%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R 97 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
How to Add Additional Counts
2022-02-28T09:05:08-05:00
2022-02-28T09:05:08-05:00
2022-02-28T08:53:31-05:00
Adobe Illustrator 26.0 (Macintosh)
200
256
JPEG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uuid:67322736-f9c3-a54d-b767-fb972a6a3004
xmp.did:64343a06-40e3-42ba-b161-147e2d2bef2d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2a97f34d-240f-ee43-a153-7428af77ca7c
xmp.did:22dda685-c976-4001-9c45-3f7f1e39a26d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:08d3388e-39f7-4f5a-baa0-d866af722363
2022-01-12T14:43:30-05:00
Adobe Illustrator 26.0 (Macintosh)
/
saved
xmp.iid:64343a06-40e3-42ba-b161-147e2d2bef2d
2022-02-28T08:53:31-05:00
Adobe Illustrator 26.0 (Macintosh)
/
EmbedByReference
/Volumes/BC_Video/Video/22 Inch Touchscreen/Arrow.png
0
0
EmbedByReference
/Volumes/BC_Video/Video/22 Inch Touchscreen/Arrow.png
0
0
EmbedByReference
/Users/tylerconger/Downloads/Connect 22 QR.png
0
0
/Volumes/BC_Video/Video/22 Inch Touchscreen/Arrow.png
0
0
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
BebasNeueBold
Bebas Neue
Bold
Open Type
Version 1.300
False
.37900.otf
DINCondensed-Bold
DIN Condensed
Bold
TrueType
14.0d1e1
False
DIN Condensed Bold.ttf
QuickExpress
QuickExpress
Regular
TrueType
Macromedia Fontographer 4.1J 00.9.28
False
QuickExpress.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 16.03
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 112 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
99 0 obj
<>stream
HlW]$|_Q]GJzݵ
b{ca=6g{GD玁JJJeFf>|}S>~]~|ݟ]r+{fږg:{[)1gy/ifM(s-c
_=l~ؑ嵣&ZmuZ-X/[YZl-KG[Ky/un^+o+[j{n[2ֲ>뵄Ǟ3s}?#4ۿ^y[ܚ#i^fj\o^.jcӶZzݭg=viio3/ O'm?8d?Ѝ/G39vs8{w|~om{Wm{O齧ޒF|O L[ծ|XQFdB2cH{~W8pMF.W[6b\`o٘eDWߧai n=wlv]Sʝq1OVs
k|
j
O`hF:V'OOε|ai4/^s?ϛ5kWzpmI˳mEA1ۺ'5YLii:Bcp0QV<
˼<0l ,lF
uw>t=h.E~gei(w+W3YSP33#,knJN͙pui=G>a3?y!*c+읙R[NwIb-<#LƉ#3DYh1uكفE%C2Y"YY<
DPu̞BÈ'P{B(L%!Qslqre 0BK*Y1f#}:^;j*WK#W#@Z]R
=g[T^#ѡ%r
l Hܗ_E5JE@ƉjkތWMG?M9Ҽ08ثZhpة3Ύ$!Q@2~,*ɜ%zq^v
!FHGj>,D2c@]UZ)\^6<*e20K$d%>RȞUʯs$mY8WA"63aC3k_ElT98:ר۫`
ֽ/\H<Y/5:G2V\Ara߂:BlGrf[a˥x GE#1GHRMIKSe2U0
"@D̪ͤePnJցjQQ>T\-
@H*'iDA1QZh&*Y_Gj,\hd:J IGphP`0]$zͧ
?M32
,7NrXId'SY<c ?BYZIXhNjfA;J4%r !!r %&[xBLo_M*3Ro! Ecؕ!p2xJ,]ɤ)"2wEo-̄?94ºkFe|'2.PɞGm
zZ#:(pVkl)Kp6 +G̪H\j~0G_D&TAh%R7LreVZ4$yV)k0[^Yϸ}yY2gw,?qJ4)nMXԫ()vn]uO*K3Jf"h-XhpzH܈z Ȕċu92M-}$Fo
ez~ Qүn;Q
[ K
(%/ NT G:
[M4FJ_F0V-cX^Û.8BT┭
Y3;z'?@eFnMuH)Z[eWVRknGpwݴIs--KQ9w2*:ABxԬETJ4M-X3cRA]ǎ,m5[4ӌcO
ZW,6Cd.B\0+$@5DH*^xKޒJCRioDW~:T-9ѻGSw^fZ9/*.IptfEhg0F QL2Jm
r\2M)sV@7CоB°n'KcXǕD bi@уZc
8;5$"q7(@v 5xIEEGj8xbTnͻx_pv)h_?!fɇ"* /Cͤ*[l0ȞF;o\"MSc i'%`U+J&3XZ9vX!;k6JB`MIyu555S=c̨h1^H$)ڠ@̫h?>SUK_à90
jpEX2P/u62Ag*cvrsKBZ Z @ɤtr]t7ZLZO,Ok_啤.U鎓680R`""V*iya64VrΊH\䪃<La^BtdA@&cI!fyU-%/g2TfPM%5!|8<1>ޢJ'!C*Jcz/4s(&(]xDG -Yw`CFԃih/
9oVAq.
8Hp'klp et~etDA7sTۢ$ DKeA;a=(uL㡩װ/}fNJXx7]ZqX)e(
UqN/, M3UsH)ZXH').k/M!@
v
Mؚ4W)UFw-*lt6Y(I)3RBz47嚉
ȶV\/a'JfuZ]p-ؑ%]\dM]u\+z
I}YlT)ߺUrr8\aUzռ3nћ.IptP~ψ0F.iRjGsYgDžm윢:۬Y0>3L=^X2+=dءBqGE]"֘j֔3NdcI{̸z+)h69xO4?HGbz/⧠w/4TP&ɇ,*`mUڭ)vcY<RK2u 3b9vmY9<1"l)SVKEW|o92X;m6Q\@+`)Jܨ{.1"LyR_zrօF"])ŤHd8yEx=hɗ8$L(
*L㓸r|SxpݟGBYW,{u߾}a_b;Pw\%~?za}`5NjYK 'EUH'}<>n=mZ9mGç|Wۭ\+J?9-+/}otW%#oT*n`9o$J'u+x/l%@P[<іH?_l 'ݵA,8`A(TiuRL-qN5Bj6}ra N > \}!i :S
rI$;`:2D@襀Dxbo ש
IAQ/k
ИdPU"F2?&^~tɔv|`A\Gi@*[O`/]
LTq~Z+DIR&qzI/9?z5'яL2r`).**E;R