%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 13 0 R 14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
emory对外招生5
2012-02-15T00:58:08+08:00
2012-02-15T00:58:08+08:00
2012-02-15T00:58:07+09:00
Adobe Illustrator CS5
248
256
JPEG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=
uuid:17a65e73-1f78-4851-97e3-1a33e4e71d15
xmp.did:3B5530071657E111AA49A2F9B035B70E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d36fec98-b34f-4fb0-b14e-f033cce4e89b
xmp.did:0EE9EABEA756E1118FF7DC505BC12F19
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:9688EAEB3455E111A5B4B9CFCF377E9B
2012-02-12T18:54:33+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:2A5FC6945A56E111A3EBB49C0D9C8E48
2012-02-13T23:51:24+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:0BE9EABEA756E1118FF7DC505BC12F19
2012-02-14T12:32:23+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:0DE9EABEA756E1118FF7DC505BC12F19
2012-02-14T15:57:18+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:0EE9EABEA756E1118FF7DC505BC12F19
2012-02-14T17:48:22+08:00
Adobe Illustrator CS5
/
saved
xmp.iid:3B5530071657E111AA49A2F9B035B70E
2012-02-15T00:57:55+08:00
Adobe Illustrator CS5
/
EmbedByReference
F:\work\招生简章\JPG\114930413887322.jpg
EmbedByReference
F:\work\姐姐\交大\sjtuvis\校徽系列\标准式\蓝色系校徽标准版.png
Print
False
True
1
599.999897
280.000136
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.10
False
arial.ttf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.07
False
times.ttf
AdobeSongStd-Light
Adobe 宋体 Std
L
Open Type
Version 5.010;PS 5.002;hotconv 1.0.57;makeotf.lib2.0.21895
False
AdobeSongStd-Light.otf
STKaiti
华文楷体
Regular
Open Type
Version 1.02
False
STKAITI.TTF
SimHei
黑体
Regular
Open Type
Version 5.01
False
simhei.ttf
Cyan
Magenta
Yellow
Black
默认色板组
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 红
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK 黄
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK 绿
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK 青
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK 蓝
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK 洋红
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
C=44 M=96 Y=0 K=0
PROCESS
100.000000
CMYK
43.921599
95.686299
0.000000
0.000000
C=60 M=100 Y=15 K=2
PROCESS
100.000000
CMYK
60.392201
100.000000
14.509800
2.352900
C=5 M=100 Y=15 K=0
PROCESS
100.000000
CMYK
5.490200
99.607801
14.509800
0.000000
C=33 M=100 Y=38 K=9
PROCESS
100.000000
CMYK
33.333299
100.000000
38.431400
9.019600
C=22 M=0 Y=87 K=0
PROCESS
100.000000
CMYK
22.352900
0.000000
87.450999
0.000000
灰度
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
鲜艳
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 9.90
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 28 0 R/TrimBox[33.0 33.0 1733.79 826.701]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 32 0 R/TrimBox[33.0 33.0 1733.79 826.701]/Type/Page>>
endobj
29 0 obj
<>stream
HWێI}ﯨGឌ4TWIJk,E^l>DUfW_f f&322ĉw7iX11F
|wtr19d~I/t?~8z8ߵ%|bⒿt?aŋuw?>ǣ,{eF9w.wdßc_;'ą|tNb.s >}㏇}~ܭ5C5zthJ?$N$Sgepd&yDlz#6`ٶn1,XOOXI11cؽG9軇p)XgncF`3LΙi)!gci\
7ល6+soz7KfCL&F7Ru,ѯsaDlJgâ{xmT|z^CN):~1i8hZ=^{Z0|.XloLȎoN s~9
mo}?w_?~e/~۽9W':0p.=9D+_d [wpЋ1