%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 39 0 R 73 0 R 109 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2021-03-24T18:02:36-04:00
2021-03-24T18:02:36-04:00
2021-03-12T17:07:03-05:00
Adobe Illustrator 25.2 (Windows)
200
256
JPEG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:6114ee59-fb0f-4faf-a25b-8575fe5a6eed
xmp.did:e1ca8969-d14f-c545-aeeb-eb1f3fea427a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f346e470-2f42-4b41-ab9e-90c244b06151
xmp.did:68f615b9-b15d-024c-915a-8c6e37af3c70
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:e1ca8969-d14f-c545-aeeb-eb1f3fea427a
2021-03-12T17:07:03-05:00
Adobe Illustrator 25.2 (Windows)
/
EmbedByReference
C:\Users\Owner\Creative Cloud Files\2021 AC\FAC2021_600x215.jpg
0
0
C:\Users\Owner\Creative Cloud Files\2021 AC\FAC2021_600x215.jpg
0
0
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
AvenirNext-Medium
Avenir Next
Medium
TrueType
8.0d5e5
False
Avenir Next.ttc
AvenirNext-Italic
Avenir Next
Italic
TrueType
8.0d5e5
False
Avenir Next.ttc
AvenirNext-Regular
Avenir Next
Regular
TrueType
8.0d5e5
False
Avenir Next.ttc
Yesteryear-Regular
Yesteryear
Regular
TrueType
Version 1.000
False
Yesteryear-Regular.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
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
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 115 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
111 0 obj
<>stream
HWs6~اDLbƗkL{i@llkJ