%PDF-1.5
%
2 0 obj
<<
/Type /Catalog
/Pages 4 0 R
/Metadata 5 0 R
>>
endobj
5 0 obj
<<
/Type /Metadata
/Length 64537
/Subtype /XML
>>
stream
application/pdf
toyokeizai_181126
Adobe Illustrator CS6 (Macintosh)
2018-11-12T16:07:48+09:00
2018-11-16T10:33:09+09:00
2018-11-12T16:07:48+09:00
256
188
JPEG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==
xmp.did:19917D45152068118083FA39BD58C2C4
uuid:e88afe01-820a-3f45-a863-48865116ac59
uuid:8ABA5095BF3CDF119509AEAE5D0CBCB6
proof:pdf
xmp.iid:18917D45152068118083FA39BD58C2C4
xmp.did:18917D45152068118083FA39BD58C2C4
uuid:8ABA5095BF3CDF119509AEAE5D0CBCB6
proof:pdf
saved
xmp.iid:03801174072068119457A26AB9354026
2010-05-16T19:11:25+09:00
Adobe Illustrator CS4
/
saved
xmp.iid:19917D45152068118083FA39BD58C2C4
2018-11-12T16:07:33+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Volumes/Public/色補正依頼/リバブル第三回入稿/097.psd
EmbedByReference
/Volumes/Public/色補正依頼/リバブル第三回入稿/山下氏029.psd
EmbedByReference
/Volumes/Public/色補正依頼/リバブル第三回入稿/BG_3_RGB.psd
Print
1
True
False
420.000203
279.999963
Millimeters
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
青学2
PROCESS
100.000000
CMYK
90.000000
0.000000
60.000004
0.000000
青学3
PROCESS
100.000000
CMYK
100.000000
40.000000
100.000000
30.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=40 M=70 Y=100 K=50 1
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=100 M=72 Y=0 K=18
CMYK
PROCESS
100.000000
72.000000
0.000000
18.000000
C=0 M=90 Y=85 K=0 1
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=100 M=72 Y=0 K=18 1
CMYK
PROCESS
100.000000
72.000000
0.000000
18.000000
C=70 M=0 Y=35 K=0
CMYK
PROCESS
70.000000
0.000000
35.000004
0.000000
C=25 M=25 Y=40 K=0
PROCESS
100.000000
CMYK
25.000000
25.000000
40.000000
0.000000
C=0 M=70 Y=85 K=0
CMYK
PROCESS
0.000000
70.000000
85.000000
0.000000
C=100 M=100 Y=70 K=0
CMYK
PROCESS
100.000000
100.000000
70.000000
0.000000
青学ブルー
PROCESS
100.000000
CMYK
80.000000
40.000000
10.000000
10.000000
C=0 M=75 Y=0 K=0
CMYK
PROCESS
0.000000
75.000000
0.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=70 M=15 Y=0 K=0 1
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=0 M=15 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
14.999999
100.000000
0.000000
C=70 M=0 Y=90 K=0
CMYK
PROCESS
70.000000
0.000000
90.000000
0.000000
C=70 M=0 Y=20 K=0
CMYK
PROCESS
70.000000
0.000000
19.999998
0.000000
C=70 M=0 Y=20 K=0 1
CMYK
PROCESS
70.000000
0.000000
19.999998
0.000000
C=90 M=0 Y=60 K=0
PROCESS
100.000000
CMYK
90.000000
0.000000
60.000004
0.000000
C=60 M=30 Y=5 K=0
CMYK
PROCESS
60.000004
30.000002
5.000001
0.000000
C=80 M=10 Y=60 K=0
CMYK
PROCESS
80.000000
10.000002
60.000004
0.000000
Twitter Dark Blue
PROCESS
100.000000
CMYK
72.686401
26.486599
0.000000
0.000000
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=40 M=0 Y=100 K=0
CMYK
PROCESS
39.999996
0.000000
100.000000
0.000000
C=50 M=5 Y=0 K=0
CMYK
PROCESS
50.000000
5.000001
0.000000
0.000000
C=0 M=100 Y=100 K=0 72
PROCESS
100.000000
CMYK
44.672298
0.338800
0.705000
0.000000
C=0 M=100 Y=100 K=0 52
PROCESS
100.000000
CMYK
74.398399
33.606499
0.000000
0.000000
C=0 M=100 Y=100 K=0 1
PROCESS
100.000000
CMYK
100.000000
100.000000
55.318497
6.454600
C=65 M=5 Y=0 K=0
CMYK
PROCESS
65.000000
5.000001
0.000000
0.000000
CMYK Blue 16
PROCESS
100.000000
CMYK
100.000000
100.000000
56.310398
9.863400
C=0 M=100 Y=100 K=0 3 copy
PROCESS
100.000000
CMYK
90.081604
68.297897
0.000000
0.000000
C=100 M=0 Y=0 K=0 8
PROCESS
100.000000
CMYK
76.162399
39.056999
0.000000
0.000000
C=0 M=100 Y=100 K=0 3 copy 2
PROCESS
100.000000
CMYK
100.000000
93.569794
22.043200
0.000000
C=0 M=100 Y=100 K=0 3 copy 4
PROCESS
100.000000
CMYK
100.000000
100.000000
62.542198
45.957100
C=0 M=100 Y=100 K=0 3 copy 3
PROCESS
100.000000
CMYK
100.000000
100.000000
58.284904
19.638399
CMYK Blue 24
PROCESS
100.000000
CMYK
92.971703
87.972801
89.019600
79.998497
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
CMYK Blue 1
PROCESS
100.000000
CMYK
67.403702
2.911400
0.000000
0.000000
C=100 M=90 Y=0 K=0 2
PROCESS
100.000000
CMYK
100.000000
93.148705
22.140799
0.000000
C=0 M=100 Y=100 K=0 54
PROCESS
100.000000
CMYK
44.672298
0.338800
0.705000
0.000000
C=70 M=0 Y=20 K=0 2
CMYK
PROCESS
70.000000
0.000000
19.999998
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=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
Adobe PDF library 10.01
endstream
endobj
8 0 obj
<<
/Filter [/FlateDecode]
/Length 162370
>>
stream
HW˪%ܟ=%cXxᵸȖl{GDfiI30TvUV>#?/:>|U:~WG:ґJg嘫3?b?\>c:.mk-nl
'[;c7ml>z)RE-R;ZzJsZư,f!Or6G1;u0u3e=7W4m<$Gi2uNyY'].|+}
:|d;~~m¾i/jgpfӟ>x'|/XϲQp/x
M%[nKS춑dl3']hrN2wrてulIW&!8sۆ4m~6Daܹ:«KHq7,څ4Sh2\Iw$Jn$~aAyPe#N6[iQ|'V\V(y