%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Ficha Técnica Proceso 15B
2018-06-06T13:38:55-05:00
2018-06-06T13:38:55-05:00
2018-06-06T13:38:55-05:00
Adobe Illustrator CC 2015 (Windows)
200
256
JPEG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==
uuid:ada601d7-7a95-4224-9af8-bacedf0df3ad
xmp.did:709a9356-344f-c24f-a80e-a24e173888d0
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b4f97f30-0a3c-48be-b498-338c7a81472d
xmp.did:fd887a27-5971-6045-b4a1-647e734726d2
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c219e2bd-e894-3d4a-b511-21ce552ed66a
2015-12-09T12:29:04-06:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:709a9356-344f-c24f-a80e-a24e173888d0
2018-06-06T13:38:53-05:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
C:\Users\Brenda Vitti\Desktop\FICHAS TÉCNICAS\FICHA TECNICA PROCESO\Fotos Sello Proceso\Línea 15B.png
xmp.did:1c7b02f5-80cb-8c45-afbe-6d83c93dcbf8
xmp.iid:1c7b02f5-80cb-8c45-afbe-6d83c93dcbf8
C:\Users\Brenda Vitti\Desktop\FICHAS TÉCNICAS\FICHA TECNICA PROCESO\Fotos Sello Proceso\Línea 15B.png
xmp.did:1c7b02f5-80cb-8c45-afbe-6d83c93dcbf8
xmp.iid:1c7b02f5-80cb-8c45-afbe-6d83c93dcbf8
Print
False
True
1
21.590000
27.940000
Centimeters
Cyan
Magenta
Yellow
Black
PANTONE 355 C
PANTONE 185 C
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 355 C
SPOT
100.000000
LAB
52.156864
-67
34
PANTONE 185 C
SPOT
100.000000
LAB
49.803921
77
49
PANTONE 7419 C
SPOT
100.000000
LAB
46.666668
43
14
PANTONE 100 CVC
SPOT
100.000000
CMYK
0.000000
0.000000
50.999999
0.000000
C=0 M=0 Y=0 K=28
CMYK
PROCESS
0.000000
0.000000
0.000000
28.000000
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
8 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 26 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>stream
HWI+}%4H02326_=O_ǟS8{iG8[M#ߏ/{8oG<#yRQb?k
x~p
ghg76zK8rGg,B̸bMgO=->7g:ZL=.lBfBOޠApޱW:#'
`:oj|ijj la|^~螩5b\j\"oͣ(Г\l=?`!SR@63HK~[ҎȇW˚?+AHQ&W\TΌ+[L7"LCtKs1 iH8AʄNq2ȁI8qd=<`r0{K}[O{)h-A(rjÃu/Vu2ڣ̵A0v`AAQ=!`i