%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
319_academic_salaries_2012_infographic
2013-10-21T14:29:20-06:00
2013-10-21T14:29:20-06:00
2013-10-21T14:29:20-06:00
Adobe Illustrator CS5
196
256
JPEG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uuid:d5259b77-3d00-40bd-a7ef-037304c61ab3
xmp.did:F2AB9E738F3AE3118D29EBB09D5F486C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b8d4bcdb-5e7e-4d53-8196-8b5ec647389a
xmp.did:EB63419D7FEDE211AC27DCA6946C2793
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:EB63419D7FEDE211AC27DCA6946C2793
2013-07-15T13:19:25-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:F2AB9E738F3AE3118D29EBB09D5F486C
2013-10-21T14:29:14-06:00
Adobe Illustrator CS5
/
Print
False
True
1
8.500000
11.000000
Inches
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-It.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
FontAwesome
FontAwesome
Regular
TrueType
Version 1.00 2012
False
fontawesome-webfont.ttf
Cyan
Magenta
Yellow
Black
PANTONE 2747 U
PANTONE 186 U
PANTONE 1235 U
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
PANTONE 2747 U
SPOT
100.000000
CMYK
100.000000
84.999996
0.000000
13.000000
PANTONE 1235 U
SPOT
100.000000
CMYK
0.000000
28.999999
90.999997
0.000000
PANTONE 186 U
SPOT
100.000000
CMYK
0.000000
100.000000
81.000000
4.000000
Grays
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
Brights
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
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HW[o7~ׯCf;M6]d"(b:SY,!gFvt,sًs%]$ %/AKZ4CP+䷁Oh/> .{Ϯ&Jz`pʲ)g qDS?4Q:i!v5}s(E_K茸z3ywE*eWqBIȪ^WuMjk_mj_/WAr$*@V7j߽M'Y6.t]7VvYFn|5]NgVȿd0u]j>]WXݬD_t;Q4܀vWq]\a~Tbd:-ϲ3:_.˙Wۙ.D'yq@@y#O
;'M ~ǻesw7NG6lXI:w#SżTN`[#;ّufܟ"Vup.tS;U\_ӵ8bJL>CQ$)?-r%
)/)9aLzUY ٍ:V@Y+.t$bsHXBsJKСn8B6
"Ha}rĮ1?$v mo`/phQe4֨l )pW1&ݧCB7KUPX[(ja
/U),ZDئ--`s,<R,(2)?@6ފɈv!J;clwvf';Ȁ%FlE0ynt
XB^
_/$KgdT%.xRR8-'#r⭘!KBCiۜ(|1320f
,Hlv",[3"iQNQViO5|RQNI!ò.g/sڣ}QLG)3bސCBWKic6Wbt5ub{lFeֲb8ζk +Zj+PG_28I2ʹ>!3ƫ/W.M~_y@TMb4NMFDCHwdY@ 1#\>ۙ{ ak<Y'}
pړXZ?Gg AWZ
Lݴ
Hl1%CpMȂ#7MǙ 9%( ȇAjqAHdBI h OQħNl8kמVGԎ19K ȎNa244I=}WghZ]枮8yI69{k9#=O WJuLZ4YeRHY||Wʨ'\!E