%PDF-1.6
%
1 0 obj
<>/OCGs[11 0 R 12 0 R 131 0 R 132 0 R 246 0 R 247 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2023-08-22-edposter-DSS
2023-12-07T11:32:45-06:00
2023-12-07T11:32:45-06:00
2023-08-22T09:52:43-05:00
Adobe Illustrator 27.7 (Macintosh)
256
172
JPEG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==
uuid:520220b3-b4de-ab4b-bac1-1f5896e1709b
xmp.did:edb4ea52-b366-4b3b-bb92-a39ee173211e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:94f37c08-b500-4ae5-b5fe-1e404b93e399
xmp.did:5ad911a4-7440-46b7-8e0c-44796d391cc4
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:07104852-5acb-4d3a-ada0-343c2c3218a9
2020-11-12T14:55:40-06:00
Adobe Illustrator 25.0 (Macintosh)
/
saved
xmp.iid:edb4ea52-b366-4b3b-bb92-a39ee173211e
2023-08-22T09:52:39-05:00
Adobe Illustrator 27.7 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
11.000000
8.500000
Inches
SegoeUI
Segoe UI
Regular
Open Type
Version 5.55
False
segoeui.ttf
SegoeUI-Italic
Segoe UI
Italic
Open Type
Version 5.29
False
segoeuii.ttf
SegoeUI-Semibold
Segoe UI
Semibold
Open Type
Version 5.54
False
seguisb.ttf
SegoeUI-Bold
Segoe UI
Bold
Open Type
Version 5.54
False
segoeuib.ttf
SegoeUIBlack
Segoe UI
Black
Open Type
Version 2.00
False
seguibl.ttf
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=55 M=60 Y=65 K=40
PROCESS
100.000000
CMYK
54.659343
59.914547
64.953077
39.813840
C=0 M=0 Y=0 K=60
PROCESS
100.000000
CMYK
52.123290
42.578775
41.153583
6.308080
C=85 M=10 Y=100 K=10
PROCESS
100.000000
CMYK
86.224157
16.647592
100.000000
3.314260
C=50 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
49.610132
0.094606
99.090564
0.000000
C=75 M=0 Y=75 K=0
PROCESS
100.000000
CMYK
75.146103
0.000000
74.764627
0.000000
C=35 M=60 Y=80 K=25
PROCESS
100.000000
CMYK
35.989928
60.210574
80.398262
23.868161
C=75 M=0 Y=100 K=0
PROCESS
100.000000
CMYK
74.813461
0.000000
99.914551
0.012207
C=40 M=65 Y=90 K=35
PROCESS
100.000000
CMYK
39.349964
63.967347
89.172196
35.397878
C=50 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
49.951935
0.048829
0.070192
0.000000
C=40 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
39.948121
0.067140
0.009155
0.000000
C=0 M=0 Y=0 K=40
PROCESS
100.000000
CMYK
36.099795
27.978942
27.325857
0.000000
C=30 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
29.446861
0.006104
0.000000
0.000000
C=35 M=0 Y=0 K=0
PROCESS
100.000000
CMYK
34.479287
0.015259
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
MOSERS 3.0
1
R=62 G=62 B=62
PROCESS
100.000000
CMYK
67.824823
61.147475
60.039669
48.529792
R=219 G=217 B=214
PROCESS
100.000000
CMYK
12.921339
10.577554
12.335393
0.000000
R=0 G=145 B=187
PROCESS
100.000000
CMYK
81.353474
28.616768
14.395361
0.033570
R=0 G=99 B=149
PROCESS
100.000000
CMYK
93.716329
60.091549
19.800106
3.210498
R=221 G=102 B=17
PROCESS
100.000000
CMYK
9.378195
72.243834
100.000000
1.068132
Adobe PDF library 17.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 278 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page/PieceInfo<>>>
endobj
249 0 obj
<>stream
HWKs*G0lYlcU*;ВT5$J7{HUn|8e'秂{Fd(渒yky0mlS'j7ký*hF(gTkVWw?kvgqm<<-O~X ~t9]zhxp*J.T|$FC %lQ`2i,8toZsP4W\=2y3Z$9Hʥ19