%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 107 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
verano web
Adobe Illustrator 25.2 (Macintosh)
2021-03-02T19:47:06-06:00
2021-10-07T21:05:44-05:00
2021-10-07T21:05:44-05:00
180
256
JPEG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proof:pdf
uuid:65E6390686CF11DBA6E2D887CEACB407
xmp.did:7be26ead-3314-4713-b657-75d65d2582be
uuid:4380fdb0-a043-cd41-92f0-c2d5a74f52d8
xmp.iid:934475f1-843c-4f5c-bba1-3363241f3b2e
xmp.did:934475f1-843c-4f5c-bba1-3363241f3b2e
uuid:65E6390686CF11DBA6E2D887CEACB407
proof:pdf
saved
xmp.iid:a1c7d074-149c-4d7e-94ec-1c78f4be837c
2018-11-21T19:38:12-06:00
Adobe Illustrator CC 23.0 (Macintosh)
/
saved
xmp.iid:7be26ead-3314-4713-b657-75d65d2582be
2021-03-02T19:47:04-06:00
Adobe Illustrator 25.2 (Macintosh)
/
Web
Adobe Illustrator
1
True
False
18.000000
23.000000
Centimeters
AmericanTypewriter-Condensed
American Typewriter
Condensed
TrueType
16.0d2e4
False
AmericanTypewriter.ttc
AmericanTypewriter
American Typewriter
Regular
TrueType
16.0d2e4
False
AmericanTypewriter.ttc
AmericanTypewriter-Semibold
American Typewriter
Semibold
TrueType
16.0d2e4
False
AmericanTypewriter.ttc
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
21.0.0
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 122 0 R/TrimBox[0.0 0.0 510.236 651.968]/Type/Page>>
endobj
109 0 obj
<>stream
HWv+r1]dF x4HK̙wY-ugԕUʈ7>v^{;ρw%r*}U]y{6އ=eh9xrd2NOA&%\y6wzu(wѿN
-_NfKo~>h]sbJ͝]Q@|TS-Y֦KƨcRT29ezOhvNZ|
iS}N_^~q//t|g-wGiUk_{woˤ7ykLzSegݷ,1'"%QʯV; _ώٛG]Sחܓ:wT:ʏXW
cVQZ^|UMrVJvl~Q=,~<Z{i18J:ճ}>J|qrԿn6a=X>95ߕ!=r-'7tG(PJ{!~Ӽ;)D;S-_
kWU
Mq%?GQ:Rns` *Gv E7jg(zesnEBcG2aWI7b4b`åja4ئdx;
5v~!e-:<>$
3F@$zRhֲFFш$hTDJ0+%6WӍ>ن<= ~$e`*ul_P멎yЇ̞0FaRI8 @eRpӑXWAw<u{s`Z0}rsќ8T2б-Xo '
үzS2TC F3"[.QG\0U3LUf SلlH(dbA)8q)FW8F[@@|ٚiL%-l?6_r`'c-YM<npfad^YCָ81dܱb<F3xyn|QZF"J (ṾF͵Ƕ0*My9FiK7}}Pinɒ vG
O=4M*P(Bfr'cHYY( dj3kQ>؏9 ZbC$5oA-eh)35L }yM ECBy?4+ ט@ZU
mttkBrv#E}m 5偄TX,+/`QR}/ɴGr:/s
>y@enr1k̿ltx9Ѥ
ƛ}fw[ҠlɌ