%PDF-1.6
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ROCK Hub Drive-thru Infant Food Drive & Story Time Flyer
2021-08-24T15:01:02-04:00
2021-08-24T15:01:02-04:00
2021-08-24T15:01:02-04:00
Adobe Illustrator 25.3 (Macintosh)
192
256
JPEG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uuid:1dce2b71-a5a6-914a-8a9e-995d86b0d484
xmp.did:81a92d82-55b6-4b57-8064-8a060256d9a2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:60540904-7365-8f4e-b943-bc8fbf98ebb2
xmp.did:f66bbadd-7fe5-4084-a27a-d71a3e98fe77
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:f66bbadd-7fe5-4084-a27a-d71a3e98fe77
2021-08-12T11:59:35-04:00
Adobe Illustrator 25.3 (Macintosh)
/
saved
xmp.iid:81a92d82-55b6-4b57-8064-8a060256d9a2
2021-08-24T15:01-04:00
Adobe Illustrator 25.3 (Macintosh)
/
EmbedByReference
/Users/daniela/Desktop/***ROCK Hub Drive-thru Infant Food Drive & Story Time/Tundra Logo_White.png
adobe:docid:photoshop:fcd333a5-2b53-8444-aaca-2ea0fb97acb6
xmp.iid:02bb9805-2d7b-453a-be3d-9cd4b59609b1
EmbedByReference
/Users/daniela/Desktop/***ROCK Hub Drive-thru Infant Food Drive & Story Time/Best Buy Logo_White.png
adobe:docid:photoshop:00bc5437-0e2f-4749-a52a-461174f454e1
xmp.iid:a6657272-6e56-4682-a898-e11d85f8b197
EmbedByReference
/Users/daniela/Desktop/***ROCK Hub Drive-thru Infant Food Drive & Story Time/Lana Brown.jpeg
0
0
Print
Adobe Illustrator
False
True
1
8.500000
11.000000
Inches
HelveticaNeue-CondensedBold
Helvetica Neue
Condensed Bold
TrueType
15.0d1e1
False
HelveticaNeue.ttc
BebasNeueBold
Bebas Neue
Bold
Open Type
Version 1.300
False
.37900.otf
ITCAvantGardePro-Bk
ITC Avant Garde Gothic Pro
Book
Open Type
Version 2.000 Build 1000
False
.39348.otf
ITCAvantGardePro-Md
ITC Avant Garde Gothic Pro
Medium
Open Type
Version 2.000 Build 1000
False
.39349.otf
Cyan
Magenta
Yellow
Black
PANTONE 5415 C
PANTONE 383 C
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
R=171 G=183 B=183
PROCESS
100.000000
CMYK
33.954373
20.627145
24.399175
0.000000
R=52 G=73 B=94
PROCESS
100.000000
CMYK
83.273059
65.886927
43.537039
29.376668
PANTONE 5415 C
SPOT
100.000000
LAB
50.980392
-8
-17
PANTONE 383 C
SPOT
100.000000
LAB
68.627449
-14
75
Blue Jay
PROCESS
100.000000
CMYK
67.766839
38.800639
25.748071
1.492332
Grasshopper
PROCESS
100.000000
CMYK
35.468069
13.754481
100.000000
0.131228
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
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 40 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HWYsܸ~L" _]^+vm9EQYqHy_qpv,&sO;'1S465}~*2YJ:IbTL:Opf!H%z(&A#IP"ҜEERxiM\dIq&R+!i
UA*2˷tK~E).h
,=
?aLS/gSE:{SHK䩶7ߙב2V(]4O)MHi>㉒4ߏQ=@zyYF:jbٮu='XOP4^c<] h-7CtASOhdص`gj=t\%muZw#g*Y5LI{LFFf
*^0 $J!V4ӹflͰ#7Z8bR"g*MogH8v (Ϭ쀍E`ZpŅU''iD4MM\_XE
5aqd>Pq4}
9DrizfAf,Z%[SgFdV{2XTRd*%DG攤"V,LXQ0 ܷ'
Y"h"hݥ^Ky^,vMlf4sjR¤zQYE^TG: a}U^:7a(|S?0tF~q]uށ+RqM27Belͳ-Q(i,htb!P H1Kɬ#WjuSckDÁX<`x{JXU&Q6p? 9y9h*q,*Wj@Bw,:u_.yҕ
\a
fa\;?Go?Ѽ}P6t%K Z+*s3cR4qxzzP:V{NHc ?eWhD_z̕ec(\ikޭe
|TqGRAg\51:/筽Bzgmg=p
j=fv\;ASY<me\2 >rFBlu_U ^:UNqU^sX!eK0i~Bw$.DbPXy(}]rGombgPk20i::Iӡ=Hzu/\ڠP`̶JHJ "Fd)ơ\>rΏ>Nl:}{Nߌ3$vO2f+io Lu0(zx]%'?Ji.b~h<}U99u.mZTs6%TZ%4'MN-AX8v]?a\
ug|ϙ;Ky$]?Q \ϼ[v6lnfqp17NQ9sr*-
!cgk_9_.1;T%UF7Q>S 5պn
e[cV]R]v
;Qڧ@HCtkWweUVĶ-'rޔUG99C麳7{
˻r!1ToWPnʛW x>jM.;&?bG#Od=qx7l.;0C{ÏӿLt0Q=p;8_{U?eպ^i%+S/jn-[ιw2〉m$DP]D(2 '7ţA*Sf;Hi