%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
NH SellSheet 35LbsOrganic Olive 12-12-17
2017-12-12T11:35:19-08:00
2017-12-12T11:35:19-08:00
2017-12-12T11:35:19-08:00
Adobe Illustrator CC 22.0 (Macintosh)
212
256
JPEG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uuid:b215d4ef-6875-0847-8fbc-29684e9fb680
xmp.did:7155dee9-1de5-4eee-8041-ac646f0c4e66
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:bffffcdb-fde4-4008-a437-baddfd711c12
xmp.did:bffffcdb-fde4-4008-a437-baddfd711c12
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0001fe76-c322-45ea-a361-5c4bd1436556
2016-11-16T16:15:10-08:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:7155dee9-1de5-4eee-8041-ac646f0c4e66
2017-12-12T11:35:09-08:00
Adobe Illustrator CC 22.0 (Macintosh)
/
EmbedByReference
/PIXELLENT DATA/PIXELLENT PROJECTS/AVO : Vincent Lin/POS/Sell Sheets/NATIVE HARVEST/35 Lbs Organic/Links/non-gmo-logo.jpg
uuid:938A6BD35D5311DCA811E96F462349EB
uuid:938A6BD45D5311DCA811E96F462349EB
EmbedByReference
/PIXELLENT DATA/PIXELLENT PROJECTS/AVO : Vincent Lin/POS/Sell Sheets/NATIVE HARVEST/35 Lbs Organic/Links/aib.png
0
0
EmbedByReference
/PIXELLENT DATA/PIXELLENT PROJECTS/AVO : Vincent Lin/POS/Sell Sheets/NATIVE HARVEST/35 Lbs Organic/Links/Olive4sell sheet.jpg
adobe:docid:photoshop:9013864d-255d-117a-abbe-8677cb14c479
xmp.iid:43a1bf9d-36cc-4ca5-a4b7-ab41a0371bf7
EmbedByReference
/PIXELLENT DATA/PIXELLENT PROJECTS/AVO : Vincent Lin/POS/Sell Sheets/NATIVE HARVEST/35 Lbs Organic/Links/NH 35boxMockup OrganicLabels R1 Olive.jpg
adobe:docid:photoshop:6f63267e-dee8-117a-a738-c0ca3b0ecf5d
xmp.iid:ab381065-6c3b-4b72-ace5-d7840d7d5795
/PIXELLENT DATA/PIXELLENT PROJECTS/AVO : Vincent Lin/POS/Sell Sheets/NATIVE HARVEST/35 Lbs Organic/Links/non-gmo-logo.jpg
uuid:938A6BD35D5311DCA811E96F462349EB
uuid:938A6BD45D5311DCA811E96F462349EB
/PIXELLENT DATA/PIXELLENT PROJECTS/AVO : Vincent Lin/POS/Sell Sheets/NATIVE HARVEST/35 Lbs Organic/Links/aib.png
0
0
/PIXELLENT DATA/PIXELLENT PROJECTS/AVO : Vincent Lin/POS/Sell Sheets/NATIVE HARVEST/35 Lbs Organic/Links/Olive4sell sheet.jpg
adobe:docid:photoshop:9013864d-255d-117a-abbe-8677cb14c479
xmp.iid:43a1bf9d-36cc-4ca5-a4b7-ab41a0371bf7
/PIXELLENT DATA/PIXELLENT PROJECTS/AVO : Vincent Lin/POS/Sell Sheets/NATIVE HARVEST/35 Lbs Organic/Links/NH 35boxMockup OrganicLabels R1 Olive.jpg
adobe:docid:photoshop:6f63267e-dee8-117a-a738-c0ca3b0ecf5d
xmp.iid:ab381065-6c3b-4b72-ace5-d7840d7d5795
Print
False
True
1
8.500000
11.000000
Inches
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
SUBSTRATE / White
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
BLACK
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
PANTONE 871 C
SPOT
100.000000
LAB
50.194550
1
23
C=0 M=20 Y=100 K=0 1
CMYK
PROCESS
0.000000
20.000000
100.000000
0.000000
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
7 0 obj
<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
8 0 obj
<>stream
H]Hk@ F6i!G+c3##ND|˻?w˯y>BkI~%fܗT{_~L|obsǟMl-Jcjko?Ǜ[jKaง=߿ӝ͊ {}_CKui#ۚ_n.0\j>5b+v2%6(6֞P^|많|)K
}-vaXטZ|1kg{\}Kr-fP;OC^1qj8,$gg~Ľq=Lix};bd!' _9RA/kS@^2{>ϸ8$igs|O~E(^}Mqɜo>OaqlA \5A:iMxi&gH$ڒƘ@laIʄR}X{] r[gƒ/XwkU]r;"Wu6|=%缔 ϑxE#B4Z߅Hܺ0ܦv~e
2FRKa)Any!V*vB