%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
FAQs_NuevosPartidosPoliticos
2020-09-11T10:55:55-05:00
2020-09-11T10:55:55-05:00
2020-09-11T10:55:55-05:00
Adobe Illustrator CC 2017 (Macintosh)
256
136
JPEG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uuid:e692655b-e9db-2047-b9dd-d1ad6dafc0a3
xmp.did:17cd4965-016b-4aed-98c3-e957df4e7127
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:71be722d-61a6-b34b-a1bb-8c165c7bd531
xmp.did:a5363be7-5277-43b1-99cd-53d40d09d728
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2e7db98b-9448-4edd-bf5f-4bd3329e9de1
2018-02-06T17:14:23-06:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:17cd4965-016b-4aed-98c3-e957df4e7127
2020-09-11T10:55:52-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/Volumes/TOSHIBA EXT/INE/FAQ's/2020/Nuevos Partidos Políticos E21/FAQs_NuevosPartidosPoliticos.png
xmp.did:A1703A58EA6511EA81BC8CE47135E252
xmp.iid:A1703A57EA6511EA81BC8CE47135E252
/Volumes/TOSHIBA EXT/INE/FAQ's/2020/Nuevos Partidos Políticos E21/FAQs_NuevosPartidosPoliticos.png
xmp.did:A1703A58EA6511EA81BC8CE47135E252
xmp.iid:A1703A57EA6511EA81BC8CE47135E252
Print
False
False
1
900.000000
1200.000000
Pixels
Raleway-Medium
Raleway
Medium
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-Medium.ttf
Raleway-Bold
Raleway
Bold
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-Bold.ttf
Raleway-Black
Raleway
Black
Open Type
Version 3.000g; ttfautohint (v1.5) -l 8 -r 28 -G 28 -x 14 -D latn -f cyrl -w G -c -X ""
False
Raleway-Black.ttf
Cyan
Magenta
Yellow
Black
Grupo de muestras por defecto
0
Negro
RGB
PROCESS
33
25
21
Rojo CMYK
RGB
PROCESS
177
8
17
Amarillo CMYK
RGB
PROCESS
240
224
0
Verde CMYK
RGB
PROCESS
0
130
69
Cian CMYK
RGB
PROCESS
0
141
205
Azul CMYK
RGB
PROCESS
0
29
126
Magenta CMYK
RGB
PROCESS
172
0
124
C=15 M=100 Y=90 K=10
RGB
PROCESS
146
17
39
C=0 M=90 Y=85 K=0
RGB
PROCESS
184
72
50
C=0 M=80 Y=95 K=0
RGB
PROCESS
189
97
32
C=0 M=50 Y=100 K=0
RGB
PROCESS
205
136
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
216
167
74
C=5 M=0 Y=90 K=0
RGB
PROCESS
233
222
69
C=20 M=0 Y=100 K=0
RGB
PROCESS
208
206
28
C=50 M=0 Y=100 K=0
RGB
PROCESS
149
175
49
Blanco
RGB
PROCESS
255
255
255
C=75 M=0 Y=100 K=0
RGB
PROCESS
112
154
59
C=85 M=10 Y=100 K=10
RGB
PROCESS
79
128
58
C=90 M=30 Y=95 K=30
RGB
PROCESS
51
101
53
C=75 M=0 Y=75 K=0
RGB
PROCESS
110
156
111
C=80 M=10 Y=45 K=0
RGB
PROCESS
95
147
139
C=70 M=15 Y=0 K=0
RGB
PROCESS
118
156
205
C=85 M=50 Y=0 K=0
RGB
PROCESS
74
114
164
C=100 M=95 Y=5 K=0
RGB
PROCESS
0
46
128
C=100 M=100 Y=25 K=25
RGB
PROCESS
0
26
90
C=75 M=100 Y=0 K=0
RGB
PROCESS
88
22
125
C=50 M=100 Y=0 K=0
RGB
PROCESS
123
8
126
C=35 M=100 Y=35 K=10
RGB
PROCESS
128
15
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
164
0
83
C=0 M=95 Y=20 K=0
RGB
PROCESS
177
51
118
C=25 M=25 Y=40 K=0
RGB
PROCESS
183
172
145
C=40 M=45 Y=50 K=5
RGB
PROCESS
141
128
123
C=50 M=50 Y=60 K=25
RGB
PROCESS
114
105
88
C=55 M=60 Y=65 K=40
RGB
PROCESS
89
78
65
C=25 M=40 Y=65 K=0
RGB
PROCESS
174
144
108
C=30 M=50 Y=75 K=10
RGB
PROCESS
149
128
81
C=35 M=60 Y=80 K=25
RGB
PROCESS
128
98
60
C=40 M=65 Y=90 K=35
RGB
PROCESS
110
81
40
C=40 M=70 Y=100 K=50
RGB
PROCESS
91
64
12
C=50 M=70 Y=80 K=70
RGB
PROCESS
60
44
23
Grises
1
C=0 M=0 Y=0 K=100
RGB
PROCESS
33
25
21
C=0 M=0 Y=0 K=90
RGB
PROCESS
68
66
66
C=0 M=0 Y=0 K=80
RGB
PROCESS
91
91
95
C=0 M=0 Y=0 K=70
RGB
PROCESS
114
113
118
C=0 M=0 Y=0 K=60
RGB
PROCESS
128
128
128
C=0 M=0 Y=0 K=50
RGB
PROCESS
140
139
144
C=0 M=0 Y=0 K=40
RGB
PROCESS
160
159
165
C=0 M=0 Y=0 K=30
RGB
PROCESS
180
181
187
C=0 M=0 Y=0 K=20
RGB
PROCESS
202
203
207
C=0 M=0 Y=0 K=10
RGB
PROCESS
223
224
226
C=0 M=0 Y=0 K=5
RGB
PROCESS
233
233
234
Brillantes
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
177
8
17
C=0 M=75 Y=100 K=0
RGB
PROCESS
192
107
1
C=0 M=10 Y=95 K=0
RGB
PROCESS
234
211
46
C=85 M=10 Y=100 K=0
RGB
PROCESS
85
137
61
C=100 M=90 Y=0 K=0
RGB
PROCESS
0
56
128
C=60 M=90 Y=0 K=0
RGB
PROCESS
114
64
128
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 900.0 1200.0]/Type/Page>>
endobj
13 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 900.0 1200.0]/Type/Page>>
endobj
14 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 24 0 R/TrimBox[0.0 0.0 900.0 1200.0]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 900.0 1200.0]/Type/Page>>
endobj
25 0 obj
<>stream
HWn}W_$:hD>TfI,;
ͰNN?P=5tzF& N-ZVX8kTZTr{;a\>R5z3^>SSBVјk]~AtrlAIwLڔZo=|)sa}81?^5}nM09
:i '&76Կ:Z,֫#FLq|3Xϡ꺮YQ}bU>Vri