%PDF-1.3
%
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
F-CAFE_drink_0226ol1
2021-03-13T16:57:43+09:00
2021-03-13T16:57:43+09:00
2021-03-13T16:57:43+09:00
Adobe Illustrator 24.2 (Macintosh)
248
256
JPEG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uuid:46c5cca6-013d-5245-927b-bf42817b4e05
xmp.did:c38ea1d6-12f0-46e9-aa26-634d6017ef2e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:8c865227-d2e0-448a-a9fb-f17c7f7c0871
xmp.did:8c865227-d2e0-448a-a9fb-f17c7f7c0871
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:8772f84f-7ee5-416b-bb01-46880866a72f
2020-03-16T16:14:47+09:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:c38ea1d6-12f0-46e9-aa26-634d6017ef2e
2021-03-13T16:57:31+09:00
Adobe Illustrator 24.2 (Macintosh)
/
EmbedByReference
/Users/nomurakouki/Desktop/beer.png
EmbedByReference
地.psd
/Users/nomurakouki/Desktop/beer.png
地.psd
Print
Adobe Illustrator
Adobe PDF library 15.00
False
1
True
False
209.999998
297.000005
Millimeters
HiraKakuStdN-W8
ヒラギノ角ゴ StdN
W8
Open Type
15.0d1e3
False
ヒラギノ角ゴシック W8.ttc
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
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
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
PDF/X-1:2001
PDF/X-1:2001
PDF/X-1a:2001
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[27.0 27.0 622.276 868.89]/Type/Page>>
endobj
7 0 obj
<>stream
H;$7EZE Ec^(BFhߘsW+%K^\xY[j髍X[F^忯/ Zcyyf~jRie~wX+g[SK}c~֞SeI\j[CKjQRXߜ3oKhq|RqΡ!ycT[s?hkY8B_G5`Rku$Ijgj]cvk""~2bR9NSLNu9w<$
:aEFU= :ȎKez\g~7^lFMa|AQK[X]~fXRj'UϪ3椠5ykT%Srq>uKv]m6EI/^ V6naM*!betA=D Js,k[x[UOjPolM@,"BDrĦLG\cKЁZ)XEXi
Rcm,҂֧䍄rA5w?85vh@c/=3 5kThʜD
Qa5E)3҃R P@>
й8LnU|H Qn