%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
One-Government-Structure-Diagram-MARCH-2020
2020-02-18T15:57:33Z
2020-02-18T15:57:33Z
2020-02-18T15:57:33Z
Adobe Illustrator 24.0 (Macintosh)
256
188
JPEG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uuid:8a9677b3-b263-e140-b0a8-b120fba9eb5d
xmp.did:c7b9a884-2f42-4f02-b607-06efb1940c40
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:adc300ed-327b-49c3-825a-53e456fdc7de
xmp.did:adc300ed-327b-49c3-825a-53e456fdc7de
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:781136d6-f23e-48a0-b57e-29af4a49681c
2018-11-28T10:19:53Z
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:c7b9a884-2f42-4f02-b607-06efb1940c40
2020-02-18T15:57:31Z
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
False
420.000000
297.000000
Millimeters
ProximaNova-Regular
Proxima Nova
Regular
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.175.otf
ProximaNova-Semibold
Proxima Nova
Semibold
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.173.otf
ProximaNova-Bold
Proxima Nova
Bold
Open Type
Version 3.018;PS 003.018;hotconv 1.0.88;makeotf.lib2.5.64775
False
.139.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
C=5 M=0 Y=0 K=60 1
CMYK
PROCESS
5.000000
0.000000
0.000000
60.000000
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=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
Print Black
PROCESS
100.000000
CMYK
25.000000
25.000000
25.000000
100.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=98 M=0 Y=28 K=4
CMYK
PROCESS
98.000000
0.000000
28.000000
4.000000
C=98 M=0 Y=28 K=4 copy
CMYK
PROCESS
89.000000
61.000000
1.000000
0.000000
Black copy
CMYK
PROCESS
25.000000
25.000000
25.000000
100.000000
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
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 1190.55 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HWn}W# dF}<-++KHHBS֒-;!)x jjvTXK|w,NHk _`go*?PR1)/mHɊՀ>ol+&]M0Odll]4IlPmI?iK0/8MAk)Z}|Ҧ]kd}q,&TBMyZ~yA켸bwa)
&J#H >v6x>+ԯ4;h@7"dj0<~*#
ly.T,^^LKz )_?Ӌ~U+/W|8~+~j_SU]!>VqZS@-loMhlu*1=U cŏYa=j Ӡu!zCr@HQ92BnuV0A+0nh'.E%w'NPW;Xy
=)ݦ\E4mNޏr
!:6*-`],"O>]w"ǦhYmh팽3q&$&M.!;|@ᒆDU7<*.ZE`