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501.08080803960019 18.239999999999995 937 eViewingEye false eDrawFaceAndEdge NotDisplay false false <_2xLayerVisibleList> false 0 false 1 false 4 false 7 true 2 false 3 true 6 false 8 false false #FFFF00FF <_2xLayerInfoItem> 木取り図用 8 -0.731669723987579,-0.0659372732043266,1.89894771575928 -0.730132259745307,8.74316771712465,1.89895442425514 eViewPerspective 20 8.8091051244993164 0.10000000149011612 508.8091051244993 89.99 89.75 eViewingEye false eDrawFaceAndEdge NotDisplay false false <_2xLayerVisibleList> false 0 false 1 false 4 false 7 false 2 false 3 false 6 true 8 false false #FF00FF00 <_2xLayerInfoItem> サンプル 9 -0.160731866955757,0.19105963408947,0.0191685035824776 1.93126521771972,0.854988720531665,-0.680803929361916 eViewPerspective 20 2.3037393604739118 0.10000000149011612 502.30373936047391 16.75 828.5 eViewingEye false eDrawFaceAndEdge NotDisplay false true <_2xLayerVisibleList> true 0 false 1 false 4 false 7 true 2 false 3 false 6 false 8 true 9 false false #FFFF0000 <_2xPaint /> <_2xBooleanMeshInfo /> <_2xPictureImageInfos /> <_2xObject> <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.2030006,0.012,0.35 0.91,0.012,1.82 0.5 4600 1 0 false false 0.7071068,0,0,0.7071068 -0.1845002,0.175001,0.1749999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 18 68 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.03200001,0.012,0.2860009 0.91,0.012,1.82 0.5 4600 1 0 false false 1.045409E-08,0.7071068,0.7071069,-8.845056E-09 -0.06699987,0.2070005,0.1749999 -83.60586,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 18 218 false 3 3 シナベニヤ false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.2030006,0.012,0.35 0.91,0.012,1.82 0.5 4600 1 0 false false 0.7071068,0,0,0.7071068 -0.1845001,0.175,-0.1868535 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 17 88 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.03200001,0.012,0.2860009 0.91,0.012,1.82 0.5 4600 1 0 false false 1.045409E-08,0.7071068,0.7071069,-8.845056E-09 -0.06699979,0.2069995,-0.1868535 -83.60586,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 17 220 false 3 3 シナベニヤ false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.032,0.012,0.06399904 0.91,0.012,1.82 0.5 4600 1 0 false false 0.7071068,0,0,0.7071068 -0.06699986,0.03200054,0.1749999 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 70 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 0 eModelTypePlyWood 0.8509804,0.8509804,0.8509804,1 0,0,0,0 0 0 -1 0.225,0.003,0.35 0.91,0.003,1.82 0.5 1700 1 0 false false 0,0,0,1 -0.1735,0.1385,-0.005853499 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 1 false 3 3 シナベニヤ 3mm false false false <_2xBoard> 0 eModelTypePlyWood 0.8509804,0.8509804,0.8509804,1 0,0,0,0 0 0 -1 0.35,0.003,0.3738534 0.91,0.003,1.82 0.5 1700 1 0 false false 0,0,0.7071068,0.7071068 -0.2875004,0.175,-0.005926798 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 4 false 3 3 シナベニヤ 3mm false false false <_2xBoard> 0 eModelTypePlyWood 0.8509804,0.8509804,0.8509804,1 0,0,0,0 0 0 -1 0.23,0.003,0.35 0.91,0.003,1.82 0.5 1700 1 0 false false 0,0,0,1 -0.171,0.1005,-0.005853499 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 20 false 3 3 シナベニヤ 3mm false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.235,0.012,0.3498535 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 -0.1684999,0.05800006,-0.005926753 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 6 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 9 eModelTypePlyWood 1,0.8509804,0.4,1 0,0,0,0 0 0 -1 0.225,0.0008,0.315 0.5,0.0008,0.5 7.5 0 1 0 false false 0,-0.04361939,0,0.9990482 -0.1583527,0.0655,-0.012405 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 13 193 false 0 0 板 0.8mm false false false <_2xBoard> 9 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.1,0.0008,0.07 0.5,0.0008,0.5 7.5 0 1 0 false false 0,-0.04361939,0,0.9990482 -0.1933132,0.06630001,-0.04306871 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 13 194 false 0 0 板 0.8mm false false false <_2xBoard> 9 eModelTypePlyWood 0.7764706,0.8784314,0.7058824,1 0,0,0,0 0 0 -1 0.235,0.0008,0.12 0.5,0.0008,0.5 7.5 0 1 0 false false 0,0.09584574,0,0.9953961 -0.1600832,0.1041,-0.06048681 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 14 195 false 0 0 板 0.8mm false false false <_2xBoard> 9 eModelTypePlyWood 0.7764706,0.8784314,0.7058824,1 0,0,0,0 0 0 -1 0.235,0.0008,0.12 0.5,0.0008,0.5 7.5 0 1 0 false false 0,0.09584574,0,0.9953961 -0.1600832,0.1033,-0.06048681 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 14 196 false 0 0 板 0.8mm false false false <_2xBoard> 9 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.235,0.0008,0.12 0.5,0.0008,0.5 7.5 0 1 0 false false 0,-0.3746065,0,0.9271838 -0.1380832,0.1067,-0.02548681 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 15 197 false 0 0 板 0.8mm false false false <_2xBoard> 9 eModelTypePlyWood 1,1,1,1 0,0,0,0 0 0 -1 0.235,0.0008,0.12 0.5,0.0008,0.5 7.5 0 1 0 false false 0,-0.3746065,0,0.9271838 -0.1380832,0.1059,-0.02548681 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 15 198 false 0 0 板 0.8mm false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.2350018,0.012,0.3498535 0.91,0.012,1.82 0.5 4600 1 0 false false 0,0,0,1 -0.1684996,0.006,-0.005926753 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 5 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.01000004,0.012,0.1398723 0.91,0.012,1.82 0.5 4600 1 0 false false 0.5,0.5,-0.5000001,-0.5000001 -0.1480637,0.1700001,-0.1748016 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 78 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.01000004,0.012,0.1398723 0.91,0.012,1.82 0.5 4600 1 0 false false 0.5,0.5,-0.5000001,-0.5000001 -0.1480637,0.1320001,-0.1748016 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 79 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 2 eModelTypePlyWood 0.8509804,0.8509804,0.8509804,1 0,0,0,0 0 0 -1 0.2239999,0.003,0.35 0.91,0.003,1.82 0.5 1700 1 0 false false 0,0,-8.932022E-08,-1 -0.1039986,0.01649999,-0.005853446 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 21 false 3 3 シナベニヤ 3mm false false false <_2xBoard> 2 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.02900001,0.012,0.326 0.91,0.012,1.82 0.5 4600 1 0 false false -1.083016E-07,1.045409E-08,0.7071069,-0.7071069 -0.2099985,0.03249997,-0.005853526 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 92 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 0 eModelTypePlyWood 0.8509804,0.8509804,0.8509804,1 0,0,0,0 0 0 -1 0.22,0.003,0.35 0.91,0.003,1.82 0.5 1700 1 0 false false 0,0,0,1 -0.176,0.1765,-0.005853499 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 2 false 3 3 シナベニヤ 3mm false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.032,0.012,0.06399904 0.91,0.012,1.82 0.5 4600 1 0 false false 0.7071068,0,0,0.7071068 -0.0669998,0.03199952,-0.1868535 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 90 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 2 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.02900003,0.012,0.2239999 0.91,0.012,1.82 0.5 4600 1 0 false false 0.5,-0.5000001,0.5000001,-0.5000001 -0.1039985,0.0325,-0.1748535 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 94 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 2 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.02900011,0.012,0.2239999 0.91,0.012,1.82 0.5 4600 1 0 false false 0.5,-0.5000001,0.5000001,-0.5000001 -0.1039986,0.03249999,0.1631465 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 93 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 2 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.029,0.012,0.326 0.91,0.012,1.82 0.5 4600 1 0 false false -1.083016E-07,1.045409E-08,0.7071069,-0.7071069 0.00200137,0.03250005,-0.005853496 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 97 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 0 eModelTypePlyWood 1,1,0.8,1 0,0,0,0 0 0 -1 0.01000004,0.012,0.1398723 0.91,0.012,1.82 0.5 4600 1 0 false false 0.5,0.5,-0.5000001,-0.5000001 -0.1480637,0.09400007,-0.1748016 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 80 false 3 3 シナベニヤ 12mm false false false <_2xBoard> 0 eModelTypePlyWood 0.8509804,0.8509804,0.8509804,1 0,0,0,0 0 0 -1 0.215,0.003,0.35 0.91,0.003,1.82 0.5 1700 1 0 false false 0,0,0,1 -0.1785,0.2145,-0.005853499 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 0 3 false 3 3 シナベニヤ 3mm false false false <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.4329999,0,0.01199998 0.089,0.038,1.82 0 0 1 0 false false 0.707107,-9.271349E-08,-8.640104E-07,-0.7071069 -0.08299976,0.260001,0.1689999 Non Non Non 0 7 false 0 0 12 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.27,0,0.04000005 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,1.049688E-14,-7.982387E-07,-0.7071068 -0.05099993,0.03200004,0.169 Non Non Non 0 8 false 0 0 40 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.1510001,0,0.01200003 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,1.049688E-14,-7.982387E-07,-0.7071068 -0.05099994,0.005999985,0.169 Non Non Non 0 9 false 0 0 12 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.547,0,0.2539999 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-4.892375E-08,9.432596E-08,0.7071068 -0.08299989,0.127001,0.169 Non Non Non 0 11 false 0 0 254 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.2699998,0,0.01200002 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,1.049688E-14,-7.982387E-07,-0.7071068 -0.05099987,0.05800005,0.169 Non Non Non 0 12 false 0 0 12 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3920001,0,0.05200116 0.089,0.038,1.82 0 0 1 0 false false 0.7071071,6.302464E-08,-5.053614E-08,-0.7071069 -0.05099871,0.02600058,0.169 Non Non Non 0 13 false 0 0 52 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3919999,0,0.038 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-4.892375E-08,9.432596E-08,0.7071068 -0.05099986,0.08300006,0.169 Non Non Non 0 14 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3919999,0,0.038 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-4.892375E-08,9.432596E-08,0.7071068 -0.05099987,0.121,0.169 Non Non Non 0 15 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.3919999,0,0.038 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-4.892375E-08,9.432596E-08,0.7071068 -0.05099985,0.1590001,0.169 Non Non Non 0 16 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.392,0,0.038 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-4.892375E-08,9.580972E-08,0.7071069 -0.05099989,0.2350001,0.169 Non Non Non 0 17 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.392,0,0.038 0.089,0.038,1.82 0 0 1 0 false false -0.7071069,-4.892375E-08,9.432596E-08,0.7071068 -0.05099989,0.1970001,0.169 Non Non Non 0 18 false 0 0 38 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.5249999,0,0.084 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,1.049688E-14,-7.982387E-07,-0.7071068 -0.08299981,0.308001,0.1689999 Non Non Non 0 19 false 0 0 84 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xPolygon> 2 eModelTypePolygon 0.8509804,0.8509804,0.8509804,1 0,0,0,0 0.23 0 -1 0.03,0.03,0.023 0.03,0.03,0.023 50 150 1 0 false false 0,0.7071068,0,0.7071068 0.03150147,0.03,-0.006853441 Non Non Non 0 22 false 0 0 陶器つまみ false false false Metallic Material\Ceramics Konb.dmesh <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.249,0,0.175 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.02000133,0.04899999,0.08164641 Non Non Non 0 23 false 0 0 175 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.249,0,0.0185 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,0,0,-0.7071068 0.02000133,0.03975,-0.005853496 Non Non Non 0 24 false 0 0 18.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 1.119,0,0.35 0.089,0.038,1.82 0 0 1 0 false false 0.7071068,1.049688E-14,-7.982387E-07,-0.7071068 -0.2860006,0.175,0.169 Non Non Non 0 25 false 0 0 350 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.2709999,0,0.01001369 0.089,0.038,1.82 0 0 1 0 false false 0.7013294,1.911475E-11,-0.0002024057,-0.7128375 -0.07812605,0.248994,0.1689185 Non Non Non 0 26 false 0 0 10 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.215,0,0.002999938 0.089,0.038,1.82 0 0 1 0 false false 0.707107,-9.271349E-08,-8.640104E-07,-0.7071069 -0.07099999,0.2145,0.1691465 Non Non Non 0 27 false 0 0 3 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.27,0,0.009838584 0.089,0.038,1.82 0 0 1 0 false false 0.7013294,1.911475E-11,-0.0002024057,-0.7128375 -0.07812624,0.2080813,0.1689199 Non Non Non 0 28 false 0 0 9.8 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.206,0,0.002999938 0.089,0.038,1.82 0 0 1 0 false false 0.707107,-9.271349E-08,-8.640104E-07,-0.7071069 -0.066,0.1765,0.1691465 Non Non Non 0 29 false 0 0 3 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.272,0,0.009985582 0.089,0.038,1.82 0 0 1 0 false false 0.7013294,1.911475E-11,-0.0002024057,-0.7128375 -0.07912906,0.1699921,0.1690812 Non Non Non 0 30 false 0 0 10 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.266,0,0.01000001 0.089,0.038,1.82 0 0 1 0 false false 0.707107,-9.271349E-08,-8.640104E-07,-0.7071069 -0.07812763,0.1319999,0.169 Non Non Non 0 31 false 0 0 10 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.174,0,0.003000014 0.089,0.038,1.82 0 0 1 0 false false 0.707107,-9.271349E-08,-8.640104E-07,-0.7071069 -0.056,0.1005,0.1691465 Non Non Non 0 32 false 0 0 3 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 1 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.2639999,0,0.009985589 0.089,0.038,1.82 0 0 1 0 false false 0.7013294,1.911475E-11,-0.0002024057,-0.7128375 -0.07812622,0.09400783,0.1689187 Non Non Non 0 33 false 0 0 10 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.6220002,0,0.03700001 0.089,0.038,1.82 0 0 1 0 false false -1.193786E-08,0.7071069,-0.7071068,-1.193786E-08 0.00600134,0.03049997,0.1691465 Non Non Non 0 34 false 0 0 37 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.549,0,0.001999865 0.089,0.038,1.82 0 0 1 0 false false -3.654261E-09,-0.7071173,0.7070963,5.845552E-08 0.008001314,0.04800004,0.1691464 Non Non Non 0 35 false 0 0 2 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.1090001,0,0.03199998 0.089,0.038,1.82 0 0 1 0 false false 1.193786E-08,0.7071068,-0.7071068,1.193786E-08 -0.2159985,0.03099995,0.1691465 Non Non Non 0 36 false 0 0 32 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.5369996,0,0.003000013 0.089,0.038,1.82 0 0 1 0 false false -1.915742E-08,0.7070997,-0.7071138,3.635111E-08 0.002001377,0.01349998,0.1691466 Non Non Non 0 37 false 0 0 3 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.061,0,0.002999988 0.089,0.038,1.82 0 0 1 0 false false -1.915742E-08,0.7070997,-0.7071138,3.635111E-08 -0.2039986,0.01649999,0.1691465 Non Non Non 0 38 false 0 0 3 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.346,0,0.3499999 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.00200131,0.049,-0.005853551 Non Non Non 0 39 false 0 0 350 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.193,0,0.01178227 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.008001314,0.04899997,0.1632553 Non Non Non 0 40 false 0 0 12 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.193,0,0.01185266 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.008001367,0.04900002,-0.1749272 Non Non Non 0 41 false 0 0 12 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.249,0,0.175 0.089,0.038,1.82 0 0 1 0 false false 0,0,0,1 0.02000133,0.049,-0.0933535 Non Non Non 0 42 false 0 0 175 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.132,0,0.01199991 0.089,0.038,1.82 0 0 1 0 false false 1.463439E-07,-0.707108,0,0.7071056 -0.2099986,0.04599997,0.1691465 Non Non Non 0 43 false 0 0 12 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowOutside true Top <_2xDimension> 3 eModelTypeDimension 1,1,0.8,1 0,0,0,0 0 0 -1 0.167,0,0.2120001 0.089,0.038,1.82 0 0