%PDF-1.5
%
1 0 obj
<>/OCGs[28 0 R 32 0 R 66 0 R 70 0 R]>>/Type/Catalog>>
endobj
80 0 obj
<>stream
application/pdf
Web
Adobe Illustrator CS3
2013-06-11T17:42:40+02:00
2013-06-11T17:44:04+02:00
2013-06-11T17:44:04+02:00
172
256
JPEG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uuid:2AF1199635D4E2119786F76A49DC3591
uuid:b54bc1a8-eeec-2a44-b864-c2ee6cce05c5
uuid:29F1199635D4E2119786F76A49DC3591
uuid:28F1199635D4E2119786F76A49DC3591
Web
1
False
False
5080.000000
5080.000000
Millimeters
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
Grupo de colores Web
1
R=236 G=28 B=36
RGB
PROCESS
236
28
36
R=0 G=169 B=157
RGB
PROCESS
0
169
157
R=102 G=45 B=145
RGB
PROCESS
102
45
145
R=139 G=146 B=152 1
RGB
PROCESS
139
146
152
Escala de grises
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
204
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
153
K=50
GRAY
PROCESS
127
K=40
GRAY
PROCESS
101
K=30
GRAY
PROCESS
76
K=20
GRAY
PROCESS
50
K=10
GRAY
PROCESS
25
R=241 G=241 B=242
GRAY
PROCESS
12
endstream
endobj
2 0 obj
<>
endobj
28 0 obj
<>
endobj
32 0 obj
<>
endobj
66 0 obj
<>
endobj
70 0 obj
<>
endobj
71 0 obj
[/View/Design]
endobj
72 0 obj
<>>>
endobj
67 0 obj
[/View/Design]
endobj
68 0 obj
<>>>
endobj
33 0 obj
[/View/Design]
endobj
34 0 obj
<>>>
endobj
29 0 obj
[/View/Design]
endobj
30 0 obj
<>>>
endobj
65 0 obj
[70 0 R 66 0 R]
endobj
5 0 obj
<>/ArtBox[6935.86 6811.55 7531.14 7653.44]/MediaBox[0.0 0.0 14466.0 14466.0]/Thumb 79 0 R/TrimBox[33.0 33.0 14433.0 14433.0]/Resources<>/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20130611174404+02'00')>>
endobj
75 0 obj
<>stream
HW$+0ʬGV Z DҠ2S!,ݕx7o?}{@~P S!D6=a15VW?f9Cm:K1gu_ ~}x;?p-ԣ
{~c'z~
4gsufϯ?=~