%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
BAFT Sponsorship Form SOLD OUT
2019-03-14T12:29:58-04:00
2019-03-14T12:29:58-04:00
2019-03-14T12:29:58-04:00
Adobe Illustrator CC 23.0 (Windows)
204
256
JPEG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uuid:0bd4a32a-b8c3-4d06-8eab-3c6d0a648b27
xmp.did:34dd65d3-9bdb-0f46-bf4b-6a9106af95e6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b3f9fdc4-b2e2-4d30-985b-963a15fa5fba
xmp.did:6f4bbf18-4883-764c-98a7-2fb0c4b05486
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fde2d8f3-1274-f841-af05-f1e292d030f1
2018-08-23T14:20:01-04:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:34dd65d3-9bdb-0f46-bf4b-6a9106af95e6
2019-03-14T12:29:54-04:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
False
1
8.500000
11.000000
Inches
ArialNarrow
Arial
Narrow
Open Type
Version 2.40
False
ARIALN.TTF
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.400
False
BebasNeue.otf
BreeSerif-Regular
Bree Serif
Regular
Open Type
Version 1.001
False
BreeSerif-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
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HLWK%E)]2HB,8@Ā_""
+^#?vj~Or|u'ݞOv㞑Oŕ?7Xw泻_C{Fw'~F{y[۽c>BςCol=_o6:k/kٳ|Ædz[w_^?g㫳E<{͉g֞?f`{͟.ˑthDaO6M<[
{||p9kՂh/2˴"A4]hc
. r$PR@uDmF4GB,yw=F(:jE]k2X\ʮd_rp4_zi09o4E$"kI#~*-MN?ǷtO}{̏AṪ-t:?*trUvOdHf