%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
PESADORA 4014XB1 NEWTEC
2020-11-20T16:32:55-07:00
2020-11-20T16:32:55-07:00
2020-11-20T16:32:55-07:00
Adobe Illustrator CC 2017 (Macintosh)
256
172
JPEG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uuid:dbb57c79-1981-b64f-842d-93ea49b11b3e
xmp.did:566e4c14-fe9d-4f90-ac63-47c462ffabd6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d0eb6ccf-b32e-2246-8566-e831230e598b
xmp.did:cbc4317a-cd8d-4e85-b015-a4e5fa1c30cc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:b4fc1a64-7617-4746-b49a-27d5cce7fe9d
2019-11-04T11:01:53-07:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:566e4c14-fe9d-4f90-ac63-47c462ffabd6
2020-11-20T16:32:43-07:00
Adobe Illustrator CC 2017 (Macintosh)
/
EmbedByReference
/private/var/folders/m_/hqvs5zkd7gd4kc9tq86sjyx00000gn/T/TemporaryItems/(Un documento siendo guardado por Illustrator CC)/QJMbCW.tif
EmbedByReference
/private/var/folders/m_/hqvs5zkd7gd4kc9tq86sjyx00000gn/T/TemporaryItems/(Un documento siendo guardado por Illustrator CC)/6ynSwZ.tif
/private/var/folders/m_/hqvs5zkd7gd4kc9tq86sjyx00000gn/T/TemporaryItems/(Un documento siendo guardado por Illustrator CC)/QJMbCW.tif
/private/var/folders/m_/hqvs5zkd7gd4kc9tq86sjyx00000gn/T/TemporaryItems/(Un documento siendo guardado por Illustrator CC)/6ynSwZ.tif
Print
False
True
1
14.000000
21.500000
Centimeters
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Bold.otf
Montserrat-Regular
Montserrat
Regular
Open Type
Version 6.001
False
MONTSERRAT-REGULAR.TTF
Montserrat-SemiBold
Montserrat
SemiBold
Open Type
Version 7.200
False
Montserrat-SemiBold.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
OTF 1.006;PS 001.000;Core 1.0.23;hotunix 1.28
False
MyriadPro-Regular.otf
SegoeUI-Bold
Segoe UI
Bold
TrueType
Version 1.00; ttfautohint (v1.6)
False
Segoe UI Bold.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
14.843750
100.000000
89.843750
9.765625
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
89.843750
84.765625
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
79.687500
94.921875
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
34.765625
84.765625
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
4.687500
0.000000
89.843750
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.921875
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
84.765625
9.765625
100.000000
9.765625
C=90 M=30 Y=95 K=30
CMYK
PROCESS
89.843750
29.687500
94.921875
29.687500
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
79.687500
9.765625
44.921875
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
69.921875
14.843750
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
84.765625
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
94.921875
4.687500
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
34.765625
100.000000
34.765625
9.765625
C=10 M=100 Y=50 K=0
CMYK
PROCESS
9.765625
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
94.921875
19.921875
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.843750
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.843750
44.921875
50.000000
4.687500
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
59.765625
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
54.687500
59.765625
64.843750
39.843750
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.843750
64.843750
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
29.687500
50.000000
75.000000
9.765625
C=35 M=60 Y=80 K=25
CMYK
PROCESS
34.765625
59.765625
79.687500
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.843750
64.843750
89.843750
34.765625
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.843750
69.921875
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
69.921875
79.687500
69.921875
PANTONE 1795 C
SPOT
100.000000
LAB
48.235294
66
43
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
89.843750
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.687500
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.921875
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.765625
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
39.843750
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.687500
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.921875
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.765625
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.687500
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
9.765625
94.921875
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
84.765625
9.765625
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
89.843750
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
59.765625
89.843750
0.000000
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/XObject<>>>/TrimBox[0.0 0.0 396.85 609.449]/Type/Page>>
endobj
6 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/XObject<>>>/TrimBox[0.0 0.0 396.85 609.449]/Type/Page>>
endobj
25 0 obj
<>stream
HWM$I
ׯcr"@Po/,t2y92 Tt<۟.i+>2>˧ˇ)mϟe%ؒڶ{ws
==^>5mG}&~{a?k:-=g#B
ʬ 'm^!sk}oǶbuV|!wVZ=i/ݡ=濤-o?^,e]ϙ.,`o籧Ym{|<|?.?n?\?ҟ~W~#bԺ9Ei$+]kAq+QT{-}) i᤺KN=.d4P3GeA:p IDB"^h+OU2N!ݜߪS{&
%q^