%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
13-09-2018
2018-09-13T15:09:17-05:00
2018-09-13T15:09:17-05:00
2018-09-13T15:09:17-05:00
Adobe Illustrator CS6 (Windows)
144
256
JPEG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uuid:90af71e5-f9d0-4136-a30e-df4a0fe4314b
xmp.did:15C61BC980B7E8118B44D50F06CCE6CE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:14C61BC980B7E8118B44D50F06CCE6CE
xmp.did:14C61BC980B7E8118B44D50F06CCE6CE
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:6f0b983b-d6e7-4540-bdbd-1a23b9a91e89
2017-01-23T23:02:58-06:00
Adobe Illustrator CC (Macintosh)
/
saved
xmp.iid:15C61BC980B7E8118B44D50F06CCE6CE
2018-09-13T15:09:10-05:00
Adobe Illustrator CS6 (Windows)
/
EmbedByReference
Captura de pantalla 2017-01-24 a la(s) 12.57.22.png
Print
False
True
1
21.590000
37.434476
Centimeters
HelveticaNeueLTStd-Roman
Helvetica Neue LT Std
55 Roman
Open Type
Version 2.020;PS 002.000;hotconv 1.0.50;makeotf.lib2.0.16970
False
HelveticaNeueLTStd-Roman.otf
HelveticaNeueLTStd-Md
Helvetica Neue LT Std
65 Medium
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
HelveticaNeueLTStd-Md.otf
HelveticaNeueLTStd-Bd
Helvetica Neue LT Std
75 Bold
Open Type
Version 2.035;PS 002.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
HelveticaNeueLTStd-Bd.otf
Myriad-Roman
Myriad
Roman
Type 1
001.001
False
wmr_____.pfb; wmr_____.pfm
Cyan
Magenta
Yellow
Black
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 376 CP
PROCESS
100.000000
CMYK
53.999996
0.000000
100.000000
0.000000
PANTONE 151 CP
PROCESS
100.000000
CMYK
0.000000
60.000004
100.000000
0.000000
PANTONE 2603 C
SPOT
100.000000
LAB
30.196098
45
-37
PANTONE 3005 C
SPOT
100.000000
LAB
43.921600
-21
-58
PANTONE 3262 C
SPOT
100.000000
LAB
66.274498
-59
-12
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
Brillantes
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/ImageI]/Properties<>/XObject<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 612.0 1061.13]/Type/Page>>
endobj
13 0 obj
<>stream
HW[sH~p[};0$ؚRl^| nɖ8a-
,>}t9]s`mRXeXEpN+ͼE(,Xǽ6RņN`_;$Qpee@Yc`]c43x(<:3[.#&ۜ[7$y%ց9]PUkUK@2xґB
q)Ö$B
b.p\L&j!N'%"G),GgJ8r堓Tr
oǎ0~TH"2TBrR-!HcWlT\,KT8#P*٨\Q@l/p\khɝW]9ges#>ra9ٖ{A9y3)>CW
=}0.gV&-oTEqCSܨs<ѹ.ګk:-x2)gm>dlILYS-OrX.c)ؒ\.I&eŻ+gѐx%Uk.|^LY}x9Ǣj0[a(dFfxђ ZaŁ2>64D\J١m(Jsg
,@{8! Ie^~PZ,HgjnY%_P|.-WRɻ"[Us!j"3v9~ULG#uN` _!1F<`TЗiIR&kJt[z |B8,
wUa@B賘_Wg?QdC>O:|Z1r¦thΪXg!\X`%[Er'T!`_W`SV^;0!BM7%{F`Ao!ZHdB%"BmŻV䈨#с\ϻ쎚?lwQlw"u*ɑ<?dw6O䖎:^s2h4MxKy]IB"r6&fO]L`F-