%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Duca di Salaparuta_Kados Grillo_Tech Sheet
Adobe Illustrator 26.5 (Macintosh)
2022-12-22T18:53:23-07:00
2022-12-22T18:53:23-07:00
2022-12-22T18:53:23-07:00
256
148
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:9a23b2d7-aad6-438b-9164-f661bbedf730
uuid:425bd048-fd64-4e48-9a2e-c556f8afdb64
uuid:d13adb00-4492-e444-adfa-826616b41a46
xmp.did:432632db-dfb2-45c3-8c0f-0bf11d546ad9
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:9a23b2d7-aad6-438b-9164-f661bbedf730
2022-12-22T18:53:21-07:00
Adobe Illustrator 26.5 (Macintosh)
/
EmbedByReference
/Users/kelseypeterson/Desktop/Brand Info/Duca di Salaparuta/Bottle Images/Duca di Salaparuta/Duca di Salaparuta_Kados Grillo_Bottle Image.png
xmp.did:e82b872d-7b02-49ca-a579-9207684309c4
xmp.iid:21c2420c-4f0d-4035-9fd6-283e290ae71f
Web
Adobe Illustrator
1
True
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
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 16.07
endstream
endobj
3 0 obj
<>
endobj
10 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
11 0 obj
<>stream
HWێF}WXwsKgXA8cTwX\`_m!drTU7o8{
[Fqʭ~zي9l{1ܲm3+rÏJIYmVYLyy3h[~$0!Yxy{%_HZlh}4{-3ϙเl#}
31y-p"v8g³uI̾A[W
ta̞l>v8g
U12ӄ˅Qȹԗgcsi]ʙFCg#
ck-hi(e=)n'n
I-0N!lVv:5I42hKe(fFngfjVPѩ8s`fkg#fI@뀒45ģL$"G"(U{`M瓗$
<曂 r^]Dn kOOXNUWnv~"FD\Ɖ
Rz0@
d8XdVQ!d
iWMF4\