%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Proximos_Cursos_octubre
2016-09-23T11:58:41-05:00
2016-09-23T11:58:41-05:00
2016-09-23T11:58:41-05:00
Adobe Illustrator CC (Macintosh)
256
252
JPEG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uuid:d7300e08-c33f-884f-9cb4-87a6cf410094
xmp.did:f73a5149-b4e8-4ff1-a50c-e949da7fc41e
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a6dab2ca-e627-664f-b4d6-5783f480a589
xmp.did:02d96a11-a9df-4bae-b4d6-80f148e02e8a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:821ecc93-780a-4eed-a3e2-effcaf25fbae
2015-10-07T11:35:53-05:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:f73a5149-b4e8-4ff1-a50c-e949da7fc41e
2016-09-23T11:58:34-05:00
Adobe Illustrator CC (Macintosh)
/
/Users/presidencia03/Desktop/FIRMA/ Degradados/VerticalBlack.psd
/Users/presidencia03/Desktop/FIRMA/ Degradados/VerticalBlack.psd
EmbedByReference
/Users/presidencia03/Desktop/FIRMA/ Degradados/VerticalBlack.psd
EmbedByReference
/Users/presidencia03/Desktop/FIRMA/ Degradados/VerticalBlack.psd
Print
False
True
1
43.180000
30.006139
Centimeters
SoberanaSans-Light
Soberana Sans
Light
Open Type
Version 1.000
False
SoberanaSans-Light.otf
SoberanaSans-LightItalic
Soberana Sans
Light Italic
Open Type
Version 1.000
False
SoberanaSans-LightItalic.otf
SoberanaSans-Bold
Soberana Sans
Bold
Open Type
Version 1.000
False
SoberanaSans-Bold.otf
SoberanaSans-BoldItalic
Soberana Sans
Bold Italic
Open Type
Version 1.000
False
SoberanaSans-BoldItalic.otf
SoberanaSans-Black
Soberana Sans
Black
Open Type
Version 1.000
False
SoberanaSans-Black.otf
SoberanaTitular-Bold
Soberana Titular
Bold
Open Type
Version 1.001
False
SoberanaTitular-Bold.otf
Cyan
Magenta
Yellow
Black
PANTONE 122 CVC
PANTONE 185 CVC
PANTONE Cool Gray 1 CVC
PANTONE 473 CVC
PANTONE 355 CVC
PANTONE 151 CVC
PANTONE 1395 CVC
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
29
29
27
Rojo CMYK
RGB
PROCESS
227
6
19
Amarillo CMYK
RGB
PROCESS
255
237
0
Verde CMYK
RGB
PROCESS
0
150
64
Cian CMYK
RGB
PROCESS
0
159
227
Azul CMYK
RGB
PROCESS
49
39
131
Magenta CMYK
RGB
PROCESS
230
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
190
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
230
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
233
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
243
146
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
249
178
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
16
C=20 M=0 Y=100 K=0
RGB
PROCESS
222
220
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
149
193
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
58
170
53
C=85 M=10 Y=100 K=10
RGB
PROCESS
0
141
54
C=90 M=30 Y=95 K=30
RGB
PROCESS
0
102
51
C=75 M=0 Y=75 K=0
RGB
PROCESS
47
172
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
161
154
C=70 M=15 Y=0 K=0
RGB
PROCESS
54
169
225
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
113
184
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
131
C=100 M=100 Y=25 K=25
RGB
PROCESS
41
35
92
C=75 M=100 Y=0 K=0
RGB
PROCESS
102
36
131
C=50 M=100 Y=0 K=0
RGB
PROCESS
149
27
129
C=35 M=100 Y=35 K=10
RGB
PROCESS
163
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
82
C=0 M=95 Y=20 K=0
RGB
PROCESS
231
29
115
C=25 M=25 Y=40 K=0
RGB
PROCESS
203
187
160
C=40 M=45 Y=50 K=5
RGB
PROCESS
164
138
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
123
106
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
99
78
66
C=25 M=40 Y=65 K=0
RGB
PROCESS
202
158
103
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
74
C=35 M=60 Y=80 K=25
RGB
PROCESS
147
96
55
C=40 M=65 Y=90 K=35
RGB
PROCESS
125
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
60
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
67
41
24
PANTONE Cool Gray 1 CVC
SPOT
100.000000
CMYK
0.000000
0.000000
0.000000
6.000000
PANTONE 185 CVC
SPOT
100.000000
CMYK
0.000000
91.000003
75.999999
0.000000
PANTONE 473 CVC
SPOT
100.000000
CMYK
0.000000
23.000000
38.000000
0.000000
PANTONE 151 CVC
SPOT
100.000000
CMYK
0.000000
43.000001
87.000000
0.000000
PANTONE 122 CVC
SPOT
100.000000
CMYK
0.000000
18.000001
82.999998
0.000000
PANTONE 355 CVC
SPOT
100.000000
CMYK
100.000000
0.000000
91.000003
6.000000
PANTONE 1395 CVC
SPOT
100.000000
CMYK
0.000000
43.000001
100.000000
38.000000
R=173 G=38 B=58
PROCESS
100.000000
RGB
172
38
58
R=223 G=49 B=74
PROCESS
100.000000
RGB
223
49
73
R=222 G=49 B=74
PROCESS
100.000000
RGB
221
49
73
R=221 G=49 B=73
PROCESS
100.000000
RGB
221
49
73
R=220 G=48 B=73
PROCESS
100.000000
RGB
219
47
73
R=219 G=48 B=73
PROCESS
100.000000
RGB
219
47
73
R=218 G=48 B=73
PROCESS
100.000000
RGB
218
47
73
R=217 G=48 B=72
PROCESS
100.000000
RGB
216
47
72
R=216 G=48 B=72
PROCESS
100.000000
RGB
216
47
72
R=216 G=47 B=72
PROCESS
100.000000
RGB
216
47
72
R=215 G=47 B=71
PROCESS
100.000000
RGB
214
47
70
R=214 G=47 B=71
PROCESS
100.000000
RGB
214
47
70
R=213 G=47 B=71
PROCESS
100.000000
RGB
212
47
70
R=212 G=46 B=70
PROCESS
100.000000
RGB
212
45
70
R=211 G=46 B=70
PROCESS
100.000000
RGB
211
45
70
R=210 G=46 B=70
PROCESS
100.000000
RGB
209
45
70
R=209 G=46 B=70
PROCESS
100.000000
RGB
209
45
70
R=208 G=46 B=69
PROCESS
100.000000
RGB
207
45
68
R=207 G=45 B=69
PROCESS
100.000000
RGB
207
45
68
R=206 G=45 B=69
PROCESS
100.000000
RGB
205
45
68
R=205 G=45 B=68
PROCESS
100.000000
RGB
205
45
68
R=204 G=45 B=68
PROCESS
100.000000
RGB
204
45
68
R=203 G=45 B=68
PROCESS
100.000000
RGB
202
45
68
R=202 G=44 B=68
PROCESS
100.000000
RGB
202
43
68
R=202 G=44 B=67
PROCESS
100.000000
RGB
202
43
66
R=201 G=44 B=67
PROCESS
100.000000
RGB
200
43
66
R=200 G=44 B=67
PROCESS
100.000000
RGB
200
43
66
R=199 G=43 B=66
PROCESS
100.000000
RGB
198
42
66
R=198 G=43 B=66
PROCESS
100.000000
RGB
198
42
66
R=197 G=43 B=66
PROCESS
100.000000
RGB
196
42
66
R=196 G=43 B=65
PROCESS
100.000000
RGB
195
42
65
R=195 G=43 B=65
PROCESS
100.000000
RGB
195
42
65
R=194 G=42 B=65
PROCESS
100.000000
RGB
193
42
65
R=193 G=42 B=65
PROCESS
100.000000
RGB
193
42
65
R=192 G=42 B=64
PROCESS
100.000000
RGB
191
42
63
R=191 G=42 B=64
PROCESS
100.000000
RGB
191
42
63
R=190 G=42 B=64
PROCESS
100.000000
RGB
189
42
63
R=189 G=41 B=63
PROCESS
100.000000
RGB
188
40
63
R=188 G=41 B=63
PROCESS
100.000000
RGB
188
40
63
R=187 G=41 B=63
PROCESS
100.000000
RGB
186
40
63
R=187 G=41 B=62
PROCESS
100.000000
RGB
186
40
61
R=186 G=40 B=62
PROCESS
100.000000
RGB
186
40
61
R=185 G=40 B=62
PROCESS
100.000000
RGB
184
40
61
R=184 G=40 B=62
PROCESS
100.000000
RGB
184
40
61
R=183 G=40 B=61
PROCESS
100.000000
RGB
182
40
61
R=182 G=40 B=61
PROCESS
100.000000
RGB
182
40
61
R=181 G=39 B=61
PROCESS
100.000000
RGB
181
38
61
R=180 G=39 B=60
PROCESS
100.000000
RGB
179
38
59
R=179 G=39 B=60
PROCESS
100.000000
RGB
179
38
59
R=178 G=39 B=60
PROCESS
100.000000
RGB
177
38
59
R=177 G=39 B=60
PROCESS
100.000000
RGB
177
38
59
R=176 G=38 B=59
PROCESS
100.000000
RGB
175
38
59
R=175 G=38 B=59
PROCESS
100.000000
RGB
175
38
59
R=174 G=38 B=59
PROCESS
100.000000
RGB
174
38
59
R=173 G=37 B=58
PROCESS
100.000000
RGB
172
36
58
R=172 G=37 B=58
PROCESS
100.000000
RGB
172
36
58
R=171 G=37 B=57
PROCESS
100.000000
RGB
170
36
56
R=170 G=37 B=57
PROCESS
100.000000
RGB
170
36
56
R=169 G=37 B=57
PROCESS
100.000000
RGB
168
36
56
R=168 G=36 B=57
PROCESS
100.000000
RGB
168
35
56
R=167 G=36 B=56
PROCESS
100.000000
RGB
167
35
56
R=166 G=36 B=56
PROCESS
100.000000
RGB
165
35
56
R=142 G=198 B=63
PROCESS
100.000000
RGB
142
198
63
R=156 G=149 B=144
PROCESS
100.000000
RGB
156
149
144
R=157 G=150 B=145
PROCESS
100.000000
RGB
156
149
144
R=158 G=151 B=146
PROCESS
100.000000
RGB
158
151
145
R=159 G=152 B=147
PROCESS
100.000000
RGB
158
151
147
R=160 G=153 B=148
PROCESS
100.000000
RGB
160
153
147
R=161 G=154 B=149
PROCESS
100.000000
RGB
161
154
149
R=162 G=155 B=150
PROCESS
100.000000
RGB
161
154
149
R=163 G=156 B=151
PROCESS
100.000000
RGB
163
156
151
R=164 G=157 B=152
PROCESS
100.000000
RGB
163
156
151
R=165 G=158 B=153
PROCESS
100.000000
RGB
165
158
153
R=166 G=159 B=154
PROCESS
100.000000
RGB
165
158
154
R=167 G=160 B=155
PROCESS
100.000000
RGB
167
160
154
R=168 G=161 B=155
PROCESS
100.000000
RGB
168
161
154
R=168 G=161 B=156
PROCESS
100.000000
RGB
168
161
156
R=169 G=162 B=157
PROCESS
100.000000
RGB
168
161
156
R=170 G=163 B=158
PROCESS
100.000000
RGB
170
163
158
R=171 G=164 B=159
PROCESS
100.000000
RGB
170
163
158
R=172 G=165 B=160
PROCESS
100.000000
RGB
172
165
160
R=173 G=166 B=161
PROCESS
100.000000
RGB
172
165
161
R=174 G=167 B=162
PROCESS
100.000000
RGB
174
167
161
R=175 G=168 B=162
PROCESS
100.000000
RGB
175
168
161
R=176 G=169 B=163
PROCESS
100.000000
RGB
175
168
163
R=176 G=169 B=164
PROCESS
100.000000
RGB
175
168
163
R=177 G=170 B=165
PROCESS
100.000000
RGB
177
170
165
R=178 G=171 B=166
PROCESS
100.000000
RGB
177
170
165
R=179 G=172 B=167
PROCESS
100.000000
RGB
179
172
167
R=180 G=173 B=168
PROCESS
100.000000
RGB
179
172
168
R=181 G=174 B=169
PROCESS
100.000000
RGB
181
174
168
R=182 G=175 B=169
PROCESS
100.000000
RGB
182
175
168
R=183 G=176 B=170
PROCESS
100.000000
RGB
182
175
170
R=184 G=177 B=171
PROCESS
100.000000
RGB
184
177
170
R=184 G=177 B=172
PROCESS
100.000000
RGB
184
177
172
R=185 G=178 B=173
PROCESS
100.000000
RGB
184
177
172
R=186 G=179 B=174
PROCESS
100.000000
RGB
186
179
174
R=187 G=180 B=175
PROCESS
100.000000
RGB
186
179
175
R=188 G=181 B=176
PROCESS
100.000000
RGB
188
181
175
R=189 G=182 B=176
PROCESS
100.000000
RGB
188
182
175
R=190 G=183 B=177
PROCESS
100.000000
RGB
189
182
177
R=191 G=184 B=178
PROCESS
100.000000
RGB
191
184
177
R=192 G=185 B=179
PROCESS
100.000000
RGB
191
184
179
R=192 G=185 B=180
PROCESS
100.000000
RGB
191
184
179
R=193 G=186 B=181
PROCESS
100.000000
RGB
193
186
181
R=194 G=187 B=182
PROCESS
100.000000
RGB
193
186
182
R=195 G=188 B=183
PROCESS
100.000000
RGB
195
188
182
R=196 G=189 B=183
PROCESS
100.000000
RGB
195
188
182
R=197 G=190 B=184
PROCESS
100.000000
RGB
196
189
184
R=198 G=191 B=185
PROCESS
100.000000
RGB
198
191
184
R=199 G=192 B=186
PROCESS
100.000000
RGB
198
191
186
R=200 G=193 B=187
PROCESS
100.000000
RGB
200
193
186
R=200 G=193 B=188
PROCESS
100.000000
RGB
200
193
188
R=201 G=194 B=189
PROCESS
100.000000
RGB
200
193
188
R=202 G=195 B=190
PROCESS
100.000000
RGB
202
195
189
R=203 G=196 B=190
PROCESS
100.000000
RGB
202
195
189
R=204 G=197 B=191
PROCESS
100.000000
RGB
204
196
191
R=205 G=198 B=192
PROCESS
100.000000
RGB
205
198
191
R=206 G=199 B=193
PROCESS
100.000000
RGB
205
198
193
R=207 G=200 B=194
PROCESS
100.000000
RGB
207
200
193
R=208 G=201 B=195
PROCESS
100.000000
RGB
207
200
195
R=208 G=201 B=196
PROCESS
100.000000
RGB
207
200
195
R=209 G=202 B=197
PROCESS
100.000000
RGB
209
202
196
R=210 G=203 B=197
PROCESS
100.000000
RGB
209
202
196
R=211 G=204 B=198
PROCESS
100.000000
RGB
211
204
198
R=212 G=205 B=199
PROCESS
100.000000
RGB
212
205
198
R=213 G=206 B=200
PROCESS
100.000000
RGB
212
205
200
R=214 G=207 B=201
PROCESS
100.000000
RGB
214
207
200
R=215 G=208 B=202
PROCESS
100.000000
RGB
214
207
202
R=216 G=209 B=203
PROCESS
100.000000
RGB
216
209
202
R=216 G=209 B=204
PROCESS
100.000000
RGB
216
209
204
R=217 G=210 B=204
PROCESS
100.000000
RGB
216
209
204
R=218 G=211 B=205
PROCESS
100.000000
RGB
218
211
205
R=219 G=212 B=206
PROCESS
100.000000
RGB
219
212
205
R=220 G=213 B=207
PROCESS
100.000000
RGB
219
212
207
R=221 G=214 B=208
PROCESS
100.000000
RGB
221
214
207
R=222 G=215 B=209
PROCESS
100.000000
RGB
221
214
209
R=223 G=216 B=210
PROCESS
100.000000
RGB
223
216
209
R=224 G=217 B=211
PROCESS
100.000000
RGB
223
216
211
R=225 G=218 B=212
PROCESS
100.000000
RGB
225
218
212
R=226 G=219 B=213
PROCESS
100.000000
RGB
226
219
212
R=227 G=220 B=214
PROCESS
100.000000
RGB
226
219
214
R=228 G=221 B=215
PROCESS
100.000000
RGB
228
221
214
R=194 G=188 B=183
PROCESS
100.000000
RGB
193
188
182
R=195 G=189 B=184
PROCESS
100.000000
RGB
195
188
184
R=196 G=190 B=185
PROCESS
100.000000
RGB
195
189
184
R=196 G=190 B=186
PROCESS
100.000000
RGB
195
189
186
R=197 G=191 B=187
PROCESS
100.000000
RGB
196
191
186
R=198 G=192 B=187
PROCESS
100.000000
RGB
198
191
186
R=199 G=193 B=188
PROCESS
100.000000
RGB
198
193
188
R=199 G=194 B=189
PROCESS
100.000000
RGB
198
193
188
R=200 G=195 B=190
PROCESS
100.000000
RGB
200
195
189
R=201 G=195 B=191
PROCESS
100.000000
RGB
200
195
191
R=202 G=196 B=192
PROCESS
100.000000
RGB
202
195
191
R=202 G=197 B=193
PROCESS
100.000000
RGB
202
196
193
R=203 G=198 B=194
PROCESS
100.000000
RGB
202
198
193
R=204 G=199 B=195
PROCESS
100.000000
RGB
204
198
195
R=205 G=200 B=195
PROCESS
100.000000
RGB
205
200
195
R=205 G=200 B=196
PROCESS
100.000000
RGB
205
200
195
R=206 G=201 B=197
PROCESS
100.000000
RGB
205
200
196
R=207 G=202 B=198
PROCESS
100.000000
RGB
207
202
198
R=208 G=203 B=199
PROCESS
100.000000
RGB
207
202
198
R=208 G=204 B=200
PROCESS
100.000000
RGB
207
204
200
R=209 G=205 B=201
PROCESS
100.000000
RGB
209
205
200
R=210 G=205 B=202
PROCESS
100.000000
RGB
209
205
202
R=211 G=206 B=203
PROCESS
100.000000
RGB
211
205
202
R=211 G=207 B=203
PROCESS
100.000000
RGB
211
207
202
R=212 G=208 B=204
PROCESS
100.000000
RGB
212
207
204
R=213 G=209 B=205
PROCESS
100.000000
RGB
212
209
205
R=214 G=210 B=206
PROCESS
100.000000
RGB
214
209
205
R=214 G=210 B=207
PROCESS
100.000000
RGB
214
209
207
R=215 G=211 B=208
PROCESS
100.000000
RGB
214
211
207
R=216 G=212 B=209
PROCESS
100.000000
RGB
216
212
209
R=217 G=213 B=210
PROCESS
100.000000
RGB
216
212
209
R=217 G=214 B=211
PROCESS
100.000000
RGB
216
214
211
R=218 G=214 B=211
PROCESS
100.000000
RGB
218
214
211
R=219 G=215 B=212
PROCESS
100.000000
RGB
219
214
212
R=220 G=216 B=213
PROCESS
100.000000
RGB
219
216
212
R=220 G=217 B=214
PROCESS
100.000000
RGB
219
216
214
R=221 G=218 B=215
PROCESS
100.000000
RGB
221
218
214
R=222 G=219 B=216
PROCESS
100.000000
RGB
221
219
216
R=223 G=219 B=217
PROCESS
100.000000
RGB
223
219
216
R=223 G=220 B=218
PROCESS
100.000000
RGB
223
219
218
R=224 G=221 B=219
PROCESS
100.000000
RGB
223
221
219
R=225 G=222 B=219
PROCESS
100.000000
RGB
225
221
219
R=226 G=223 B=220
PROCESS
100.000000
RGB
226
223
219
R=226 G=224 B=221
PROCESS
100.000000
RGB
226
223
221
R=227 G=224 B=222
PROCESS
100.000000
RGB
226
223
221
R=228 G=225 B=223
PROCESS
100.000000
RGB
228
225
223
R=229 G=226 B=224
PROCESS
100.000000
RGB
228
226
223
R=229 G=227 B=225
PROCESS
100.000000
RGB
228
226
225
R=230 G=228 B=226
PROCESS
100.000000
RGB
230
228
226
R=231 G=229 B=227
PROCESS
100.000000
RGB
230
228
226
R=232 G=229 B=227
PROCESS
100.000000
RGB
232
228
226
R=232 G=230 B=228
PROCESS
100.000000
RGB
232
230
228
R=233 G=231 B=229
PROCESS
100.000000
RGB
232
230
228
R=234 G=232 B=230
PROCESS
100.000000
RGB
233
232
230
R=235 G=233 B=231
PROCESS
100.000000
RGB
235
232
230
R=235 G=233 B=232
PROCESS
100.000000
RGB
235
232
232
R=236 G=234 B=233
PROCESS
100.000000
RGB
235
233
232
R=237 G=235 B=234
PROCESS
100.000000
RGB
237
235
233
R=238 G=236 B=235
PROCESS
100.000000
RGB
237
235
235
R=238 G=237 B=235
PROCESS
100.000000
RGB
237
237
235
R=239 G=238 B=236
PROCESS
100.000000
RGB
239
237
235
R=240 G=238 B=237
PROCESS
100.000000
RGB
239
237
237
R=241 G=239 B=238
PROCESS
100.000000
RGB
240
239
237
R=241 G=240 B=239
PROCESS
100.000000
RGB
240
239
239
R=242 G=241 B=240
PROCESS
100.000000
RGB
242
240
239
R=243 G=242 B=241
PROCESS
100.000000
RGB
242
242
240
R=244 G=243 B=242
PROCESS
100.000000
RGB
244
242
242
R=244 G=243 B=243
PROCESS
100.000000
RGB
244
242
242
R=245 G=244 B=243
PROCESS
100.000000
RGB
244
244
242
R=246 G=245 B=244
PROCESS
100.000000
RGB
246
244
244
R=247 G=246 B=245
PROCESS
100.000000
RGB
246
246
244
R=247 G=247 B=246
PROCESS
100.000000
RGB
246
246
246
R=248 G=248 B=247
PROCESS
100.000000
RGB
248
248
246
R=249 G=248 B=248
PROCESS
100.000000
RGB
249
248
248
R=250 G=249 B=249
PROCESS
100.000000
RGB
249
249
249
R=250 G=250 B=250
PROCESS
100.000000
RGB
249
249
249
R=251 G=251 B=251
PROCESS
100.000000
RGB
251
251
251
R=252 G=252 B=251
PROCESS
100.000000
RGB
251
251
251
R=253 G=253 B=252
PROCESS
100.000000
RGB
253
253
251
R=253 G=253 B=253
PROCESS
100.000000
RGB
253
253
253
R=254 G=254 B=254
PROCESS
100.000000
RGB
253
253
253
R=212 G=203 B=186
PROCESS
100.000000
RGB
212
202
186
R=167 G=160 B=147
PROCESS
100.000000
RGB
167
160
147
R=114 G=156 B=54
PROCESS
100.000000
RGB
114
156
54
R=200 G=200 B=200
PROCESS
100.000000
RGB
200
200
200
R=179 G=174 B=169
PROCESS
100.000000
RGB
179
174
168
R=142 G=142 B=142
PROCESS
100.000000
RGB
142
142
142
R=179 G=179 B=179
PROCESS
100.000000
RGB
179
179
179
R=153 G=153 B=153
PROCESS
100.000000
RGB
153
153
153
Grises
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
29
29
27
C=0 M=0 Y=0 K=90
RGB
PROCESS
60
60
59
C=0 M=0 Y=0 K=80
RGB
PROCESS
87
87
86
C=0 M=0 Y=0 K=70
RGB
PROCESS
112
111
111
C=0 M=0 Y=0 K=60
RGB
PROCESS
135
135
135
C=0 M=0 Y=0 K=50
RGB
PROCESS
157
157
156
C=0 M=0 Y=0 K=40
RGB
PROCESS
178
178
178
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
198
C=0 M=0 Y=0 K=20
RGB
PROCESS
218
218
218
C=0 M=0 Y=0 K=10
RGB
PROCESS
237
237
237
C=0 M=0 Y=0 K=5
RGB
PROCESS
246
246
246
Brillantes
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
227
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
234
91
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
222
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
152
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
39
52
139
C=60 M=90 Y=0 K=0
RGB
PROCESS
130
54
140
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 35 0 R/TrimBox[0.0 0.0 1224.0 850.568]/Type/Page>>
endobj
14 0 obj
<>stream
HWɎW$= ^th##y}GǬ`PjAPwFsŋ?.?<7=.Oi5ETf>;yӻ_|iO?/O_Y/OKדņSts-OO&.W/BzV2{ct?hybW*%C\4卜Eczz(&gHz\CC])Î4p\aGc%%faG)H
%r
m{:cJ?->0,ewCkW:J2vNKZ>Doiԅ\Jwg6Bͪpxwjؕ#X2CLfoȈ!M]!q:1QR2L3dLC
´\Y-'06}z$^D5\Q*LURLְvJ3)&}icM|z0OfgC5fGLJi+_ޚ~r %Q
|Nj=XSXPevHQڸ/P[.u6o{S