%PDF-1.5
%
1 0 obj
<>/OCGs[13 0 R 14 0 R 15 0 R 193 0 R 194 0 R 195 0 R 372 0 R 373 0 R 374 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Mercadotecnia y Publicidad
2020-07-28T19:49:01-05:00
2020-07-28T19:49:01-05:00
2020-07-23T13:09:20-05:00
Adobe Illustrator 24.0 (Macintosh)
204
256
JPEG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==
uuid:48b79fba-9a63-9c42-a335-04099bbe4363
xmp.did:f398e0b4-6250-4f27-bbfd-086945487eea
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:f28ca6f5-3f03-a049-b68e-e8e231d8c481
xmp.did:e3b61641-3a2e-4857-9fd9-aa06870c4b43
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:57f95507-dfd9-448a-ab40-276a892df79b
2018-10-22T16:33:42-05:00
Adobe Illustrator CC 2017 (Macintosh)
/
saved
xmp.iid:f398e0b4-6250-4f27-bbfd-086945487eea
2020-07-23T13:09:15-05:00
Adobe Illustrator 24.0 (Macintosh)
/
EmbedByReference
/Volumes/Untitled/TARJETONES JULIO/LICENCIATURAS/JPG/Mercadotecnia.psd
adobe:docid:photoshop:19cfb843-7f86-fd41-a07c-41e14d5174f4
xmp.iid:18a16f84-d620-4ec1-9a46-33ba9a8a96df
/Volumes/Untitled/TARJETONES JULIO/LICENCIATURAS/JPG/Mercadotecnia.psd
adobe:docid:photoshop:19cfb843-7f86-fd41-a07c-41e14d5174f4
xmp.iid:18a16f84-d620-4ec1-9a46-33ba9a8a96df
Print
Adobe Illustrator
False
True
1
9.999839
27.999972
Centimeters
BebasNeueBold
Bebas Neue
Bold
Open Type
Version 1.300
False
BebasNeue Bold.otf
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-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
Roboto-Regular
Roboto
Regular
TrueType
Version 2.137; 2017
False
Roboto-Regular.ttf
Roboto-Medium
Roboto
Medium
TrueType
Version 2.137; 2017
False
Roboto-Medium.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 2.137; 2017
False
Roboto-Bold.ttf
Roboto-Black
Roboto
Black
TrueType
Version 2.137; 2017
False
Roboto-Black.ttf
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
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
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
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
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
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
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
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
5.000000
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
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
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
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
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
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
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
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
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
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
21.0.2
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 385 0 R/TrimBox[14.1732 14.1732 297.633 807.873]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/Shading<>/XObject<>>>/Thumb 403 0 R/TrimBox[14.1732 14.1732 297.633 807.873]/Type/Page>>
endobj
386 0 obj
<>stream
HWM$Gk2;xm<ދꞙHYEݟmw߅moߝ//rݒCkᗿ~ƞ}?b~!l_uk_-OT2W
Y6aHSG6
gZE*ifuf{twp'+?fRJӛ7!m|u{|)ÌHo7?omK|`{Nsm旷:;k~7+{p[#$Je"i{lk;PaUiOu(q!1sHgk