%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
ET CVI RE MER
2020-09-03T11:45:16-04:00
2020-09-03T11:45:16-04:00
2020-09-03T11:45:16-04:00
Adobe Illustrator 24.3 (Macintosh)
256
184
JPEG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==
uuid:a066ba17-6cf3-784e-8783-c99f4dbe1858
xmp.did:c5fc6425-1751-4da2-bfdf-5e91cc55b422
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b0142d8b-6acd-4b7a-a8c3-28103f86ba3a
xmp.did:b0142d8b-6acd-4b7a-a8c3-28103f86ba3a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4f7e4833-db8b-4771-93b2-5a43d00bdd1f
2020-09-03T11:25:29-04:00
Adobe Illustrator 24.3 (Macintosh)
/
saved
xmp.iid:c5fc6425-1751-4da2-bfdf-5e91cc55b422
2020-09-03T11:45:11-04:00
Adobe Illustrator 24.3 (Macintosh)
/
EmbedByReference
/Users/diseno/Desktop/MERCADO 2017/MNAC/CVI NUEVO DISEÑO 2016/CVI RE/Ilustracion CV Res-ac-conparra.jpg
adobe:docid:photoshop:613af122-b4ba-1179-abad-e6214114045c
xmp.iid:33de6d6c-0dd3-46b8-abcf-fd5b015cb7c6
/Users/diseno/Desktop/MERCADO 2017/MNAC/CVI NUEVO DISEÑO 2016/CVI RE/Ilustracion CV Res-ac-conparra.jpg
adobe:docid:photoshop:613af122-b4ba-1179-abad-e6214114045c
xmp.iid:33de6d6c-0dd3-46b8-abcf-fd5b015cb7c6
Print
Adobe Illustrator
Adobe PDF library 15.00
1
True
True
14.040012
10.413337
Centimeters
Black
PANTONE 200 U
PANTONE Cool Gray 8 U
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
PANTONE Cool Gray 8 U
SPOT
100.000000
LAB
61.568600
0
-2
Troquel
SPOT
100.000000
CMYK
60.000002
0.000000
0.000000
0.000000
PANTONE 200 U
SPOT
100.000000
LAB
49.803902
48
17
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
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/ExtGState<>/Properties<>/XObject<>>>/Thumb 16 0 R/TrimBox[0.0 0.0 397.985 295.181]/Type/Page>>
endobj
8 0 obj
<>stream
HTW͎&9S|5tN_ !H<w2^HWOZ_\vDF~˟w?}~{kq[w~
/]ۿiO~+[=ߋF{=.yq}EoƼs_/mƽ;^8Nq{{s{a1l/;P_cn=h{+8=g{S,힣plgޛx |\^qŀ9OX}<{lNOۘΓwOǭ)8oz!qSXw/!pc8Зw:nD.۞ߝљ4bra{3Yҁa8wch]VVk@V{xY1rW22>}`#/ ܸOk} -_h p\PAbnGۺJ*.K@oqY T1~N8.@jnb |Ͳ{\Qfݍzuxz^fV )C;" <ocCEC@^8tT D{"G_L~]-m>%C= Tfξ!Q p)`2kr-cZp`LH
0_\A`