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7.0
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eViewPerspective
20
1.2039344335924513
0.10000000149011612
501.20393443359245
8
18.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
e_TextSizeMedium
false
Regular
Meiryo UI
e_PersWeak
eDrawFaceAndEdge
<_2xLayer>
<_2xLayerInfoItem>
ゲームの説明1
0
-0.487919923098458,0.222516053575208,-0.282239247324924
-0.104694062441056,0.39007134205087,0.846707733457083
eViewPerspective
20
1.2039344335924513
0.10000000149011612
501.20393443359245
8
18.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
true
<_2xLayerVisibleList>
true
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
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false
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false
14
false
19
false
8
false
15
false
20
false
false
#FF4F80FF
<_2xLayerInfoItem>
ゲームの説明2
1
0.294516175985336,0.237806841731071,-0.396158665418625
0.756844731992199,0.439947674396639,0.96581734146642
eViewPerspective
20
1.4524418243980204
0.10000000149011612
501.452441824398
8
18.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
true
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FF4F80FF
<_2xLayerInfoItem>
ゲーム1
3
0.371836453676224,0.0693634822964668,0.0293995086103678
0.851057462574942,0.214582696240691,1.0229274884996
eViewPerspective
20
1.1125822406866244
0.10000000149011612
501.11258224068661
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
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true
3
false
9
false
10
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
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false
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false
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false
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<_2xLayerInfoItem>
ゲーム1解答
9
0.371836453676224,0.0693634822964668,0.0293995086103678
0.851057462574942,0.214582696240691,1.0229274884996
eViewPerspective
20
1.1125822406866244
0.10000000149011612
501.11258224068661
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
true
3
true
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FF808080
<_2xLayerInfoItem>
ゲーム1の解答確認
10
1.09020075630008,0.0981090249016448,0.0522421819069867
1.4836771596857,0.213326829410771,0.868003195991457
eViewPerspective
20
0.91299772978760063
0.10000000149011612
500.91299772978761
7.2499008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
true
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FF4F80FF
<_2xLayerInfoItem>
ゲーム2
4
0.34439658659145,0.0755587794807929,0.299737133256223
0.817657209230514,0.218971806735873,1.28090795348436
eViewPerspective
20
1.0987443250339617
0.10000000149011612
501.098744325034
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
true
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FF4FFF4F
<_2xLayerInfoItem>
ゲーム2解答
11
0.346129516303507,0.0753369340182538,0.298933693275233
0.815849550409501,0.217677050290458,1.27276411375553
eViewPerspective
20
1.0905243266400595
0.10000000149011612
501.09052432664004
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
true
4
true
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FF4F80FF
<_2xLayerInfoItem>
ゲーム2の解答確認
16
1.0864674392828,0.0977808345256718,0.346201638165314
1.48496330162473,0.214468437568568,1.17236906771236
eViewPerspective
20
0.92464456449595367
0.10000000149011612
500.92464456449596
7.2499008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
true
16
false
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FF4F80FF
<_2xLayerInfoItem>
ゲーム3
5
0.348923420214495,0.0695712730474941,0.598428824903809
0.813963839002614,0.210493316978536,1.56255739870566
eViewPerspective
20
1.0796599095981661
0.10000000149011612
501.07965990959815
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
true
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FF4F4FFF
<_2xLayerInfoItem>
ゲーム3解答
12
0.345780802858698,0.0807847306569203,0.598305626320289
0.835297033545895,0.229123724384881,1.61317781006554
eViewPerspective
20
1.1364841162578028
0.10000000149011612
501.1364841162578
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
true
5
true
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FFFF4F4F
<_2xLayerInfoItem>
ゲーム3の解答確認
17
1.08312973212708,0.0982124585350142,0.647750787733448
1.48757393323396,0.216641854801282,1.48625039989999
eViewPerspective
20
0.93844671309159433
0.10000000149011612
500.93844671309159
7.2499008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
true
17
false
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FFFF4F4F
<_2xLayerInfoItem>
ゲーム4
6
0.345055952823952,0.0692636167532992,0.900339250289086
0.83090998245276,0.216492847033645,1.90761890542661
eViewPerspective
20
1.1279817764527289
0.10000000149011612
501.12798177645271
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
true
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FFFFFF4F
<_2xLayerInfoItem>
ゲーム4解答
13
0.346244212153646,0.0925688578719949,0.896359686843586
0.855115576759195,0.246773073034775,1.95135921631305
eViewPerspective
20
1.1814199138622445
0.10000000149011612
501.18141991386227
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
true
6
true
13
false
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FF4FFF4F
<_2xLayerInfoItem>
ゲーム4の解答確認
18
1.08368614943953,0.0973624417382402,0.947612009852085
1.48813035054641,0.215791838004508,1.78611162201863
eViewPerspective
20
0.93844671309159422
0.10000000149011612
500.93844671309159
7.2499008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
true
18
false
7
false
14
false
19
false
8
false
15
false
20
false
false
#FF4F80FF
<_2xLayerInfoItem>
ゲーム5
7
0.338483443699776,0.06744397288338,1.20377513485841
0.839769285577587,0.219349533297259,2.24304824805616
eViewPerspective
20
1.163809004247492
0.10000000149011612
501.16380900424747
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
true
7
false
14
false
19
false
8
false
15
false
20
false
false
#FFFF4FFF
<_2xLayerInfoItem>
ゲーム5解答
14
0.344345330050504,0.0776199374618749,1.19946032465172
0.878660263265469,0.239534363497685,2.3072098313807
eViewPerspective
20
1.2404909104355837
0.10000000149011612
501.2404909104356
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
true
7
true
14
false
19
false
8
false
15
false
20
false
false
#FF4F4FFF
<_2xLayerInfoItem>
ゲーム5の解答確認
19
1.08750416234701,0.0953210595684958,1.24605839744904
1.48293883976106,0.211112286097952,2.06587933378941
eViewPerspective
20
0.9175415848367563
0.10000000149011612
500.91754158483678
7.2499008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
true
19
false
8
false
15
false
20
false
false
#FFFF4F4F
<_2xLayerInfoItem>
ゲーム6
8
0.358481094934812,0.0650128524176487,1.49448482968171
0.864811283087724,0.218447010258039,2.54421595509408
eViewPerspective
20
1.1755201979917902
0.10000000149011612
501.17552019799177
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
true
8
false
15
false
20
false
false
#FF4FFFFF
<_2xLayerInfoItem>
ゲーム6解答
15
0.348759936085212,0.0756487484405688,1.49761916223657
0.87907751723856,0.236351849610676,2.59708130041338
eViewPerspective
20
1.2312104681533305
0.10000000149011612
501.23121046815334
7.4999008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
true
8
true
15
false
20
false
false
#FFFFFF4F
<_2xLayerInfoItem>
ゲーム6の解答確認
20
1.08955439089265,0.0973010620557912,1.54502156768104
1.47909449663005,0.211366239446694,2.35262179211299
eViewPerspective
20
0.90386419398805085
0.10000000149011612
500.90386419398806
7.2499008178710938
25.75
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
false
0
false
1
false
2
false
3
false
9
false
10
false
4
false
11
false
16
false
5
false
12
false
17
false
6
false
13
false
18
false
7
false
14
false
19
false
8
false
15
true
20
false
false
#FF4F80FF
<_2xLayerInfoItem>
全フォルダ表示
21
0.49231723249508,0.118057151787208,0.696275596554218
1.8577725270871,0.423790348731246,3.91308668274541
eViewPerspective
20
3.5079644401683363
0.10000000149011612
503.50796444016834
4.9999008178710938
23
eViewingEye
false
eDrawFaceAndEdge
NotDisplay
false
false
<_2xLayerVisibleList>
true
0
true
1
true
3
true
9
true
10
true
4
true
11
true
16
true
5
true
12
true
17
true
6
true
13
true
18
true
7
true
14
true
19
true
8
true
15
true
20
false
21
false
false
#FFFF4F4F
<_2xPaint>
<_2xPaintings>
10001
イエロー (標準の塗料セット)
#FFFFFF4F
0
-1
<_2xPaintings>
10002
グリーン (標準の塗料セット)
#FF4FFF4F
0
-1
<_2xPaintings>
10006
マゼンタ (標準の塗料セット)
#FFFF4FFF
0
-1
<_2xPaintings>
10003
シアン (標準の塗料セット)
#FF4FFFFF
0
-1
<_2xPaintings>
10004
ブルー (標準の塗料セット)
#FF4F4FFF
0
-1
<_2xPaintings>
10005
バイオレット (標準の塗料セット)
#FF9933FF
0
-1
<_2xPaintings>
10000
ホワイト (標準の塗料セット)
#FFFAFAFA
0
-1
<_2xBooleanMeshInfo />
<_2xPictureImageInfos>
<_2xPictureImageInfo>
1
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C:\Users\kz_bamboo\Downloads\ソーマキューブ Thorleif's SOMA\説明1-1.jpg
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一番左にブロックを組み合わせて作った立方体があります。
立方体の右の「数字の表」はブロックの配置を表しています。
この「ゲームの説明」では数字と色を次のように対応させています。 1:白、2:黄、3:緑、4:シアン、5:青、6:紫、7:マゼンタ
同じ数字(色)は繋がった1つのブロックです。
ここまでは「数字の表」の見方の説明です。
ここから先がゲーム本番です。「数字の表」から、どの数字がどのブロックと対応しているかを考えるゲームです。説明
のために着けていた色は着いていませんし、数字とブロックの対応も毎回変わります。
慣れてくれば、簡単にできるようになると思います。
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奥 中 前
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ゲーム1
左の「数字の表」の各数字が a〜g のどのブロックと対応するか考えて下さい。
右クリック+ドラッグでブロックの向きを変えてもOKです。
解答は次のフォルダをカメラ再生(赤▷をクリック)すると表示されます。
false
false
false
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Meiryo UI
true
true
1.5
101,31,255
255,255,255
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false
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false
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ゲーム1解答
左の「数字の表」の各数字はこのブロックでした。
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60
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Meiryo UI
true
true
1.5
101,31,255
255,255,255
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false
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Non
Non
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false
0
0
この「ゲームの説明」では各数字とブロックが次のように対応しているものとします(実際のゲームでは対応が毎回変わりますし、色は着いていません)。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
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0
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
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0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
-0.3163746,0.107,-0.2455007
Non
Non
Non
0
355
false
0
0
画面右側に表示されているフォルダリストを上から順に
カメラ再生(赤▷をクリック)して下さい。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
255,23,68
255,255,255
true
false
2
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.02850001,1.503999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
88
496
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
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0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.009499911,1.484999
0,0,0,0,0,0,0,0
0,0,0,0
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88
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false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
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0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.02850001,1.484999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
88
498
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
7
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.02850001,1.203999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
81
466
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
7
eModelTypeLumber
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0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.009499911,1.184999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
81
467
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
7
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.02850001,1.184999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
81
468
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
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0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
74
436
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.02850001,0.8849993
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
74
438
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.009499911,0.8849993
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
74
437
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.0285001,0.6039992
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
67
406
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.009500002,0.5849993
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
67
407
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.3780005,0.0285001,0.5849993
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
67
408
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.3098039,1,1,1
0
0
10003
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,0.7071069,7.131569E-08,-4.892375E-08
-0.5108751,0.1365,-0.2550007
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
33
198
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.3098039,1,1,1
0
0
10003
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,0.7071069,7.131569E-08,-4.892375E-08
-0.5108751,0.1745001,-0.2740006
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
33
196
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.3098039,1,1,1
0
0
10003
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,0.7071069,7.131569E-08,-4.892375E-08
-0.5108751,0.1555001,-0.2550007
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
33
195
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.3098039,1,1,1
0
0
10003
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0.4
100
1
0
false
false
0.7071068,0.7071069,7.131569E-08,-4.892375E-08
-0.5108751,0.1555,-0.2740006
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
33
197
false
1
1
SPF 1x1材
false
false
false
<_2xPicture>
6
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.07099995,0,0.09799998
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
-0.002499877,0.0354999,0.9004999
Non
Non
Non
0
421
false
0
0
奥 中 前
437 231 221
447 337 251
667 566 551
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
6
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.3709998,0.0924998,0.9004998
Non
Non
Non
0
427
false
0
0
a b c d e f g
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
6
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.06699993,0,0.3700006
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.2915002,0.1614998,0.9007996
Non
Non
Non
0
524
false
0
0
ゲーム4
左の「数字の表」の各数字が a〜g のどのブロックと対応するか考えて下さい。
右クリック+ドラッグでブロックの向きを変えてもOKです。
解答は次のフォルダをカメラ再生(赤▷をクリック)すると表示されます。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
13
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.06699993,0,0.3700008
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.2915001,0.1614998,0.9010996
Non
Non
Non
0
518
false
0
0
ゲーム4解答
左の「数字の表」の各数字はこのブロックでした。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
13
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.3709998,0.0924999,0.9007996
Non
Non
Non
0
513
false
0
0
a5 b7 c3 d4 e1 f2 6g
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xLumber>
6
eModelTypeLumber
1,1,1,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1223753,0.02849971,0.9039996
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
71
422
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
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0.019,0.019,0.019
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0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1413753,0.02849971,0.9039994
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
71
423
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1413753,0.0284998,0.8849994
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
71
424
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
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0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1223751,0.009499909,0.9039994
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0,0,0,0
0,0,0,0
71
425
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
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0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.1977501,0.0284999,0.8989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
72
428
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
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0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2357502,0.0284999,0.8989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
72
429
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
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0.4
100
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false
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1,0,0,-7.675708E-09
0.2167501,0.0284999,0.8989995
0,0,0,0,0,0,0,0
0,0,0,0
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72
430
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
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0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2167501,0.009499909,0.8989995
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0,0,0,0
0,0,0,0
72
431
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.2977502,0.02850009,0.8849995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
73
434
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
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0.4
100
1
0
false
false
0,0,0,1
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0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
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433
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
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0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.3167505,0.009499911,0.9039994
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
73
432
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.2977502,0.009500001,0.8849995
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false
1
1
SPF 1x1材
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<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
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0.4
100
1
0
false
false
0.7071069,-4.892375E-08,-0.7071069,4.892374E-08
0.4371253,0.04749991,0.8989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
76
444
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
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0.4
100
1
0
false
false
0.7071069,-4.892375E-08,-0.7071069,4.892374E-08
0.4561251,0.04749991,0.8989993
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
76
443
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
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0,0,0,0
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100
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false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
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eModelTypeLumber
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0,0,0,0
0,0,0,0
76
446
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,-1,0,2.058486E-07
0.5220003,0.009499911,0.9109995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
75
440
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,-1,0,2.058486E-07
0.5410004,0.0284999,0.9109995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
75
439
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,-1,0,2.058486E-07
0.5410002,0.009499911,0.8919995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
75
441
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
6
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,-1,0,2.058486E-07
0.5410004,0.009499911,0.9109995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
75
442
false
1
1
SPF 1x1材
false
false
false
<_2xPicture>
5
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.07099995,0,0.09799998
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
-0.002499877,0.0354999,0.6004999
Non
Non
Non
0
391
false
0
0
奥 中 前
163 466 445
123 156 455
223 173 777
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
5
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.06699993,0,0.3700006
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.2915002,0.1614998,0.5987996
Non
Non
Non
0
523
false
0
0
ゲーム3
左の「数字の表」の各数字が a〜g のどのブロックと対応するか考えて下さい。
右クリック+ドラッグでブロックの向きを変えてもOKです。
解答は次のフォルダをカメラ再生(赤▷をクリック)すると表示されます。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
5
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.3709998,0.0924998,0.6004998
Non
Non
Non
0
397
false
0
0
a b c d e f g
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
12
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.06699993,0,0.3700007
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.2915001,0.1614998,0.6010996
Non
Non
Non
0
517
false
0
0
ゲーム3解答
左の「数字の表」の各数字はこのブロックでした。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
12
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.3709998,0.0924999,0.6007996
Non
Non
Non
0
512
false
0
0
a5 b7 c6 d2 e3 f4 g1
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xLumber>
5
eModelTypeLumber
1,1,1,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1223753,0.02849971,0.6039996
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
64
392
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1413753,0.02849971,0.6039995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
64
393
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1413753,0.0284998,0.5849994
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
64
394
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1223751,0.009499909,0.6039995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
64
395
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.1977501,0.0284999,0.5989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
65
398
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2357502,0.0284999,0.5989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
65
399
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2167501,0.0284999,0.5989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
65
400
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2167501,0.009499909,0.5989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
65
401
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.2977502,0.009499911,0.6039995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
66
403
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.3167505,0.009499911,0.6039995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
66
402
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.2977502,0.02850009,0.5849995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
66
404
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
5
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.2977502,0.009500001,0.5849995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
66
405
false
1
1
SPF 1x1材
false
false
false
<_2xPicture>
4
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.3709998,0.0924998,0.3004998
Non
Non
Non
0
361
false
0
0
a b c d e f g
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
4
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.06699993,0,0.3700006
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.2915002,0.1614998,0.3007996
Non
Non
Non
0
522
false
0
0
ゲーム2
左の「数字の表」の各数字が a〜g のどのブロックと対応するか考えて下さい。
右クリック+ドラッグでブロックの向きを変えてもOKです。
解答は次のフォルダをカメラ再生(赤▷をクリック)すると表示されます。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
11
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.3709998,0.0924999,0.3007996
Non
Non
Non
0
511
false
0
0
a7 b2 c4 d5 e6 f3 g1
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
11
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.06699993,0,0.3700008
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.2915001,0.1614998,0.3010996
Non
Non
Non
0
516
false
0
0
ゲーム2解答
左の「数字の表」の各数字はこのブロックでした。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
4
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.07099995,0,0.09799998
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
-0.002499877,0.0354999,0.3004999
Non
Non
Non
0
390
false
0
0
奥 中 前
662 164 164
172 172 344
772 355 335
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xLumber>
4
eModelTypeLumber
1,1,1,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1223753,0.02849971,0.3039996
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
63
387
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1413753,0.02849971,0.3039995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
63
388
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1413753,0.0284998,0.2849994
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
63
386
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1223751,0.009499909,0.3039995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
63
389
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.1977501,0.0284999,0.2989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
62
383
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2357502,0.0284999,0.2989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
62
382
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2167501,0.0284999,0.2989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
62
384
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2167501,0.009499909,0.2989995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
62
385
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.2977502,0.009499911,0.3039995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
61
379
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.2977502,0.02850009,0.2849995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
61
380
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.3167505,0.009499911,0.3039995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
61
378
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
4
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.2977502,0.009500001,0.2849995
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
61
381
false
1
1
SPF 1x1材
false
false
false
<_2xPicture>
3
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.07099995,0,0.09799998
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
-0.002499877,0.03549999,0.0004996723
Non
Non
Non
0
293
false
0
0
奥 中 前
771 752 455
711 362 445
366 362 342
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
3
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
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SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.6,0.2,1,1
0
0
10005
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
-0.317625,0.1745,-0.2740007
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
37
212
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.6,0.2,1,1
0
0
10005
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
-0.317625,0.1745001,-0.2930008
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
37
214
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
1,1,0.3098039,1
0
0
10001
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071069,-4.892375E-08,-0.7071069,4.892374E-08
-0.6918747,0.1365003,-0.2930008
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
35
205
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
1,1,0.3098039,1
0
0
10001
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071069,-4.892375E-08,-0.7071069,4.892374E-08
-0.6918749,0.1555005,-0.2930009
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
35
204
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
1,1,0.3098039,1
0
0
10001
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071069,-4.892375E-08,-0.7071069,4.892374E-08
-0.6918749,0.1745003,-0.2930009
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
35
206
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
1,1,0.3098039,1
0
0
10001
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071069,-4.892375E-08,-0.7071069,4.892374E-08
-0.7108747,0.1745003,-0.2930007
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
35
203
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
-0.7819996,0.1365004,-0.2930009
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
38
216
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
-0.7819996,0.1555005,-0.2930009
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
38
217
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
-0.7819996,0.1555005,-0.274001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
38
215
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.3098039,1,0.3098039,1
0
0
10002
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
-0.6042499,0.1555001,-0.2550007
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
32
194
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.3098039,1,0.3098039,1
0
0
10002
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
-0.6232499,0.1745001,-0.2550007
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
32
191
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.3098039,1,0.3098039,1
0
0
10002
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
-0.6042499,0.1745001,-0.2550007
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
32
192
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
0
eModelTypeLumber
1,1,0.8,1
0.3098039,1,0.3098039,1
0
0
10002
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
-0.5852498,0.1745001,-0.2550007
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
32
193
false
1
1
SPF 1x1材
false
false
false
<_2xPicture>
0
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.04299997,0,0.5959993
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
-0.5078747,0.2295002,-0.2455007
Non
Non
Non
0
219
false
0
0
1 2 3 4 5 6 7
白 黄 緑 シアン 青 紫 マゼンタ
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
8
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.07099995,0,0.09799998
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
-0.002499877,0.0354999,1.5005
Non
Non
Non
0
481
false
0
0
奥 中 前
377 117 511
336 427 555
466 426 422
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
20
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.05799996,0,0.3269996
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.9129995,0.1689999,1.5005
Non
Non
Non
0
834
false
0
0
ゲーム6の解答確認です。
右の立方体の各色のブロックを選択し、移動して確認してください。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
14
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.06699993,0,0.3700008
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.2915001,0.1614998,1.2011
Non
Non
Non
0
519
false
0
0
ゲーム5解答
左の「数字の表」の各数字はこのブロックでした。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
15
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.06699993,0,0.3700007
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.2915001,0.1614998,1.5011
Non
Non
Non
0
520
false
0
0
ゲーム6解答
左の「数字の表」の各数字はこのブロックでした。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,0.7071069,7.131569E-08,-4.892375E-08
0.6051252,0.0475,1.49
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
91
509
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,0.7071069,7.131569E-08,-4.892375E-08
0.6051252,0.02850001,1.508999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
91
507
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,0.7071069,7.131569E-08,-4.892375E-08
0.6051252,0.009499915,1.508999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
91
508
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,0.7071069,7.131569E-08,-4.892375E-08
0.6051252,0.02849991,1.49
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
91
510
false
1
1
SPF 1x1材
false
false
false
<_2xPicture>
15
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.3709998,0.0924999,1.5008
Non
Non
Non
0
515
false
0
0
a7 b4 c2 d3 e5 f6 g1
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
14
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.3709998,0.0924999,1.2008
Non
Non
Non
0
514
false
0
0
a7 b5 c6 d3 e1 f4 g2
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
7
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.06699993,0,0.3700006
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.2915002,0.1614998,1.2008
Non
Non
Non
0
525
false
0
0
ゲーム5
左の「数字の表」の各数字が a〜g のどのブロックと対応するか考えて下さい。
右クリック+ドラッグでブロックの向きを変えてもOKです。
解答は次のフォルダをカメラ再生(赤▷をクリック)すると表示されます。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
8
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.06699993,0,0.3700006
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.2915002,0.1614998,1.5008
Non
Non
Non
0
526
false
0
0
ゲーム6
左の「数字の表」の各数字が a〜g のどのブロックと対応するか考えて下さい。
右クリック+ドラッグでブロックの向きを変えてもOKです。
解答は次のフォルダをカメラ再生(赤▷をクリック)すると表示されます。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
7
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.3709998,0.0924998,1.2005
Non
Non
Non
0
457
false
0
0
a b c d e f g
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
8
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02699997,0,0.5290001
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.3709998,0.0924998,1.5005
Non
Non
Non
0
487
false
0
0
a b c d e f g
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xLumber>
8
eModelTypeLumber
1,1,1,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1223753,0.02849971,1.504
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
85
482
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1413753,0.02849971,1.503999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
85
483
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1413753,0.0284998,1.484999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
85
484
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.7071068,-5.427546E-09,-0.7071069,5.427546E-09
0.1223751,0.009499909,1.503999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
85
485
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.1977501,0.0284999,1.499
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
86
488
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2357502,0.0284999,1.499
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
86
489
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2167501,0.0284999,1.499
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
86
490
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
1,0,0,-7.675708E-09
0.2167501,0.009499909,1.499
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
86
491
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
8
eModelTypeLumber
1,1,0.8,1
0,0,0,0
0
0
-1
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0,0,0,1
0.3167505,0.009499911,1.503999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
87
492
false
1
1
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Non
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奥 中 前
533 554 522
731 644 224
771 671 661
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60
Regular
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0
0
ゲーム1は「ゲームの説明」の立方体の向きを変えただけです。
次の問題以降はそれぞれブロックの配置が異なっています。
false
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60
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立方体を、奥・中・前の3つにスライスしたときの色の配置です。
色の配置は左の「数字の表」の数字に対応しています。
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1
SPF 1x1材
false
false
false
<_2xPicture>
1
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.07099995,0,0.09799998
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.1665001,0.1625,-0.2455007
Non
Non
Non
0
162
false
0
0
奥 中 前
226 466 333
521 461 437
521 557 477
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xLumber>
1
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.05899954,0.1555005,-0.274001
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
15
105
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
1
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.05899967,0.1365004,-0.2930009
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
15
104
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
1
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
6.61208E-08,-0.7071069,-5.411863E-08,-0.7071069
0.05899967,0.1555005,-0.2930009
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
15
106
false
1
1
SPF 1x1材
false
false
false
<_2xPicture>
1
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.05249991,0,0.1330002
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.6020002,0.2197505,-0.2835008
Non
Non
Non
0
224
false
0
0
例えば「数字の表」の「1」は
下のブロックと対応しています。
false
false
false
30
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
1
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.02799997,0,0.164999
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.6136249,0.1449998,-0.1915007
Non
Non
Non
0
357
false
0
0
画面右側に表示されているフォルダリストを上から順に
カメラ再生(赤▷をクリック)して下さい。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
255,23,68
255,255,255
true
false
2
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
1,0.3098039,1,1
0
0
10006
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
2.146554E-08,0.7071069,-1.045409E-08,0.7071065
1.066,0.04749967,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
172
868
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
1,0.3098039,1,1
0
0
10006
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
2.146554E-08,0.7071069,-1.045409E-08,0.7071065
1.066,0.02849966,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
172
840
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.3098039,0.3098039,1,1
0
0
10004
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
-0.5000001,0.5000001,0.5000001,0.5000001
1.066,0.009499662,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
172
890
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
1,0.3098039,1,1
0
0
10006
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
2.146554E-08,0.7071069,-1.045409E-08,0.7071065
1.085,0.02849967,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
172
864
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.6,0.2,1,1
0
0
10005
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.5000001,-0.5,-0.5,0.5000001
1.085,0.04749967,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
172
843
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
1,1,0.3098039,1
0
0
10001
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.4999999,-0.5000002,-0.5,0.5000001
1.085,0.009499653,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
172
838
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
1,1,0.3098039,1
0
0
10001
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.4999999,-0.5000002,-0.5,0.5000001
1.104,0.02849965,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
172
839
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
1,1,0.3098039,1
0
0
10001
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.4999999,-0.5000002,-0.5,0.5000001
1.104,0.009499651,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
172
867
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,1,1
0.6,0.2,1,1
0
0
10005
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.5000001,-0.5,-0.5,0.5000001
1.104,0.04749968,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
172
844
false
1
1
SPF 1x1材
false
false
false
<_2xPicture>
20
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.07099995,0,0.09799998
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.9655002,0.03549999,1.5005
Non
Non
Non
0
835
false
0
0
奥 中 前
377 117 511
336 427 555
466 426 422
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
19
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.05799996,0,0.3269996
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.9129995,0.1689999,1.2005
Non
Non
Non
0
778
false
0
0
ゲーム5の解答確認です。
右の立方体の各色のブロックを選択し、移動して確認してください。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
18
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.05799996,0,0.3269996
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.9129995,0.1689999,0.9004997
Non
Non
Non
0
694
false
0
0
ゲーム4の解答確認です。
右の立方体の各色のブロックを選択し、移動して確認してください。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
18
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.07099995,0,0.09799998
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.9655002,0.03549999,0.9004997
Non
Non
Non
0
695
false
0
0
奥 中 前
437 231 221
447 337 251
667 566 551
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
17
eModelTypePicture
1,1,0.8,1
0,0,0,0
0
0
-1
0.05799996,0,0.3269996
0.089,0.038,1.82
0
0
1
0
false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.9129995,0.1689999,0.6004997
Non
Non
Non
0
610
false
0
0
ゲーム3の解答確認です。
右の立方体の各色のブロックを選択し、移動して確認してください。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
-0.7071069,7.466228E-09,-1.94684E-08,0.7071068
1.184999,0.1550006,1.518999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
176
916
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
-0.7071069,7.466228E-09,-1.94684E-08,0.7071068
1.146999,0.1550006,1.519
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
176
911
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
-0.7071069,7.466228E-09,-1.94684E-08,0.7071068
1.146999,0.1740006,1.518999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
176
910
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
-0.7071069,7.466228E-09,-1.94684E-08,0.7071068
1.165999,0.1550006,1.518999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
176
914
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
1,0.3098039,1,1
0
0
10006
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
2.146554E-08,0.7071069,-1.045409E-08,0.7071065
1.165999,0.1550006,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
181
894
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
1,0.3098039,1,1
0
0
10006
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
2.146554E-08,0.7071069,-1.045409E-08,0.7071065
1.146999,0.1740006,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
181
891
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
1,0.3098039,1,1
0
0
10006
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
2.146554E-08,0.7071069,-1.045409E-08,0.7071065
1.146999,0.1550006,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
181
892
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.3098039,1,0.3098039,1
0
0
10002
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
-0.5000001,-0.5000001,-0.5,-0.5
1.165999,0.1550006,1.5
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
178
901
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.3098039,1,0.3098039,1
0
0
10002
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
-0.5000001,-0.5000001,-0.5,-0.5
1.165999,0.1360006,1.519
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
178
912
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.3098039,1,0.3098039,1
0
0
10002
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
-0.5000001,-0.5000001,-0.5,-0.5
1.184999,0.1360006,1.518999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
178
915
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.3098039,1,0.3098039,1
0
0
10002
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
-0.5000001,-0.5000001,-0.5,-0.5
1.165999,0.1360004,1.499999
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
178
904
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.6,0.2,1,1
0
0
10005
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
7.341777E-08,-0.7071068,-0.7071068,8.845056E-09
1.184999,0.1550006,1.5
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
177
907
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.6,0.2,1,1
0
0
10005
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.5000001,-0.5,-0.5,0.5000001
1.165999,0.1740006,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
177
895
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,0.8,1
0.6,0.2,1,1
0
0
10005
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.5000001,-0.5,-0.5,0.5000001
1.184999,0.1740005,1.5
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
177
906
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
1,1,1,1
0.6,0.2,1,1
0
0
10005
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
0.5000001,-0.5,-0.5,0.5000001
1.184999,0.1740006,1.481
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
177
899
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
19
eModelTypeLumber
1,1,0.8,1
0.9803922,0.9803922,0.9803922,1
0
0
10000
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
-0.7071069,7.466228E-09,-1.94684E-08,0.7071068
1.066,0.04749986,1.181
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
185
808
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
19
eModelTypeLumber
1,1,0.8,1
1,0.3098039,1,1
0
0
10006
0.019,0.019,0.019
0.019,0.019,0.91
0.4
100
1
0
false
false
2.146554E-08,0.7071069,-1.045409E-08,0.7071065
1.085,0.04749985,1.181
0,0,0,0,0,0,0,0
0,0,0,0
0,0,0,0
185
784
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
19
eModelTypeLumber
1,1,0.8,1
0.6,0.2,1,1
0
0
10005
0.019,0.019,0.019
0.019,0.019,0.91
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false
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false
false
false
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eModelTypeLumber
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false
false
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175
903
false
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1
SPF 1x1材
false
false
false
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20
eModelTypeLumber
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0
0
10003
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0.4
100
1
0
false
false
-0.5000001,-0.5000002,-0.5000004,0.5000002
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false
1
1
SPF 1x1材
false
false
false
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20
eModelTypeLumber
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0
false
false
-0.5000001,-0.5000002,-0.5000004,0.5000002
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false
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SPF 1x1材
false
false
false
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20
eModelTypeLumber
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false
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SPF 1x1材
false
false
false
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20
eModelTypeLumber
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false
false
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false
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1
SPF 1x1材
false
false
false
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20
eModelTypeLumber
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false
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SPF 1x1材
false
false
false
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20
eModelTypeLumber
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1
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false
false
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false
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1
SPF 1x1材
false
false
false
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20
eModelTypeLumber
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0.4
100
1
0
false
false
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false
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false
false
false
<_2xLumber>
1
eModelTypeLumber
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0
0
10000
0.019,0.019,0.019
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0.4
100
1
0
false
false
7.222334E-08,-0.6156616,-4.565714E-08,-0.7880108
0.5939345,0.1715005,-0.2743773
0,0,0,0,0,0,0,0
0,0,0,0
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39
221
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
1
eModelTypeLumber
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0
10000
0.019,0.019,0.019
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100
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false
false
7.222334E-08,-0.6156616,-4.565714E-08,-0.7880108
0.5985314,0.1525004,-0.2928127
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0,0,0,0
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222
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
1
eModelTypeLumber
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100
1
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false
false
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false
1
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SPF 1x1材
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false
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1
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false
false
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837
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
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0
0
10002
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0.019,0.019,0.91
0.4
100
1
0
false
false
-0.5000001,-0.5000001,-0.5,-0.5
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false
1
1
SPF 1x1材
false
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false
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20
eModelTypeLumber
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100
1
0
false
false
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false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
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1
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false
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false
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false
false
false
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20
eModelTypeLumber
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false
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false
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false
false
false
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20
eModelTypeLumber
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false
false
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false
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false
false
<_2xLumber>
20
eModelTypeLumber
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0.4
100
1
0
false
false
0.5000001,-0.5,-0.5,0.5000001
1.201,0.04749978,1.5
0,0,0,0,0,0,0,0
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842
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
20
eModelTypeLumber
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10005
0.019,0.019,0.019
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0.4
100
1
0
false
false
7.341777E-08,-0.7071068,-0.7071068,8.845056E-09
1.201,0.02849978,1.5
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false
1
1
SPF 1x1材
false
false
false
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20
eModelTypeLumber
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100
1
0
false
false
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872
false
1
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SPF 1x1材
false
false
false
<_2xPicture>
17
eModelTypePicture
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0,0,0,0
0
0
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false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
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Non
Non
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0
611
false
0
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奥 中 前
163 466 445
123 156 455
223 173 777
false
false
false
60
Regular
Meiryo UI
true
true
1.5
0,0,0
255,255,255
true
false
2
<_2xPicture>
16
eModelTypePicture
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0,0,0,0
0
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1
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false
false
0.5000002,-0.5000001,-0.5000001,0.5000002
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Non
Non
0
527
false
0
0
ゲーム2の解答確認です。
右の立方体の各色のブロックを選択し、移動して確認してください。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xPicture>
10
eModelTypePicture
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false
0.5000002,-0.5000001,-0.5000001,0.5000002
0.9129995,0.1689999,0.0004996588
Non
Non
Non
0
359
false
0
0
ゲーム1の解答確認です。
右の立方体の各色のブロックを選択し、移動して確認してください。
false
false
false
60
Regular
Meiryo UI
true
true
1.5
101,31,255
255,255,255
true
false
2
<_2xLumber>
19
eModelTypeLumber
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100
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false
false
false
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19
eModelTypeLumber
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0.4
100
1
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false
false
-0.5000001,-0.5000001,-0.5,-0.5
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188
945
false
1
1
SPF 1x1材
false
false
false
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19
eModelTypeLumber
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0.4
100
1
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false
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188
938
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
19
eModelTypeLumber
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0.4
100
1
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false
false
-0.5000001,-0.5000001,-0.5,-0.5
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188
942
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
19
eModelTypeLumber
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1,1,0.3098039,1
0
0
10001
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0.4
100
1
0
false
false
0.4999999,-0.5000002,-0.5,0.5000001
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0,0,0,0,0,0,0,0
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0,0,0,0
190
937
false
1
1
SPF 1x1材
false
false
false
<_2xLumber>
19
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