%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
sciencecafe_omote
2017-08-10T14:21:45+09:00
2017-08-10T14:21:45+09:00
2017-08-10T14:21:44+09:00
Adobe Illustrator CS6 (Macintosh)
184
256
JPEG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:3e20a60a-67d8-674f-8beb-ef94908a3ce4
xmp.did:FB7F11740720681183D1FC57A49F439A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:FA7F11740720681183D1FC57A49F439A
xmp.did:FA7F11740720681183D1FC57A49F439A
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:FA7F11740720681183D1FC57A49F439A
2017-08-10T14:21:33+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:FB7F11740720681183D1FC57A49F439A
2017-08-10T14:21:41+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/iwatanaoki/Desktop/2017COデザインセンター/170802Stips_workチラシ/印刷用データ/scienceback.psd
Print
False
False
1
210.001652
296.999959
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
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
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
89.999405
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
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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 12 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
8 0 obj
<>stream
HWˮJW|Te喹bk413-U/YG>"~qm?mk[~hm3w~_?Ϗ!zhӇm\>(r{jm˥cχ1yϽCo4&B9Vļærl!kEk91-њW7r4