%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 99 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
SECCIÓN COMUNIDADES
2014-11-28T14:51:56-06:00
2014-11-28T14:51:56-06:00
2014-11-28T14:48:57-05:00
Adobe Illustrator CS6 (Windows)
156
256
JPEG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:2e9791b6-9234-40c6-9ddf-3d83d56f3a27
xmp.did:9A89EC0C3F77E41194D4D52EF56BA467
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:9889EC0C3F77E41194D4D52EF56BA467
xmp.did:9889EC0C3F77E41194D4D52EF56BA467
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:E12D03BB3D77E411AB42E8164D9F5E20
2014-11-28T14:32:54-06:00
Adobe Illustrator CS5
/
saved
xmp.iid:9A89EC0C3F77E41194D4D52EF56BA467
2014-11-28T14:48:50-06:00
Adobe Illustrator CS6 (Windows)
/
Print
False
True
1
21.590000
29.999857
Centimeters
AkzidenzGroteskBE-Bold
Berthold Akzidenz Grotesk BE
Bold
TrueType
Version 001.000
False
berthold-akzidenz-grotesk-be-bold.ttf
Aller
Aller
Regular
Open Type
Version 1.00
False
Aller_Rg.ttf
Aller-Bold
Aller
Bold
Open Type
Version 1.00
False
Aller.ttf
AkzidenzGroteskBE-Light
AkzidenzGroteskBE Light
Light
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
AkzidenzGroteskBE-Md
AkzidenzGroteskBE Md
Md
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
PANTONE Cool Gray 11 C
PANTONE 382 C
PANTONE 3115 C
PANTONE 109 C
PANTONE 285 C
Grupo de muestras por defecto
0
Blanco
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Negro
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
Rojo CMYK
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
Amarillo CMYK
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
Verde CMYK
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
Cian CMYK
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
Azul CMYK
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
Magenta CMYK
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
PANTONE Cool Gray 11 C
SPOT
100.000000
LAB
33.333298
0
-3
PANTONE 3115 C
SPOT
100.000000
LAB
71.764702
-39
-23
PANTONE 382 C
SPOT
100.000000
LAB
81.568596
-24
82
PANTONE 285 C
SPOT
100.000000
LAB
45.882401
-4
-58
PANTONE 109 C
SPOT
100.000000
LAB
86.274498
5
98
Grises
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Brillante
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 118 0 R/TrimBox[0.0 0.0 612.0 850.39]/Type/Page>>
endobj
101 0 obj
<>stream
HWr}߯#!w<H٤;Jrnˉ\t].3@.+./>9yśw{oˏ;YT]^Mwv+]*r?>~xx.U]JK+NlSjKK=l=