%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 6 0 R 9 0 R 10 0 R 7 0 R 307 0 R 305 0 R 308 0 R 309 0 R 306 0 R 601 0 R 599 0 R 602 0 R 603 0 R 600 0 R 604 0 R 1068 0 R 1066 0 R 1069 0 R 1070 0 R 1067 0 R 1071 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Organic Dried Sweetened Cranberries
2020-01-03T16:13:44-06:00
2020-01-03T16:13:44-06:00
2019-12-21T03:16:16-06:00
Adobe Illustrator CS6 (Windows)
256
180
JPEG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uuid:1f34516d-8686-4b02-accc-9c6abfe01ea7
xmp.did:83BA3AF0AF23EA11BD8EB94FF466BA94
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:82BA3AF0AF23EA11BD8EB94FF466BA94
xmp.did:82BA3AF0AF23EA11BD8EB94FF466BA94
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2F3528CF871FEA11A4428C26FB0335D7
2019-12-17T00:55:56-06:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:83BA3AF0AF23EA11BD8EB94FF466BA94
2019-12-21T03:16:17-06:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
C:\Users\emi\Pictures\Mountains Footer.png
EmbedByReference
C:\Users\emi\Pictures\Mountains Footer.png
EmbedByReference
C:\Users\emi\Downloads\LCO-Logo-RGB.PNG
EmbedByReference
C:\Users\emi\Downloads\LCO-Logo-RGB.PNG
EmbedByReference
C:\Users\emi\Pictures\Marketing\Hippeas\NFT LCO Nuts_6003 Organic Almonds - Dry Roasted Salted.png
EmbedByReference
C:\Users\emi\Pictures\Marketing\Hippeas\NFT LCO Nuts_6002 Organic Almonds - Dry Roasted Unsalted.png
EmbedByReference
C:\Users\emi\Pictures\Marketing\Hippeas\NFT LCO Nuts_5098 Organic Cashews - Whole Roasted Unsalted .png
EmbedByReference
C:\Users\emi\Pictures\Marketing\Hippeas\NFT Dried Fruits_4002 Organic Dried Sweetened Cranberries.png
EmbedByReference
C:\Users\emi\Pictures\Marketing\Hippeas\NFT Dried Fruits_4001 Organic Currants.png
EmbedByReference
C:\Users\emi\Pictures\Marketing\Hippeas\NFT Cereals_7803 Organic Hippie Snacks - Maple Quinoa Granola.png
Print
False
True
1
8.500000
11.000000
Inches
GothamCondensed-Medium
Gotham Condensed
Medium
Open Type
001.000
False
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
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 1091 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 1094 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
1092 0 obj
<>stream
HtUn8}Ẉin8E>lh[ uYSj._CRvAHgϜ33Z}[:5xW$!$43[}
aUAx\l=!?|DE ID2p(_G@C_u/Wxhk^qJeBSRTw [)5IChԛvgseU6An_RĂ%d(EՙGC~5?@@E^J-1sP8@9+H\X1XcShA;_WhG!IE3t\tx e~
]1n"PW9¸(z/>mS%Pl(p?br:
5y<7ӁvM8VsLe70kBD#tEK8QW;Ƶ Iti'[lXꨣeu`A8X){ w35N;4y;a#v{Z 6xwߡWF ܩ
p謔6t=#5͈*o&!`Bc3؎+Uzft#b |$WmvD^plS'3N&aad=vZ-1-b0^7M( Il"O b_3ECEqB[4!\wwW\+|϶mN&HXF2Qmc96iRj,
ڣzxܲ)ڋB*Pa~Z0Kł[.lȢ~HNôqYh;Q!(+
,M1ZuKuvAWs+b~ac$)dJI@CFAz?Ũ