%PDF-1.7%????
1 0 obj<>endobj2 0 obj<>stream
application/pdf
P016-オリエンタルカーペット(山形)
2019-09-13T19:14:07+09:00
2019-09-13T19:14:07+09:00
2019-09-13T19:14:07+10:00
Adobe Illustrator CC 22.1 (Windows)
184
256
JPEG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uuid:7b4ab8aa-0464-4fda-b2d5-507d7faa0ca3
xmp.did:cb646d25-5c2d-8745-bd96-f51c2d7182ee
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:8947c381-5299-4b35-9a08-a5c152a5c83a
xmp.did:9d2a4b04-d230-b240-9baf-bc3d91244b54
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:038011740720681183D1FF0BE9E215BC
2017-05-24T17:12:30+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:cb646d25-5c2d-8745-bd96-f51c2d7182ee
2019-09-13T19:13:41+09:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
D:\多田\社内\河田\T1908002/新輸出大国コンソーシアム海外展開成功事例集\最終09-13\納品用データ\AI\P016-オリエンタルカーペット(山形)\Links\EC5Q5152.jpg
0
0
EmbedByReference
D:\多田\社内\河田\T1908002/新輸出大国コンソーシアム海外展開成功事例集\最終09-13\納品用データ\AI\P016-オリエンタルカーペット(山形)\Links\EC5Q5137.jpg
0
0
EmbedByReference
D:\多田\社内\河田\T1908002/新輸出大国コンソーシアム海外展開成功事例集\最終09-13\納品用データ\AI\P016-オリエンタルカーペット(山形)\Links\ハイムテキスタイル2019のコピー.psd
adobe:docid:photoshop:e24f3226-1b5e-2543-953e-5798a8841409
xmp.iid:1037ee0b-dfdb-4146-9b78-2ea89913604e
EmbedByReference
D:\多田\社内\河田\T1908002/新輸出大国コンソーシアム海外展開成功事例集\最終09-13\納品用データ\AI\P016-オリエンタルカーペット(山形)\Links\台湾知日商 常設展示場のコピー.psd
adobe:docid:photoshop:6a69edbc-3ac2-b748-9968-b91b42b27c00
xmp.iid:b7f597b3-7f32-4e31-ac6c-638eb749295d
EmbedByReference
D:\多田\社内\河田\T1908002/新輸出大国コンソーシアム海外展開成功事例集\最終09-13\納品用データ\AI\P016-オリエンタルカーペット(山形)\Links\EC5Q5051.psd
adobe:docid:photoshop:5db57db1-fe7b-774a-b01d-f538b70db8a7
xmp.iid:7dd5d1bc-e93b-4e39-b0f3-8e9774f09ab0
D:\多田\社内\河田\T1908002/新輸出大国コンソーシアム海外展開成功事例集\最終09-13\納品用データ\AI\P016-オリエンタルカーペット(山形)\Links\EC5Q5152.jpg
0
0
D:\多田\社内\河田\T1908002/新輸出大国コンソーシアム海外展開成功事例集\最終09-13\納品用データ\AI\P016-オリエンタルカーペット(山形)\Links\EC5Q5137.jpg
0
0
D:\多田\社内\河田\T1908002/新輸出大国コンソーシアム海外展開成功事例集\最終09-13\納品用データ\AI\P016-オリエンタルカーペット(山形)\Links\ハイムテキスタイル2019のコピー.psd
adobe:docid:photoshop:e24f3226-1b5e-2543-953e-5798a8841409
xmp.iid:1037ee0b-dfdb-4146-9b78-2ea89913604e
D:\多田\社内\河田\T1908002/新輸出大国コンソーシアム海外展開成功事例集\最終09-13\納品用データ\AI\P016-オリエンタルカーペット(山形)\Links\台湾知日商 常設展示場のコピー.psd
adobe:docid:photoshop:6a69edbc-3ac2-b748-9968-b91b42b27c00
xmp.iid:b7f597b3-7f32-4e31-ac6c-638eb749295d
D:\多田\社内\河田\T1908002/新輸出大国コンソーシアム海外展開成功事例集\最終09-13\納品用データ\AI\P016-オリエンタルカーペット(山形)\Links\EC5Q5051.psd
adobe:docid:photoshop:5db57db1-fe7b-774a-b01d-f538b70db8a7
xmp.iid:7dd5d1bc-e93b-4e39-b0f3-8e9774f09ab0
Print
False
True
1
212.999955
303.000001
Millimeters
MidashiGoPr6-MB31
A-OTF 見出ゴMB31 Pr6
MB31
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-MidashiGoPr6-MB31.otf
GothicBBBPr6-Medium
A-OTF 中ゴシックBBB Pr6
Medium
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-GothicBBBPr6-Medium.otf
FutoGoB101Pr6-Bold
A-OTF 太ゴB101 Pr6
Bold
Open Type
Version 2.000;PS 1.2;hotconv 1.0.50;makeotf.lib2.0.15232
False
A-OTF-FutoGoB101Pr6-Bold.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=44 M=0 Y=90 K=0 1
CMYK
PROCESS
44.000000
0.000000
90.000000
0.000000
C=0 M=80 Y=29 K=0
PROCESS
100.000000
CMYK
0.000000
80.000001
29.090899
0.000000
C=0 M=15 Y=70 K=0 1
CMYK
PROCESS
0.000000
15.000000
70.000000
0.000000
C=0 M=0 Y=100 K=30 1
CMYK
PROCESS
0.000000
0.000000
100.000000
30.000000
C=16 M=90 Y=0 K=0
PROCESS
100.000000
CMYK
16.000000
89.999998
0.000000
0.000000
C=90 M=72 Y=0 K=0
PROCESS
100.000000
CMYK
89.999998
72.000003
0.000000
0.000000
C=88 M=10 Y=70 K=0
PROCESS
100.000000
CMYK
88.000000
10.000000
69.999999
0.000000
C=35 M=100 Y=61 K=0
PROCESS
100.000000
CMYK
34.999999
100.000000
61.000001
0.000000
C=6 M=90 Y=12 K=0
PROCESS
100.000000
CMYK
6.000000
89.999998
12.000000
0.000000
C=38 M=0 Y=90 K=0 1
CMYK
PROCESS
38.000000
0.000000
90.000000
0.000000
C=64 M=0 Y=100 K=0 1
CMYK
PROCESS
64.000000
0.000000
100.000000
0.000000
C=0 M=20 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
20.000000
100.000000
0.000000
C=11 M=0 Y=43 K=0 1
CMYK
PROCESS
11.180000
0.000000
43.000000
0.000000
C=35 M=30 Y=0 K=0 1
CMYK
PROCESS
35.000000
30.000000
0.000000
0.000000
C=0 M=7 Y=35 K=0 1
CMYK
PROCESS
0.000000
7.500000
35.000000
0.000000
C=90 M=62 Y=9 K=0
PROCESS
100.000000
CMYK
89.999998
62.000000
9.000000
0.000000
C=6 M=63 Y=28 K=0
PROCESS
100.000000
CMYK
6.000000
63.000000
28.000000
0.000000
C=0 M=40 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
40.000001
100.000000
0.000000
C=0 M=70 Y=40 K=0
PROCESS
100.000000
CMYK
0.000000
69.999999
40.000001
0.000000
C=53 M=17 Y=15 K=0 1
CMYK
PROCESS
52.916800
16.968000
14.682200
0.000000
C=30 M=5 Y=80 K=5
PROCESS
100.000000
CMYK
30.000001
5.000000
80.000001
5.000000
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 15.00
endstreamendobj3 0 obj<>endobj5 0 obj<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Shading<>/XObject<>>>/TrimBox[0.0 0.0 603.779 858.898]/Type/Page>>endobj6 0 obj<>stream
H??Wێ$9}????;?wK(??T!MK?B5?;?3???9a????w??*#?v8n>>A??!C??????????????????_O?~G???N?x?(?䓭???r??S???????????b#?X???5YW?|????M??t&J?5e?>????j????l?R?%??O??[?????>?˷????,????x??X@l}?&??9W??>v??U????y???'??|?f2??4? ?q?[s?A??.B? ?o{ b??x??<?b???ĕ??????l?8?U?9d1[_?T~???Q?l??)??C?K6{J?Ss]'?Z?9?˶??_?????77K?B?!?X~9jQ+?!???iؾ*hG??0eylS/???$?|??C?쪌?5!&?X.???????X?t?dD?L?X ?TZ?M??2??]?cE+|*?7}%5??1???鏏?=??
|????Ӯ??>e?
v????#?ݱ'????y????????s??3?O??&<?{??.0NTK??:9?q-?6_?r??#]?*?-[??&[>I??Mm??q,W?;Wmq1w=e??? ?aD?e?{)???l?????E"b?\?˺??;>??v?Eh??ͤ.<`s?2_????L??Ʈ_?jFt/?ͨ%nI?\?s????H??^8ש?????EH???1?39?????Tz?aƖz|ZN???B&[???"