%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Le Colture_Valdobbiadene Dry Cruner_Tech Sheet
Adobe Illustrator 24.1 (Macintosh)
2020-05-28T11:22:24-04:00
2020-05-28T11:22:24-04:00
2020-05-28T11:22:24-04:00
256
160
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:cd0cee54-63b6-4599-b6a8-83d3cb8c16ad
uuid:9d0b0e28-a77f-f44e-aebe-faed48b3d14e
uuid:8dbaad20-2104-4242-8824-7218dfe05b0c
xmp.did:86ee66d3-eb7f-4240-bc0d-0aabf87265dc
uuid:65E6390686CF11DBA6E2D887CEACB407
default
saved
xmp.iid:d228f5c6-973f-4299-8d04-db36ac644056
2018-05-01T15:35-06:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:cd0cee54-63b6-4599-b6a8-83d3cb8c16ad
2020-05-28T11:22:20-04:00
Adobe Illustrator 24.1 (Macintosh)
/
Web
Adobe Illustrator
1
False
False
8.500000
11.000000
Inches
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
Produkt-Regular
Produkt
Regular
Open Type
Version 1.1 2014
False
Produkt-Regular.otf
Theinhardt-Light
Theinhardt
Light
Open Type
Version 2.000
False
Theinhardt-Light.otf
Theinhardt-Rg
Theinhardt
Regular
Open Type
Version 1.000
False
Theinhardt-Reg.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
75.020981
67.968255
67.022198
90.164030
RGB Red
CMYK
PROCESS
0.000000
99.398792
100.000000
0.000000
RGB Yellow
CMYK
PROCESS
6.198214
0.000000
96.514839
0.000000
RGB Green
CMYK
PROCESS
62.764931
0.000000
100.000000
0.000000
RGB Cyan
CMYK
PROCESS
51.793694
0.000000
12.539864
0.000000
RGB Blue
CMYK
PROCESS
88.366520
76.916146
0.000000
0.000000
RGB Magenta
CMYK
PROCESS
26.990157
81.640339
0.000000
0.000000
R=193 G=39 B=45
CMYK
PROCESS
16.961928
97.897303
92.724496
6.744488
R=237 G=28 B=36
CMYK
PROCESS
0.445563
99.142438
97.323567
0.094606
R=241 G=90 B=36
CMYK
PROCESS
0.000000
79.803157
96.874946
0.012207
R=247 G=147 B=30
CMYK
PROCESS
0.036622
50.066376
98.565650
0.000000
R=251 G=176 B=59
CMYK
PROCESS
0.021363
34.848553
87.130541
0.000000
R=252 G=238 B=33
CMYK
PROCESS
4.513618
0.000000
93.188369
0.000000
R=217 G=224 B=33
CMYK
PROCESS
18.896772
0.039673
98.233002
0.000000
R=140 G=198 B=63
CMYK
PROCESS
50.109100
0.137331
99.038678
0.000000
R=57 G=181 B=74
CMYK
PROCESS
74.615091
0.000000
99.703974
0.009155
R=0 G=146 B=69
CMYK
PROCESS
86.385900
17.578393
100.000000
3.823911
R=0 G=104 B=55
CMYK
PROCESS
90.218961
33.475241
98.764014
26.065460
R=34 G=181 B=115
CMYK
PROCESS
76.195925
0.000000
74.978250
0.000000
R=0 G=169 B=157
CMYK
PROCESS
78.442049
9.085222
45.755702
0.027466
R=41 G=171 B=226
CMYK
PROCESS
69.719994
14.847028
0.000000
0.000000
R=0 G=113 B=188
CMYK
PROCESS
87.536430
52.645147
0.000000
0.000000
R=46 G=49 B=146
CMYK
PROCESS
99.130231
96.548408
3.494316
0.500496
R=27 G=20 B=100
CMYK
PROCESS
100.000000
100.000000
26.251620
24.524300
R=102 G=45 B=145
CMYK
PROCESS
74.520481
98.516822
0.939956
0.228885
R=147 G=39 B=143
CMYK
PROCESS
49.558249
99.191266
1.370260
0.109865
R=158 G=0 B=93
CMYK
PROCESS
34.891278
100.000000
37.204546
10.815594
R=212 G=20 B=90
CMYK
PROCESS
11.844052
100.000000
49.250019
0.872816
R=237 G=30 B=121
CMYK
PROCESS
0.000000
97.000074
20.495917
0.000000
R=199 G=178 B=153
CMYK
PROCESS
22.854963
27.426565
39.942014
0.000000
R=153 G=134 B=117
CMYK
PROCESS
39.844358
42.853436
52.529180
6.808575
R=115 G=99 B=87
CMYK
PROCESS
50.399023
53.136492
60.897225
23.593499
R=83 G=71 B=65
CMYK
PROCESS
57.598227
60.415041
63.738459
41.934842
R=198 G=156 B=109
CMYK
PROCESS
22.671854
38.394749
63.668263
1.181048
R=166 G=124 B=82
CMYK
PROCESS
31.595328
49.182877
73.931485
9.890898
R=140 G=98 B=57
CMYK
PROCESS
36.234072
57.402909
84.057373
22.613870
R=117 G=76 B=36
CMYK
PROCESS
39.169908
64.104676
93.441671
35.580987
R=96 G=56 B=19
CMYK
PROCESS
41.538107
69.994658
97.024488
49.155411
R=66 G=33 B=11
CMYK
PROCESS
47.794306
73.476768
83.712518
68.157470
C=85 M=50 Y=58 K=34
PROCESS
100.000000
CMYK
85.354388
49.897000
58.092618
33.954373
C=92 M=76 Y=50 K=55
PROCESS
100.000000
CMYK
92.187500
75.781250
50.390625
55.078125
Grays
1
R=0 G=0 B=0
CMYK
PROCESS
75.020981
67.968255
67.022198
90.164030
R=26 G=26 B=26
CMYK
PROCESS
72.576481
66.601050
65.191114
78.161287
R=51 G=51 B=51
CMYK
PROCESS
69.481951
63.179976
62.151521
58.361179
R=77 G=77 B=77
CMYK
PROCESS
65.377277
57.988858
56.878000
36.661324
R=102 G=102 B=102
CMYK
PROCESS
59.728384
51.235217
50.771338
20.132753
R=128 G=128 B=128
CMYK
PROCESS
51.647210
43.149459
43.149459
7.547112
R=153 G=153 B=153
CMYK
PROCESS
42.636758
34.787518
35.315478
0.985733
R=179 G=179 B=179
CMYK
PROCESS
30.679789
24.246585
24.765392
0.000000
R=204 G=204 B=204
CMYK
PROCESS
19.366750
15.005721
15.533684
0.000000
R=230 G=230 B=230
CMYK
PROCESS
8.459602
6.131075
6.576638
0.000000
R=242 G=242 B=242
CMYK
PROCESS
3.704890
2.508583
2.508583
0.000000
Web Color Group
1
R=63 G=169 B=245
CMYK
PROCESS
63.179976
21.942472
0.000000
0.000000
R=122 G=201 B=67
CMYK
PROCESS
55.407029
0.000000
96.551460
0.000000
R=255 G=147 B=30
CMYK
PROCESS
0.000000
50.835431
96.163881
0.000000
R=255 G=29 B=37
CMYK
PROCESS
0.000000
96.505684
90.057218
0.000000
R=255 G=123 B=172
CMYK
PROCESS
0.000000
66.173798
3.277638
0.000000
R=189 G=204 B=212
CMYK
PROCESS
25.375751
12.716869
11.676203
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
11 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 15 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
12 0 obj
<>stream
HWKoWqX8Ʋf-"FY,HḋPC @GU_kn~JzfLDT4BHvNi --Iu.@K;gS'Sn$>>O5I\8Apr@6=E%YRYE1
"rN
p;j1Y~6B|nDTdH1.(kiZ[M|M=TaHQ|.P/i ghڏ |)'U[ly34Cު
0Aƾhij(IaZ`Kw!'D}p&{`-<7Ȕb5gzZNؑ[$9=ϐ`2x$bF_cELxjm0)vo$w5<.rдD~+$WZDV3R.UʮfL_,nDM`J#Ļa}ot0~:? iM~EvY6W}&pmk]sp\|n~ٮ 3iٍCmK_H)kՊ1,dN,.Dw$0fH!0E^ ̃~