%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
fax_ordersheet2
2021-06-22T13:36:22+09:00
2021-06-22T13:36:22+09:00
2021-06-22T13:36:21+10:00
Adobe Illustrator CS6 (Windows)
164
256
JPEG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uuid:002d6245-36d7-4cfd-9b1e-fb901af763b6
xmp.did:4937146313D3EB11AE1C8C6C7E6A4238
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4049aa5e-1689-40a9-af5b-ba77ea07b310
xmp.did:53BD1C93DBE2EA11BE75A779EE56E464
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9AD57ECFC830E511945EC34EDF8D2D5C
2015-07-23T08:24:33+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:4937146313D3EB11AE1C8C6C7E6A4238
2021-06-22T13:36:18+09:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
210.001652
296.999959
Millimeters
RyuminPro-Bold
A-OTF リュウミン Pro
B-KL
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-RyuminPro-Bold_0.otf
RyuminPro-Medium
A-OTF リュウミン Pro
M-KL
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-RyuminPro-Medium_0.otf
ShinGoPro-Regular
A-OTF 新ゴ Pro
R
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Regular_0.otf
ShinGoPro-DeBold
A-OTF 新ゴ Pro
DB
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-DeBold.otf
ShinGoPro-Bold
A-OTF 新ゴ Pro
B
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Bold_0.otf
ShinGoPro-Medium
A-OTF 新ゴ Pro
M
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Medium_0.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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 19 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
16 0 obj
<>stream
HWێ$I
}l=BW$6Z!4;] P>vDVVUt.dtlǎ?geN:gco|G_}zϼL==r..y環ral71Lms<<6̹1 e(NF!} F^ąc