%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
atractivos alrededor de coyhaique
2022-05-30T11:09:20-04:00
2022-05-30T11:09:20-04:00
2022-05-30T11:09:20-03:00
Adobe Illustrator 24.1 (Windows)
256
164
JPEG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uuid:f8969206-3531-464b-ab21-52cb0d529fd6
xmp.did:549bf0d2-7965-0444-9ce3-16b397a83230
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:a367910f-7fd5-46b1-8d2c-68d01c540290
xmp.did:7a4666a1-135e-a24b-9f4a-1d596ca9c9b5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7a4666a1-135e-a24b-9f4a-1d596ca9c9b5
2022-03-21T10:39:39-03:00
Adobe Illustrator 24.1 (Windows)
/
saved
xmp.iid:549bf0d2-7965-0444-9ce3-16b397a83230
2022-05-30T11:09:14-04:00
Adobe Illustrator 24.1 (Windows)
/
EmbedByReference
E:\logosinstituacionales\Logo TA.png
0
0
E:\logosinstituacionales\Logo TA.png
0
0
Print
Adobe Illustrator
False
True
1
44.000000
34.000000
Centimeters
Cyan
Magenta
Yellow
Black
100c 0m 26a 0n
Grupo de muestras por defecto
0
Blanco
RGB
PROCESS
255
255
255
Negro
RGB
PROCESS
29
29
27
Rojo CMYK
RGB
PROCESS
226
6
19
Amarillo CMYK
RGB
PROCESS
255
236
0
Verde CMYK
RGB
PROCESS
0
149
64
Cian CMYK
RGB
PROCESS
0
158
226
Azul CMYK
RGB
PROCESS
49
39
130
Magenta CMYK
RGB
PROCESS
229
0
126
C=15 M=100 Y=90 K=10
RGB
PROCESS
189
22
34
C=0 M=90 Y=85 K=0
RGB
PROCESS
229
51
42
C=0 M=80 Y=95 K=0
RGB
PROCESS
232
78
27
C=0 M=50 Y=100 K=0
RGB
PROCESS
242
145
0
C=0 M=35 Y=85 K=0
RGB
PROCESS
248
177
51
C=5 M=0 Y=90 K=0
RGB
PROCESS
252
234
13
C=20 M=0 Y=100 K=0
RGB
PROCESS
221
219
0
C=50 M=0 Y=100 K=0
RGB
PROCESS
147
192
31
C=75 M=0 Y=100 K=0
RGB
PROCESS
57
169
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
45
171
102
C=80 M=10 Y=45 K=0
RGB
PROCESS
0
160
153
C=70 M=15 Y=0 K=0
RGB
PROCESS
53
168
224
C=85 M=50 Y=0 K=0
RGB
PROCESS
29
112
183
C=100 M=95 Y=5 K=0
RGB
PROCESS
45
46
130
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
130
C=50 M=100 Y=0 K=0
RGB
PROCESS
148
27
128
C=35 M=100 Y=35 K=10
RGB
PROCESS
162
25
91
C=10 M=100 Y=50 K=0
RGB
PROCESS
214
11
81
C=0 M=95 Y=20 K=0
RGB
PROCESS
230
27
114
C=25 M=25 Y=40 K=0
RGB
PROCESS
202
186
159
C=40 M=45 Y=50 K=5
RGB
PROCESS
163
137
122
C=50 M=50 Y=60 K=25
RGB
PROCESS
122
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
201
157
102
C=30 M=50 Y=75 K=10
RGB
PROCESS
177
127
73
C=35 M=60 Y=80 K=25
RGB
PROCESS
146
95
54
C=40 M=65 Y=90 K=35
RGB
PROCESS
126
78
36
C=40 M=70 Y=100 K=50
RGB
PROCESS
104
59
17
C=50 M=70 Y=80 K=70
RGB
PROCESS
66
41
24
PANTONE 313 C
SPOT
100.000000
LAB
50.980392
-47
-41
100c 0m 26a 0n
SPOT
100.000000
RGB
0
171
195
White
PROCESS
100.000000
RGB
255
254
255
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
111
111
110
C=0 M=0 Y=0 K=60
RGB
PROCESS
134
134
134
C=0 M=0 Y=0 K=50
RGB
PROCESS
156
155
155
C=0 M=0 Y=0 K=40
RGB
PROCESS
177
177
177
C=0 M=0 Y=0 K=30
RGB
PROCESS
198
198
197
C=0 M=0 Y=0 K=20
RGB
PROCESS
217
217
217
C=0 M=0 Y=0 K=10
RGB
PROCESS
236
236
236
C=0 M=0 Y=0 K=5
RGB
PROCESS
245
245
245
Brillantes
1
C=0 M=100 Y=100 K=0
RGB
PROCESS
226
6
19
C=0 M=75 Y=100 K=0
RGB
PROCESS
233
90
12
C=0 M=10 Y=95 K=0
RGB
PROCESS
255
221
0
C=85 M=10 Y=100 K=0
RGB
PROCESS
0
151
58
C=100 M=90 Y=0 K=0
RGB
PROCESS
40
52
138
C=60 M=90 Y=0 K=0
RGB
PROCESS
129
53
138
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 400 0 R/TrimBox[14.1732 14.1732 1261.42 977.953]/Type/Page>>
endobj
8 0 obj
<>stream
HTWm
O^`;d[mSJispJ3#[eY۟ۊ{o7}ߟcO?=Ǜzqgd;k=|lfoccﯿѴܑoؔ3a͢Eϟ{翰+mꋆkvpw6/6/ v8[:1Rȟ8ۣu*Ƅqf_mz͝|CȶgȏٶS~6ߐxAFG=hi1sjL0]qT(\tvɭ\ =ڦk±$7L-Ā).-Xwal뒄W֑\2G;x&=ߛ&wS$[:qߝzbXfI3m|z0CtCQzϯׄ5%_i,̐FDYi.sh,+b1:;8F[;i˺(\@N]좍&aҟ G,9pljCN
фbl7۰&T!5!X