%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
Adobe Illustrator CS6 (Windows)
2019-09-25T09:29:04+10:00
2019-09-25T09:29:04+09:00
2019-09-25T09:29:04+09:00
168
256
JPEG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1
False
False
209.902778
297.038889
Millimeters
Jun34Pro-Medium
A-OTF じゅん Pro
34
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-Jun34Pro-Medium.otf
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.otf
ShinGoPro-Light
A-OTF 新ゴ Pro
L
Open Type
OTF 1.001;PS 1;Core 1.0.33;makeotf.lib1.4.1585
False
A-OTF-ShinGoPro-Light.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.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.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.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
Black
初期設定のスウォッチグループ
0
K=0
GRAY
PROCESS
0
K=100
GRAY
PROCESS
255
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
K=25
GRAY
PROCESS
63
K=50
GRAY
PROCESS
127
K=75
GRAY
PROCESS
191
K=100
GRAY
PROCESS
255
C=25 M=0 Y=0 K=0
CMYK
PROCESS
25.000000
0.000000
0.000000
0.000000
C=50 M=0 Y=0 K=0
CMYK
PROCESS
50.000000
0.000000
0.000000
0.000000
C=75 M=0 Y=0 K=0
CMYK
PROCESS
75.000000
0.000000
0.000000
0.000000
C=100 M=0 Y=0 K=0
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
C=25 M=25 Y=0 K=0
CMYK
PROCESS
25.000000
25.000000
0.000000
0.000000
C=50 M=50 Y=0 K=0
CMYK
PROCESS
50.000000
50.000000
0.000000
0.000000
C=75 M=75 Y=0 K=0
CMYK
PROCESS
75.000000
75.000000
0.000000
0.000000
C=100 M=100 Y=0 K=0
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=0 K=0
CMYK
PROCESS
0.000000
25.000000
0.000000
0.000000
C=0 M=50 Y=0 K=0
CMYK
PROCESS
0.000000
50.000000
0.000000
0.000000
C=0 M=75 Y=0 K=0
CMYK
PROCESS
0.000000
75.000000
0.000000
0.000000
C=0 M=100 Y=0 K=0
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=0 M=25 Y=25 K=0
CMYK
PROCESS
0.000000
25.000000
25.000000
0.000000
C=0 M=50 Y=50 K=0
CMYK
PROCESS
0.000000
50.000000
50.000000
0.000000
C=0 M=75 Y=75 K=0
CMYK
PROCESS
0.000000
75.000000
75.000000
0.000000
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=25 K=0
CMYK
PROCESS
0.000000
0.000000
25.000000
0.000000
C=0 M=0 Y=50 K=0
CMYK
PROCESS
0.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=75 K=0
CMYK
PROCESS
0.000000
0.000000
75.000000
0.000000
C=0 M=0 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=25 K=0
CMYK
PROCESS
25.000000
0.000000
25.000000
0.000000
C=50 M=0 Y=50 K=0
CMYK
PROCESS
50.000000
0.000000
50.000000
0.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=100 M=0 Y=100 K=0
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
C=25 M=13 Y=0 K=0
CMYK
PROCESS
25.000000
12.500000
0.000000
0.000000
C=50 M=25 Y=0 K=0
CMYK
PROCESS
50.000000
25.000000
0.000000
0.000000
C=75 M=38 Y=0 K=0
CMYK
PROCESS
75.000000
37.500000
0.000000
0.000000
C=100 M=50 Y=0 K=0
CMYK
PROCESS
100.000000
50.000000
0.000000
0.000000
C=13 M=25 Y=0 K=0
CMYK
PROCESS
12.500000
25.000000
0.000000
0.000000
C=25 M=50 Y=0 K=0
CMYK
PROCESS
25.000000
50.000000
0.000000
0.000000
C=38 M=75 Y=0 K=0
CMYK
PROCESS
37.500000
75.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=0 M=25 Y=13 K=0
CMYK
PROCESS
0.000000
25.000000
12.500000
0.000000
C=0 M=50 Y=25 K=0
CMYK
PROCESS
0.000000
50.000000
25.000000
0.000000
C=0 M=75 Y=38 K=0
CMYK
PROCESS
0.000000
75.000000
37.500000
0.000000
C=0 M=100 Y=50 K=0
CMYK
PROCESS
0.000000
100.000000
50.000000
0.000000
C=0 M=13 Y=25 K=0
CMYK
PROCESS
0.000000
12.500000
25.000000
0.000000
C=0 M=25 Y=50 K=0
CMYK
PROCESS
0.000000
25.000000
50.000000
0.000000
C=0 M=38 Y=75 K=0
CMYK
PROCESS
0.000000
37.500000
75.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=0 Y=25 K=0
CMYK
PROCESS
12.500000
0.000000
25.000000
0.000000
C=25 M=0 Y=50 K=0
CMYK
PROCESS
25.000000
0.000000
50.000000
0.000000
C=38 M=0 Y=75 K=0
CMYK
PROCESS
37.500000
0.000000
75.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=25 M=0 Y=13 K=0
CMYK
PROCESS
25.000000
0.000000
12.500000
0.000000
C=50 M=0 Y=25 K=0
CMYK
PROCESS
50.000000
0.000000
25.000000
0.000000
C=75 M=0 Y=38 K=0
CMYK
PROCESS
75.000000
0.000000
37.500000
0.000000
C=100 M=0 Y=50 K=0
CMYK
PROCESS
100.000000
0.000000
50.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=25 M=13 Y=13 K=0
CMYK
PROCESS
25.000000
12.500000
12.500000
0.000000
C=50 M=25 Y=25 K=0
CMYK
PROCESS
50.000000
25.000000
25.000000
0.000000
C=75 M=38 Y=38 K=0
CMYK
PROCESS
75.000000
37.500000
37.500000
0.000000
C=100 M=50 Y=50 K=0
CMYK
PROCESS
100.000000
50.000000
50.000000
0.000000
C=25 M=25 Y=13 K=0
CMYK
PROCESS
25.000000
25.000000
12.500000
0.000000
C=50 M=50 Y=25 K=0
CMYK
PROCESS
50.000000
50.000000
25.000000
0.000000
C=75 M=75 Y=38 K=0
CMYK
PROCESS
75.000000
75.000000
37.500000
0.000000
C=100 M=100 Y=50 K=0
CMYK
PROCESS
100.000000
100.000000
50.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=25 Y=13 K=0
CMYK
PROCESS
12.500000
25.000000
12.500000
0.000000
C=25 M=50 Y=25 K=0
CMYK
PROCESS
25.000000
50.000000
25.000000
0.000000
C=38 M=75 Y=38 K=0
CMYK
PROCESS
37.500000
75.000000
37.500000
0.000000
C=50 M=100 Y=50 K=0
CMYK
PROCESS
50.000000
100.000000
50.000000
0.000000
C=13 M=25 Y=25 K=0
CMYK
PROCESS
12.500000
25.000000
25.000000
0.000000
C=25 M=50 Y=50 K=0
CMYK
PROCESS
25.000000
50.000000
50.000000
0.000000
C=38 M=75 Y=75 K=0
CMYK
PROCESS
37.500000
75.000000
75.000000
0.000000
C=50 M=100 Y=100 K=0
CMYK
PROCESS
50.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
C=13 M=13 Y=25 K=0
CMYK
PROCESS
12.500000
12.500000
25.000000
0.000000
C=25 M=25 Y=50 K=0
CMYK
PROCESS
25.000000
25.000000
50.000000
0.000000
C=38 M=38 Y=75 K=0
CMYK
PROCESS
37.500000
37.500000
75.000000
0.000000
C=50 M=50 Y=100 K=0
CMYK
PROCESS
50.000000
50.000000
100.000000
0.000000
C=25 M=13 Y=25 K=0
CMYK
PROCESS
25.000000
12.500000
25.000000
0.000000
C=50 M=25 Y=50 K=0
CMYK
PROCESS
50.000000
25.000000
50.000000
0.000000
C=75 M=38 Y=75 K=0
CMYK
PROCESS
75.000000
37.500000
75.000000
0.000000
C=100 M=50 Y=100 K=0
CMYK
PROCESS
100.000000
50.000000
100.000000
0.000000
application/pdf
NSR360
proof:pdf
xmp.did:E7606D322BDFE911A2A9B158C3E3851C
uuid:d48c5cce-c403-4357-abe5-455420ae9f27
xmp.did:68CD49D35A2BE4119711B897E79DCD09
uuid:d5ec0a0a-3dc6-499b-83db-e04e665244ac
xmp.did:68CD49D35A2BE4119711B897E79DCD09
xmp.did:68CD49D35A2BE4119711B897E79DCD09
proof:pdf
saved
xmp.iid:68CD49D35A2BE4119711B897E79DCD09
2014-08-24T15:49:41+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:E7606D322BDFE911A2A9B158C3E3851C
2019-09-25T09:29+09:00
Adobe Illustrator CS6 (Windows)
/
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[0.0 0.0 595.0 842.0]/Type/Page>>
endobj
16 0 obj
<>stream
HWۊ$}ϯгԡMB^
k{ق}Xb3wff~'tʮn&;UJ).'NBÛ8O SCw_?@o&wI&(8iJ#M)h3h1WiϿtIHb_ESHSL
JW2miH[x
y([s_oD笓DJQl'E1V|yu'gtI{}f4/|1:&@EIOQx4V"Lx;F?TyLNa
]f
EmJk"
>J댯jYJyҜcok}G