%PDF-1.6
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
223プロジェクタによる都ɡデル体験.20240912
2024-09-12T18:32:08+09:00
2024-09-12T18:32:08+09:00
2024-09-12T18:32:08+09:00
Adobe Illustrator 27.9 (Macintosh)
184
256
JPEG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==
uuid:c125e36b-a463-1048-a803-0a32f1d0f890
xmp.did:8bee2cbe-690e-4e5d-95c9-e0459b7b26ec
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:c5474273-bebb-3444-9bf3-8716e9809768
xmp.did:a19a4d17-a35b-4d57-be1d-f065594ae956
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:44fcce71-1756-47fe-b7d1-823b8699f850
2024-07-17T19:55:29+09:00
Adobe Illustrator 27.9 (Macintosh)
/
saved
xmp.iid:8bee2cbe-690e-4e5d-95c9-e0459b7b26ec
2024-09-12T18:32:07+09:00
Adobe Illustrator 27.9 (Macintosh)
/
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/MMS2.psd
adobe:docid:photoshop:cbaf4b7f-7c4b-0f48-a0a1-36c3f6100b85
xmp.iid:fcff84fb-c498-439e-9b65-671ee06a4773
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/MMS1.psd
adobe:docid:photoshop:f98cb3e1-7188-9b48-96e3-9fb1e44f5789
xmp.iid:9d1554b4-6a83-4adf-99da-fdf4ced8f45f
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/航空センサ(カメラ+レーザ)イメージ2.psd
adobe:docid:photoshop:194a23c6-cef8-d641-830e-b8d06f7cf47f
xmp.iid:47ee27ba-b59d-443a-946a-a9a12c28c6fc
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/航空センサ(カメラ+レーザ)イメージ1.psd
adobe:docid:photoshop:87840be3-0822-5040-bca8-5e56c0c52050
xmp.iid:c86120ae-9dfd-4032-898d-59e84f260563
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/測量用航空機イメージ1.psd
adobe:docid:photoshop:32d737ed-c048-f943-8332-b5d82e0bcfc6
xmp.iid:6f4c75f8-17b5-4b90-ad33-c5ee1c846cad
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/image (9).psd
adobe:docid:photoshop:4433a5a7-87f4-3346-8e81-0cab28d6b256
xmp.iid:f33ce4d8-1b7c-4f23-9413-680dc8454e25
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/TokyoStation_Solar01.psd
adobe:docid:photoshop:039b62cf-8045-0741-8b71-df2aa65542a6
xmp.iid:998d4618-ca5f-41f9-be37-39c02b35d3b9
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/KKC CM2 LOD2 tokyo_07.psd
adobe:docid:photoshop:ba5702fa-7d7e-6d43-bf13-ff68a41ab0a8
xmp.iid:b14e76e3-a70f-450b-9062-c8c1a1d6b5ee
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/KKC CM2 LOD2 tokyo_01.psd
adobe:docid:photoshop:22224a5b-98e0-fc4c-a7e3-086a1d661749
xmp.iid:5f5de1b4-52d1-4627-b401-615bdd9e2e2d
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/LOD (Level of Detail) 4つのモデル種別について.psd
adobe:docid:photoshop:8503e4ab-b70f-6c4e-bcf2-554425c583ac
xmp.iid:9e1d9ed0-aaac-4687-a257-bb2de6c94bbb
EmbedByReference
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/BaseFormat_group1.ai
xmp.did:c9015669-d805-45a5-99db-554f1fe4424d
uuid:be3a056c-dbaa-034e-8a2e-4bf5975b688a
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/MMS2.psd
adobe:docid:photoshop:cbaf4b7f-7c4b-0f48-a0a1-36c3f6100b85
xmp.iid:fcff84fb-c498-439e-9b65-671ee06a4773
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/MMS1.psd
adobe:docid:photoshop:f98cb3e1-7188-9b48-96e3-9fb1e44f5789
xmp.iid:9d1554b4-6a83-4adf-99da-fdf4ced8f45f
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/航空センサ(カメラ+レーザ)イメージ2.psd
adobe:docid:photoshop:194a23c6-cef8-d641-830e-b8d06f7cf47f
xmp.iid:47ee27ba-b59d-443a-946a-a9a12c28c6fc
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/航空センサ(カメラ+レーザ)イメージ1.psd
adobe:docid:photoshop:87840be3-0822-5040-bca8-5e56c0c52050
xmp.iid:c86120ae-9dfd-4032-898d-59e84f260563
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/測量用航空機イメージ1.psd
adobe:docid:photoshop:32d737ed-c048-f943-8332-b5d82e0bcfc6
xmp.iid:6f4c75f8-17b5-4b90-ad33-c5ee1c846cad
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/image (9).psd
adobe:docid:photoshop:4433a5a7-87f4-3346-8e81-0cab28d6b256
xmp.iid:f33ce4d8-1b7c-4f23-9413-680dc8454e25
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/TokyoStation_Solar01.psd
adobe:docid:photoshop:039b62cf-8045-0741-8b71-df2aa65542a6
xmp.iid:998d4618-ca5f-41f9-be37-39c02b35d3b9
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/KKC CM2 LOD2 tokyo_07.psd
adobe:docid:photoshop:ba5702fa-7d7e-6d43-bf13-ff68a41ab0a8
xmp.iid:b14e76e3-a70f-450b-9062-c8c1a1d6b5ee
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/KKC CM2 LOD2 tokyo_01.psd
adobe:docid:photoshop:22224a5b-98e0-fc4c-a7e3-086a1d661749
xmp.iid:5f5de1b4-52d1-4627-b401-615bdd9e2e2d
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/LOD (Level of Detail) 4つのモデル種別について.psd
adobe:docid:photoshop:8503e4ab-b70f-6c4e-bcf2-554425c583ac
xmp.iid:9e1d9ed0-aaac-4687-a257-bb2de6c94bbb
/Users/sohgei2016_1/Documents/制作中/ミライト・ワン CEATEC2024/A1パネル/校了データ/A1パネル/22_3Dプロジェクタによる都市モデル体験/Links/BaseFormat_group1.ai
xmp.did:c9015669-d805-45a5-99db-554f1fe4424d
uuid:be3a056c-dbaa-034e-8a2e-4bf5975b688a
Print
Adobe Illustrator
True
True
1
210.000000
297.000000
Millimeters
GothicMB101Pro-Bold
A-OTF ゴシックMB101 Pro
B
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-GothicMB101Pro-Bold.otf
TBUDGoStd-Regular
TBUDゴシック Std
R
Open Type
OTF v1.000
False
TBUDGoStd-Regular.otf
TBUDGoStd-Bold
TBUDゴシック Std
B
Open Type
OTF v1.000
False
TBUDGoStd-Bold.otf
TBUDGoStd-ExBold
TBUDゴシック Std
E
Open Type
OTF v1.000
False
TBUDGoStd-ExBold.otf
TBUDGoStd-Heavy
TBUDゴシック Std
H
Open Type
OTF v1.000
False
TBUDGoStd-Heavy.otf
DJAAAA+DNPShueiMinPr6-B
DJAAAA+DNPShueiMinPr6 B
B
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
C=100 M=25 Y=0 K=0
PROCESS
100.000000
CMYK
100.000000
25.000000
0.000000
0.000000
グレー
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
輝き
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 17.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWۮ|߯o , r % 9
bOU79=2:Ú4ElRj[>n/np/~??=/vyn˿.?/^'euH(݆ImRRԖKb.K% Vj/yrr28|ˏ.71-z_-˗er3-ԔL^J
[qEW5?^6'|.oWi nx;<,>)l&-ݳ5N.k7-