%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 659 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
New Sell Sheet_Template
2017-03-24T13:49:47-04:00
2017-03-24T13:49:47-04:00
2017-03-24T13:49:37-04:00
Adobe Illustrator CC 2015 (Macintosh)
256
180
JPEG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uuid:8b462fb8-f7d6-7c4c-8ec4-c8e5c532d6e3
xmp.did:d9208c46-9240-40fd-b4e2-6b01681b7463
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1bccff6d-ebbd-3840-b0f6-275448711718
xmp.did:6bddca76-da9d-43c3-a2f2-659b5ef14470
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c3f69848-7750-4cd8-b21f-110af4ecfcc2
2016-05-06T09:35:55-04:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:d9208c46-9240-40fd-b4e2-6b01681b7463
2017-03-24T13:49:37-04:00
Adobe Illustrator CC 2015 (Macintosh)
/
EmbedByReference
/Users/dkorner/Desktop/DA9730.png
adobe:docid:photoshop:939630f7-5146-117a-bcc2-fc17c03e293c
xmp.iid:e6a3375a-54ab-4995-81e7-ce9fc25d39f8
EmbedByReference
/Users/dkorner/Desktop/Marketing/6 - Logos/fb.png
EmbedByReference
/Volumes/dfs/Marketing/20 - Photos/Thinkstock Photos/Proscuitto 2.jpg
0
0
/Users/dkorner/Desktop/DA9730.png
adobe:docid:photoshop:939630f7-5146-117a-bcc2-fc17c03e293c
xmp.iid:e6a3375a-54ab-4995-81e7-ce9fc25d39f8
/Users/dkorner/Desktop/Marketing/6 - Logos/fb.png
/Volumes/dfs/Marketing/20 - Photos/Thinkstock Photos/Proscuitto 2.jpg
0
0
Print
False
True
1
11.000000
8.500000
Inches
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
BritannicBold
Britannic Bold
Regular
Open Type
Version 1.51
False
Britannic Bold
Impact
Impact
Regular
Open Type
Version 5.00x
False
Impact.ttf
Cyan
Magenta
Yellow
Black
PANTONE Process Black C
PANTONE 489 C
PANTONE 2736 C
PANTONE 1797 C
PANTONE Process White 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
PANTONE Process Black C
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
PANTONE Process White C
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE 1797 C
SPOT
100.000000
LAB
47.843136
61
36
PANTONE 489 C
SPOT
100.000000
LAB
82.352943
15
14
PANTONE 2736 C
SPOT
100.000000
LAB
23.529411
36
-73
PANTONE 2727 C
SPOT
100.000000
LAB
51.764706
3
-59
PANTONE 2905 C
SPOT
100.000000
LAB
77.254906
-13
-23
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
11 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 679 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
661 0 obj
<>stream
HWn\߯EiU"2 $E2bECR
Sw8CY>l@]]SϿp[~Zk1>LJwx?>b}wy|gh߿[^lGD6o4?9\moov?%ږشb9jX{l{6'ĩv=6ٱ'j~.Ξg|빕j
=ԧh|{w}s+/{ݯo]V=DG?fv۫g>}z[߶\6훻<G>j|+*ťZ4'~Cgğwwxӹ~_?mrS*낑,eDxbO![]݇Kh8,lE}Q_6%ҏ_poޏ~"n9|@Bn[h T"r\ϐ^*NRoc@@iMSMgf
fU-ca
^5p+GpehЂ6|žu4X]\$( 8