%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
VL_sellsheet_ERjars_final
Adobe Illustrator CS6 (Macintosh)
2013-01-12T16:57:18-08:00
2013-01-12T16:57:18-08:00
2013-01-12T16:57:18-08:00
256
248
JPEG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.did:048011740720681183D1C7CE9E04FCF6
uuid:e150fa67-ae83-9f4a-a0f0-686c07ea73eb
uuid:FED233B945BD11E290ADD021046F8A77
proof:pdf
uuid:6ddcc7ee-ef47-9745-b80a-28d982ebb939
xmp.did:F87F11740720681183D19AC167F92985
uuid:FED233B945BD11E290ADD021046F8A77
proof:pdf
saved
xmp.iid:F77F11740720681183D19AC167F92985
2013-01-01T11:58:26-08:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:048011740720681183D1C7CE9E04FCF6
2013-01-12T16:57:12-08:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Volumes/Backup/2013/NJAD/VITALYTE/DESIGN/VITALYTE PRODUCT SHOTS/ER_PRODUCT SHOTS/ER_Grape_Jar_300dpi.psd
EmbedByReference
/Volumes/Backup/2013/NJAD/VITALYTE/DESIGN/VITALYTE PRODUCT SHOTS/ER_PRODUCT SHOTS/ER_Orange_Jar_300dpi.psd
EmbedByReference
/Volumes/Backup/2013/NJAD/VITALYTE/DESIGN/VITALYTE PRODUCT SHOTS/ER_PRODUCT SHOTS/ER_Citrus_Jar_300dpi.psd
EmbedByReference
/Volumes/Backup/2013/NJAD/VITALYTE/DESIGN/VITALYTE PRODUCT SHOTS/ER_PRODUCT SHOTS/ER_Lemon_Jar_300dpi.psd
EmbedByReference
/Volumes/Backup/2013/NJAD/VITALYTE/DESIGN/VITALYTE PRODUCT SHOTS/ER_PRODUCT SHOTS/ER_FruitPunch_Jar_300dpi.psd
Print
1
True
True
8.500000
11.000000
Inches
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Univers-Condensed
Univers
57 Condensed
Type 1
001.000
False
UniveCon; UniversCondensed 38
Univers-CondensedBold
Univers
67 Bold Condensed
Type 1
001.000
False
UniveConBol; UniversCondensed 38
Xscale
xscale
Regular
TrueType
Macromedia Fontographer 4.1.4 06.09.2001
False
X-SCALE_.TTF
Cyan
Magenta
Yellow
Black
PANTONE 877 C
PANTONE 293 C
PANTONE Hexachrome Orange 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
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
PANTONE 877 C
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
39.999397
PANTONE 293 C
SPOT
100.000000
CMYK
100.000000
57.000702
0.000000
2.000400
PANTONE 2747 C
SPOT
100.000000
CMYK
100.000000
85.000000
0.000000
13.000000
PANTONE Hexachrome Orange C
SPOT
100.000000
CMYK
0.000000
52.000000
100.000000
0.000000
Print Color Group
1
C=0 M=30 Y=70 K=0
CMYK
PROCESS
0.000000
30.000002
70.000000
0.000000
C=5 M=70 Y=90 K=0
CMYK
PROCESS
5.000001
70.000000
90.000000
0.000000
C=5 M=90 Y=75 K=0
CMYK
PROCESS
5.000001
90.000000
75.000000
0.000000
C=30 M=0 Y=95 K=0
CMYK
PROCESS
30.000002
0.000000
95.000000
0.000000
C=60 M=5 Y=95 K=0
CMYK
PROCESS
60.000004
5.000001
95.000000
0.000000
C=30 M=0 Y=10 K=0
CMYK
PROCESS
30.000002
0.000000
10.000002
0.000000
C=60 M=10 Y=5 K=0
CMYK
PROCESS
60.000004
10.000002
5.000001
0.000000
C=80 M=5 Y=10 K=0
CMYK
PROCESS
80.000000
5.000001
10.000002
0.000000
Grayscale
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
K=5
GRAY
PROCESS
12
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 36 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
15 0 obj
<>stream
HWk>>^Ycl0Ђc칓enN6ޑ33کGFfdV7~v줖%RYTwԗ&jhKl&w 7/a~]r
6tS?^};78ތ f̷O;7O_=<swiiB'`-uiI u/Q'qx#~6ߺ