%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Macromoleculars Eng
2017-04-11T22:30:35+09:00
2017-04-11T22:30:35+09:00
2017-04-11T22:30:34+09:00
Adobe Illustrator CS5.1
176
256
JPEG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uuid:12c6e729-1c2b-5e44-8177-666b2118f815
xmp.did:F77F117407206811808390617D6893AD
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2831c524-3f39-b544-abe2-933dc18293ea
xmp.did:F77F1174072068118C14E78AEB89FBBF
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F77F1174072068118A6DA709E6F0A69D
2016-12-17T14:08:31+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F77F1174072068118C14E78AEB89FBBF
2017-04-05T22:42:06+09:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:F77F117407206811808390617D6893AD
2017-04-11T22:30:31+09:00
Adobe Illustrator CS5.1
/
EmbedByReference
/Users/MASAO_old/高分子学会/ポスター/ACSPubs_tagline_CMYK.ai
Print
False
True
1
594.000263
841.000863
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=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
ビビッド
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 9.90
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Properties<>/XObject<>>>/Thumb 38 0 R/TrimBox[0.0 0.0 1683.78 2383.94]/Type/Page>>
endobj
10 0 obj
<>stream
HW˒G߯zX951!dc9'^L(Bs*'O>wXX営\fٽf?ΕOo~©?>ly{_n~[G########G{y|y\|N>/r}jHgۿ_Gnp@-='۞>{`m/on>+ws+W5i>o*گ0vvۛQVv4VwOR'n0KLnson٭S|T{q_{W3^e|>x
N{6X˱lu8Lk\(بp˞<
Wb.pFտK+bpmH.^#{X7KiH >j;%xdfڝ=kkѴ2Wk2}3
>r?Wf
ëvyidJwA){m4be<-Lc"9pHp>W
!Ɇb\CE1,gcsNynIݩ"GW
Fġ&\%6%^qb<-82ܬ=̝ѦaCʰ:dThI4X4Ha5g?M鴄;S
5G=##E;bj*Hԯz2rpU**gW
lHpO%)_]/0 7!#j/$"
N?> rU@H9GȦOS7}6ykd,Os\2<<"JB3/f: