%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R 11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Fiche Technique Grenache B 2012
2015-02-07T00:54:53+01:00
2015-02-07T00:54:53+01:00
2015-02-07T00:54:53+02:00
Adobe Illustrator CS5
180
256
JPEG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==
uuid:f59a0b97-c4cf-481b-babf-f602ad29d46d
xmp.did:77D3870F5BAEE4119F3EECDB9B8CBF2E
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:76D3870F5BAEE4119F3EECDB9B8CBF2E
xmp.did:76D3870F5BAEE4119F3EECDB9B8CBF2E
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:438503E4EBD1E1118ADDBB57F8159C05
2012-07-19T23:51:27+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:76D3870F5BAEE4119F3EECDB9B8CBF2E
2015-02-07T00:51:25+01:00
Adobe Illustrator CS5
/
saved
xmp.iid:77D3870F5BAEE4119F3EECDB9B8CBF2E
2015-02-07T00:53:49+01:00
Adobe Illustrator CS5
/
Basic CMYK
False
False
1
210.001652
296.999959
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.10
False
arial.ttf
BookAntiqua-Bold
Book Antiqua
Bold
Open Type
Version 2.35
False
ANTQUAB.TTF
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Bold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE Cool Gray 2 C
PANTONE Warm Gray 9 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
90.000004
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000004
84.999996
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000001
94.999999
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
35.000002
84.999996
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000004
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999999
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
84.999996
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000004
30.000001
94.999999
30.000001
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
80.000001
10.000002
44.999999
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.999999
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.999996
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.999999
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
35.000002
100.000000
35.000002
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
94.999999
19.999999
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999998
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999998
44.999999
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000002
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000001
60.000002
64.999998
39.999998
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999998
64.999998
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000001
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000002
60.000002
80.000001
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999998
64.999998
90.000004
35.000002
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999998
69.999999
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.999999
80.000001
69.999999
PANTONE Warm Gray 9 C
SPOT
100.000000
CMYK
0.000000
11.000000
20.000000
47.000000
PANTONE Cool Gray 2 C
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
10.000000
PANTONE Black C
SPOT
100.000000
CMYK
0.000000
13.000000
48.999998
97.999996
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
89.999402
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998797
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999701
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999102
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
39.999402
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998803
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
9.999102
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Crosses Color Group
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000002
69.999999
80.000001
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000002
50.000000
80.000001
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
64.999998
10.000002
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000004
10.000002
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
84.999996
60.000002
10.000002
Adobe PDF library 9.90
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
HWK,)]$Lr'0Î