%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
no.761490 交差模様のトートバッグ
Adobe Illustrator CC 2017 (Windows)
2017-08-22T13:58:33+10:00
2017-08-22T13:58:34+09:00
2017-08-22T13:58:34+09:00
256
184
JPEG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xmp.did:0f8d71df-6e02-1048-9261-2d171c578af5
uuid:4d70e42a-0bc8-4f77-a305-ae864309fccb
uuid:890A8287DEBEE211B7CECDE70D491235
proof:pdf
uuid:367f7ef6-a67c-4bd7-b9d6-f1808515e1f1
xmp.did:5c0a6c4b-ae5d-0a45-9745-f05f4adf7a62
uuid:890A8287DEBEE211B7CECDE70D491235
proof:pdf
saved
xmp.iid:0380117407206811822AEEFA75F33842
2015-08-04T15:57:34+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0f8d71df-6e02-1048-9261-2d171c578af5
2017-08-22T13:58:31+09:00
Adobe Illustrator CC 2017 (Windows)
/
Print
1
True
False
297.000129
209.999927
Millimeters
rounded-x-mplus-1p-regular
rounded x-mplus-1p-regular
x-mplus-1p-regular
Unknown
Version 6.020;PS 6.008;hotconv 1.0.70;makeotf.lib2.5.5900
False
KozGoPr6N-Regular.otf
GenEiGothicP-R
GenEiGothicP R-90ms-RKSJ-H
R-90ms-RKSJ-H
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=16 M=98 Y=92 K=7
CMYK
PROCESS
16.000000
98.000000
92.000000
7.000000
C=0 M=99 Y=97 K=0
CMYK
PROCESS
0.000000
99.000000
97.000000
0.000000
C=0 M=79 Y=96 K=0
CMYK
PROCESS
0.000000
79.000000
96.000000
0.000000
C=0 M=50 Y=98 K=0
CMYK
PROCESS
0.000000
50.000000
98.000000
0.000000
C=0 M=35 Y=87 K=0
CMYK
PROCESS
0.000000
35.000000
87.000000
0.000000
C=5 M=0 Y=93 K=0
CMYK
PROCESS
5.000000
0.000000
93.000000
0.000000
C=19 M=0 Y=98 K=0
CMYK
PROCESS
19.000000
0.000000
98.000000
0.000000
C=50 M=0 Y=99 K=0
CMYK
PROCESS
50.000000
0.000000
99.000000
0.000000
C=74 M=0 Y=99 K=0
CMYK
PROCESS
74.000000
0.000000
99.000000
0.000000
C=86 M=12 Y=100 K=9
CMYK
PROCESS
86.000000
12.000000
100.000000
9.000000
C=88 M=28 Y=95 K=32
CMYK
PROCESS
88.000000
28.000000
95.000000
32.000000
C=76 M=0 Y=75 K=0
CMYK
PROCESS
76.000000
0.000000
75.000000
0.000000
C=78 M=9 Y=46 K=0
CMYK
PROCESS
78.000000
9.000000
46.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=87 M=52 Y=0 K=0
CMYK
PROCESS
87.000000
52.000000
0.000000
0.000000
C=99 M=96 Y=4 K=0
CMYK
PROCESS
99.000000
96.000000
4.000000
0.000000
C=100 M=100 Y=26 K=25
CMYK
PROCESS
100.000000
100.000000
26.000000
25.000000
C=74 M=98 Y=1 K=0
CMYK
PROCESS
74.000000
98.000000
1.000000
0.000000
C=49 M=99 Y=1 K=0
CMYK
PROCESS
49.000000
99.000000
1.000000
0.000000
C=34 M=100 Y=37 K=11
CMYK
PROCESS
34.000000
100.000000
37.000000
11.000000
C=12 M=100 Y=49 K=1
CMYK
PROCESS
12.000000
100.000000
49.000000
1.000000
C=0 M=96 Y=20 K=0
CMYK
PROCESS
0.000000
96.000000
20.000000
0.000000
C=23 M=27 Y=40 K=0
CMYK
PROCESS
23.000000
27.000000
40.000000
0.000000
C=40 M=43 Y=52 K=7
CMYK
PROCESS
40.000000
43.000000
52.000000
7.000000
C=50 M=53 Y=61 K=23
CMYK
PROCESS
50.000000
53.000000
61.000000
23.000000
C=57 M=60 Y=64 K=42
CMYK
PROCESS
57.000000
60.000000
64.000000
42.000000
C=23 M=38 Y=63 K=1
CMYK
PROCESS
23.000000
38.000000
63.000000
1.000000
C=32 M=49 Y=74 K=10
CMYK
PROCESS
32.000000
49.000000
74.000000
10.000000
C=36 M=57 Y=84 K=23
CMYK
PROCESS
36.000000
57.000000
84.000000
23.000000
C=39 M=64 Y=93 K=36
CMYK
PROCESS
39.000000
64.000000
93.000000
36.000000
C=41 M=70 Y=96 K=49
CMYK
PROCESS
41.000000
70.000000
96.000000
49.000000
C=47 M=73 Y=83 K=68
CMYK
PROCESS
47.000000
73.000000
83.000000
68.000000
プリントカラーグループ
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000000
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000000
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000000
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000000
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000000
5.000000
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000000
0.000000
10.000000
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000000
10.000000
5.000000
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000000
10.000000
0.000000
グレースケール
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 841.89 595.275]/Type/Page>>
endobj
15 0 obj
<>stream
HW]d9
}_QnN$ xFE"vsܪjs|l?/~^~C<$\mڡݮ1\O