<_2xModel> 4.0 -0.00556701701134443,0.128070876002312,-0.00321875396184623 0.434098335061522,0.200146592389501,1.00794232928094 eViewPerspective 20 1.1049648261238048 0.10000000149011612 501.10496482612382 3.7399999999999949 23.5 eViewingEye false eDrawFaceAndEdge false e_TextSizeMedium true e_PersWeak eDrawFaceAndEdge <_2xLayer> <_2xLayerInfoItem> 初期画面 12 -0.00556701701134443,0.128070876002312,-0.00321875396184623 0.434098335061522,0.200146592389501,1.00794232928094 eViewPerspective 20 1.1049648261238048 0.10000000149011612 501.10496482612382 3.7399999999999949 23.5 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 12 false 13 false 14 true 8 true 4 true 1 true 7 true 5 true 2 true 10 true 3 true 11 true 6 true 9 true 0 false 15 true false #FF4F80FF <_2xLayerInfoItem> 本体・釣り針のみ（寸法線・コメント等なし） 13 -0.00556701701134443,0.128070876002312,-0.00321875396184623 0.434098335061522,0.200146592389501,1.00794232928094 eViewPerspective 20 1.1049648261238048 0.10000000149011612 501.10496482612382 3.7399999999999949 23.5 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 12 false 13 false 14 true 8 true 4 true 1 true 7 true 5 true 2 true 10 true 3 true 11 true 6 false 9 false 0 false 15 true false #FFFF4F4F <_2xLayerInfoItem> 材料一覧 14 1.48127782344818,0.062685951590538,0.804704427719116 1.44247793172991,0.162026796195103,1.79222761544407 eViewPerspective 20 0.99326536298139023 0.10000000149011612 500.99326536298139 5.7399999999999949 -2.25 eViewingEye false eDrawFaceAndEdge false false <_2xLayerVisibleList> false 12 false 13 false 8 false 4 false 1 false 7 false 5 false 2 false 10 false 3 false 11 false 6 false 9 false 0 true 14 true false #FF4FFF4F <_2xLayerInfoItem> デザインナイフ 8 true <_2xLayerVisibleList /> true false #FF808080 <_2xLayerInfoItem> 曲げ板 4 true <_2xLayerVisibleList /> true false #FF4F4FFF <_2xLayerInfoItem> 土台(SPF材等) 1 true <_2xLayerVisibleList /> true false #FF4F80FF <_2xLayerInfoItem> スプリング 7 true 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true 4 true 1 true 7 true 5 true 2 true 10 true 3 true 11 true 6 true 9 true 0 true 15 true false #FF4F4FFF <_2xBooleanMeshInfo> <_2xBooleanMeshInfo> 1 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 <_2xPictureImageInfo> 2 <_2xObject> <_2xPicture> 0 eModelTypePicture 1,1,0.8,1 0 0.0566037,0,0.2439105 0.089,0.038,1.82 0 0 0.3633235,-0.370329,-0.5986652,0.6102884 -0.2073094,0.2492811,-0.01104535 Non Non Non 0 169 false 0 false false false 10 Bold Meiryo UI true true 4.309091 192,0,0 255,255,255 true true C:\Users\kz_bamboo\Documents\caDIY3D\Model\kz設計のファイル\設計中\釣り針 針結び器\針結び器 初期画面.jpg 1 <_2xPicture> 0 eModelTypePicture 1,1,0.8,1 0 0.07399994,0,0.293 0.089,0.038,1.82 0 0 0.3591189,-0.3745995,-0.5996531,0.6091998 -0.1957222,0.02959431,-0.01449775 Non Non Non 0 90 false 0 　使い方は、Instagram（アカウント：kz.kzbamboo）に動画をupしている。 　このタイプの針結び器は、最初に作った輪っかにハリス（釣り糸）の巻き終わりの端を 通すために、一旦、回転軸（爪楊枝のところ）にハリスの端を固定する。そのハリスは同 時に巻き始め側のハリスを押さえ、輪っかの留めを外した時に巻きが緩むのを防ぐ仕組み になっている。 　しかし、デザインナイフを針結び器の材料にした場合、ハリスと本体との間にすき間がで きる部分があるので、巻きが緩む可能性がある。もし、緩む場合は、輪っかの留めを外す 前に、釣り針の根元に輪ゴムをかけて軽く引っ張り、巻き始めのハリスを押さえるとよい。 false false false 10 Bold Meiryo UI true true 1.5 48,84,150 255,255,255 true false 2 <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1145969,0.02276789,0 0.089,0.038,1.82 0 0 0,0,0,1 -0.1659977,0.15,0.006261779 Non Non Non 0 86 false 0 　Ｔ字接合金具を直角に折り、ボルト・ナットで 曲げ板に固定する。 　親指でハリスを押さえ、巻き位置と張りを調整 するために使用。 false false false 0 1 0.2 0.2 0.2 1 -0.0169978645 0.144000053 0.006261793 0 0 0 eEndQube <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1326217,0.005962926,0 0.089,0.038,1.82 0 0 0,0.1175374,0,0.9930684 0.06399984,0.1154999,0.003500187 Non Non Non 0 132 false 0 　ゼムクリップを曲げ、カットして、ゴム（？）管に挟む。 false false false 0 1 0.2 0.2 0.2 1 0.002999953 0.109 0.00450000167 0 0 0 eEndQube <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1351428,0.01698754,0 0.089,0.038,1.82 0 0 0,0.1305262,0,0.9914448 0.0640723,0.1275,0.004198284 Non Non Non 0 78 false 0 　爪楊枝の先端部分を結束バンドで締め付ける。 　爪楊枝はテーパー部分を少し残して先端を切り捨て、 適当な長さにカットし、先端側を下向きに。 false false false 0 1 0.2 0.2 0.2 1 7.250451E-05 0.1265001 0.004198097 0 0 0 eEndQube <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1305667,0.01155681,0 0.089,0.038,1.82 0 0 0,0.2121777,0,0.9772311 0.02400384,0.2269999,-0.0004999044 Non Non Non 0 63 false 0 　スプリングを曲げ板に糸などで固定する。 　ハリスを挟み、ハリスにテンションをかけるために使用。 false false false 0 1 0.2 0.2 0.2 1 0.00200380571 0.21800001 -0.00150002039 0 0 0 eEndQube <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.07005564,0.005749271,0 0.089,0.038,1.82 0 0 0,0.2036418,0,0.9790455 0.03500374,0.2174999,9.080395E-09 Non Non Non 0 54 false 0 曲げ板の長さ：200㎜程度 false false false 0 1 0.2 0.2 0.2 1 0.0190038234 0.212000012 -0.00150002039 0 0 0 eEndQube <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1197829,0.01759743,0 0.089,0.038,1.82 0 0 0,0.1993679,0,0.9799247 0.04482244,0.1959999,-0.000501998 Non Non Non 0 56 false 0 　釣り針を回転させることでハリスが捻じれるので、 捻じれの影響を減らすために、釣り針からスプリン グまでの間隔を広くする。 false false false 0 1 0.2 0.2 0.2 1 0.004322527 0.1785001 -0.0005019107 0 0 0 eEndQube <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1183417,0.01713904,0 0.089,0.038,1.82 0 0 0,0.1607426,0,0.9869964 0.04557252,0.174,-1.798617E-06 Non Non Non 0 89 false 0 　デザインナイフの刃をつける部分に釣り針を挟ん で固定する。回転の中心が釣り針の軸のやや内 側になるようにセットする。 false false false 0 1 0.2 0.2 0.2 1 -0.00142747781 0.1430001 -0.00100192055 0 0 0 eEndQube <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1540338,0.01758578,0 0.089,0.038,1.82 0 0 0,0.1348509,0,0.9908658 0.04749968,0.1509999,-0.0002616983 Non Non Non 0 87 false 0 　ボールペンの握るところについている滑り止めのゴム（？）管。 　デザインナイフの上下移動の範囲を制限し、爪楊枝の固定に 弾力を持たせ、また、ゼムクリップを固定する。 false false false 0 1 0.2 0.2 0.2 1 0.000499905669 0.123999983 -1.97906047E-08 0 0 0 eEndQube <_2xPicture> 0 eModelTypePicture 1,1,0.8,1 0 0.04050001,0,0.2540002 0.089,0.038,1.82 0 0 0.3633235,-0.370329,-0.5986652,0.6102884 -0.2068799,0.1980881,-0.01022608 Non Non Non 0 135 false 0 　曲げ板は予め丸穴が空けられているものを使用する。曲げ板の上下2カ所 を直角に曲げ、デザインナイフの真上、真下にその穴が来るようにする。 　この設計で曲げ板や土台（ＳＰＦ材等）に寸法を表示しているが、実 際に使う曲げ板の穴の位置によってその寸法は変わる。 false false false 10 Bold Meiryo UI true true 1.5 192,0,0 255,255,255 true false 2 <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1288109,0.01730997,0 0.089,0.038,1.82 0 0 0,0,0,1 -0.1689961,0.108,-0.001499892 Non Non Non 0 134 false 0 　曲げ板の下側の曲げ位置は、デザインナイフを通す 穴（大・小の穴が空いているときには、大の穴を使用 する）の位置を考慮して決める。 false false false 0 1 0.2 0.2 0.2 1 -0.0149960779 0.09000001 -0.001500018 0 0 0 eEndQube <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1346767,0.02226289,0 0.089,0.038,1.82 0 0 0,0.09150162,0,0.9958048 -0.04899618,0.2449999,-0.0009999033 Non Non Non 0 133 false 0 　曲げ板の上側の曲げ位置は、ハリスを通す曲げ板に 空いている穴が、デザインナイフの真上に来るように決め る。 　大・小の穴が空いているときには、小の穴を使用する。 　 false false false 0 1 0.2 0.2 0.2 1 -0.0159961879 0.213 -0.00150002 0 0 0 eEndQube <_2xCylinder> 8 eModelTypeCylinder 1,1,0.8,1 0 0.009,0.009,0.14 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -9.383075E-08,0.07,-0.00150002 Non 0,0,0,0 0,0,0,0 0 137 false 0 南洋材丸棒 true false false <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1152107,0.01719343,0 0.089,0.038,1.82 0 0 0,0.1434926,0,0.9896513 0.03100392,0.03900013,0.02550013 Non Non Non 0 117 false 0 　曲げ板にはデザインナイフを通す、デザインナ イフの径+1㎜程度の穴を空ける。 　元々空いている曲げ板の穴をドリルで広げる。 false false false 0 1 0.2 0.2 0.2 1 3.929483E-06 0.09000012 0.0255000144 0 0 0 eEndQube <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.1703921,0.02321074,0 0.089,0.038,1.82 0 0 0,0.1391731,0,0.990268 0.08200383,0.08549987,-0.0004998951 Non Non Non 0 88 false 0 　SPF1×2材。サイズは曲げ板に空いている穴の位置によって変わる。 　デザインナイフと同じ径で穴を空ける（デザインナイフがスムーズに回 るようにヤスリで調整する）。 　ビスで曲げ板に固定する。 false false false 0 1 0.2 0.2 0.2 1 0.0190039277 0.09950011 -0.00150002039 0 0 0 eEndQube <_2xLumber> 5 eModelTypeLumber 0.7529412,0.7529412,0.7529412,1 0 0.012,0.001,0.01499996 0.02,0.001,0.3 5 1 0.707107,0.7071069,-5.259205E-09,1.172075E-07 -0.0164963,0.144,-0.001500035 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 9 51 false 0 金属曲げ板 true false false <_2xLumber> 5 eModelTypeLumber 0.7529412,0.7529412,0.7529412,1 0 0.012,0.001,0.04 0.02,0.001,0.3 5 1 5.411863E-08,-0.7071069,0.7071069,-4.892375E-08 -0.01099626,0.144,0.006499942 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 9 41 false 0 金属曲げ板 true false false <_2xBoolean> 4 eModelTypeBoolean 0.9490196,0.9490196,0.9490196,1 0 0.015,0.001,0.034 0.02,0.001,0.3 5 1 -0.7071069,-1.083016E-07,0.7071069,-1.083016E-07 0.002003816,0.2125,-0.001500023 Non Non Non 10 141 false 0 金属曲げ板 true false false eModelTypeLumber 0.0075,0.0005,0.017/0.0075,-0.0005,0.017/0.0075,-0.0005,-0.017/0.0075,0.0005,-0.017/-0.0075,0.0005,-0.017/-0.0075,-0.0005,-0.017/-0.0075,-0.0005,0.017/-0.0075,0.0005,0.017 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 <_2xLumber> 4 eModelTypeLumber 0.9490196,0.9490196,0.9490196,1 0 0.015,0.001,0.124 0.02,0.001,0.3 5 1 -0.5000001,0.5,0.5000001,0.5 -0.01549618,0.151,-0.00150002 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 10 108 false 0 金属曲げ板 true false false <_2xBoolean> 4 eModelTypeBoolean 0.9490196,0.9490196,0.9490196,1 0 0.015,0.001,0.034 0.02,0.001,0.3 5 1 -0.7071069,-1.083016E-07,0.7071069,-1.083016E-07 0.00200383,0.0895,-0.001500023 Non Non Non 10 139 false 0 金属曲げ板 true false false eModelTypeLumber 0.0075,0.0005,0.017/0.0075,-0.0005,0.017/0.0075,-0.0005,-0.017/0.0075,0.0005,-0.017/-0.0075,0.0005,-0.017/-0.0075,-0.0005,-0.017/-0.0075,-0.0005,0.017/-0.0075,0.0005,0.017 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 1,0.7529412,0,1 0 0.025,0.019,0.034004 0.038,0.019,0.91 0.4 150 0.7071068,-5.427546E-09,0.7071068,-5.427545E-09 0.002001898,0.09950011,-0.00150002 Non Non Non 0 136 false 1 SPF 1x2材 true false false eModelTypeLumber 0.0125,0.0095,0.017002/0.0125,-0.0095,0.017002/0.0125,-0.0095,-0.017002/0.0125,0.0095,-0.017002/-0.0125,0.0095,-0.017002/-0.0125,-0.0095,-0.017002/-0.0125,-0.0095,0.017002/-0.0125,0.0095,0.017002 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 <_2xBoolean> 3 eModelTypeBoolean 1,0.8509804,0.4,1 0 0.012,0.012,0.003 0.012,0.012,0.91 0.6 230 0.7071068,0,0,0.7071068 -4.816498E-05,0.1265,-0.001389409 Non Non Non 0 123 false 0 南洋材丸棒 true false false eModelTypeCylinder 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 <_2xCylinder> 11 eModelTypeCylinder 0.6745098,0.7254902,0.7921569,1 0 0.001,0.001,0.007 0.003,0.003,0.91 0.6 100 0.7071068,-5.427546E-09,-0.7071068,-5.427545E-09 -6.402843E-08,0.1095,0.004000006 Non 0,0,0,0 0,0,0,0 7 125 false 0 南洋材丸棒 true false false <_2xCylinder> 11 eModelTypeCylinder 0.6745098,0.7254902,0.7921569,1 0 0.001,0.001,0.003 0.003,0.003,0.91 0.6 100 0.7071068,0,0,-0.7071069 0.002999953,0.1105,0.001999998 Non 0,0,0,0 0,0,0,0 7 126 false 0 南洋材丸棒 true false false <_2xCylinder> 11 eModelTypeCylinder 0.6745098,0.7254902,0.7921569,1 0 0.001,0.001,0.003 0.003,0.003,0.91 0.6 100 1,0,0,-7.675708E-09 -0.003000083,0.1095,0.003000002 Non 0,0,0,0 0,0,0,0 7 81 false 0 南洋材丸棒 true false false <_2xCylinder> 11 eModelTypeCylinder 0.6745098,0.7254902,0.7921569,1 0 0.001,0.001,0.003 0.003,0.003,0.91 0.6 100 0.7071068,0,0,-0.7071069 -0.003000083,0.1105,0.001999998 Non 0,0,0,0 0,0,0,0 7 127 false 0 南洋材丸棒 true false false <_2xCylinder> 11 eModelTypeCylinder 0.6745098,0.7254902,0.7921569,1 0 0.001,0.001,0.003 0.003,0.003,0.91 0.6 100 1,0,0,-7.675708E-09 0.002999953,0.1095,0.003000002 Non 0,0,0,0 0,0,0,0 7 124 false 0 南洋材丸棒 true false false <_2xCylinder> 10 eModelTypeCylinder 0.7764706,0.3490196,0.06666667,1 0 0.0015,0.0015,0.009 0.003,0.003,0.91 0.6 100 0.7071068,0,0,0.7071068 7.250451E-05,0.1245001,0.003448097 Non 0,0,0,0 0,0,0,0 0 75 false 0 南洋材丸棒 true false false <_2xCylinder> 7 eModelTypeCylinder 0.5019608,0.5019608,0.5019608,1 0 0.005,0.005,0.02 0.005,0.005,0.91 0.6 130 0.5000002,0.4999999,-0.5000001,-0.5000001 3.80585E-06,0.2155,-0.00150002 Non 0,0,0,0 0,0,0,0 0 44 false 0 南洋材丸棒 true false false <_2xBoolean> 2 eModelTypeBoolean 0,0,0,1 0 0.011,0.011,0.021 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -9.383075E-08,0.1195,-0.00150002 Non Non Non 0 101 false 0 南洋材丸棒 true false false eModelTypeCylinder 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 <_2xBoolean> 2 eModelTypeBoolean 0,0,0,1 0 0.011,0.011,0.005 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 -9.383075E-08,0.0785,-0.00150002 Non Non Non 0 102 false 0 南洋材丸棒 true false false eModelTypeCylinder 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 <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.05100004,0,0.019 0.089,0.038,1.82 0 0 -5.259198E-09,-0.707107,-0.7071069,5.259198E-09 -0.01500011,0.0995001,0.01099997 Non Non Non 0 128 false 0 19 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.029,0,0.03400017 0.089,0.038,1.82 0 0 0.4999999,-0.5000001,-0.5000001,0.4999999 0.002003925,0.213,-0.00150002 Non Non Non 0 111 false 0 34 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.08821246,0.0115607,0 0.089,0.038,1.82 0 0 0,0.1434926,0,0.9896513 0.03795161,0.06399981,-0.00165108 Non Non Non 0 129 false 0 　ボールペンの握るところについている 滑り止めのゴム（？）管。 false false false 0 1 0.2 0.2 0.2 1 0.00295181223 0.07899992 -0.00138940476 0 0 0 eEndQube <_2xComment> 0 eModelTypeComment 1,1,0.8,1 0 0.0979901,0.01137423,0 0.089,0.038,1.82 0 0 0,0.1434926,0,0.9896513 0.04899976,0.01249994,-0.0005004922 Non Non Non 0 60 false 0 デザインナイフ。 手で回して釣り針にハリスを巻き付ける。 false false false 0 1 0.2 0.2 0.2 1 -9.383075E-08 0.020499995 -0.0015000148 0 0 0 eEndQube <_2xCylinder> 6 eModelTypeCylinder 1,0,0,1 0 0.0015,0.0015,0.003999998 0.003,0.003,0.91 0.6 100 0.1075675,0.6988772,0.6988772,0.1075675 0.001430029,0.1384855,-0.001251916 Non 0,0,0,0 0,0,0,0 6 29 false 0 南洋材丸棒 true false false <_2xCylinder> 6 eModelTypeCylinder 1,0,0,1 0 0.0015,0.0015,0.006999998 0.003,0.003,0.91 0.6 100 0.7071068,0,0,0.7071068 -0.001427478,0.1415001,-0.001251916 Non 0,0,0,0 0,0,0,0 6 27 false 0 南洋材丸棒 true false false <_2xCylinder> 6 eModelTypeCylinder 1,0,0,1 0 0.0015,0.0015,0.003999998 0.003,0.003,0.91 0.6 100 0.6257808,0.3292392,0.3292392,0.6257808 -0.0001043722,0.1374853,-0.001251916 Non 0,0,0,0 0,0,0,0 6 28 false 0 南洋材丸棒 true false false <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.018,0,0.0125 0.089,0.038,1.82 0 0 0,0,0,1 0.01900391,0.09000012,0.004749996 Non Non Non 0 115 false 0 12.5 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.037,0,0.02499996 0.089,0.038,1.82 0 0 0,0,0,1 0.01900391,0.09000012,-0.00150002 Non Non Non 0 114 false 0 25 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.06900001,0,0.0309999 0.089,0.038,1.82 0 0 0.7071001,-0.003085326,0.003085326,0.7071001 -9.383075E-08,0.1245001,-0.00150002 Non Non Non 0 119 false 0 31 false false false 0 0 1 0.2 0.2 0.2 1 eEndQube true <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.05099998,0,0.03400404 0.089,0.038,1.82 0 0 0,-0.7071069,0,0.7071067 0.002001898,0.09000012,0.011 Non Non Non 0 116 false 0 34 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.01,0,0.06699994 0.089,0.038,1.82 0 0 0.7071068,0,0,0.7071068 -0.0006774727,0.1785001,-0.0005019107 Non Non Non 0 55 false 0 67 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside false <_2xDimension> 9 eModelTypeDimension 1,1,0.8,1 0 0.029,0,0.019 0.089,0.038,1.82 0 0 0,-0.7071069,0,0.7071067 0.009503916,0.09000012,0.011 Non Non Non 0 110 false 0 19 false false false 0 0 1 0.2 0.2 0.2 1 eEndArrowInside true <_2xComment> 14 eModelTypeComment 1,1,0.8,1 0 1.488227,0.1303445,0 0.089,0.038,1.82 0 0 0,0,0,1 1.260002,0.156,0.8215001 Non Non Non 0 159 false 0 曲げ板：長さ200㎜程度 （加工：下側の穴位置に、ドリルでデザインナイフの径+1㎜程度の穴を空ける。 　　　　　　上下を直角に折る） false false false 0 1 0.2 0.2 0.2 1 1.25200176 0.123999983 0.8005001 0 0 0 eEndQube <_2xBoolean> 14 eModelTypeBoolean 0.9490196,0.9490196,0.9490196,1 0 0.015,0.001,0.034 0.02,0.001,0.3 5 1 0.707107,1.483836E-07,-0.7071067,9.432595E-08 1.263002,0.1235,0.8080001 Non Non Non 12 144 false 0 金属曲げ板 true false false eModelTypeLumber 0.0075,0.0005,0.017/0.0075,-0.0005,0.017/0.0075,-0.0005,-0.017/0.0075,0.0005,-0.017/-0.0075,0.0005,-0.017/-0.0075,-0.0005,-0.017/-0.0075,-0.0005,0.017/-0.0075,0.0005,0.017 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> 14 eModelTypeBoolean 0.9490196,0.9490196,0.9490196,1 0 0.015,0.001,0.034 0.02,0.001,0.3 5 1 0.707107,1.483836E-07,-0.7071067,9.432595E-08 1.263002,0.0005001649,0.808 Non Non Non 12 146 false 0 金属曲げ板 true false false eModelTypeLumber 0.0075,0.0005,0.017/0.0075,-0.0005,0.017/0.0075,-0.0005,-0.017/0.0075,0.0005,-0.017/-0.0075,0.0005,-0.017/-0.0075,-0.0005,-0.017/-0.0075,-0.0005,0.017/-0.0075,0.0005,0.017 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 <_2xLumber> 14 eModelTypeLumber 0.9490196,0.9490196,0.9490196,1 0 0.015,0.001,0.124 0.02,0.001,0.3 5 1 0.5000002,-0.4999999,-0.5000001,-0.5000001 1.245502,0.06200001,0.8080001 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 12 145 false 0 金属曲げ板 true false false <_2xComment> 14 eModelTypeComment 1,1,0.8,1 0 1.435282,0.1293207,0 0.089,0.038,1.82 0 0 0,0,0,1 1.281,0.06500006,0.8210002 Non Non Non 0 160 false 0 木片 （加工：デザインナイフの径と同じ穴を空け、ヤスリで調整する） 　※曲げ板に接合するためにビス2~3本が必要（曲げ板の既存の穴を使う） false false false 0 1 0.2 0.2 0.2 1 1.29699862 0.0190000013 0.8000002 0 0 0 eEndQube <_2xComment> 14 eModelTypeComment 1,1,0.8,1 0 1.014002,0.128999,0 0.089,0.038,1.82 0 0 0,0,0,1 1.326253,0.03900032,0.8217502 Non Non Non 0 162 false 0 Ｔ字接合金具 （加工：直角に折り曲げる） 　※曲げ板に接合するためにボルト・ナット・座金が必要 false false false 0 1 0.2 0.2 0.2 1 1.36125207 0.0160002373 0.8007502 0 0 0 eEndQube <_2xLumber> 14 eModelTypeLumber 0.7529412,0.7529412,0.7529412,1 0 0.012,0.001,0.01499996 0.02,0.001,0.3 5 1 -1.676794E-07,-0.7071069,-0.7071069,-1.045409E-08 1.367252,0.008500256,0.8012502 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 11 142 false 0 金属曲げ板 true false false <_2xLumber> 14 eModelTypeLumber 0.7529412,0.7529412,0.7529412,1 0 0.012,0.001,0.04 0.02,0.001,0.3 5 1 -3.111658E-08,0.7071068,2.592171E-08,0.7071069 1.367252,0.0005000017,0.8067508 0,0,0,0,0,0,0,0 0,0,0,0 0,0,0,0 11 143 false 0 金属曲げ板 true false false <_2xBoolean> 14 eModelTypeBoolean 1,0.7529412,0,1 0 0.025,0.019,0.034004 0.038,0.019,0.91 0.4 150 0.7071068,-5.427546E-09,0.7071068,-5.427545E-09 1.314001,0.009500002,0.8125002 Non Non Non 0 147 false 1 SPF 1x2材 true false false eModelTypeLumber 0.0125,0.0095,0.017002/0.0125,-0.0095,0.017002/0.0125,-0.0095,-0.017002/0.0125,0.0095,-0.017002/-0.0125,0.0095,-0.017002/-0.0125,-0.0095,-0.017002/-0.0125,-0.0095,0.017002/-0.0125,0.0095,0.017002 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 <_2xComment> 14 eModelTypeComment 1,1,0.8,1 0 0.7347383,0.08746188,0 0.089,0.038,1.82 0 0 0,0,0,1 1.417004,-0.01749991,0.8215001 Non Non Non 0 163 false 0 スプリング ※両端を曲げ板に結び付ける糸が必要 false false false 0 1 0.2 0.2 0.2 1 1.41000247 0.00250000414 0.8005001 0 0 0 eEndQube <_2xComment> 14 eModelTypeComment 1,1,0.8,1 0 0.9997566,0.04405271,0 0.089,0.038,1.82 0 0 0,0,0,1 1.471999,0.152,0.8214999 Non Non Non 0 164 false 0 デザインナイフ（軸が丸いもの。100均で購入できる） false false false 0 1 0.2 0.2 0.2 1 1.45799828 0.14 0.8004999 0 0 0 eEndQube <_2xCylinder> 14 eModelTypeCylinder 0.5019608,0.5019608,0.5019608,1 0 0.005,0.005,0.02 0.005,0.005,0.91 0.6 130 0.5000002,0.4999999,-0.5000001,-0.5000001 1.420002,0.002500002,0.8030001 Non 0,0,0,0 0,0,0,0 0 156 false 0 南洋材丸棒 true false false <_2xCylinder> 14 eModelTypeCylinder 1,1,0.8,1 0 0.009,0.009,0.14 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 1.457998,0.07,0.8049999 Non 0,0,0,0 0,0,0,0 0 149 false 0 南洋材丸棒 true false false <_2xBoolean> 14 eModelTypeBoolean 0,0,0,1 0 0.011,0.011,0.021 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 1.494998,0.0105,0.8050001 Non Non Non 0 157 false 0 南洋材丸棒 true false false eModelTypeCylinder 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 <_2xBoolean> 14 eModelTypeBoolean 0,0,0,1 0 0.011,0.011,0.005 0.007,0.007,0.91 0.6 150 0.7071068,0,0,0.7071068 1.494998,0.0025,0.8050001 Non Non Non 0 158 false 0 南洋材丸棒 true false false eModelTypeCylinder 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 <_2xComment> 14 eModelTypeComment 1,1,0.8,1 0 0.2028004,0.04264864,0 0.089,0.038,1.82 0 0 0,0,0,1 1.534949,0.05900003,0.8211106 Non Non Non 0 166 false 0 結束バンド false false false 0 1 0.2 0.2 0.2 1 1.51894832 0.00299999979 0.8001106 0 0 0 eEndQube <_2xComment> 14 eModelTypeComment 1,1,0.8,1 0 0.7389798,0.09334143,0 0.089,0.038,1.82 0 0 0,0,0,1 1.514498,0.08100002,0.8205001 Non Non Non 0 165 false 0 ボールペンの握りについているゴム(？)管 （加工：2つに切る） false false false 0 1 0.2 0.2 0.2 1 1.50049782 0.0209999979 0.799500048 0 0 0 eEndQube <_2xBoolean> 14 eModelTypeBoolean 1,0.8509804,0.4,1 0 0.012,0.012,0.003 0.012,0.012,0.91 0.6 230 0.7071068,0,0,0.7071068 1.522949,0.0015,0.8061106 Non Non Non 0 148 false 0 南洋材丸棒 true false false eModelTypeCylinder 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 <_2xComment> 14 eModelTypeComment 1,1,0.8,1 0 0.5815191,0.08520952,0 0.089,0.038,1.82 0 0 0,0,0,1 1.558071,0.03700005,0.8221987 Non Non Non 0 167 false 0 爪楊枝 （加工：適当な長さにカット） false false false 0 1 0.2 0.2 0.2 1 1.55107057 0.009 0.8011987 0 0 0 eEndQube <_2xCylinder> 14 eModelTypeCylinder 0.7764706,0.3490196,0.06666667,1 0 0.0015,0.0015,0.009 0.003,0.003,0.91 0.6 100 0.7071068,0,0,0.7071068 1.551071,0.0045,0.8019487 Non 0,0,0,0 0,0,0,0 0 155 false 0 南洋材丸棒 true false false <_2xCylinder> 14 eModelTypeCylinder 0.6745098,0.7254902,0.7921569,1 0 0.001,0.001,0.007 0.003,0.003,0.91 0.6 100 0.7071068,-5.427546E-09,-0.7071068,-5.427545E-09 1.572997,0.0005000003,0.8025009 Non 0,0,0,0 0,0,0,0 13 150 false 0 南洋材丸棒 true false false <_2xCylinder> 14 eModelTypeCylinder 0.6745098,0.7254902,0.7921569,1 0 0.001,0.001,0.003 0.003,0.003,0.91 0.6 100 0.7071068,0,0,-0.7071069 1.575998,0.001500002,0.8005001 Non 0,0,0,0 0,0,0,0 13 151 false 0 南洋材丸棒 true false false <_2xCylinder> 14 eModelTypeCylinder 0.6745098,0.7254902,0.7921569,1 0 0.001,0.001,0.003 0.003,0.003,0.91 0.6 100 1,0,0,-7.675708E-09 1.569998,0.0005000003,0.8015005 Non 0,0,0,0 0,0,0,0 13 152 false 0 南洋材丸棒 true false false <_2xCylinder> 14 eModelTypeCylinder 0.6745098,0.7254902,0.7921569,1 0 0.001,0.001,0.003 0.003,0.003,0.91 0.6 100 0.7071068,0,0,-0.7071069 1.569998,0.001500002,0.8005001 Non 0,0,0,0 0,0,0,0 13 153 false 0 南洋材丸棒 true false false <_2xCylinder> 14 eModelTypeCylinder 0.6745098,0.7254902,0.7921569,1 0 0.001,0.001,0.003 0.003,0.003,0.91 0.6 100 1,0,0,-7.675708E-09 1.575998,0.0005000003,0.8015005 Non 0,0,0,0 0,0,0,0 13 154 false 0 南洋材丸棒 true false false <_2xComment> 14 eModelTypeComment 1,1,0.8,1 0 0.5608676,0.0878129,0 0.089,0.038,1.82 0 0 0,0,0,1 1.589498,0.01800005,0.8220001 Non Non Non 0 168 false 0 ゼムクリップ （加工：折り曲げて、カット） false false false 0 1 0.2 0.2 0.2 1 1.57549775 0.003000002 0.8010001 0 0 0 eEndQube