%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Finca Torremilanos_Penalba Lopez Cava Brut Nature_Tech Sheet
Adobe Illustrator CC 23.0 (Macintosh)
2019-01-04T20:28:55+01:00
2019-01-04T20:28:55+01:00
2019-01-04T20:28:55+01:00
256
132
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:74b1cdc5-9917-4595-a9db-2a3dcb0cd234
uuid:c6418af0-42ad-404c-997c-625f05a58307
xmp.iid:028e6c77-f4ac-429b-88e7-fbd69eae8277
xmp.did:028e6c77-f4ac-429b-88e7-fbd69eae8277
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:d228f5c6-973f-4299-8d04-db36ac644056
2018-05-01T15:35-06:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:74b1cdc5-9917-4595-a9db-2a3dcb0cd234
2019-01-04T20:28:51+01:00
Adobe Illustrator CC 23.0 (Macintosh)
/
EmbedByReference
/Users/francescolippini/Desktop/Volio VIno/Bottle Image Project/Fzero/3/Finca Torremilanos_Peñalba López Cava Brut Nature_Bottle Immage.jpg
adobe:docid:photoshop:cb45b70f-3238-117c-a70e-fe421034306e
xmp.iid:beaa16a2-9631-49e6-9f2f-a85495c619e8
/Users/francescolippini/Desktop/Volio VIno/Bottle Image Project/Fzero/3/Finca Torremilanos_Peñalba López Cava Brut Nature_Bottle Immage.jpg
adobe:docid:photoshop:cb45b70f-3238-117c-a70e-fe421034306e
xmp.iid:beaa16a2-9631-49e6-9f2f-a85495c619e8
Web
1
False
False
8.500000
11.000000
Inches
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
Gruppo campioni predefinito
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
10 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 14 0 R/TrimBox[9.0 9.0 621.0 801.0]/Type/Page>>
endobj
11 0 obj
<>stream
HWn#7}WQ
ڼ_^g&ٝ`7;"vm7FR;<{d_