%PDF-1.6
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ANYTIME EXP 12-23
2022-12-29T13:39:54-06:00
2022-12-29T13:39:54-06:00
2022-12-29T13:39:54-06:00
Adobe Illustrator 27.1 (Macintosh)
216
256
JPEG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:92ebd03c-0ed2-584d-bc5d-688f2dfe1db6
xmp.did:1d21be6b-8726-4fbf-8793-d8302060ee2c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:58e9d38a-9d4b-704a-9be4-9b7e91705832
xmp.did:65f5ef72-b3a1-4b93-af0c-e57ce98c211b
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:BDCD9AF92F2068118083FD18BD172B07
2013-04-30T10:49:27-04:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:1d21be6b-8726-4fbf-8793-d8302060ee2c
2022-12-29T13:39:52-06:00
Adobe Illustrator 27.1 (Macintosh)
/
EmbedByReference
/Users/TheDeacons/Desktop/Naccas-logo-black.jpg
/Users/TheDeacons/Desktop/Naccas-logo-black.jpg
Print
Adobe Illustrator
False
False
1
4.500000
5.500000
Inches
FuturaStd-Heavy
Futura Std
Heavy
Open Type
Version 2.025;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
FuturaStd-Heavy.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
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 17.00
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 13 0 R/TrimBox[0.0 0.0 324.0 396.0]/Type/Page/PieceInfo<>>>
endobj
9 0 obj
<>stream
HWɊ%WTvU-I>I?##߫na@s<<|1Ǘ?~
~x%y#rR?+ϗ/K8[IgJ9y}hK