%PDF-1.5
%
1 0 obj
<>/OCGs[12 0 R 76 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
scs college acceptance with stats 2019
2019-10-02T12:52:17-07:00
2019-10-02T12:52:17-07:00
2019-08-02T15:19:07-07:00
Adobe Illustrator CC 2017 (Windows)
200
256
JPEG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uuid:5005b8d9-1e2a-44ff-b601-faf995f585b8
xmp.did:93e343d2-54de-4542-b426-f69b3885aeb9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:159ca0f4-1f8e-45f4-85bd-58ed7744f03e
xmp.did:55a785b1-a8a5-0a43-95ed-6a15a1c669fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:F9705E1BAE85E611B3F6E2F3E4207E3A
2016-09-28T12:02:31-07:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:93e343d2-54de-4542-b426-f69b3885aeb9
2019-08-02T15:18:57-07:00
Adobe Illustrator CC 2017 (Windows)
/
Print
False
False
1
8.500000
11.000000
Inches
AlexBrush-Regular
Alex Brush
Regular
Open Type
Version 1.003
False
AlexBrush-Regular_0.ttf
BebasNeue-Regular
Bebas Neue
Regular
Open Type
Version 2.000
False
BebasNeue-Regular_0.ttf
GillSansMT-Bold
Gill Sans MT
Bold
Open Type
Version 1.65
False
GILB___.TTF
GillSansMT
Gill Sans MT
Regular
Open Type
Version 1.65
False
GIL____.TTF
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
MyriadPro-It
Myriad Pro
Italic
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-It.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.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
C=100 M=0 Y=0 K=0 1
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
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
89.999400
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
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 82 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
78 0 obj
<>stream
HW]s}B[fhcs_epR[[
(XBr!VӧO|늏7]G_tD
O>~8bR|!rl
c^?*=
Ȏ(Ik
wءtr8>b8U8GfM墀u ~RڑolhV/S6\4_>#)گS,vE~H{# <#^FëPq4ҕp# ɀFΆ.2rzvF`*
3/;
/l!3-3N%?J6l[.$]Kb}s"˱4\(]5YSVPŌ5KrwD~2:.[#U!#:"^D{0
x{LJ4k/IG g`+!Mo̵#ɪR{yQ4˿Vze=gϱB @yNe VcWb'ŸUx3b)(\U$cۑRy*eړx}38 cC#$kx}gTmם(W]_>8/P8?=$8CC+l p`Q9y@
ϕ
{ƹv > ޝà70[hл0`.S]m̈5;w77ᗕ)po2=Xc8g Np#`ѻd$
~h+<ߧvg#YA-FA|=þNJq}R~d:scMd4*g qVLļFԬypEÊ,N%oRԪH
v%phzmg?^]İ ~.i 렗?zXL6x;]o?-ԕ@?kvtUH%/BQ
ʂ/ HXi-9/dx_pB \4"6; tF8Z;o!r@:sXd? BfU6 ! [Mz]IQD$.lL+15a}^kGeI!+<.t>Kf~B$]GoMgT'Rw}'F[0+"|
έi
\2ť,>@jsB34Ňb: ܌$"R Buq~Jc02t]Hȴì.'>-,]6E
NѧfZRtic^fO K]
$ɳN%-&8J?<
Sѹ8OU廞'i
Pߢxktȗ#xcF