%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Joullian_Monterey Chardonnay_Shelftalkers(MO)
2017-01-16T20:12:46-08:00
2017-01-16T20:12:46-08:00
2017-01-16T20:12:46-08:00
Adobe Illustrator CS6 (Macintosh)
256
208
JPEG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uuid:5c5af132-50e4-374b-8df8-965dcb3d0496
xmp.did:5CEF3C2522206811822AC86DE1D2D4E5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:5AEF3C2522206811822AC86DE1D2D4E5
xmp.did:5AEF3C2522206811822AC86DE1D2D4E5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:BAF405B40D206811822A930197AC6A69
2016-09-08T20:08:48-07:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:5CEF3C2522206811822AC86DE1D2D4E5
2017-01-16T20:12:41-08:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/EmilyStyron/Desktop/Joullian/Point of Sale/MISSOURI/Joullian (Chardonnay)_MO.ai
EmbedByReference
/Users/EmilyStyron/Desktop/Joullian/Point of Sale/MISSOURI/Joullian (Chardonnay)_MO.ai
EmbedByReference
/Users/EmilyStyron/Desktop/Joullian/Point of Sale/MISSOURI/Joullian (Chardonnay)_MO.ai
EmbedByReference
/Users/EmilyStyron/Desktop/Joullian/Point of Sale/MISSOURI/Joullian (Chardonnay)_MO.ai
EmbedByReference
/Users/EmilyStyron/Desktop/Joullian/Point of Sale/MISSOURI/Joullian (Chardonnay)_MO.ai
EmbedByReference
/Users/EmilyStyron/Desktop/Joullian/Point of Sale/MISSOURI/Joullian (Chardonnay)_MO.ai
Print
False
True
1
11.000000
8.500000
Inches
LNLBAA+TrajanPro-Bold
LNLBAA+TrajanPro Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
XXABAA+TrajanPro-Bold
XXABAA+TrajanPro Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
QCKBAA+TrajanPro-Bold
QCKBAA+TrajanPro Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
ACEAAA+TrajanPro-Bold
ACEAAA+TrajanPro Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
UFNAAA+TrajanPro-Bold
UFNAAA+TrajanPro Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
TSFBAA+TrajanPro-Bold
TSFBAA+TrajanPro Bold
Bold
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
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
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
6 0 obj
<>stream
HWˎdI
W[a;-3Ă5*
,̊ǑU-5j+Î۾o~zݏ?\_:nmz5Tƥk]//onv_"z[Wirok?ktE|i%IksSn]C86ח8= )w[Lv4b<[z{`C^081ƍy[D>x>yOk+J^3x{x"{a86?;hC :`Ă
'KKVWS>>.`%ps| {! ѱO}(/7Aаt8iGpG=q
|{x.n{m]`h(P
ffsZp/ާ(|{-kgX&Bfi\TPYkZ9k^ezOag:@zvC
5VeqLg$ |v'l3b)BaQ+G!B+B7uѰ?`ސ9OT}ȠU;@ʓ0Q=K+k&+ 0BwCPncSK0#;Oz#Ulj)B[<#¼">23dPIH[zDľWᙅ,abGvgc2fIffɒĞ
x@f" Ci|aӵAC ԂFp
0Ґ
Qvc2+ɚ0=ځs*nE_i"/8A!鎝ǀYpm{Ah
N0Bu�{~GA.#f煀cDM` -6DCR2"*LUIl!70Q2{EJ~'2МY疞P,qڵdԄnEXȜc^wDb"/!{f2wl5~zDH=JW/;^EW':<NKiU2>wɷd_NM[uk
7n-̏ܐ@b@chlMQ
*VJG6%`Ds0k9։Yw옳X;koػ$2OC,&=]z0A-=jQl/p&>(,%PL:=u7|Ղ4Zt>Ӵx IaOرclX*P9^ygu6}aC
ŀG{ϔ,k9б#Gd:XۂP@o%ц,Y