%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 59 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Food-Express-Bus-Route-0402
2020-04-02T09:53:17-07:00
2020-04-02T09:53:17-07:00
2020-04-02T09:16:12-07:00
Adobe Illustrator CC 2017 (Macintosh)
192
256
JPEG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uuid:00962440-68cc-4827-88b1-5f1b8ba39373
xmp.did:5b0cbe4c-fbb1-4c9e-9ebf-10c01a952dca
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:4042ce69-675a-0d43-b32d-625c7966fc12
xmp.did:7fed56eb-8d86-4934-94da-6d1c914b4891
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:edbc9792-ba9b-4b52-a5d1-e8f005f60d73
2020-03-31T10:54:56-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:5b0cbe4c-fbb1-4c9e-9ebf-10c01a952dca
2020-04-02T09:16:11-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
8.500000
11.000000
Inches
FranklinGothic-Book
Franklin Gothic Book
Regular
Open Type
Version 2.01
False
FRABK.TTF
FranklinGothic-Demi
Franklin Gothic Demi
Regular
Open Type
Version 2.00
False
FRADM.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]/Properties<>/Shading<>>>/Thumb 65 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
61 0 obj
<>stream
HlWˎ]
߯8KiqIkkdd5c;}F70QvΩg͗˼F0Xs}49|wV>\+>yz=voG>U\q휳,u~%g`,c?ԉM!q}WoV
qamDm2N3K3'btA Lj7@m 4&dY;RrF'5N\m ףsI5 !xqX3E?kXA/wѝmqмep!p9#^>fpSbv³\=xt
/κmbf
ή\lN# a{(2ɡF 9IفJ+8Cst]s^YkJqVGah c]07AYMMgq:|`TX-1;? 6&ztlE9&=
OjHW4 (byiYQ-XR@@! X?}o!;]JJ1fGu`+n}EA ՐgY@nb yXUeוLr+3#{K<dLY_E
!Xn\HRqȹdtG068#5ȀUxkwO_84nxn4 *-A
_-Ռɽj^xGsS$5H^
:ݽ!:Xgs\@,ONbZV2Ȁ5aO?F*Mf^H%W5vk3`26krxMۗ6m^IUX\~_PCy<B9B:e$VeuF媪E;
ܮ14
jPd#* ݑl!crjVնmʌ?3E&pYDN좋3Ib-l,{Krj{Kli<3d=ty1VMRDRID-$Ju[8Ԥ2swԴԺ;%dk:
aA4KFyPXMXK ;xc~y+Y`ϻ`
Fr N@I5^{"?j9ԁ3{̼n!2*+C$P WUtLl/Vt~R~#\Nֶ^.)iuYhUBY-i)16\O.Ӻb1m)2((87R?YwHD$ $Q*i.m*\ElL Jy"bH6}ߊ4#
|T$z[F0p[0[sj1ӀD(~TZɬ*k
c3t@eQ&Kʷ*-W)!UI
Pv7՞DD#_Ou3hP&sh@ "
,&k&|mR$l%