%PDF-1.6
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Ficha Sommos V.T 2017 v1
Adobe Illustrator CC 22.1 (Macintosh)
2019-05-14T16:50:24+02:00
2019-05-14T16:50:25+02:00
2019-05-14T16:50:25+02:00
228
256
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:aca42e28-6e8b-4b31-bd11-0ea3b96c30d6
uuid:cadcdd06-3aa7-664f-a5fe-e5e5e6dd2537
xmp.iid:c4eb38f5-6e27-4636-a49b-0fa32dcbeaef
xmp.did:c4eb38f5-6e27-4636-a49b-0fa32dcbeaef
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:f9da6c22-1aba-4262-8c84-bfbe193e8242
2017-07-14T12:57:28+02:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:aca42e28-6e8b-4b31-bd11-0ea3b96c30d6
2019-05-14T16:50:08+02:00
Adobe Illustrator CC 22.1 (Macintosh)
/
EmbedByReference
/Users/bodegasommos/Desktop/Botellas_Sommos/png/Varietales_tempranillo.png
adobe:docid:photoshop:a93b1942-a02d-117c-be29-ca8b1177c39b
xmp.iid:9faf81e2-1529-48a4-8d87-13ccf7a50b17
EmbedByReference
/Users/sommos/Desktop/SOMMOS VARIETALES/CAJAS/SINFONDOTINTO.png
EmbedByReference
/Users/sommos/Desktop/sommos medios/Logo-sommos-negro-do.png
/Users/bodegasommos/Desktop/Botellas_Sommos/png/Varietales_tempranillo.png
adobe:docid:photoshop:a93b1942-a02d-117c-be29-ca8b1177c39b
xmp.iid:9faf81e2-1529-48a4-8d87-13ccf7a50b17
/Users/sommos/Desktop/SOMMOS VARIETALES/CAJAS/SINFONDOTINTO.png
/Users/sommos/Desktop/sommos medios/Logo-sommos-negro-do.png
Web
1
True
True
210.001556
297.000083
Millimeters
PetitaBold
PetitaBold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
OptimusPrincepsSemiBold
OptimusPrincepsSemiBold
Regular
TrueType
1.0 2004-03-25
False
OptimusPrincepsSemiBold.ttf
PetitaMedium
PetitaMedium
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
0
0
0
Rojo RGB
RGB
PROCESS
255
0
0
Amarillo RGB
RGB
PROCESS
255
255
0
Verde RGB
RGB
PROCESS
0
255
0
Cian RGB
RGB
PROCESS
0
255
255
Azul RGB
RGB
PROCESS
0
0
255
Magenta RGB
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
Grises
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
Grupo de colores Web
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
11 0 obj
<>stream
HWnG}W9%O+KJV%bYC4%;
HёS=9"0]U]]9Y3^Zh"䨼rQKrA=.>,^=XLxF310VF1XҐ3ŏz8խOqB
%6et=|ai5>vaozǻ7Ǧ0T"YΛ,J- N\^Z)yGCԁi:M#?(oPR&b:#)I:Ru`BA{^!l/58Mtj Ti!iRڕ/ɺr|̤u] LjpkQenD)M}CQ$;L:fSnMᆏAg>y<~"3L3ϗ;YK$?TL?PGbo*"L'Y:V`
uKp,24y?T+"=Uned!i*wfdahչPqPrNt4H%,맩.Bz3+FW*e!Z:(t"!2$N6l 5l+ t$̃ϖ;_s`J!b$qy;`4ggABrb"1Pi0#X=+nl(Ob
0hm'Va/x_*ia[A'\8RprJu Y4.67+&<
5RnL1'qoRi@2i]𘟲B)o-ry hr4
!$
{^#)- Ө
/
!ѥ,I>%)1Pݤ&L-΄u!?i_X4E*Up[j> G
X+hʩUpV<ŀ#[;R/T7Ty+"UDzYRDM2b&! qhƴS؛@(G'9L%YZFAPY.%w$*pA8%J:Ifu"AK^
`$SW3U,7(y,Iha 1$:|,pe2,fH5R8GP,Pł̭!$yW^%uÁ$r%
}[QA^C Rp
1 =[8tABPmgqpPhd&!\Ғ[3R:kfSI]2FzNAd{K,S6Rrғ*d*l!X!dVx6MsD^D#KWzqT\1CL"+C6&&ձ3Fe 6+IʣJK%D+:l|NV_p|z6Wp[*gV*b~Q#LҠKfT5:*OIu6^nµ)kM@9U>s]TQ#RUTﲩ0MZ=8f[%M0/kx滊ʩѿԜ>7P,LSOj0<ädO,#&S%CG}ARlZ1kIЮ"5Ϡ-ȀPg2emh˟Ab2AL Gp:qCy6_7k&! 4UY@xbBx(s'z0o(&^u"tP*s"V8&OgOdLLu!W7!)5»J"wC=ʹH5y3
ExPvU$vc
s(b<1D |!,֦ m@U.JJqlHH8skW7,aZ5]Nu~\)?jPR"k?ku~ W_IG=n'?p"Pt[RKBͣec.`j/:~)9hfэO}Rx\~PWgV/Dz빖'nXɏZVcO9ܝ^b'4I5У_~ ,YTT7^yG#zTk/IPw~Z|GcŹO #;A}zVAܪF}ۀu/{:sOj;r{zOwxo*K7Wg=]v3@UƍJd}:Fk n)5*űCIN#
<$4.{#5_.+UWK(UҺ~">iqĔUwpR?U%>R)Y[ ͘hZ[?Vp!P Z#1)6|4֟ǎ.KRFt!K)rq6DOp8 WjUV+g*UJ>6Ďڹfתk.9~2SYyBj;kxc6ꅗ'de&p_m-ޡ}1CݐqbMNzTkCMek,^H`mrf,uH`pNmyB`4 5D
)ͣp^G4tg~qgraF>w)Ye ~MGjXs=9S6DYY5sjvY|JBHFʱSG
+0zB1}9 q$qw҇QJ{J໐9qG0sG]ujOJ(!eWp#JWof6d6jn1k1>4k9]1m*qʦH^~u>ȅhԺXzmhp$rYJsB[roł*ƱeLk8ŪCFpV-0!;OqL
2-*f/i&]&,KS'9ʲW8D<5@c8"tV0$&[⾽'Fq19W
DǒZ&rGƅtt۩tJoM2v/RAZ~\V[Y)Vuy']kl?fȼJ#i9B@
q74p- ;%pxBv m<"n~y3ozM~)3=(:*Hhϼwm~ߘe%f@$rf~~w|2jx(Џ=\GjkNT%^ )&8"T=Nyu$ZP^24r4