%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 12 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
QuickFacts2018KF
2019-10-24T10:15:59-07:00
2019-10-24T10:15:59-07:00
2019-10-24T10:15:59-07:00
Adobe Illustrator CC 22.1 (Windows)
256
212
JPEG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uuid:2034b29b-fb17-41d2-b9fb-896e757b5af5
xmp.did:4727ae4d-b0da-f141-b0d6-4948becb4cbb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e94acaee-bf44-43e1-b2ec-21d6f8414ec9
xmp.did:47c0edc0-ba38-7440-87d3-29eaea46e476
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:4727ae4d-b0da-f141-b0d6-4948becb4cbb
2019-10-24T10:15:55-07:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2018\KFalls\StudentTypePlot18KF.ai
xmp.did:ac98b438-04bd-8f49-ba39-9e4e6fd1ee79
uuid:3003adeb-970d-486f-b9e2-2d1b94e9cdf1
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2018\KFalls\AgePlot18KF.ai
xmp.did:5b12e9e5-2b83-f04f-842d-2c062ff77cf0
uuid:ae6eea9a-2004-4bb6-941f-c7bc3f8ffae5
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2018\KFalls\MajorPlot18KF.ai
xmp.did:6f1f4b4d-64d7-f941-9aca-295895294136
uuid:8ede6d34-91f4-4b9f-b55f-57511afd04bb
EmbedByReference
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2018\KFalls\CourseLevelPlot18KF.ai
xmp.did:9a8351aa-deeb-e94e-afa0-1d639392e324
uuid:5aab3d3f-74fd-44f1-99a4-0fcd26cd673b
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2018\KFalls\StudentTypePlot18KF.ai
xmp.did:ac98b438-04bd-8f49-ba39-9e4e6fd1ee79
uuid:3003adeb-970d-486f-b9e2-2d1b94e9cdf1
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2018\KFalls\AgePlot18KF.ai
xmp.did:5b12e9e5-2b83-f04f-842d-2c062ff77cf0
uuid:ae6eea9a-2004-4bb6-941f-c7bc3f8ffae5
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2018\KFalls\MajorPlot18KF.ai
xmp.did:6f1f4b4d-64d7-f941-9aca-295895294136
uuid:8ede6d34-91f4-4b9f-b55f-57511afd04bb
C:\Users\jaron.hartman\Documents\Data Requests\Quick Facts\2018\KFalls\CourseLevelPlot18KF.ai
xmp.did:9a8351aa-deeb-e94e-afa0-1d639392e324
uuid:5aab3d3f-74fd-44f1-99a4-0fcd26cd673b
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
MDAAAA+MyriadPro-Regular
MDAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
FAAAAA+MyriadPro-Regular
FAAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
DCAAAA+MyriadPro-Regular
DCAAAA+MyriadPro Regular
Regular
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
RBAAAA+MyriadPro-Regular
RBAAAA+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 40 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
21 0 obj
<>stream
HW]O\I}_QѨ-1!
aC@ ͎VNsl݁LF<Дv.ɞ}gԳ{jb%xzlVLvNeTNbv2{]`łP52IiihgL߉S*K%MV`M=~һsr-+3EJ/'?÷wk'LaΦ3YLj$m-/VqMgs6dXaw>'_o'#sF`BF'ӓ|O糽zl:_Nld63xo8ԠkZaQq#SchG+;잔o*'ýI /T[5<,8ti^[7w}vjzkְ5d%bIVO^4}t`ap~xr~POXB[E4Yب.;ktqF}\\wEM^wH_t9ppEyCŲ~ELTG} 5At`]!K83[ooqV]E_[_Lzu
+kJM0aF (/D4a+DԿluL%5jh</W"Q:c.C(BbvT9ESNRA!C,miS&PpAfap&X+j=EQ'0:z/?r`-
Rs*`Ss $;d;Jӧs\8f])rBv"{H.ѰA?mk,TYKe+)uX$:mDp#ª,:4@p#y^d:젢(W.AyȞ:{C+,qqF1RFP%9k