%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Organic Black Currant Jam Sell Sheet 070819
2019-07-08T11:37:36-05:00
2019-07-08T11:37:36-05:00
2019-07-08T11:37:36-05:00
Adobe Illustrator CC 22.1 (Windows)
212
256
JPEG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uuid:cae38159-887a-4bfb-ac78-3951eeb31d5c
xmp.did:3f9b8c80-7905-3445-ac31-58f5b4193155
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f06b9df6-f78b-4b69-aa05-525237d762bd
xmp.did:80f172bf-4e45-024c-8fe4-c1c3b17c3d82
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c40e5413-11ff-ab40-9fa0-f289120cf880
2017-07-14T16:04:08-05:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:3f9b8c80-7905-3445-ac31-58f5b4193155
2019-07-08T11:37:34-05:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
L:\Shared Files\Old World Foods\Company Forms\Old World documents\official old world logo\Old World Simplified Logo 2017.png
adobe:docid:photoshop:eae0b20a-6256-11e7-8dc4-8835d86af63c
xmp.iid:70ed8e16-31e4-7b42-91c9-2c9982317785
EmbedByReference
\\SERVER\Files\Shared Files\Both -OW&MP\SALES PRESENTATIONS\FINAL IMAGES PRODUCTS OW\JAMS\Organic Jam\Organic Black Currant Jam 070819.png
adobe:docid:photoshop:cdccca77-a194-11e9-ab19-865a173082e9
xmp.iid:3f03a205-3d7c-874f-9088-c851e0458722
L:\Shared Files\Old World Foods\Company Forms\Old World documents\official old world logo\Old World Simplified Logo 2017.png
adobe:docid:photoshop:eae0b20a-6256-11e7-8dc4-8835d86af63c
xmp.iid:70ed8e16-31e4-7b42-91c9-2c9982317785
\\SERVER\Files\Shared Files\Both -OW&MP\SALES PRESENTATIONS\FINAL IMAGES PRODUCTS OW\JAMS\Organic Jam\Organic Black Currant Jam 070819.png
adobe:docid:photoshop:cdccca77-a194-11e9-ab19-865a173082e9
xmp.iid:3f03a205-3d7c-874f-9088-c851e0458722
Print
False
True
1
8.500000
11.000000
Inches
FuturaExtended
FuturaExtended
Regular
TrueType
1.0 Tue May 18 12:34:30 1997
False
FuturaExtended.ttf
GloucesterMT-ExtraCondensed
Gloucester MT Extra Condensed
Regular
Open Type
Version 1.51
False
GLECB.TTF
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
0
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
0
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 17 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
10 0 obj
<>stream
HMs6أ4AFNe;u4iuD))q,q_A˲a:Nj,F0|?B8:Av
^"72$A$%6䋜K. E^ăgK:PHm }wk~KAX2V
'Xos?
HHcbOn{Kkڵ# )-ýqֵx.cnt ('4/*+BY
4A}X bQULat^e»b