%PDF-1.7
%
2 0 obj
<<
/Type /Catalog
/Pages 4 0 R
/Metadata 5 0 R
/Extensions <<
/ADBE <<
/BaseVersion /1.7
/ExtensionLevel 3
>>
>>
/OpenAction 6 0 R
/OutputIntents [<<
/S /GTS_PDFX
/Info (Japan Color 2001 Coated)
/Type /OutputIntent
/RegistryName (http://www.color.org)
/OutputCondition ()
/DestOutputProfile 7 0 R
/OutputConditionIdentifier (JC200103)
>>]
>>
endobj
5 0 obj
<<
/Type /Metadata
/Length 74362
/Subtype /XML
>>
stream
xmp.did:58fefa78-8f62-460e-b857-51c686903b95
uuid:ebb68608-ee45-d54e-be5e-03ec8e4e7455
xmp.did:97311517452068119109B1F6DD2ABF55
proof:pdf
1
uuid:f3f74d99-bdca-0649-b2a3-fddae8fe6efd
xmp.did:de52feed-5200-4c02-ba0e-1f69969af6e5
xmp.did:97311517452068119109B1F6DD2ABF55
default
saved
xmp.iid:97311517452068119109B1F6DD2ABF55
2011-12-09T11:32:45+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:58fefa78-8f62-460e-b857-51c686903b95
2021-07-14T11:57:04+09:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Users/ooshimakazumi/Desktop/MB作業/20210714_前橋/Links/前橋20210714-2.psd
adobe:docid:photoshop:24ae19d6-d690-5c43-b850-5f1d250256a1
xmp.iid:3520c405-0daa-4422-98a1-aaf325dcfb52
EmbedByReference
/Users/ooshimakazumi/Desktop/MB作業/20210714_前橋/Links/前橋20210714-1.psd
adobe:docid:photoshop:9854d582-7279-f242-b197-f8cb19a6bb55
xmp.iid:77334852-cd47-4d1e-87ae-ad045f4a341b
/Users/ooshimakazumi/Desktop/MB作業/20210714_前橋/Links/前橋20210714-2.psd
adobe:docid:photoshop:24ae19d6-d690-5c43-b850-5f1d250256a1
xmp.iid:3520c405-0daa-4422-98a1-aaf325dcfb52
/Users/ooshimakazumi/Desktop/MB作業/20210714_前橋/Links/前橋20210714-1.psd
adobe:docid:photoshop:9854d582-7279-f242-b197-f8cb19a6bb55
xmp.iid:77334852-cd47-4d1e-87ae-ad045f4a341b
application/pdf
Adobe Illustrator 24.0 (Macintosh)
2021-07-14T11:57:14+09:00
2021-07-14T21:01:23+09:00
2021-07-26T14:13:16+09:00
188
256
JPEG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1
True
False
235.400000
322.400000
Millimeters
KozGoPro-Regular
小塚ゴシック Pro
R
Open Type
Version 4.013;PS 4.003;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPro-Regular.otf
Cyan
Magenta
Yellow
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
C=7 M=32 Y=67 K=23
PROCESS
100.000000
CMYK
7.000000
31.999999
67.000002
23.000000
Adobe PDF library 15.00
False
Adobe Illustrator
PDF/X-4
PDF/X-4
endstream
endobj
7 0 obj
<<
/N 4
/Filter [/FlateDecode]
/Length 381584
>>
stream
H 4]ƾdɖ-Èc.j}[v*EF5-%Kxl"Jxt>}=nw. DQ*XTh