_2xModel>
4.0
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eViewPerspective
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eViewingEye
false
eDrawFaceAndEdge
false
e_TextSizeLarge
false
e_PersWeak
eDrawFaceAndEdge
<_2xLayer>
<_2xLayerInfoItem>
振動子フロート設計趣旨及び上部説明
1
0.0203512758016586,0.159213081002235,0.768929719924927
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eViewPerspective
20
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eViewingEye
false
eDrawFaceAndEdge
false
true
<_2xLayerVisibleList>
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下部説明
2
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eViewPerspective
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eViewingEye
false
eDrawFaceAndEdge
false
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<_2xLayerVisibleList>
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<_2xLayerInfoItem>
下部説明2
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eViewPerspective
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eViewingEye
false
eDrawFaceAndEdge
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<_2xLayerVisibleList>
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<_2xLayerInfoItem>
振動子フロートを正面から見る
13
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eViewFront
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eViewingEye
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eDrawFaceAndEdge
false
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<_2xLayerVisibleList>
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false
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<_2xLayerInfoItem>
上部寸法
8
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1.0190342420641,0.289190746608319,1.33490086450615
eViewPerspective
20
1.1515332058500265
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10.5
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eViewingEye
false
eDrawFaceAndEdge
false
false
<_2xLayerVisibleList>
false
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<_2xLayerInfoItem>
下部寸法
9
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eViewPerspective
20
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eViewingEye
false
eDrawFaceAndEdge
false
false
<_2xLayerVisibleList>
false
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false
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<_2xLayerInfoItem>
下部寸法2
14
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0.105003386265489,-0.960905891749959,1.03364569733866
eViewPerspective
20
1.0387531544180082
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eViewingEye
false
eDrawFaceAndEdge
false
false
<_2xLayerVisibleList>
false
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false
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<_2xLayerInfoItem>
振動子フロートの収納
15
0.0560024492442608,0.0532987117767334,0.748622417449951
0.983086074463634,0.286524130280058,1.69202956837658
eViewPerspective
20
1.3430916559957675
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501.34309165599575
10
44.5
eViewingEye
false
eDrawFaceAndEdge
false
false
<_2xLayerVisibleList>
false
1
false
8
false
2
false
9
false
14
false
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true
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false
3
false
5
true
0
true
6
true
4
true
10
true
12
false
false
#FF4F80FF
<_2xLayerInfoItem>
振動子フロートの収納部寸法
3
0.0560024492442608,0.0532987117767334,0.748622417449951
0.983086074463634,0.286524130280058,1.69202956837658
eViewPerspective
20
1.3430916559957675
0.10000000149011612
501.34309165599575
10
44.5
eViewingEye
false
eDrawFaceAndEdge
false
false
<_2xLayerVisibleList>
false
1
false
8
false
2
false
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false
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false
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true
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false
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false
5
false
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false
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false
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true
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false
false
#FF4F80FF
<_2xLayerInfoItem>
フロート木部
0
true
<_2xLayerVisibleList>
true
0
false
1
false
8
true
2
false
9
false
3
true
4
false
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true
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false
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false
false
#FF4F80FF
<_2xLayerInfoItem>
振動子
6
true
<_2xLayerVisibleList />
false
false
#FFFF4F4F
<_2xLayerInfoItem>
曲げ板
4
true
<_2xLayerVisibleList>
true
0
false
1
false
2
false
3
true
4
false
false
#FFFF4F4F
<_2xLayerInfoItem>
數納ケース内の底枠
12
false
<_2xLayerVisibleList />
false
false
#FF4FFF4F
<_2xLayerInfoItem>
全フォルダ表示
17
0.0608172416687012,0.0876410827040672,0.734509110450745
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eViewPerspective
20
2.6459501086711157
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18.25
21.75
eViewingEye
false
eDrawFaceAndEdge
false
false
<_2xLayerVisibleList>
true
1
true
2
true
16
true
13
true
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true
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true
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true
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true
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true
0
true
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true
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true
12
true
17
false
false
#FF4F80FF
<_2xLayerInfoItem>
全フォルダ非表示
18
0.0608172416687012,0.0876410827040672,0.734509110450745
0.991974909428208,0.916256890501605,3.06847423838591
eViewPerspective
20
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eViewingEye
false
eDrawFaceAndEdge
false
false
<_2xLayerVisibleList>
false
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false
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false
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false
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false
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false
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false
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false
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false
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false
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false
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false
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false
false
#FFFF4F4F
<_2xBooleanMeshInfo>
<_2xBooleanMeshInfo>
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3#True#1#11,215,193#0,0,0#0.9929577,2.47998E-05,-0.1184689/0.9956602,0.0001050847,-0.09306379/0.9952512,5.802263E-06,-0.09733977#0.9951136,-1.326797E-06,-0.09873713
3#True#1#216,187,45#0,0,0#0.9954323,-5.567836E-05,0.09547056/0.9951616,7.856172E-06,0.09825126/0.9997811,-1.558275E-05,0.02092439#0.9950372,1.571233E-05,0.09950411
3#True#1#78,176,182#2,0,0#0.9763613,-4.336006E-06,0.2161449/0.9807928,1.525735E-06,0.1950527/0.9951736,9.499642E-06,0.09813058#0.995115,0,0.09872154
3#True#1#44,78,182#0,0,0#0.995253,3.204815E-08,0.09732272/0.9763613,-4.336006E-06,0.2161449/0.9951736,9.499641E-06,0.09813058#0.995208,1.259459E-05,0.09778116
3#False#0#78,77,170#0,0,0#0.9763613,-4.336006E-06,0.2161449/0.95727,-2.480144E-05,0.2891954/0.9571666,-1.74324E-05,0.2895377#0.9575418,-4.303069E-05,0.2882943
3#False#0#170,217,78#0,0,0#0.9571667,-1.743241E-05,0.2895378/0.9569302,4.551064E-06,0.2903183/0.9763613,-4.336006E-06,0.2161449#0.9568825,3.018548E-06,0.2904751
3#False#0#92,165,171#2,0,0#0.9215513,-1.281459E-05,0.3882567/0.9238855,1.637415E-07,0.3826689/0.9570279,-5.676676E-06,0.2899957#0.9569978,0,0.2900953
4#False#0#156,218,92,117#0,0,0,0#0.8822151,-1.583658E-05,0.4708468/0.8822941,-1.995776E-05,0.4706985/0.9240866,-1.259372E-05,0.382183/0.8824595,-1.256404E-05,0.4703885#0.8827892,-4.040515E-05,0.4697695
4#False#0#116,145,144,117#2,0,0,0#0.8124014,2.177269E-05,0.5830986/0.8319063,-5.369489E-08,0.5549161/0.8822945,1.356523E-06,0.4706979/0.8824595,-1.256404E-05,0.4703884#0.8829477,-6.018966E-06,0.4694714
3#False#0#154,116,131#0,0,0#0.7712638,4.743321E-05,0.6365157/0.8144012,1.958417E-05,0.5803022/0.7710066,5.57146E-05,0.6368272#0.7707436,6.513311E-05,0.6371454
4#False#0#116,154,219,145#0,0,0,0#0.8124014,2.177269E-05,0.5830986/0.7715288,3.974169E-05,0.6361944/0.7726241,5.912108E-06,0.6348639/0.8319063,-5.369489E-08,0.5549161#0.7726241,5.912108E-06,0.6348639
3#False#0#95,133,136#2,0,0#0.7033883,-2.642073E-05,0.7108058/0.7077709,-1.882945E-05,0.7064421/0.773167,-1.05059E-05,0.6342026#0.7732014,0,0.6341605
3#False#0#93,95,136#0,0,0#0.77324,-1.834158E-05,0.6341135/0.7033883,-2.642073E-05,0.7108059/0.773167,-1.05059E-05,0.6342025#0.7728364,-4.465543E-06,0.6346054
4#False#0#95,106,129,220#0,0,0,0#0.7079964,-2.490537E-05,0.7062161/0.6357327,-2.994562E-05,0.7719094/0.6357327,-2.994562E-05,0.7719094/0.6363271,-4.734415E-05,0.7714194#0.6361234,-3.837678E-05,0.7715874
4#False#0#63,120,130,61#2,0,0,0#0.5148696,-2.744455E-05,0.8572685/0.5554706,-1.635774E-06,0.8315362/0.6339436,1.574042E-05,0.7733793/0.6342861,8.314066E-06,0.7730984#0.6347987,-4.800673E-06,0.7726777
3#False#0#221,63,114#0,0,0#0.4692844,3.111031E-05,0.8830471/0.5173911,-2.100697E-05,0.855749/0.4738832,-6.564526E-05,0.8805878#0.4678895,6.016042E-05,0.8837869
4#False#0#222,115,32,102#0,0,2,0#0.4705786,4.660892E-06,0.8823581/0.4708511,-2.591006E-06,0.8822128/0.4414613,-1.729224E-06,0.8972802/0.4264279,2.333293E-06,0.9045216#0.4705786,4.660892E-06,0.8823581
3#False#0#55,56,223#0,0,2#0.2437823,3.363717E-06,0.96983/0.2898141,5.090269E-06,0.9570829/0.2712882,6.868335E-06,0.9624982#0.2873526,7.554755E-06,0.9578249
4#False#0#38,37,180,225#0,2,0,0#0.04938116,-2.578198E-05,0.99878/0.08662366,0.0001634612,0.9962411/0.08662366,0.0001634612,0.9962411/0.09822321,-5.137823E-05,0.9951645#0.1003783,-0.0001144909,0.9949495
4#False#0#224,180,37,39#0,0,0,2#0.08810699,0.0001792266,0.996111/0.08662366,0.0001634612,0.9962411/0.08662366,0.0001634612,0.9962411/0.1284545,0.000119677,0.9917154#0.07285255,0.0004413822,0.9973426
3#False#0#164,38,162#2,0,0#-0.03142159,-2.511175E-05,0.9995062/0.0526592,-2.749986E-05,0.9986126/0.09685683,7.860969E-06,0.9952983#0.09806509,0,0.99518
3#False#0#71,38,164#0,0,0#-0.09611841,-3.559449E-05,0.9953699/0.0526592,-2.749986E-05,0.9986126/-0.03142159,-2.511175E-05,0.9995062#-0.09769836,0,0.9952161
4#False#0#169,72,71,164#0,0,0,0#-0.09915041,9.282271E-05,0.9950724/-0.1225151,4.027956E-05,0.9924666/-0.09627642,-3.203499E-05,0.9953547/-0.03162888,-2.144684E-05,0.9994997#-0.0948543,-6.406991E-05,0.9954913
3#False#0#169,226,72#0,0,0#-0.09867314,7.539002E-05,0.99512/-0.0999077,0.0001154784,0.9949967/-0.1241342,3.823717E-05,0.9922655#-0.1034447,0.0002497136,0.9946352
4#False#0#153,100,72,151#2,0,2,0#-0.2427386,-1.3587E-05,0.9700917/-0.2427386,-1.3587E-05,0.9700917/-0.1225151,4.027956E-05,0.9924666/-0.1458414,-1.235177E-05,0.989308#-0.1953352,0,0.9807365
4#False#0#155,101,100,153#0,0,0,0#-0.2921067,7.175511E-05,0.9563857/-0.3276409,1.746059E-05,0.9448023/-0.2427386,-1.3587E-05,0.9700917/-0.2427386,-1.3587E-05,0.9700917#-0.289569,-2.714193E-05,0.9571572
3#False#0#155,227,101#0,0,0#-0.2918248,6.076671E-05,0.9564718/-0.29277,9.118898E-05,0.9561829/-0.3265659,1.572465E-05,0.9451745#-0.2946424,0.0001706516,0.9556076
3#False#0#143,119,101#0,0,2#-0.4120077,-8.43294E-06,0.9111804/-0.4711779,1.534161E-05,0.8820382/-0.3265659,1.572465E-05,0.9451744#-0.4705198,0,0.8823894
3#False#0#228,25,229#2,2,0#-0.4446442,5.220692E-05,0.8957074/-0.4498551,4.25805E-05,0.8931016/-0.4458629,3.11421E-05,0.8951013#-0.3939045,0.0001209556,0.9191514
3#False#0#229,25,27#0,0,0#-0.4458629,3.11421E-05,0.8951013/-0.449855,4.258049E-05,0.8931016/-0.471313,1.111672E-05,0.8819661#-0.4731328,1.029005E-05,0.8809912
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3#False#0#118,36,35#0,0,0#-0.7725884,-5.111237E-06,0.6349073/-0.8016008,3.235859E-05,0.5978597/-0.7723048,-1.956688E-05,0.6352521#-0.7729724,-3.318656E-06,0.6344396
3#False#0#69,36,88#0,2,0#-0.8818629,3.27929E-06,0.4715061/-0.8016009,3.235858E-05,0.5978597/-0.849615,3.418854E-05,0.5274035#-0.8818476,0,0.4715346
3#False#0#88,97,69#0,0,0#-0.849615,3.418853E-05,0.5274035/-0.8832983,6.060483E-05,0.4688115/-0.8818628,3.279284E-06,0.4715061#-0.8817835,-2.742566E-06,0.4716542
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3#False#0#98,53,68#0,0,0#-0.9571635,1.799906E-05,0.2895482/-0.9375963,1.288658E-05,0.3477256/-0.9571856,1.868733E-05,0.2894751#-0.9575418,4.305572E-05,0.2882944
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3#False#0#99,98,68#0,0,0#-0.9742023,3.439111E-05,0.2256762/-0.9571635,1.799906E-05,0.2895482/-0.9571856,1.868733E-05,0.2894751#-0.9570499,1.300623E-05,0.2899235
3#True#1#67,89,113#0,0,0#-0.9874402,1.417374E-05,0.1579932/-0.9949824,-5.031287E-05,0.1000501/-0.9952728,1.215614E-05,0.09711864#-0.9947275,-9.858139E-05,0.1025537
4#True#1#233,99,67,113#0,0,0,0#-0.995733,0.0001197376,0.09228229/-0.9743227,4.444899E-05,0.2251561/-0.9867283,7.082599E-06,0.162381/-0.9952229,3.152814E-06,0.09762843#-0.995733,0.0001197376,0.09228229
4#True#1#8,113,89,12#0,0,0,0#-0.9999994,1.82126E-05,-0.001076815/-0.9952229,3.152814E-06,0.09762842/-0.9949572,-5.513976E-05,0.1003005/-0.9999994,1.82126E-05,-0.001076815#-0.9951819,-1.169785E-05,0.09804666
4#True#1#13,197,14,9#0,0,0,0#-0.9951298,1.141708E-05,-0.09857368/-0.9952364,-5.822605E-06,-0.09749137/-0.9950581,-2.679355E-06,-0.09929526/-0.9951298,1.141708E-05,-0.09857368#-0.9952886,-2.510953E-05,-0.09695741
3#False#0#234,75,76#2,0,0#-0.7696716,9.900612E-05,-0.63844/-0.7674453,0.0001489892,-0.6411145/-0.7730579,8.752565E-06,-0.6343355#-0.7703933,5.874537E-05,-0.637569
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3#True#1#11,193,192#0,0,2#0.9929578,2.47998E-05,-0.1184689/0.9952512,5.802263E-06,-0.09733979/0.9914826,6.472889E-06,-0.1302399#0.995387,1.293131E-05,-0.09594225
3#True#1#191,190,21#0,0,0#0.9951605,-8.204927E-06,-0.09826346/0.9953931,3.528626E-05,-0.09587887/0.9950515,-4.010326E-05,-0.09936124#0.995216,-9.941451E-06,-0.09769901
3#True#1#21,45,191#0,0,0#0.9950515,-4.010326E-05,-0.09936125/0.9997811,-1.558275E-05,0.0209244/0.9951605,-8.204927E-06,-0.09826345#0.9952022,-1.467333E-05,-0.09783958
3#True#1#45,187,186#0,0,2#0.999781,-1.558275E-05,0.02092439/0.9951617,7.856172E-06,0.09825126/0.9999994,0,-0.001132192#0.9952845,0,0.09699824
3#True#1#186,191,45#0,0,0#0.9999994,0,-0.001132192/0.9951605,-8.204928E-06,-0.09826345/0.999781,-1.558275E-05,0.02092439#0.9950624,0,-0.09925169
3#True#1#44,182,181#0,0,0#0.995253,3.204838E-08,0.09732272/0.9951736,9.499642E-06,0.09813058/0.9953961,-3.220243E-05,0.09584766#0.9951973,1.590433E-05,0.09788899
4#True#1#45,44,181,216#0,0,0,0#0.999823,-1.399414E-05,0.01881154/0.9953206,-1.406309E-05,0.0966283/0.9953763,-2.739194E-05,0.09605181/0.9952981,-2.748799E-05,0.09685955#0.995552,-7.068812E-05,0.09421431
4#False#0#78,217,177,176#0,0,0,0#0.9768329,-4.591981E-06,0.2140031/0.9569777,3.790617E-06,0.2901617/0.9570727,4.562685E-06,0.2898482/0.9807607,2.29225E-06,0.1952138#0.9570727,4.562685E-06,0.2898482
4#False#0#77,92,171,170#0,0,0,0#0.9572973,-2.662436E-05,0.2891053/0.9240866,-1.259372E-05,0.382183/0.9570249,-5.109009E-06,0.2900057/0.9571593,-1.674339E-05,0.289562#0.9570521,-1.021802E-05,0.2899161
4#False#0#92,218,166,165#0,0,0,0#0.9240866,-1.259372E-05,0.382183/0.8822941,-1.995776E-05,0.4706985/0.8817981,4.896402E-07,0.4716269/0.9238675,2.460103E-07,0.3827126#0.8817981,4.896402E-07,0.4716269
4#False#0#93,136,238,94#0,0,0,0#0.7731997,-1.695398E-05,0.6341627/0.7732003,-1.130265E-05,0.6341619/0.7713215,3.22104E-05,0.6364458/0.7712867,3.753355E-05,0.636488#0.7735628,-2.944241E-05,0.6337197
4#False#0#95,220,134,133#0,0,0,0#0.7079964,-2.490537E-05,0.7062161/0.6363271,-4.734415E-05,0.7714194/0.6365308,-5.631152E-05,0.7712513/0.7081912,-2.828858E-05,0.7060208#0.6365308,-5.631152E-05,0.7712513
3#False#0#239,61,130#0,0,0#0.6341344,1.249256E-05,0.773223/0.6340468,1.264993E-05,0.7732947/0.6340386,1.345808E-05,0.7733014#0.6330877,3.62815E-05,0.77408
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4#True#0#340,364,363,362#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#340,366,365,364#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#340,368,367,366#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#340,370,369,368#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#0#340,339,371,370#0,1,1,0#0,1,0/0,1,0/0,1,0/0,1,0#0,1,0
4#True#1#339,255,254,253#0,0,0,2#-0.9994612,1.366786E-08,-0.03282223/-0.9866571,1.194843E-08,-0.1628121/-0.995182,5.928475E-09,-0.09804492/-1,2.051284E-08,3.743326E-08#-0.995182,5.928475E-09,-0.09804492
3#True#1#255,339,341#0,0,2#-0.9866571,9.947228E-09,-0.162812/-0.9993178,1.09863E-08,-0.03693083/-0.9669493,1.123815E-08,-0.254969#-0.995182,0,-0.09804519
4#False#0#341,267,261,255#2,0,0,0#-0.96589,9.99598E-09,-0.2589527/-0.9415381,1.489975E-08,-0.3369064/-0.9569487,2.976353E-08,-0.2902574/-0.9866571,1.194843E-08,-0.1628121#-0.9569487,2.976353E-08,-0.2902574
4#False#0#342,273,267,341#2,0,0,0#-0.9039437,-2.150293E-08,-0.4276514/-0.9039437,-2.150293E-08,-0.4276514/-0.9415381,1.489975E-08,-0.3369064/-0.96589,9.99598E-09,-0.2589527#-0.9238552,0,-0.3827422
4#False#0#342,343,279,273#0,2,0,0#-0.9039437,-2.150293E-08,-0.4276514/-0.8128318,-3.804797E-08,-0.5824985/-0.8314766,-5.710261E-08,-0.5555597/-0.9039437,-2.150293E-08,-0.4276514#-0.8818508,-4.295398E-08,-0.4715286
4#False#0#343,292,285,279#0,0,0,0#-0.8128318,-3.804797E-08,-0.5824986/-0.7299681,-1.408174E-08,-0.6834812/-0.7731212,-7.070312E-08,-0.6342582/-0.8314766,-5.710261E-08,-0.5555597#-0.7731212,-7.070312E-08,-0.6342582
3#False#0#292,343,344#0,0,2#-0.7299685,-2.242285E-08,-0.6834809/-0.8104348,-3.740466E-08,-0.5858287/-0.6804681,1.078778E-08,-0.7327777#-0.7731233,0,-0.6342558
4#False#0#344,306,299,292#0,0,0,0#-0.6834795,9.58762E-09,-0.7299697/-0.5824975,2.336754E-08,-0.8128326/-0.6342552,2.863933E-08,-0.7731239/-0.7299681,-1.408174E-08,-0.6834812#-0.6342552,2.863933E-08,-0.7731239
3#False#0#306,344,345#0,0,2#-0.5824975,2.231596E-08,-0.8128325/-0.6804681,1.078778E-08,-0.7327777/-0.5245342,1.553334E-08,-0.8513893#-0.6342542,0,-0.7731246
4#False#0#345,320,313,306#0,0,0,0#-0.528023,1.378021E-08,-0.8492301/-0.4128767,1.318118E-08,-0.9107869/-0.4715305,4.116433E-08,-0.8818498/-0.5824975,2.336754E-08,-0.8128326#-0.4715305,4.116433E-08,-0.8818498
3#False#0#320,345,346#0,0,2#-0.4128765,1.682531E-08,-0.910787/-0.5245342,1.553334E-08,-0.8513893/-0.3483404,-6.743559E-10,-0.9373682#-0.4715288,0,-0.8818507
4#False#0#346,328,325,320#0,0,0,0#-0.3521934,-5.993325E-10,-0.9359273/-0.2271607,4.213739E-09,-0.9738573/-0.2902611,-1.79029E-09,-0.9569476/-0.4128767,1.318118E-08,-0.9107869#-0.2902611,-1.79029E-09,-0.9569476
3#False#0#328,346,347#0,0,2#-0.2271608,2.856287E-09,-0.9738573/-0.3483404,-6.743559E-10,-0.9373681/-0.1446784,1.599615E-07,-0.9894787#-0.2902611,0,-0.9569474
4#False#0#311,347,348,312#0,0,2,0#-0.09804205,3.338379E-07,-0.9951823/-0.1466266,1.711307E-07,-0.9891919/0.03282054,-3.209048E-07,-0.9994612/7.411787E-07,-3.266276E-08,-1#-0.09804779,-1.214103E-07,-0.9951817
3#False#0#349,298,297#2,0,0#0.2165012,-4.331801E-07,-0.9762823/0.1950915,5.398792E-09,-0.980785/0.09804087,-4.962745E-07,-0.9951825#0.09804371,0,-0.9951822
3#False#0#350,284,283#2,0,0#0.4150001,-1.658331E-07,-0.9098214/0.3827057,-7.471955E-07,-0.9238703/0.2902518,-4.804969E-07,-0.9569503#0.290264,0,-0.9569467
3#False#0#349,350,283#0,0,0#0.2165012,-4.3318E-07,-0.9762823/0.4150001,-1.658331E-07,-0.9098213/0.2902518,-4.804969E-07,-0.9569503#0.2902611,3.335309E-07,-0.9569474
3#False#0#351,260,259#2,0,0#0.5588362,2.033248E-08,-0.8292782/0.5555562,-1.488054E-08,-0.831479/0.4715284,2.307959E-07,-0.8818509#0.4715247,0,-0.8818529
4#False#0#257,351,352,256#0,0,2,0#0.6342564,-1.573284E-07,-0.7731227/0.5555584,2.58655E-08,-0.8314775/0.7071093,-1.537934E-07,-0.7071042/0.6714975,-1.352425E-07,-0.7410067#0.6342584,-2.70158E-07,-0.7731212
4#False#0#352,353,271,264#0,2,0,2#0.7071095,-1.537934E-07,-0.7071043/0.866079,-1.142114E-07,-0.499907/0.8314791,-1.708577E-07,-0.5555561/0.7410134,-9.498265E-08,-0.6714902#0.7731227,-1.897357E-07,-0.6342566
4#False#0#353,282,277,271#2,0,0,0#0.866079,-1.142114E-07,-0.499907/0.9039454,-7.526058E-08,-0.4276479/0.8818539,-1.503396E-07,-0.4715229/0.8314791,-1.708577E-07,-0.5555561#0.8818539,-1.503396E-07,-0.4715229
4#False#0#354,289,282,353#2,0,0,0#0.9415382,9.858478E-09,-0.3369063/0.9415382,9.858478E-09,-0.3369063/0.9039454,-7.526058E-08,-0.4276479/0.866079,-1.142114E-07,-0.499907#0.9238557,0,-0.382741
4#False#0#354,355,296,289#0,2,0,0#0.9415382,9.858478E-09,-0.3369063/0.9866568,1.977357E-08,-0.1628135/0.9807848,9.894197E-09,-0.1950925/0.9415382,9.858478E-09,-0.3369063#0.9569483,1.969316E-08,-0.2902586
3#True#1#355,303,296#0,0,0#0.9873175,1.981948E-08,-0.1587581/0.9951818,2.637973E-08,-0.09804653/0.9785855,1.099603E-08,-0.2058407#0.9951816,0,-0.0980487
4#True#1#355,356,310,303#0,2,0,0#0.9866568,1.977357E-08,-0.1628135/0.9978511,3.080501E-08,0.06552017/1,4.608372E-08,-1.066848E-06/0.9951819,1.968692E-08,-0.09804659#0.995182,3.937384E-08,-0.09804443
4#True#1#356,324,317,310#2,0,0,0#0.9978511,3.080501E-08,0.06552017/0.9891746,2.620633E-08,0.1467436/0.9951823,5.234956E-08,0.09804231/1,4.608372E-08,-1.066848E-06#0.9951823,5.234956E-08,0.09804231
4#False#0#357,327,324,356#2,0,0,0#0.9700344,-9.858449E-09,0.2429675/0.9700344,-9.858449E-09,0.2429675/0.9891746,2.620633E-08,0.1467436/0.9978511,3.080501E-08,0.06552017#0.980785,0,0.1950916
4#False#0#357,358,330,327#0,2,0,0#0.9700344,-9.858449E-09,0.2429675/0.9107873,-1.240772E-07,0.412876/0.9238555,-2.393979E-08,0.3827414/0.9700344,-9.858449E-09,0.2429675#0.9569483,-1.969316E-08,0.2902586
4#False#0#359,322,316,315#2,0,0,2#0.817591,-1.877719E-07,0.5757995/0.8032642,-1.227449E-07,0.595623/0.8314761,0,0.5555605/0.8576934,-1.616878E-07,0.5141615#0.8314761,0,0.5555605
3#False#0#359,360,301#0,2,0#0.816641,-1.792324E-07,0.5771459/0.6882768,-2.306089E-08,0.7254482/0.7573063,-1.496468E-07,0.6530597#0.7731233,-1.804274E-07,0.6342558
4#False#0#360,308,302,301#2,0,0,0#0.6894754,-2.784086E-08,0.7243091/0.6714927,4.443649E-08,0.7410113/0.7071082,0,0.7071053/0.7519262,-1.420267E-07,0.6592471#0.7071082,0,0.7071053
3#False#0#360,361,287#0,2,0#0.6882768,-2.306089E-08,0.7254482/0.5335873,2.157369E-07,0.845745/0.6151339,2.492303E-08,0.7884226#0.6342542,-1.933154E-08,0.7731246
4#False#0#361,294,288,287#2,0,0,0#0.5349802,1.985887E-07,0.8448645/0.5141563,4.527891E-07,0.8576966/0.5555595,0,0.8314767/0.6086718,2.316938E-08,0.7934221#0.5555595,0,0.8314767
3#False#0#361,362,275#0,2,0#0.5335873,2.157369E-07,0.845745/0.3583514,1.380414E-08,0.9335868/0.4497344,3.498683E-07,0.8931623#0.4715288,-9.342513E-08,0.8818507
3#False#0#362,363,262#0,2,0#0.3583515,1.380414E-08,0.9335868/0.1902504,7.420526E-08,0.9817356/0.2667127,2.059165E-08,0.9637761#0.2902611,2.457172E-07,0.9569474
4#False#0#363,268,263,262#2,0,0,0#0.1950923,8.246863E-08,0.9807849/0.1467456,4.479699E-10,0.9891743/0.1950917,0,0.980785/0.2588164,5.478577E-08,0.9659266#0.1950917,0,0.980785
4#False#0#363,364,274,268#0,2,0,0#0.1950923,8.246863E-08,0.9807849/-0.03282256,3.370159E-10,0.9994611/3.743326E-09,5.057965E-10,1/0.1467456,4.479699E-10,0.9891743#0.0980461,8.948612E-10,0.9951819
4#False#0#364,286,280,274#0,0,0,0#-0.03282256,3.370159E-10,0.9994612/-0.1628141,3.744603E-11,0.9866567/-0.09804609,1.118577E-10,0.995182/3.743326E-09,5.057965E-10,1#-0.09804609,1.118577E-10,0.995182
3#False#0#286,364,365#0,0,2#-0.1628141,4.683767E-11,0.9866568/-0.03693122,2.665753E-10,0.9993179/-0.2311604,0,0.9729156#-0.09804609,0,0.9951819
4#False#0#365,300,293,286#0,0,0,0#-0.227161,0,0.9738573/-0.352183,0,0.9359311/-0.2902612,0,0.9569476/-0.1628141,3.744603E-11,0.9866567#-0.2902612,0,0.9569476
3#False#0#300,365,366#0,0,2#-0.352183,0,0.9359312/-0.2311604,0,0.9729156/-0.4166103,1.240721E-07,0.9090852#-0.2902611,0,0.9569474
3#False#0#366,307,300#0,0,0#-0.4166104,1.240721E-07,0.9090852/-0.4715151,2.196172E-07,0.881858/-0.352183,0,0.9359312#-0.4714992,0,0.8818665
4#False#0#366,367,314,307#0,2,0,0#-0.4128665,1.102438E-07,0.9107916/-0.5824975,1.006542E-07,0.8128326/-0.555559,1.510623E-07,0.8314771/-0.4715148,1.64657E-07,0.8818582#-0.4715305,3.29314E-07,0.8818499
4#False#0#367,326,321,314#0,0,0,0#-0.5824975,1.006542E-07,0.8128326/-0.6834838,-9.587628E-09,0.7299656/-0.6342552,-2.863933E-08,0.7731239/-0.555559,1.510623E-07,0.8314771#-0.6342552,-2.863933E-08,0.7731239
3#False#0#326,367,368#0,0,2#-0.6834837,-1.199228E-08,0.7299658/-0.5858275,7.180731E-08,0.8104358/-0.7327801,-6.472678E-08,0.6804655#-0.6342542,0,0.7731246
3#False#0#368,329,326#0,0,0#-0.7327801,-6.472678E-08,0.6804655/-0.7731284,-1.145574E-07,0.6342495/-0.6834836,-1.199228E-08,0.7299658#-0.7731345,0,0.6342422
4#False#0#368,369,332,329#0,2,0,0#-0.7299724,-5.752578E-08,0.6834767/-0.8492309,-1.002128E-07,0.5280217/-0.8314788,-1.504E-07,0.5555565/-0.7731285,-8.591805E-08,0.6342493#-0.7731228,-1.718361E-07,0.6342565
4#False#0#369,335,334,332#0,0,0,0#-0.8492309,-1.002128E-07,0.5280217/-0.9107881,-4.268972E-08,0.4128742/-0.8818535,-1.275202E-07,0.4715238/-0.8314788,-1.504E-07,0.5555565#-0.8818535,-1.275202E-07,0.4715238
3#False#0#335,369,370#0,0,2#-0.9107878,-5.339657E-08,0.4128748/-0.8513904,-9.113043E-08,0.5245325/-0.9373685,7.417905E-09,0.3483393#-0.8818507,0,0.4715289
3#False#0#370,336,335#0,0,0#-0.9373686,7.417905E-09,0.3483393/-0.9569479,1.312878E-08,0.2902596/-0.9107878,-5.339657E-08,0.4128748#-0.9569477,0,0.2902606
4#False#0#370,371,337,336#0,2,0,0#-0.9359276,6.592649E-09,0.3521924/-0.9866568,1.827573E-08,0.1628137/-0.9807848,9.894197E-09,0.1950925/-0.9569479,9.846581E-09,0.2902596#-0.9569483,1.969316E-08,0.2902586
3#True#1#371,338,337#0,0,0#-0.9873174,1.804968E-08,0.1587583/-0.9951818,2.317315E-08,0.09804682/-0.9785855,1.099603E-08,0.2058407#-0.9951816,0,0.0980487
4#True#1#371,339,253,338#0,0,0,0#-0.9866568,1.827573E-08,0.1628137/-0.9994612,1.366786E-08,-0.03282223/-1,2.051284E-08,3.743326E-08/-0.9951819,1.744977E-08,0.09804686#-0.995182,3.489954E-08,0.09804499
3#False#0#347,311,319#0,0,0#-0.1446784,1.599615E-07,-0.9894787/-0.09804269,2.832996E-07,-0.9951822/-0.09804063,4.04128E-07,-0.9951824#-0.0980363,7.890861E-07,-0.9951828
4#False#0#297,305,348,349#0,0,0,0#0.09804115,-4.467908E-07,-0.9951824/0.09804393,-4.185911E-07,-0.9951821/0.03282054,-3.209048E-07,-0.9994612/0.2143573,-4.659379E-07,-0.9767553#0.09803858,-8.935817E-07,-0.9951826
3#False#0#349,283,291#0,0,0#0.2165012,-4.331801E-07,-0.9762823/0.2902518,-4.804969E-07,-0.9569503/0.2902462,-8.767479E-07,-0.956952#0.2902302,-1.775022E-06,-0.9569569
4#False#0#259,266,350,351#0,0,0,0#0.4715281,2.088111E-07,-0.8818511/0.4715304,2.678549E-07,-0.8818499/0.4128608,-1.379069E-07,-0.9107941/0.5555585,2.58655E-08,-0.8314775#0.4715314,4.176223E-07,-0.8818494
4#False#0#258,256,352,264#0,0,0,0#0.7071129,0,-0.7071006/0.6714975,-1.352425E-07,-0.7410067/0.7071095,-1.537934E-07,-0.7071043/0.7410134,-9.498265E-08,-0.6714902#0.7071129,0,-0.7071006
4#False#0#351,257,265,260#0,0,0,0#0.5555585,2.58655E-08,-0.8314775/0.6342564,-1.573284E-07,-0.7731227/0.6342545,-4.449879E-08,-0.7731245/0.5555559,-2.235669E-08,-0.8314792#0.6342545,-4.449879E-08,-0.7731245
4#False#0#315,323,358,359#0,0,0,0#0.8576934,-1.616878E-07,0.5141615/0.8818502,-1.754714E-07,0.4715297/0.9107873,-1.240772E-07,0.412876/0.817591,-1.877719E-07,0.5757995#0.8818511,-3.229874E-07,0.4715279
4#False#0#362,269,276,275#2,0,0,0#0.3598931,1.774792E-08,0.9329935/0.336911,-4.081717E-08,0.9415365/0.3827435,0,0.9238546/0.4424045,2.706454E-07,0.8968156#0.3827435,0,0.9238546
4#False#0#362,262,270,269#0,0,0,0#0.3598931,1.774793E-08,0.9329936/0.2588164,5.478577E-08,0.9659266/0.2902654,-8.153583E-08,0.9569463/0.336911,-4.081717E-08,0.9415365#0.2902654,-8.153583E-08,0.9569463
4#False#0#347,319,331,328#0,0,0,0#-0.1466266,1.711307E-07,-0.9891919/-0.09804079,4.017319E-07,-0.9951825/-0.09804525,1.437744E-08,-0.995182/-0.2271607,4.213739E-09,-0.9738573#-0.09804525,1.437744E-08,-0.995182
4#False#0#348,305,318,312#0,0,0,0#0.03282054,-3.209048E-07,-0.9994612/0.09804393,-4.185911E-07,-0.9951821/0.09804927,5.639952E-08,-0.9951816/7.411787E-07,-3.266276E-08,-1#0.09804927,5.639952E-08,-0.9951816
4#False#0#349,291,304,298#0,0,0,0#0.2143573,-4.659379E-07,-0.9767553/0.290246,-8.794386E-07,-0.9569521/0.2902619,1.614441E-08,-0.9569473/0.1950917,8.111242E-09,-0.980785#0.2902619,1.614441E-08,-0.9569473
3#False#0#350,266,272#0,0,0#0.4150001,-1.658331E-07,-0.9098213/0.4715309,3.442247E-07,-0.8818496/0.4715355,3.296694E-07,-0.8818471#0.4715294,1.180875E-07,-0.8818504
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収納Boxの上端
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使用している収納Boxの上端からフロートまでのすき間。
振動子のコードが傷まないようにできるだけ余裕を持つこと。
コードはこの収納Box内に収まらないので、収納Boxを入れ
ている「ドカット」内の小箱に収納している。
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ヒートンの頭が出ない深さに止め穴を空け、
ヒートンを取り付け、必要な長さのロープを結ぶ。
ロープと振動子のコードを結束バンドで結ぶ(コ
ードに引っ張り負荷がかからないように注意)。
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false
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使用している曲げ板はすべて同じもの。
この図面ファイルには、必要最低限の寸法のみ表示している。
あとは現物合わせで長さを決めて加工する。
振動子に接続したステーの両端を、2×4材とそれに
ビス止めした曲げ板との間に挟む。
フロートが水平に浮かぶように、振動子の位置を調整
できるようにしている。
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0
40
false
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振動子の前後をガード
曲げ板(200㎜程度)を曲げて作る。
ステンレス製は加工が難しいので不可。
false
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振動子
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振動子に「フロート本体に固定するためのステー」を取り付ける。ステーは曲げ板で作る。
2×4材と振動子底面が平行になるように角度調整する(蝶ナット・ゴムワッシャーを使用)。
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false
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厚さ10㎜板材(ヒノキを使用)
曳航時にフロートの直進性を高め、ふらつきを軽減する。
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2×4材(ヒノキを使用)
フロート本体はある程度の重さがあるものを使用し、
木材部分はすべて、荏油を塗るなど防水効果のある塗装をする。
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ヒートンを埋める止め穴
ヒートンをつけ、ボートに
繋ぐためのロープを結ぶ。
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「レンタルボートで魚群探知機を使うための振動子フロート」です。
この図面ファイルはGarmin Striker Plus4付属の振動子用に設計しています。
フロートにつけたロープをWクリップでボートに固定して使用します。
移動中は船尾に固定して曳航、釣るときには釣り座近くに固定します。
(振動子コードは結束バンドを使って、負荷がかからないようにゆとりを持ってロープに括り付けます)
設計・製作上の注意点:
・ 収納boxに合わせたサイズ。
・ 収納・運搬時に振動子に荷重がかからないこと。
・ ビス位置は投稿写真の画像を参考に適当に。
false
false
false
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Regular
Meiryo UI
true
true
2.4793396
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true
false
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