%PDF-1.6
%
1 0 obj
<>/OCGs[13 0 R 66 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Licenciatura en Turismo Bilingüe
2022-02-08T16:15:12-06:00
2022-02-08T16:15:12-06:00
2021-09-10T15:23:19-06:00
Adobe Illustrator 24.2 (Windows)
96
256
JPEG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uuid:a82ae28d-b3db-4ba7-9470-85a69a9b604c
xmp.did:71470f22-311f-c14c-8369-1c38af50ceb3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:fccf2ea4-9c41-4256-b6ef-b6502fd73379
xmp.did:98a414bb-4773-984e-86f5-089ddb6a2bc1
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f003ff70-617f-d645-ada2-aea6ea52f42d
2021-08-27T16:26-06:00
Adobe Illustrator 24.2 (Windows)
/
saved
xmp.iid:71470f22-311f-c14c-8369-1c38af50ceb3
2021-09-10T15:23:16-06:00
Adobe Illustrator 24.2 (Windows)
/
EmbedByReference
C:\Users\Publicidad-Norma\Desktop\marcador-de-posicion.png
EmbedByReference
C:\Users\Publicidad-Norma\Desktop\marcador-de-posicion.png
EmbedByReference
C:\Users\Publicidad-Norma\Desktop\marcador-de-posicion.png
C:\Users\Publicidad-Norma\Desktop\marcador-de-posicion.png
C:\Users\Publicidad-Norma\Desktop\marcador-de-posicion.png
C:\Users\Publicidad-Norma\Desktop\marcador-de-posicion.png
Print
Adobe Illustrator
False
True
1
15.186813
23.987557
Inches
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.062;PS 2.000;hotconv 1.0.57;makeotf.lib2.0.21895
False
MYRIADPRO-REGULAR.OTF
NexaLight
Nexa Light
Regular
Open Type
Version 1.000
False
Nexa Light.otf
NexaBold
Nexa Bold
Regular
Open Type
Version 1.000
False
Nexa Bold.otf
Poppins-SemiBold
Poppins
SemiBold
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-SemiBold.otf
Poppins-Bold
Poppins
Bold
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Bold.otf
Poppins-Regular
Poppins
Regular
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Regular.otf
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
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
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
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
89.999400
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
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
10.000000
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
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 72 0 R/TrimBox[0.0 0.0 1089.01 1101.36]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 77 0 R/TrimBox[0.0 0.0 1093.45 1727.1]/Type/Page>>
endobj
73 0 obj
<>stream
HWMo7q0-{cFd9A XYYKU=^:$&Y.~x.ͷof?scusO0]7?N!Ω%|N#Vw