%PDF-1.6
%туЯг
1 0 obj
<>]/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Flowers Tech Sheet PINOT NOIR_ 2017_Suckling update
2019-06-04T10:10-07:00
2019-06-04T10:10-07:00
2019-06-04T10:10-07:00
Adobe Illustrator CC 23.0 (Macintosh)
192
256
JPEG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uuid:fc6bd63a-f3d6-e241-ba28-6ebb12616840
xmp.did:d331e47c-c307-4301-80c0-d5c46dfac02c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
1
xmp.iid:0deb26cd-1985-4581-9270-f1ea0126f36a
xmp.did:0deb26cd-1985-4581-9270-f1ea0126f36a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:682b4ea8-a92c-4aa9-8fb2-b8a8fbcf4c09
2018-11-21T11:27:56-08:00
Adobe Illustrator CC 22.1 (Macintosh)
/
saved
xmp.iid:e2e5fa68-83fb-485d-8a93-32e1dcb137e5
2019-04-03T15:09:26-07:00
Adobe Illustrator CC 23.0 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:022b58f9-2ee6-44ff-adb9-160d6fee1ccc
2019-06-04T10:01:37-07:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:d331e47c-c307-4301-80c0-d5c46dfac02c
2019-06-04T10:09:53-07:00
Adobe Illustrator CC 23.0 (Macintosh)
/
Print
False
False
1
8.500000
11.000000
Inches
Perpetua
Perpetua
Regular
Open Type
Version 1.76
False
Perpetua.ttf
SerlioLH
Serlio LH
Regular
Type 1
001.001
False
SerliLH; SerlioLH.t1
Canela-Thin
Canela
Thin
Open Type
Version 1.001;PS 001.001;hotconv 1.0.72;makeotf.lib2.5.5900
False
Canela Thin.otf
Canela-Light
Canela
Light
Open Type
Version 1.001;PS 001.001;hotconv 1.0.72;makeotf.lib2.5.5900
False
Canela Light.otf
Canela-Regular
Canela
Regular
Open Type
Version 1.001;PS 001.001;hotconv 1.0.72;makeotf.lib2.5.5900
False
Canela Regular.otf
DalaFloda-Roman
Dala Floda
Roman
Open Type
Version 1.002;PS 001.002;hotconv 1.0.57;makeotf.lib2.0.21895
False
dalafloda roman.otf
Cyan
Magenta
Yellow
Black
PANTONE Warm Gray 11 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
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
Die - Does not print
SPOT
100.000000
CMYK
69.140625
14.062500
0.000000
0.000000
Cool Gray
SPOT
100.000000
CMYK
61.910427
52.593267
47.577628
19.229418
C=43 M=41 Y=50 K=14 1
CMYK
PROCESS
43.000000
41.000000
50.000000
14.000000
PANTONE Cool Gray 10 C
SPOT
100.000000
LAB
42.745098
0
-3
C=27 M=38 Y=68 K=3 1
CMYK
PROCESS
26.953125
38.281250
67.968750
2.734375
C=27 M=38 Y=68 K=3 1 copy
CMYK
PROCESS
26.953125
38.281250
67.968750
10.000000
PANTONE Warm Gray 10 C
SPOT
100.000000
LAB
47.450981
4
6
PANTONE Warm Gray 9 C
SPOT
100.000000
LAB
51.372547
4
6
C=43 M=41 Y=50 K=14 1
SPOT
100.000000
CMYK
43.000001
41.000000
50.000000
14.000000
PANTONE Warm Gray 11 C
SPOT
100.000000
LAB
42.745098
4
7
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
False
PDF/X-4
PDF/X-4
endstream
endobj
3 0 obj
<>
endobj
6 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
7 0 obj
<>stream
HtWЫЎЧ
мЏхН@ЮЈЩfПЖI#/Б.
"лH$+јїУЊъбp$рс4гMЩтћлГo^у7ГrZэцУџжЂФhGgиђ2лс~ЎX^Џоо§ўm9~ћюіз[9}хЌГцп>ѓOЩМХёчуг'оFгvд~э0ыgЋг`+ooљЩќ}s{AЃэјљјХmvЎiёЫл~§t{іќтЋЙхјјъЇлГ'ћ;і?}6ѓчеayќ'ЛѕАоЯщсИпЈiјщээЛж_xДr<М>о§7??|xїяЮ.ќвяљїѕЧЧ{ыxјеёђБхчЧ7дљі1ј№Чя^{њC<Яё№ЛЧЇнl=нw<§ѓіpрEК/Џыї§є3=*яўk0wїДњђљуНѓЬьмКЖеВкr^xёќщчЖ2ЮVjЫRЏЬЯЮНуоgjlПЯ
БќHДw<|x}{yќєP№я/>bЭЯ9zb*кY[^эЏ%§ќ8~ђ,_МЌURКОєКѓЧ?m+iчиЊEoѓГXв\ДЛ%oїUмЂPтД5;Gч-ХйS%ПТрђ[bяWР.
]ТЊђ/НHФЇwѓy
Ю
Й
КбFјeЧWGLХtv№ю'}ytоЊFўјйW=&ЅЦы[клИгWУЂч": XХGВ\HЮД3ЏLLурYуpшийѓx~жєK
fЊ#ЈyzZlХШ2SѓSkљ\ЙХ UЧ's)BkгБД:ЏdољCGs^xСє>W>Gj@Zф%сdоЎ
єфЂB=ю[ц
]