%PDF-1.6
%
1 0 obj
<>/OCGs[14 0 R 70 0 R 134 0 R 198 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Licenciatura en Contabilidad
2022-06-06T16:56:36-06:00
2022-06-06T16:56:36-06:00
2021-09-10T12:39:55-06:00
Adobe Illustrator 24.2 (Windows)
88
256
JPEG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uuid:ae153c1a-6573-4716-9b59-85bd568326cc
xmp.did:89d86f3f-9ddc-2a4f-be76-fe84687b9da6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:9f0f8ea9-f9ee-4052-9c03-ff0d2a314379
xmp.did:98a414bb-4773-984e-86f5-089ddb6a2bc1
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:f003ff70-617f-d645-ada2-aea6ea52f42d
2021-08-27T16:26-06:00
Adobe Illustrator 24.2 (Windows)
/
saved
xmp.iid:89d86f3f-9ddc-2a4f-be76-fe84687b9da6
2021-09-10T12:39:53-06:00
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
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
C:\Users\Publicidad-Norma\Desktop\marcador-de-posicion.png
C:\Users\Publicidad-Norma\Desktop\marcador-de-posicion.png
Print
Adobe Illustrator
False
True
1
15.125160
16.044002
Inches
ArialMT
Arial
Regular
Open Type
Version 7.00
False
arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 7.00
False
arialbd.ttf
Poppins-Regular
Poppins
Regular
Open Type
Version 3.200;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Regular.otf
NexaBold
Nexa Bold
Regular
Open Type
Version 1.000
False
Nexa Bold.otf
NexaLight
Nexa Light
Regular
Open Type
Version 1.000
False
Nexa Light.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
Calibri-Bold
Calibri
Bold
Open Type
Version 6.23
False
calibrib.ttf
Calibri
Calibri
Regular
Open Type
Version 6.23
False
calibri.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 204 0 R/TrimBox[0.0 0.0 1089.01 1155.17]/Type/Page>>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 209 0 R/TrimBox[0.0 0.0 1093.45 1866.61]/Type/Page>>
endobj
205 0 obj
<>stream
HW[T~?g[%oHey$?Z.a]egD!7W_=y3Oyf&om߄wӓ_Mz[#OՖ!E6%b37ӏӓWW7s