%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
学生モニター_国際文化学部_20160825
2016-09-23T11:22:16+09:00
2016-09-23T11:22:16+09:00
2016-09-23T11:22:16+10:00
Adobe Illustrator CS6 (Windows)
184
256
JPEG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uuid:16776f50-8d21-4630-9ac9-91789b58909b
xmp.did:1D05525D3481E611912DAB26E0499A3E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:1C05525D3481E611912DAB26E0499A3E
xmp.did:1C05525D3481E611912DAB26E0499A3E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4EDF2E11626AE611BFCBB7C17D1183D1
2016-08-25T17:02:15+09:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:1D05525D3481E611912DAB26E0499A3E
2016-09-23T11:22:09+09:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
\\ds11fs001.ad.as.hosei.ac.jp\home\h_160314\Desktop\イラストレーター素材\book_inu_yomu.png
EmbedByReference
\\ds11fs001.ad.as.hosei.ac.jp\home\h_160314\Desktop\イラストレーター素材\えこぴょん基本.pdf
Print
False
True
1
210.001652
296.999959
Millimeters
HGSGothicE
HGSゴシックE
標準
TrueType
Version 5.02
False
HGRGE.TTC
HGMaruGothicMPRO
HG丸ゴシックM-PRO
標準
Open Type
Version 5.02
False
HGRSMP.TTF
KozGoPr6N-Regular
小塚ゴシック Pr6N
R
Open Type
Version 6.014;PS 6.005;hotconv 1.0.67;makeotf.lib2.5.33168
False
KozGoPr6N-Regular.otf
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
CF 10013*
CF 10012*
CF 10002*
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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
CF 10022
SPOT
100.000000
LAB
35.294098
54
-7
CF 10018*
SPOT
100.000000
LAB
78.039200
29
1
CF 10046*
SPOT
100.000000
LAB
46.274498
74
23
CF 10026*
SPOT
100.000000
LAB
39.607800
70
4
CF 10013*
SPOT
100.000000
LAB
67.843102
43
-9
CF 10002*
SPOT
100.000000
LAB
42.352898
74
-18
CF 10011*
SPOT
100.000000
LAB
51.372498
68
-7
CF 10036*
SPOT
100.000000
LAB
47.451004
74
15
CF 10019*
SPOT
100.000000
LAB
61.960800
56
-2
CF 10012*
SPOT
100.000000
LAB
62.745098
52
-5
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
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
94.999999
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.999996
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000004
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000002
90.000004
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
12 0 obj
<>stream
HWَ$I|ϯ !͉ZjFb*
K5,#20呑~?;}ne{{ۗw_]_uW6cKyO9z7r1a?}?}/O9_OyY|{<}~
'\__j>{CJ>7MzxCl1Ş旟>|~]OeϞяkvb㣗)\.inOɵ'rǟ쪏;$
DrlONƻ
a7W؟K ֘jb^^p&f>kx,+_KBh&"0H'Cq5ig|,ն{yZu
^{spC^FLu2t^2W2NB'gbPA=Js!3`{s׳r؈W浝be/ .5FtpeDq4JR+2H4ުhu֭rB抖y"p!ݾb]I-[ ,vj.Fb`AƎXԾH)'34$YF