%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 18 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
QuickFacts2016OL
2019-10-24T10:34:25-07:00
2019-10-24T10:34:25-07:00
2019-10-24T10:34:25-07:00
Adobe Illustrator CC 22.1 (Windows)
256
212
JPEG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uuid:35da9a6a-7b2c-42b5-a10f-0ac2a341f8a7
xmp.did:fa289ba3-6fc7-754e-85a2-f10723ab4c95
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:ce5137aa-141b-4fb8-8eee-d18509c2cec9
xmp.did:601dfa70-9410-c74d-99ad-50e27dbad93c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:54be1bb8-cd84-cc41-acfb-2084d3305e81
2019-06-07T08:38:27-07:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:fa289ba3-6fc7-754e-85a2-f10723ab4c95
2019-10-24T10:34:22-07:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2017\Online\StudentTypePlot17OL.ai
xmp.did:5e72c218-1d76-b44a-af68-07d50f4b9a18
uuid:d4b7cf5b-d643-45e3-b080-1a7f7a8e41ed
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\Online\AgePlot16OL.ai
xmp.did:697ed2e1-6a7c-6e46-9773-5e4c0a5e8d5f
uuid:7925df1f-eef3-4517-b2a5-b3e09b92980b
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\Online\MajorPlot16OL.ai
xmp.did:ff91240f-e8c7-a54b-a3b3-46c629f428f0
uuid:890aded6-48df-4d14-ac14-2600acb7237f
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\Online\CourseLevelPlot16OL.ai
xmp.did:906dedc3-676a-3041-b78d-846b484d3829
uuid:bcb1ff9c-3329-4107-b508-fc0fd916ef15
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2017\Online\StudentTypePlot17OL.ai
xmp.did:5e72c218-1d76-b44a-af68-07d50f4b9a18
uuid:d4b7cf5b-d643-45e3-b080-1a7f7a8e41ed
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\Online\AgePlot16OL.ai
xmp.did:697ed2e1-6a7c-6e46-9773-5e4c0a5e8d5f
uuid:7925df1f-eef3-4517-b2a5-b3e09b92980b
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\Online\MajorPlot16OL.ai
xmp.did:ff91240f-e8c7-a54b-a3b3-46c629f428f0
uuid:890aded6-48df-4d14-ac14-2600acb7237f
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2016\Online\CourseLevelPlot16OL.ai
xmp.did:906dedc3-676a-3041-b78d-846b484d3829
uuid:bcb1ff9c-3329-4107-b508-fc0fd916ef15
Print
False
True
1
8.500000
11.000000
Inches
FranklinGothic-Demi
Franklin Gothic Demi
Regular
Open Type
Version 2.00
False
FRADM.TTF
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
Tofino-Light
Tofino Light
Light
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
NEAAAA+MyriadPro-Regular
NEAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
ILAAAA+MyriadPro-Regular
ILAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
CFAAAA+MyriadPro-Regular
CFAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
JHAAAA+MyriadPro-Regular
JHAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
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
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
OTech Blue
PROCESS
100.000000
CMYK
100.000000
84.280151
33.554587
21.704432
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
89.999400
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
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
10.000000
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
Blue Color Palette
1
Tech Blue
PROCESS
100.000000
CMYK
100.000000
84.280151
33.554587
21.704432
Tech Bright Blue
PROCESS
100.000000
CMYK
70.479894
36.456853
0.000000
0.000000
C=38 M=11 Y=0 K=0 1
CMYK
PROCESS
38.431373
10.980392
0.000000
0.000000
Tech blue light shade
PROCESS
100.000000
CMYK
36.731517
20.285343
14.035247
0.000000
Cyan1
PROCESS
100.000000
CMYK
63.631642
0.000000
52.538335
0.000000
C=40 M=14 Y=73 K=0 1
CMYK
PROCESS
40.392157
14.117648
72.549021
0.000000
C=43 M=0 Y=34 K=0 1
CMYK
PROCESS
43.137255
0.000000
33.725491
0.000000
C=6 M=0 Y=2 K=0 3
CMYK
PROCESS
6.000000
0.000000
1.568628
0.000000
C=12 M=5 Y=3 K=0 1
CMYK
PROCESS
12.156863
5.490196
3.137255
0.000000
Gold Color Palette
1
C=1 M=16 Y=80 K=0 1
CMYK
PROCESS
0.598154
16.302738
80.410463
0.000000
C=6 M=36 Y=90 K=0 1
CMYK
PROCESS
6.274510
35.686275
90.196079
0.000000
C=0 M=31 Y=58 K=0
CMYK
PROCESS
0.000000
30.524147
58.156705
0.000000
C=0 M=71 Y=99 K=0 1
CMYK
PROCESS
0.392157
71.372551
98.823529
0.000000
C=17 M=95 Y=100 K=7 1
CMYK
PROCESS
17.254902
94.901961
100.000000
7.450981
C=2 M=0 Y=49 K=0 1
CMYK
PROCESS
2.398718
0.000000
49.295489
0.000000
C=2 M=13 Y=62 K=0 1
CMYK
PROCESS
1.960784
12.549020
61.568630
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
20 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 39 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
21 0 obj
<>stream
HWn}߯4;_)j%1HH\HJvOU.WXA.f]uّ:x~dGGjf%xzlVvfQ:S9tĂF(BX,>V#~S%MV`Msyñzv.@X/YgX)V~5kxϳsxGd0L1j[t>iST
V8X.)w)%(l~~HSz=mjƣΤW9Y,fOtM4,:#nqi6y{RR91SB/.Q$=3Tm;LJ]G]ooqזְ5d. lS?OO/:0| ayq<>;UߩNjJX^[nlZu&M}X]1[u
R&
Zw,? EO6?8P|8*oHfoz㡦.pZrdleZ,r[W9%۔`xaF(/v+͠`
Mғ\ҙ![i+t-jŖ
)H4N="H$FG9s,bR{C ldKs;mc*M
Tg\Z&p^[_X谍.9zQ
jR8<_(hQyl)ڲ'ѧɤU"QES'0z/c`rdɭbPS$d'2sIa*M
r똱EN1 rIWΑ*gk:IYTw~22.ElBl{#
iӍȫd0xqA E/rjz=hXnAyXaD8яYUQ6xۄЫ!#X2n)n [6ۃ泙jڸeolȺod-/gDWMDLЊ
.IάætZBf}Jm, BMBG.ȽJ&Ӆ~zvO7 vsimR9sVn0]ǛJu/>6tǒS0>dSv}fL+~\`{{&dXܘiS֣mf&{8H#5јbDȈ",d 1犻7Q?hK$OD:HPM D3hO
l
ڒC[3G̈08LT1vO!Fqw&%֖"+Ј[jEϺ>Povq`
JO>]>:Wӥ>@7F逼&S myu&$+UwD&$&3Enk~k;6Gy{`k=?i;ߜAl+ASTϤDx?r&ࢷy4dOhM&AmH.\4Q GYK <&0UEw< }=}CGHɉZ?oLG
Nŋu1vx8={/1gjH|<{gɔWCVvkm`quR5\0?:7aR==xy'}|Fmt{3\u2\SqW\U2E.IZNT`j>B^ƃlNʣbE@
F<<0j:<eXv/7WխQu^]]WWO}Xߪ]UԂp]¶u{^wZ] ӛ.5ͫ:-;$9Em8X6)cvdG ڑ}{/KB'ZFCEsq:-
p0'e%\Oz',ʻS;h%˞^,JegM6Ҿ(r0SGoM#7jEOrYlXN=ҍ*?,v) hT]R2^YHƫ%G/#.(HF[~KBG7аIM0"ya/g"I&IfCjULAj۵۵PqwZ%"d3>^h V(&""hZT$i!6Ï_|4p*F#Uiz_O345>; %@EEqے JcG8>RٲGɎVi Ct{`S+h+0B#;ҊғXh)+ I~(0-GV &%Z}
̥'xlrբ"ˏs&CԀ]=VP]ft+L]Sx`jz8蝿b.#Ӳ2H{p1b{rF"eʢ$ALUu{'TzƪYI
*zRF`b#xyisP,jϬVӣhV+twrBʇbLI^L*#{&uc&g888C{?[OLA{H{aoy[7&o'T{kBkB2dXvQj9U~rPNuԸƜ*H
T͐V\@j`>b8I ČE4+J6ygnϟ_OYB[UFR1[?)zuf~VI b z_Q'saMzN;g[o$A*e?cIW.E"Z^$ r$F]]FXP|!]ou:nƭC$b3H
1QA8:+͉nD}VXx`~a=tȮ2
0dV,M=վ̣C.F:D?Qm2T*zqɺCvnȩHے/%c"+ְ!l2ZXK-Ȉ%E1XS,texסU]jY*4I
@.Z&kd),Cڮ&L|-::66$'%,dž.i Jj
ꂱ*P*"q:z?|b(Ed"_/eK!Ff&M`,:zt:t 7AJSQo!A2h<|3A6h(\˯q-oB)dcX>ި+%,UT3` (vc06{|ϴK|?Q*[{z$J$l"EӘEe7{bpRZoӡi4<2Ɍ£vkީg\,4!p(2M!Sy`2_EqL#6ɦaH d*{4ws#仲O~@1e^
j4ͣ#m)CJE@p=R7Ӛ-D,TK>0ŌA)&ݢO䲵~