%PDF-1.5
%
1 0 obj
<>/OCGs[18 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
genios4
2019-10-10T14:39:16-05:00
2019-10-10T14:39:16-05:00
2019-10-10T14:39:16-04:00
Adobe Illustrator CS6 (Windows)
256
164
JPEG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uuid:5440c87c-1521-478d-9e2d-743d17bd4b84
xmp.did:C38E88C694EBE91184DFB3591B08B01C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:C18E88C694EBE91184DFB3591B08B01C
xmp.did:C18E88C694EBE91184DFB3591B08B01C
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:1DE8D79500E6E9119D19EAE8618BEBE8
2019-10-03T14:04:55-05:00
Adobe Illustrator CS6 (Windows)
/
saved
xmp.iid:C38E88C694EBE91184DFB3591B08B01C
2019-10-10T14:39:14-05:00
Adobe Illustrator CS6 (Windows)
/
Print
False
False
1
612.000000
792.000000
Pixels
BlackoutMidnight
Blackout Midnight
Regular
TrueType
Version 2.003
False
Blackout Midnight.ttf
Blackout-2AM
Blackout
2 AM
TrueType
Version 1.000
False
Blackout-2am.ttf
CourierNewPS-ItalicMT
Courier New
Italic
Open Type
Version 6.91
False
couri.ttf
CourierNewPS-BoldMT
Courier New
Bold
Open Type
Version 6.92
False
courbd.ttf
CourierNewPSMT
Courier New
Regular
Open Type
Version 6.92
False
cour.ttf
DroidSans
Droid Sans
Regular
TrueType
Version 1.00 build 114
False
DroidSans.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
Roboto-Black
Roboto
Black
TrueType
Version 1.100141; 2013
False
Roboto-Black.ttf
Roboto-BoldItalic
Roboto
Bold Italic
TrueType
Version 1.100141; 2013
False
Roboto-BoldItalic.ttf
Roboto-Medium
Roboto
Medium
TrueType
Version 1.100141; 2013
False
Roboto-Medium.ttf
Roboto-Regular
Roboto
Regular
TrueType
Version 1.100141; 2013
False
Roboto-Regular.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 1.100141; 2013
False
Roboto-Bold.ttf
Roboto-Italic
Roboto
Italic
TrueType
Version 1.100141; 2013
False
Roboto-Italic.ttf
DKCoolCrayon
DKCoolCrayon
Unknown
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
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
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
20 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
21 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
27 0 obj
<>stream
HWK#`n,>}1]#q $zx5_lGgG:tMo_7'WiQuN)OAGKH;볧R!1^-[u:53}gqAMʕN)huٶ{7vU?R\mO_rytBq?gfF1b&ۿmx'K
Q%7%1f:u^%oupr9YD/ w9qY%4'g@!j,nC
egHt7l m
[B)jx^>Y_4y;hgjǖǵ]BDDc
ϡן"zmC5{e<+f'yHOYm2Wfz68$U
ؠ@-uTenaASaė)iAu4tڒNc֩tH9^YWŜGB5hئt)IN.K V.%,/>tQbFJp4'x@iGWrVdcUztA?:qvӡB&{XI4(%g.3m#sB>3at>6^2*dGk5^/aw䳍M|.ЖY6)Ctryj;>T8Mbℴ$PvA!:Эq2GIT~/(!m`X荓T^h
9:J#z{,';:`2$ Qm(wLcS
{T)d+RQ@/p