft
0,0
46
partsArrangeTop
partsArrangeLeft
0.9,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
168
partsArrangeTop
partsArrangeLeft
0,0
164
partsArrangeTop
partsArrangeLeft
0.291,0
165
partsArrangeTop
partsArrangeLeft
0.582,0
163
partsArrangeTop
partsArrangeLeft
0.873,0
167
partsArrangeTop
partsArrangeLeft
1.164,0
143
partsArrangeTop
partsArrangeLeft
1.455,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
159
partsArrangeTop
partsArrangeLeft
0,0
141
partsArrangeTop
partsArrangeLeft
0.291,0
160
partsArrangeTop
partsArrangeLeft
0.582,0
161
partsArrangeTop
partsArrangeLeft
0.873,0
162
partsArrangeTop
partsArrangeLeft
1.164,0
144
partsArrangeTop
partsArrangeLeft
1.455,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeBase
140
partsArrangeTop
partsArrangeLeft
0,0
192
partsArrangeTop
partsArrangeLeft
0.291,0
0.089,0.038,1.82
602
eModelTypeLumber
SPF 2x4材
2462
0.3999844
eCutListPartsTypeSeparator
0.089,0.019,1.82
SPF 1x4材
89.0mm x 19.0mm
eModelTypeLumber
eCutListPartsTypeBase
126
partsArrangeTop
partsArrangeLeft
0,0
183
partsArrangeTop
partsArrangeLeft
1.283,0
0.089,0.019,1.82
382
eModelTypeLumber
SPF 1x4材
1231
0.3999844
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partsArrangeTop
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182
partsArrangeTop
partsArrangeLeft
1.283,0
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382
eModelTypeLumber
SPF 1x4材
1231
0.3999844
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132
partsArrangeTop
partsArrangeLeft
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131
partsArrangeTop
partsArrangeLeft
0.9,0
0.089,0.019,1.82
382
eModelTypeLumber
SPF 1x4材
1231
0.3999844
eCutListPartsTypeBase
98
partsArrangeTop
partsArrangeLeft
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105
partsArrangeTop
partsArrangeLeft
0.9,0
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382
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382
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partsArrangeTop
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382
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0.3999844
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partsArrangeTop
partsArrangeLeft
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382
eModelTypeLumber
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88
partsArrangeTop
partsArrangeLeft
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87
partsArrangeTop
partsArrangeLeft
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382
eModelTypeLumber
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0.3999844
eCutListPartsTypeBase
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partsArrangeTop
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partsArrangeTop
partsArrangeLeft
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382
eModelTypeLumber
SPF 1x4材
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0.3999844
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partsArrangeLeft
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382
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SPF 1x4材
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eCutListPartsTypeBase
108
partsArrangeTop
partsArrangeLeft
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partsArrangeLeft
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382
eModelTypeLumber
SPF 1x4材
1231
0.3999844
eCutListPartsTypeBase
104
partsArrangeTop
partsArrangeLeft
0,0
103
partsArrangeTop
partsArrangeLeft
0.9,0
0.089,0.019,1.82
382
eModelTypeLumber
SPF 1x4材
1231
0.3999844
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102
partsArrangeTop
partsArrangeLeft
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100
partsArrangeTop
partsArrangeLeft
0.9,0
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382
eModelTypeLumber
SPF 1x4材
1231
0.3999844
eCutListPartsTypeBase
127
partsArrangeTop
partsArrangeLeft
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125
partsArrangeTop
partsArrangeLeft
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382
eModelTypeLumber
SPF 1x4材
1231
0.3999844
eCutListPartsTypeBase
184
partsArrangeTop
partsArrangeLeft
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181
partsArrangeTop
partsArrangeLeft
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partsArrangeTop
partsArrangeLeft
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partsArrangeTop
partsArrangeLeft
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382
eModelTypeLumber
SPF 1x4材
1231
0.3999844
eCutListPartsTypeBase
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partsArrangeTop
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174
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partsArrangeTop
partsArrangeLeft
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382
eModelTypeLumber
SPF 1x4材
1231
0.3999844
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partsArrangeLeft
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partsArrangeTop
partsArrangeLeft
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382
eModelTypeLumber
SPF 1x4材
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0.3999844
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partsArrangeLeft
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partsArrangeTop
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382
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382
eModelTypeLumber
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針葉樹合板
910.0mm x 12.0mm
eModelTypePlyWood
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130
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eModelTypePlyWood
針葉樹合板
9937
0.5