%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
CNシートガード_cs5
2013-12-27T13:08:39+09:00
2013-12-27T13:08:39+09:00
2013-12-27T13:08:39+09:00
Adobe Illustrator CS5
196
256
JPEG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uuid:0700702a-0b83-844a-9d43-b201de6be5ab
xmp.did:F87F11740720681188C695DD9237E37D
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:489f6a47-f898-774d-96de-6e6b01a04acc
xmp.did:FD7F11740720681188C6CDE7E44CFAB0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FD7F11740720681188C6CDE7E44CFAB0
2013-12-20T17:25:57+09:00
Adobe Illustrator CS5
/
saved
xmp.iid:F87F11740720681188C695DD9237E37D
2013-12-27T13:08:29+09:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/s2940mac/Desktop/久野_お仕事進行中捨てないで/横山/シートガードチラシ/革IMG019.eps
EmbedByReference
/Users/s2940mac/Desktop/久野_お仕事進行中捨てないで/横山/シートガードチラシ/シート生地風.psd
EmbedByReference
/Users/s2940mac/Desktop/久野_お仕事進行中捨てないで/横山/シートガードチラシ/革生地風.psd
EmbedByReference
/Users/s2940mac/Desktop/久野_お仕事進行中捨てないで/横山/シートガードチラシ/レザー汚染2.eps
EmbedByReference
/Users/s2940mac/Desktop/久野_お仕事進行中捨てないで/横山/シートガードチラシ/レザー汚染1.eps
EmbedByReference
/Users/s2940mac/Desktop/久野_お仕事進行中捨てないで/横山/シートガードチラシ/ファブリックコーティング4.eps
EmbedByReference
/Users/s2940mac/Desktop/久野_お仕事進行中捨てないで/横山/シートガードチラシ/ファブリックコーティング3.eps
EmbedByReference
/Users/s2940mac/Desktop/久野_お仕事進行中捨てないで/横山/シートガードチラシ/ファブリックコーティング2.eps
EmbedByReference
/Users/s2940mac/Desktop/久野_お仕事進行中捨てないで/横山/シートガードチラシ/ファブリックコーティング1.eps
EmbedByReference
/Users/s2940mac/Desktop/久野_お仕事進行中捨てないで/横山/シートガードチラシ/ファブリックIMG028.eps
Print
False
True
1
210.001652
296.999959
Millimeters
UDShinGoPro-Light
A-OTF UD新ゴ Pro
L
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-Light.otf
UDShinGoPro-Regular
A-OTF UD新ゴ Pro
R
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-Regular.otf
UDShinGoPro-DeBold
A-OTF UD新ゴ Pro
DB
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinGoPro-DeBold.otf
UDShinMGoPro-Light
A-OTF UD新丸ゴ Pro
L
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinMGoPro-Light.otf
UDShinMGoPro-Regular
A-OTF UD新丸ゴ Pro
R
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinMGoPro-Regular.otf
UDShinMGoPro-Medium
A-OTF UD新丸ゴ Pro
M
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinMGoPro-Medium.otf
UDShinMGoPro-Bold
A-OTF UD新丸ゴ Pro
B
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinMGoPro-Bold.otf
UDShinMGoPro-Heavy
A-OTF UD新丸ゴ Pro
H
Open Type
Version 1.003;PS 1;hotconv 1.0.57;makeotf.lib2.0.21895
False
A-OTF-UDShinMGoPro-Heavy.otf
GothicBBBPro-Medium
A-OTF 中ゴシックBBB Pro
Medium
Open Type
OTF 1.002;PS 1;Core 1.0.31;makeotf.lib1.4.1585
False
A-OTF-GothicBBBPro-Medium.otf
MaruFoPro-Medium
A-OTF 丸フォーク Pro
M
Open Type
Version 1.001;PS 1;Core 1.0.38;makeotf.lib1.6.6565
False
A-OTF-MaruFoPro-Medium.otf
MaruFoPro-Bold
A-OTF 丸フォーク Pro
B
Open Type
Version 1.001;PS 1;Core 1.0.38;makeotf.lib1.6.6565
False
A-OTF-MaruFoPro-Bold.otf
ShinMGoPro-Bold
A-OTF 新丸ゴ Pro
B
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinMGoPro-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
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
C=34 M=34 Y=56 K=0 1
CMYK
PROCESS
33.984398
34.375000
55.859398
0.000000
C=88 M=46 Y=89 K=8 1
CMYK
PROCESS
88.088799
46.399601
89.419403
8.206302
C=85 M=20 Y=100 K=0 1
CMYK
PROCESS
85.000000
19.999998
100.000000
0.000000
C=0 M=25 Y=84 K=0 1
CMYK
PROCESS
0.000000
25.389999
83.590004
0.000000
C=0 M=50 Y=98 K=0 1
CMYK
PROCESS
0.000000
50.000000
98.049995
0.000000
C=4 M=8 Y=98 K=0 1
CMYK
PROCESS
4.299998
7.809997
98.439995
0.000000
C=0 M=26 Y=84 K=0 1
CMYK
PROCESS
0.000000
25.779999
84.379997
0.000000
Neues Farbfeld 3
PROCESS
100.000000
CMYK
15.481800
0.000000
2.880900
0.000000
Neues Farbfeld 4
PROCESS
100.000000
CMYK
8.810600
0.000000
1.223800
0.000000
Neues Farbfeld 2
PROCESS
100.000000
CMYK
35.544399
0.000000
2.850400
0.000000
C=0 M=80 Y=100 K=20 1
CMYK
PROCESS
0.000000
80.000000
100.000000
19.999998
C=0 M=0 Y=15 K=0 1
CMYK
PROCESS
0.000000
0.000000
14.999998
0.000000
C=0 M=57 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
57.000000
100.000000
0.000000
C=0 M=0 Y=20 K=0 1
CMYK
PROCESS
0.000000
0.000000
19.999998
0.000000
C=0 M=80 Y=100 K=0 1
CMYK
PROCESS
0.000000
80.000000
100.000000
0.000000
C=0 M=40 Y=50 K=0 1
CMYK
PROCESS
0.000000
39.999996
50.000000
0.000000
C=100 M=40 Y=0 K=0 1
CMYK
PROCESS
100.000000
39.999996
0.000000
0.000000
グレースケール
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
ビビッド
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 9.90
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/MC1<>/MC2<>>>/Shading<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWێ}Ub\80CRث$V"gzG+U9캞:Uw^RaE?nÛw{)|~DFP-|x]J`%ԂLE5X.!E
oq&֢djR [4+͵7}鈈DztDє#yD)EEsg;G/Y