%PDF-1.6
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
箔押し注文書(新規・リピート)_2023.4
2023-04-06T15:07:11+09:00
2023-04-06T15:07:11+09:00
2023-04-06T15:07:11+10:00
Adobe Illustrator 27.4 (Windows)
176
256
JPEG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uuid:d4b346b2-9415-4059-bb2b-bf1429f1a4e6
xmp.did:9ac0ca19-3741-5741-871e-a6e096df49cc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3e0433f7-70f8-4fcf-be4e-e1e68b4955e0
xmp.did:5adcb132-187b-a244-b4d1-d83e353c33a5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e51d4865-01db-8441-be1a-57f856b0d004
2018-06-22T11:04:15+09:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:9ac0ca19-3741-5741-871e-a6e096df49cc
2023-04-06T15:07:03+09:00
Adobe Illustrator 27.4 (Windows)
/
Print
Adobe Illustrator
False
False
1
209.999998
297.000013
Millimeters
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
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
7 0 obj
<>/Properties<>>>/Thumb 10 0 R/TrimBox[8.50389 8.50389 603.779 850.394]/Type/Page/PieceInfo<>>>
endobj
8 0 obj
<>stream
HtWɎ,[
Wd3[.+kTFT#;>Uը]vS}~߷_:1b:ኟ?lǿ߿߾aۿ\>b;h{={:Cz:ϙ߿ļ4Ϙr1D!6U1k8fBRty~/N8E