%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 131 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Pesto Chicken Carbonara
2016-10-01T09:57:08-04:00
2016-10-01T09:57:08-04:00
2016-10-01T08:14:59-04:00
Adobe Illustrator CC 2015 (Windows)
256
144
JPEG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uuid:580d8e59-3678-4406-b075-8b92ed85133a
xmp.did:9b08e1d7-f826-574d-b73c-7e112f3311e9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:5bb49a72-e0da-42e9-958b-e27360b28537
xmp.did:fe0b205a-9b29-ee44-b255-753092e342b6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:81f0e99b-9062-4440-b3d0-541fec5e0001
2016-06-04T07:48:25-04:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:9b08e1d7-f826-574d-b73c-7e112f3311e9
2016-10-01T08:14:59-04:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
C:\Users\browns\Pictures\ShortRibs.jpg
xmp.did:3A89003F3FA011E58AABAEDD2D88F310
xmp.iid:3A89003E3FA011E58AABAEDD2D88F310
C:\Users\browns\Pictures\ShortRibs.jpg
xmp.did:3A89003F3FA011E58AABAEDD2D88F310
xmp.iid:3A89003E3FA011E58AABAEDD2D88F310
Print
False
True
1
612.000000
792.000000
Points
AmaticSC-Regular
Amatic SC
Regular
Open Type
Version 1.001
False
AmaticSC-Regular_0.ttf
AmaticSC-Bold
Amatic SC
Bold
Open Type
Version 1.002
False
AmaticSC-Bold_0.ttf
BrandonGrotesque-Medium
Brandon Grotesque
Medium
Open Type
Version 001.000
False
Brandon_med_0.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
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 138 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 143 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
139 0 obj
<>stream
HWko[_
\Q"9
h
8((Z"L.=gR"-ƅl{w̙sfFVoz}&W7cՇo&7?|r~bΧvRSP.lة}cj;[כé07j[VffRN芮b>rcZ9`
-mwt/ˮ:lpmq/fsx [v9jáw=/onkujl |[W/mfm~Rؾ3>~[ x \ZxI')Sϖ[谙} lZ]wN]u"Ew~량{Y3+j