%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 11 0 R 213 0 R 214 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Parallel sales sht 2013 NV Cab
Adobe Illustrator CC 2015.3 (Macintosh)
2016-12-01T13:51:57-08:00
2016-12-01T13:52:26-08:00
2016-12-01T13:52:26-08:00
256
240
JPEG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:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:02d763ff-7ad7-4921-9a06-bf13dc8879ef
uuid:9d05e4fe-58ec-2f46-870a-226e63db0bc9
uuid:955ad737-c8b7-df47-a228-6377e95f6168
xmp.did:e79e7f12-96ca-4e3a-8a8a-2be39f8b8926
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:3c1975dc-b191-4f84-a271-99a7e01f396f
2016-10-24T02:08:32-07:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:02d763ff-7ad7-4921-9a06-bf13dc8879ef
2016-12-01T13:51:57-08:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
EmbedByReference
/Users/artworksmac/Desktop/Parallel wines/Bottle shots/2013 Chard bottleshot KO.tif
xmp.did:A41E2970E12068118083873734D85120
xmp.iid:7E254B4BEB2068118083873734D85120
/Users/artworksmac/Desktop/Parallel wines/Bottle shots/2013 Chard bottleshot KO.tif
xmp.did:A41E2970E12068118083873734D85120
xmp.iid:7E254B4BEB2068118083873734D85120
Web
1
True
False
8.500000
11.000000
Inches
CentaurMT
Centaur MT
Regular
Open Type
OTF 1.0;PS 001.001;Core 1.0.22
False
c0f373d1cd0c70cf68c8ce8b48941610.otf
Didot-Bold
Didot
Bold
TrueType
9.0d1e1
False
Didot.ttc
KabelITCbyBT-Book
ITC Kabel BT
Book
Type 1
2.0-1.0
False
KabelITCbyBTBoo; Kabel ITC family
KabelITCbyBT-Medium
ITC Kabel BT
Medium
Type 1
2.0-1.0
False
KabelITCbyBTMed; Kabel ITC family
RequiemText-HTF-Roman
Requiem Text-HTF-
Roman
Open Type
001.000
False
RequiemText-HTF-Roman 3.otf
Cyan
Magenta
Yellow
Black
PMS COOL GRAY 2 U
Default Swatch Group
0
White
RGB
PROCESS
255
255
255
Black
RGB
PROCESS
0
0
0
RGB Red
RGB
PROCESS
255
0
0
RGB Yellow
RGB
PROCESS
255
255
0
RGB Green
RGB
PROCESS
0
255
0
RGB Cyan
RGB
PROCESS
0
255
255
RGB Blue
RGB
PROCESS
0
0
255
RGB Magenta
RGB
PROCESS
255
0
255
R=193 G=39 B=45
RGB
PROCESS
193
39
45
R=237 G=28 B=36
RGB
PROCESS
237
28
36
R=241 G=90 B=36
RGB
PROCESS
241
90
36
R=247 G=147 B=30
RGB
PROCESS
247
147
30
R=251 G=176 B=59
RGB
PROCESS
251
176
59
R=252 G=238 B=33
RGB
PROCESS
252
238
33
R=217 G=224 B=33
RGB
PROCESS
217
224
33
R=140 G=198 B=63
RGB
PROCESS
140
198
63
R=57 G=181 B=74
RGB
PROCESS
57
181
74
R=0 G=146 B=69
RGB
PROCESS
0
146
69
R=0 G=104 B=55
RGB
PROCESS
0
104
55
R=34 G=181 B=115
RGB
PROCESS
34
181
115
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=41 G=171 B=226
RGB
PROCESS
41
171
226
R=0 G=113 B=188
RGB
PROCESS
0
113
188
R=46 G=49 B=146
RGB
PROCESS
46
49
146
R=27 G=20 B=100
RGB
PROCESS
27
20
100
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=147 G=39 B=143
RGB
PROCESS
147
39
143
R=158 G=0 B=93
RGB
PROCESS
158
0
93
R=212 G=20 B=90
RGB
PROCESS
212
20
90
R=237 G=30 B=121
RGB
PROCESS
237
30
121
R=199 G=178 B=153
RGB
PROCESS
199
178
153
R=153 G=134 B=117
RGB
PROCESS
153
134
117
R=115 G=99 B=87
RGB
PROCESS
115
99
87
R=83 G=71 B=65
RGB
PROCESS
83
71
65
R=198 G=156 B=109
RGB
PROCESS
198
156
109
R=166 G=124 B=82
RGB
PROCESS
166
124
82
R=140 G=98 B=57
RGB
PROCESS
140
98
57
R=117 G=76 B=36
RGB
PROCESS
117
76
36
R=96 G=56 B=19
RGB
PROCESS
96
56
19
R=66 G=33 B=11
RGB
PROCESS
66
33
11
PMS COOL GRAY 2 U
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
3.000000
Grays
1
R=0 G=0 B=0
RGB
PROCESS
0
0
0
R=26 G=26 B=26
RGB
PROCESS
26
26
26
R=51 G=51 B=51
RGB
PROCESS
51
51
51
R=77 G=77 B=77
RGB
PROCESS
77
77
77
R=102 G=102 B=102
RGB
PROCESS
102
102
102
R=128 G=128 B=128
RGB
PROCESS
128
128
128
R=153 G=153 B=153
RGB
PROCESS
153
153
153
R=179 G=179 B=179
RGB
PROCESS
179
179
179
R=204 G=204 B=204
RGB
PROCESS
204
204
204
R=230 G=230 B=230
RGB
PROCESS
230
230
230
R=242 G=242 B=242
RGB
PROCESS
242
242
242
Web Color Group
1
R=63 G=169 B=245
RGB
PROCESS
63
169
245
R=122 G=201 B=67
RGB
PROCESS
122
201
67
R=255 G=147 B=30
RGB
PROCESS
255
147
30
R=255 G=29 B=37
RGB
PROCESS
255
29
37
R=255 G=123 B=172
RGB
PROCESS
255
123
172
R=189 G=204 B=212
RGB
PROCESS
189
204
212
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 229 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
216 0 obj
<>stream
HWɎWԑ