%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
2017 Marketplace Vendor Agreement Petfest
2016-11-04T12:07:44-05:00
2016-11-04T12:07:44-05:00
2016-11-04T12:07:44-05:00
Adobe Illustrator CC 2015.3 (Windows)
256
108
JPEG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uuid:fd7ba6b6-771d-4984-a9ae-951e97cd8e92
xmp.did:ad9be2f3-4dfd-ee40-915e-c0eb64b04681
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:cca592bc-efc9-4611-a89c-654952422405
xmp.did:7a099dbf-f717-4148-83e4-0a8a6378e528
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7b3f6da7-6158-a245-91d6-40bc38b6d886
2016-01-06T09:00:09-06:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:ad9be2f3-4dfd-ee40-915e-c0eb64b04681
2016-11-04T12:07:37-05:00
Adobe Illustrator CC 2015.3 (Windows)
/
Print
False
False
1
8.500000
11.000000
Inches
Futura
Futura
Medium
Open Type
OTF 1.0;PS 001.002;Core 1.0.22
False
futura.otf
Futura-Bold
Futura
Bold
Open Type
OTF 1.0;PS 001.003;Core 1.0.22
False
futura-bold.otf
Futura-ExtraBold
Futura
Extra Bold
Open Type
OTF 1.0;PS 001.002;Core 1.0.22
False
futura-extrabold.otf
Futura-Heavy
Futura
Heavy
Open Type
OTF 1.0;PS 001.002;Core 1.0.22
False
futura-heavy.otf
Futura-Condensed
Futura
Medium Condensed
Open Type
OTF 1.0;PS 001.003;Core 1.0.22
False
futura-condensed.otf
Futura-HeavyOblique
Futura HeavyOblique
HeavyOblique
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
C=20 M=97 Y=66 K=72
SHIRT
PANTONE 7411 C
PANTONE 7636 C
OFF WHITE
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
C=20 M=97 Y=66 K=72
SPOT
100.000000
CMYK
20.468400
96.893299
66.259199
72.000003
OFF WHITE
SPOT
100.000000
CMYK
0.000000
1.367200
2.435300
0.000000
PANTONE 7636 C
SPOT
100.000000
LAB
43.529400
64
20
PANTONE 7411 C
SPOT
100.000000
LAB
73.725502
21
47
SHIRT
SPOT
100.000000
CMYK
100.000000
19.800000
57.400000
4.000000
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
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
27 0 obj
<>stream
HW[OH}{h1*/Hݐ;ЉigXLRNf~rB4CB"N\|Sv<:vz4UYc_oy@,r%Ԓd Aj\7<eqL5B?F2pBṒE
jhɐA%&7%q(~Cy"-