%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DD Sauvignon Blanc Semillon 2008
Adobe Illustrator CS5
2013-01-02T19:13:12-06:00
2013-01-02T19:13:13-06:00
2013-01-02T19:13:13-06:00
200
256
JPEG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xmp.did:422CD9B61420681192B0C0552C21FDCC
uuid:219a4a46-d69e-1342-acac-5802a8f8c759
uuid:C8E5876CBA85E111863FC73D39E364CC
proof:pdf
uuid:68499c28-bbb1-3c42-9cf3-3a2002c2cc85
uuid:C8E5876CBA85E111863FC73D39E364CC
uuid:C8E5876CBA85E111863FC73D39E364CC
saved
xmp.iid:422CD9B61420681192B0C0552C21FDCC
2013-01-02T19:12:55-06:00
Adobe Illustrator CS5
/
EmbedByReference
/Users/LauraT/Desktop/FICHAS TÉCNICAS PAG ALTAVISTA/FOTOS/dd sauvignon blanc.jpg
Print
1
True
False
21.589983
27.939983
Centimeters
Candara-Bold
Candara
Bold
Open Type
Version 5.61
False
Candara Bold.ttf
Candara
Candara
Regular
Open Type
Version 5.61
False
Candara.ttf
PalatinoLinotype-Roman
Palatino Linotype
Regular
Open Type
Version 5.00
False
Palatino Linotype.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
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
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 9.90
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 42 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWMd
x V(JNr
ÇHb ?zf,->"__}#ͯiy=}l_>?}Tv9hy5{~u4fWq\_|}v?f?绌w}[~t?f~oe{á5v_z?/2bH37]~ 佻]ϸvsܖ8DV\<=ދjBrG1g4נAU~2)7lnte}G}Sw ݥkywLsSj`QwcSSlaSݍ*bh~;;Ŧ"1&=8~:.mw 毈(D)R,>^E 5jB0FsUC^ә7d~B?B_I(9>2AnlJ'0dNQ%`2 VL5%piT0