%PDF-1.5
%
1 0 obj
<>/OCGs[36 0 R]>>/Type/Catalog>>
endobj
851 0 obj
<>stream
application/pdf
taller-cazadoresdesemillas
Adobe Illustrator CS3
2016-12-16T13:51:38+01:00
2016-12-16T13:51:38+01:00
2016-12-16T13:51:38+01:00
184
256
JPEG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uuid:F45B392E26C5E611830388C52E23A158
uuid:9a48fef3-0399-4c48-b18f-7fc5a4b5679a
uuid:f26cfa16-325c-ca4f-a38b-a142749f5089
uuid:1FBF216F6993E511A10DABEA52BEF39F
Print
1
True
True
20.999999
29.700000
Centimeters
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
26
23
27
Rojo CMYK
RGB
PROCESS
225
0
26
Amarillo CMYK
RGB
PROCESS
255
236
0
Verde CMYK
RGB
PROCESS
0
143
54
Cian CMYK
RGB
PROCESS
0
157
223
Azul CMYK
RGB
PROCESS
23
41
130
Magenta CMYK
RGB
PROCESS
225
0
122
C=15 M=100 Y=90 K=10
RGB
PROCESS
189
9
38
C=0 M=90 Y=85 K=0
RGB
PROCESS
228
52
45
C=0 M=80 Y=95 K=0
RGB
PROCESS
230
81
30
C=0 M=50 Y=100 K=0
RGB
PROCESS
241
147
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
247
178
52
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
233
10
C=20 M=0 Y=100 K=0
RGB
PROCESS
222
218
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
150
189
13
C=75 M=0 Y=100 K=0
RGB
PROCESS
64
165
43
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
137
46
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
99
46
C=75 M=0 Y=75 K=0
RGB
PROCESS
54
168
98
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
159
149
C=70 M=15 Y=0 K=0
RGB
PROCESS
55
168
219
C=85 M=50 Y=0 K=0
RGB
PROCESS
10
113
179
C=100 M=95 Y=5 K=0
RGB
PROCESS
13
48
130
C=100 M=100 Y=25 K=25
RGB
PROCESS
19
35
91
C=75 M=100 Y=0 K=0
RGB
PROCESS
98
34
128
C=50 M=100 Y=0 K=0
RGB
PROCESS
146
17
126
C=35 M=100 Y=35 K=10
RGB
PROCESS
160
13
89
C=10 M=100 Y=50 K=0
RGB
PROCESS
212
0
80
C=0 M=95 Y=20 K=0
RGB
PROCESS
227
14
111
C=25 M=25 Y=40 K=0
RGB
PROCESS
202
186
156
C=40 M=45 Y=50 K=5
RGB
PROCESS
163
137
119
C=50 M=50 Y=60 K=25
RGB
PROCESS
120
104
84
C=55 M=60 Y=65 K=40
RGB
PROCESS
96
76
63
C=25 M=40 Y=65 K=0
RGB
PROCESS
200
157
100
C=30 M=50 Y=75 K=10
RGB
PROCESS
176
127
72
C=35 M=60 Y=80 K=25
RGB
PROCESS
144
94
54
C=40 M=65 Y=90 K=35
RGB
PROCESS
124
77
37
C=40 M=70 Y=100 K=50
RGB
PROCESS
103
58
21
C=50 M=70 Y=80 K=70
RGB
PROCESS
65
40
27
PANTONE 522 PC
PROCESS
100.000000
RGB
214
177
209
R=134 G=45 B=109 1
RGB
PROCESS
134
45
109
R=193 G=93 B=91 1
RGB
PROCESS
193
93
91
R=249 G=179 B=78 1
RGB
PROCESS
249
179
78
R=228 G=199 B=119 1
RGB
PROCESS
228
199
119
R=23 G=21 B=46 1
RGB
PROCESS
23
21
46
R=125 G=172 B=129 1
RGB
PROCESS
125
172
129
R=61 G=126 B=137 1
RGB
PROCESS
61
126
137
R=234 G=162 B=92 1
RGB
PROCESS
234
162
92
R=169 G=72 B=62 1
RGB
PROCESS
169
72
62
R=29 G=69 B=73 1
RGB
PROCESS
29
69
73
R=137 G=25 B=65 1
RGB
PROCESS
137
25
65
R=128 G=160 B=139 1
RGB
PROCESS
128
160
139
R=62 G=137 B=175 1
RGB
PROCESS
62
137
175
R=33 G=111 B=132 1
RGB
PROCESS
33
111
132
R=110 G=135 B=69 1
RGB
PROCESS
110
135
69
R=147 G=173 B=97 1
RGB
PROCESS
147
173
97
R=33 G=51 B=73 1
RGB
PROCESS
33
51
73
R=154 G=155 B=151 1
RGB
PROCESS
154
155
151
R=187 G=198 B=158 1
RGB
PROCESS
187
198
158
R=71 G=83 B=94 1
RGB
PROCESS
71
83
94
R=158 G=157 B=102 1
RGB
PROCESS
158
157
102
Grupo de colores de impresión
1
C=0 M=30 Y=70 K=0
RGB
PROCESS
249
190
92
C=5 M=70 Y=90 K=0
RGB
PROCESS
227
104
40
C=5 M=90 Y=75 K=0
RGB
PROCESS
221
52
58
C=30 M=0 Y=95 K=0
RGB
PROCESS
200
210
10
C=60 M=5 Y=95 K=0
RGB
PROCESS
122
175
47
C=30 M=0 Y=10 K=0
RGB
PROCESS
190
225
230
C=60 M=10 Y=5 K=0
RGB
PROCESS
102
184
220
C=80 M=5 Y=10 K=0
RGB
PROCESS
0
169
210
Escala de grises
1
K=100
GRAY
PROCESS
255
K=90
GRAY
PROCESS
229
K=80
GRAY
PROCESS
203
K=70
GRAY
PROCESS
178
K=60
GRAY
PROCESS
152
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
K=5
GRAY
PROCESS
12
Adobe PDF library 8.00
endstream
endobj
2 0 obj
<>
endobj
36 0 obj
<>
endobj
37 0 obj
[/View/Design]
endobj
38 0 obj
<>>>
endobj
35 0 obj
[36 0 R]
endobj
5 0 obj
<>/ArtBox[0.0 0.0 595.275 841.89]/Group 846 0 R/MediaBox[0.0 0.0 595.276 841.89]/Thumb 850 0 R/TrimBox[0.0 0.0 595.276 841.89]/Resources<>/Properties<>/ExtGState<>>>/Type/Page/LastModified(D:20161216135137+01'00')>>
endobj
845 0 obj
<>stream
HTWA
ܿS^[(Jf5"Hf`&RUTw?c(X$߿r.G9uma_rW-G9\gyXz7*ZscjvLs_W??XY1+̏?u?coXxJ?PωAL;qZm սݰsI'tYKVpP⃝U^n#~U
R\iR'gI#
v\v:0,ѡ}}N~vz ];Y>Qk6§6N~y𡝶uBTx
Fmػ:(v -h:;
yV<6XgFoF-<
&21z2-v/ >1O