%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ATAP_2021-23_StrategicPlan_Final
2020-12-28T17:45:36-05:00
2020-12-28T17:45:36-05:00
2020-12-28T17:45:35-05:00
Adobe Illustrator 24.2 (Macintosh)
256
192
JPEG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:4fb4c74e-26eb-424d-9d23-bc45d4b0da05
xmp.did:98c1818d-9eff-4aa3-9965-e3c79ed69407
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:0c99fddc-3f75-44e7-8740-41c9a2935f65
xmp.did:0c99fddc-3f75-44e7-8740-41c9a2935f65
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:d3acec4d-ce88-44b9-a65e-b8235cd672d6
2020-12-21T14:32:41-05:00
Adobe Illustrator 24.2 (Macintosh)
/
saved
xmp.iid:98c1818d-9eff-4aa3-9965-e3c79ed69407
2020-12-28T17:45:28-05:00
Adobe Illustrator 24.2 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
11.000000
8.500000
Inches
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-Medium
Montserrat
Medium
Open Type
Version 6.002;PS 006.002;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Medium.otf
Montserrat-Light
Montserrat
Light
Open Type
Version 6.002;PS 006.002;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Light.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
R=99 G=73 B=81
CMYK
PROCESS
54.656285
67.483020
51.821160
32.440680
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
R=249 G=101 B=0
PROCESS
100.000000
CMYK
0.000000
74.651712
100.000000
0.000000
C=0 M=72 Y=78 K=0 1
CMYK
PROCESS
0.000000
72.156864
78.431374
0.000000
C=0 M=64 Y=70 K=0 1
CMYK
PROCESS
0.392157
64.313728
69.803923
0.000000
C=80 M=72 Y=44 K=34 1
CMYK
PROCESS
80.078125
71.875000
43.750000
33.984375
C=75 M=67 Y=44 K=30 1
CMYK
PROCESS
75.294119
67.058825
44.313726
30.196080
C=69 M=60 Y=41 K=20 1
CMYK
PROCESS
69.019610
60.392159
41.176471
19.607843
C=0 M=0 Y=0 K=20 copy
CMYK
PROCESS
1.782254
1.110857
1.110857
0.000000
C=80 M=72 Y=44 K=34 1 copy
CMYK
PROCESS
80.078125
71.875000
43.750000
33.984375
C=55 M=67 Y=52 K=32 1
CMYK
PROCESS
54.656285
67.483020
51.821160
32.440680
C=0 M=80 Y=95 K=0 copy
CMYK
PROCESS
33.951321
70.281523
67.214465
23.053330
C=0 M=80 Y=95 K=0 copy 2
CMYK
PROCESS
19.693293
74.267185
87.634087
7.431144
R=249 G=101 B=0 2
PROCESS
100.000000
CMYK
0.000000
74.651712
100.000000
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
10 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWK,)S?za6,/φΈ Y݃iAa~˟nGyoǿ~ӗ?|:^o/L_;loNS>~tcQZ7X1Np+[:j_*-1iF%sZƻ̖yw3e?{8~rP7p/{dc߸FFn0Uy"ϣu!m˓;e[u[l{q
rҭU~ 7V-x1k鿃w5t[-n9(x]؍?RQjq;'9W9Y{c|ZLyx2+7_:}]ׯX=}opϯ;\}X=aveXA;wމd8=xؒmr`goRV<^VvaGm+L6Z /X.Th~4}X!$_\ʌ59L5[0c)^M謏:b8FNX/[}VCox(qr7~ۣPçV |3-rv\;C麣TWZ1)Wm
$vX w#IB#-#`pLSm`31<Ύކ==3T;?9KAE(RܶlΑߠ'z"' +(Dæ62lcY'ٶ=WsFwL>=
5#tZ]9h!_5m`[c`Ru~Jt9t)d7 h$)1=LʕYTwE<=tuR(}Ж)#
,7V]I݊
aQqtp(Xv8EX0F.b I