%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Profile_of_a_Graduate_June2002
2022-06-06T11:34:44-04:00
2022-06-06T11:34:44-04:00
2022-06-06T11:34:44-04:00
Adobe Illustrator 26.3 (Windows)
256
184
JPEG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:614c77bc-dcc1-4f5b-8e8a-133e76165408
xmp.did:0077b379-08c1-4346-bba7-e5be7097362f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:450527cb-2872-7c4c-ab6b-93ca6936b382
xmp.did:450527cb-2872-7c4c-ab6b-93ca6936b382
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:08f696cb-0e81-467b-b76c-b9cf03313dc6
2022-04-18T14:16:30-04:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:0077b379-08c1-4346-bba7-e5be7097362f
2022-06-06T11:34:31-04:00
Adobe Illustrator 26.3 (Windows)
/
EmbedByReference
C:\Users\gunbyke\Richmond County Board of Education\8027Communications - Documents\Graphic Designer Folder\Teaching and Learning (1)\Profile of a Graduate\Artboard 2.png
0
0
Print
Adobe Illustrator
Adobe PDF library 16.07
1
True
False
8.500000
11.000000
Inches
MontserratAlternates-ExtraBoldItalic
Montserrat Alternates
ExtraBold Italic
Open Type
Version 6.002;PS 006.002;hotconv 1.0.88;makeotf.lib2.5.64775
False
MontserratAlternates-ExtraBoldItalic.otf
Montserrat-ExtraBold
Montserrat
ExtraBold
Open Type
Version 6.002;PS 006.002;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-ExtraBold.otf
Montserrat-SemiBold
Montserrat
SemiBold
Open Type
Version 6.002;PS 006.002;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-SemiBold.otf
Gotham-Bold
Gotham
Bold
Open Type
Version 1.200
False
Gotham-Bold.otf
Gotham-Medium
Gotham
Medium
Open Type
Version 1.200
False
Gotham-Medium.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=3 M=26 Y=81 K=4
PROCESS
100.000000
CMYK
8.084229
28.705269
83.248645
0.000000
C=83 M=40 Y=12 K=2 1
PROCESS
100.000000
CMYK
83.139998
39.610001
12.160000
2.350010
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 17 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>>>/Thumb 20 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
18 0 obj
<>stream
HWM
_1 ;jZ r
Ç.$`)8^ VcÙ`E?=m;m1̏_o|xn>a >xvǷo11հX;9kX`7̈fgbn{رߙ~X?y5w7gdoy`RyS;GyfS?s߶w8vN~8ۚMc9]lmѝ9-
1repḱ#5\3z:F8s:5,C×
O4fLS3d`kU~N-aj.0,1_.^
ٻ}
د8/fMƹV;l|1㊷pqVA m5v1>btk27W hpNl8$s6kKjNT\tv6ay/P #P'A@VaAIg^"2c"L
"!B$ :&лxdQd
'{̛J;hc?dⷈl$gwCfrhQzOb3,)QX)ltA@`.4u/`J
?X#$|IBBPGܠ`Cߓyh#$b!IRc$mF_KmCa9-h\_
tN*Inͼ[SSm`F"ƨQQ"DΔ
xբTD-I+<XWih P~@0I~(4p6T`aeB9+^VQDM_af0(uRT /lPB8@U0x2VbUE+/)wv`M/|"͠e}AU
b k TP0d*1~u漪y)Ҡ!WW0lI- T fKBӴ:Π<*f^XnoJ\4y>MON2/irI닕hP +s
G:`["jܤR˸cP2n&HM%͋mC%,m
rJ5sU)!$d$a0)x5A09CQevU0BjYif_(5+Wfnլ`ɟlif/"4;Uz.HV&x@]C`Nӝ5^d*y:Ж5R
%kjģ-,{k /\|,D_W$KnU;\,w
>EZv8J|nA%6|ǿD'T^ӑ{4}fpl럱y.cG`j0OKL=@9;oq+j*RevvC}Êr`Y DŒ|&-/C26N
e9}@cݪ