%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
scarlett-feeder-whites-creek
2019-04-17T14:26:12-05:00
2019-04-17T14:26:12-05:00
2019-04-17T14:26:12-05:00
Adobe Illustrator CC 23.0 (Macintosh)
200
256
JPEG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uuid:38343410-a937-fb47-b791-5f9c710f04f0
xmp.did:2b50c384-b376-4679-b531-22667ecb5a63
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1a851d62-1aec-154f-936d-c365b6b67c44
xmp.did:fb3c375f-b258-4649-af8a-4e87a6e425c8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fd4d3271-0ea1-499e-ac32-1fa87bc858df
2019-03-11T14:25:19-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:2b50c384-b376-4679-b531-22667ecb5a63
2019-04-17T14:26:08-05:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
True
1
8.500000
11.000000
Inches
Montserrat-Medium
Montserrat
Medium
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Medium.otf
Montserrat-SemiBold
Montserrat
SemiBold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-SemiBold.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.115;PS 2.000;hotconv 1.0.81;makeotf.lib2.5.63406
False
.6851.otf
MyriadPro-Semibold
Myriad Pro
Semibold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Semibold.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
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
12 0 obj
<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 27 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
13 0 obj
<>stream
HW]o}ׯb2>9n틴-
Ŗ-5k@|.%JC`H33gf_챗G{c=^qnL0ξ^>*