%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
admision-geometria-2
Adobe Illustrator 24.2 (Windows)
2020-08-14T17:44:53-04:00
2020-08-14T17:44:53-05:00
2020-08-14T17:44:53-05:00
256
156
JPEG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uuid:C1BCCE1871B8DB11993190FCD52B4E9F
xmp.did:71d00dd4-1b75-f646-9345-25578501270d
uuid:5e3c7818-698f-4adc-9c74-456e21b85ad5
proof:pdf
xmp.iid:3dd6c9c0-68fe-5e45-9b59-50111627e7af
xmp.did:3dd6c9c0-68fe-5e45-9b59-50111627e7af
uuid:C1BCCE1871B8DB11993190FCD52B4E9F
proof:pdf
saved
xmp.iid:5195e38d-b872-dc4b-8c18-bf7c66ddae11
2019-03-26T03:21:52-05:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:71d00dd4-1b75-f646-9345-25578501270d
2020-08-14T17:44:48-05:00
Adobe Illustrator 24.2 (Windows)
/
Mobile
Adobe Illustrator
Adobe PDF library 15.00
21.0.0
1
True
False
1191.000000
1500.000000
Pixels
Lato-Black
Lato
Black
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Black.ttf
Lato-Regular
Lato
Regular
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Regular.ttf
EuclidExtra
Euclid Extra
Regular
TrueType
Version 1.60 (January 2001)
False
euextra.ttf
SymbolMT
Symbol
Regular
Open Type
Version 5.01
False
symbol.ttf
Roboto-BoldItalic
Roboto
Bold Italic
Open Type
Version 1.00000; 2011
False
Roboto-BoldItalic.ttf
Roboto-Black
Roboto
Black
Open Type
Version 1.00000; 2011
False
Roboto-Black.ttf
SouvenirITCbyBT-Light
Souvenir Lt BT
Light
TrueType
mfgpctt-v4.4 Dec 7 1998
False
SOUVNRL.TTF
SouvenirITCbyBT-LightItalic
Souvenir Lt BT
Light Italic
TrueType
mfgpctt-v4.4 Dec 7 1998
False
Souvenir Lt BT.ttf
SouvenirITCbyBT-Demi
Souvenir Lt BT
Demi
TrueType
mfgpctt-v4.4 Dec 7 1998
False
souveniritcbybt-demi-mfgpctt-v4-4-dec-7-1998.ttf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
0
0
0
R=251 G=123 B=1 1
RGB
PROCESS
251
123
1
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 móviles
1
R=136 G=168 B=13
RGB
PROCESS
136
168
13
R=127 G=71 B=221
RGB
PROCESS
127
71
221
R=251 G=174 B=23
RGB
PROCESS
251
174
23
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 1191.0 1500.0]/Type/Page>>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text]/XObject<>>>/TrimBox[0.0 0.0 1191.0 1500.0]/Type/Page>>
endobj
22 0 obj
<>stream
HW[o}P1xg-`+dZ!^MUVbI_CgĹ*4!9m>O##E<]m&gϓW痂}<`ͫz?y gD,3#vK<#m{7 nr IS/yLQQ &+3BqJe5,%(ĥq
>W\OtDWeT}"uZ