%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 585 0 R 586 0 R 587 0 R 588 0 R 589 0 R 590 0 R 1261 0 R 1262 0 R 1263 0 R 1264 0 R 1265 0 R 1266 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2018北商論壇研討會徵稿海報_v2
2019-03-04T22:40:47+08:00
2019-03-04T22:40:47+08:00
2019-03-04T22:39:44+08:00
Adobe Illustrator CC 2017 (Macintosh)
184
256
JPEG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uuid:c4cbef2d-cdba-8d4d-9db0-8df6cff96269
xmp.did:7ebe310d-04b4-4738-8020-1ef7d2b25b01
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:60c53d58-b7bd-4d65-92c7-61b8c8e1b3b7
xmp.did:60c53d58-b7bd-4d65-92c7-61b8c8e1b3b7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:28945B612A55E411A6F3C567ED00A5FC
2014-10-16T19:48:43+08:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:7ebe310d-04b4-4738-8020-1ef7d2b25b01
2019-03-04T22:39:44+08:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/var/tmp/79v2QR.tif
/var/tmp/79v2QR.tif
Print
False
True
1
594.000273
839.999026
Millimeters
NotoSansCJKtc-Regular
Noto Sans CJK TC
Regular
Open Type
Version 1.004;PS 1.004;hotconv 1.0.82;makeotf.lib2.5.63406
False
NotoSansCJKtc-Regular.otf
NotoSansMonoCJKtc-Regular
Noto Sans Mono CJK TC
Regular
Open Type
Version 1.004;PS 1.004;hotconv 1.0.82;makeotf.lib2.5.63406
False
NotoSansMonoCJKtc-Regular.otf
AlTarikh
Al Tarikh
Regular
TrueType
13.0d2e1
False
Al Tarikh.ttc
GurmukhiMN
Gurmukhi MN
Regular
TrueType
13.0d2e1
False
Gurmukhi MN.ttc
DFLiKingHei-XB
華康儷金黑(P)
Regular
TrueType
1 Aug., 1999: Unicode Version 1.00
False
華康儷金黑.TTC
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
AdobeFanHeitiStd-Bold
AdobeFanHeitiStd Bold-B5pc-H
Bold-B5pc-H
Unknown
13.0d1e1
False
STHeiti Light.ttc
Cyan
Magenta
Yellow
Black
預設色票群組
0
白色
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
黑色
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK 紅色
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黃色
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 綠色
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青色
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 藍色
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋紅色
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
灰階
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
明亮
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
19 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 1317 0 R/TrimBox[5.6693 5.6693 1689.45 2386.77]/Type/Page>>
endobj
1268 0 obj
<>stream
HKܸ+м,d61&l=7WEuRUR5yXSO?=/Or\>OO?˯_O>Kܗ|$wϧkҖaŧ_V={).֘{ KHѥRJ\;ckr.R\^No~YO,?~m"XcZʮT1` W9GNd%BJqzKVv`%t0FXb.0*9Lx%9"}:;rH{ZZW<N.rMvsv;!Z}7[_R5EٝC}vy:@V$Hv.SĬ{\GTֶkK]<M%R۠w)\
5:"o1umk>Aw-'"]' 4Ȕ[dNF RJ"Ę@&i=FBL߂xFBgҝ[vQXƮhC͕xD&uZkRll.gLJRUOھ*x{WRr:`AWCyz]l[vU:}jgcv
[c2ГJ~Jxw2Ar%Ɍ&J.`ܜZ[ÄA<~Pq)~'pLU M@f|6f')4Lu@Q}9R