%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R 15 0 R 16 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
5048 Ficha Tecnica SAT LD101RF PLUS LASER 1D USB FOTOSENSOR
2020-05-15T14:50:24-05:00
2020-05-15T14:50:24-05:00
2020-05-15T14:50:23-04:00
Adobe Illustrator 24.0 (Windows)
256
164
JPEG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uuid:5ed02c8d-f8d2-45aa-8605-a864c65f0554
xmp.did:5153c0b6-5912-4841-ab9d-f6fb847e9450
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:81b8d5c1-2753-41c2-b478-1d3b42a96de3
xmp.did:df6572fc-2f18-844f-bd4b-8237faebce7f
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:bfd6d699-e60a-7b47-8db1-db241902415c
2020-05-13T14:10:18-05:00
Adobe Illustrator 24.0 (Windows)
/
saved
xmp.iid:5153c0b6-5912-4841-ab9d-f6fb847e9450
2020-05-15T14:50:20-05:00
Adobe Illustrator 24.0 (Windows)
/
EmbedByReference
C:\Users\ST2\Desktop\home office\RECURSOS\rip-windows-seven-featured.jpg
xmp.did:AAAB699B3C6811EABD35A759E367CEDA
xmp.iid:AAAB699A3C6811EABD35A759E367CEDA
EmbedByReference
C:\Users\ST2\Desktop\home office\RECURSOS\laser lineal.psd
adobe:docid:photoshop:6a86cd97-3ddf-e746-bb46-b2c8b79045fd
xmp.iid:9596f28a-3baa-5840-8189-3905fddb6227
EmbedByReference
C:\Users\ST2\Desktop\home office\RECURSOS\LD101RF DE FRENTE.psd
adobe:docid:photoshop:f0e43012-50a7-8c4f-a281-669a1f697924
xmp.iid:725a8567-21d4-5f46-abba-d7392957add6
EmbedByReference
C:\Users\ST2\Desktop\home office\RECURSOS\SAT LD101RF.psd
adobe:docid:photoshop:1e23963e-e5c7-5b4e-bfd8-51d5fb649389
xmp.iid:22557916-5016-b640-afb3-81504e52a46f
C:\Users\ST2\Desktop\home office\RECURSOS\rip-windows-seven-featured.jpg
xmp.did:AAAB699B3C6811EABD35A759E367CEDA
xmp.iid:AAAB699A3C6811EABD35A759E367CEDA
C:\Users\ST2\Desktop\home office\RECURSOS\laser lineal.psd
adobe:docid:photoshop:6a86cd97-3ddf-e746-bb46-b2c8b79045fd
xmp.iid:9596f28a-3baa-5840-8189-3905fddb6227
C:\Users\ST2\Desktop\home office\RECURSOS\LD101RF DE FRENTE.psd
adobe:docid:photoshop:f0e43012-50a7-8c4f-a281-669a1f697924
xmp.iid:725a8567-21d4-5f46-abba-d7392957add6
C:\Users\ST2\Desktop\home office\RECURSOS\SAT LD101RF.psd
adobe:docid:photoshop:1e23963e-e5c7-5b4e-bfd8-51d5fb649389
xmp.iid:22557916-5016-b640-afb3-81504e52a46f
Print
Adobe Illustrator
False
True
1
215.900000
279.400000
Millimeters
AgencyFB-Reg
Agency FB
Regular
Open Type
Version 1.00
False
AgencyFB-Bold
Agency FB
Bold
Open Type
Version 1.00
False
AgencyFBBold.ttf
LibreFranklin-Bold
Libre Franklin
Bold
Open Type
Version 1.002; ttfautohint (v1.5)
False
librefranklin-bold.ttf
LibreFranklin-Medium
Libre Franklin
Medium
Open Type
Version 1.002; ttfautohint (v1.5)
False
librefranklin-medium.ttf
LibreFranklin-Regular
Libre Franklin
Regular
Open Type
Version 1.002; ttfautohint (v1.5)
False
librefranklin-regular.ttf
LibreFranklin-SemiBold
Libre Franklin
SemiBold
Open Type
Version 1.002; ttfautohint (v1.5)
False
librefranklin-semibold.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
C=50 M=0 Y=100 K=0 1
PROCESS
100.000000
CMYK
50.000000
0.000000
100.000000
0.000000
R=165 G=202 B=0
PROCESS
100.000000
CMYK
44.190127
0.000000
100.000000
0.000000
R=255 G=208 B=31
PROCESS
100.000000
CMYK
0.021363
18.185702
89.114213
0.000000
R=231 G=28 B=59
PROCESS
100.000000
CMYK
0.000000
95.751888
70.467687
0.082399
R=231 G=52 B=76
PROCESS
100.000000
CMYK
0.000000
37.369344
58.309299
0.000000
R=204 G=204 B=204
PROCESS
100.000000
CMYK
11.276416
15.640497
87.527275
0.677501
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<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
18 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 54 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
49 0 obj
<>stream
HWr}W̋
R*J,[7V*
.Zyoϙ (ё]r}tO9Qrv>##(B F[Prߎ(~i 4nt4
.~ndXK0J,ϟ6I1.('a2]?{ w;\xbmQpu:5sH s"h&H\' WHvexmgNT(eIy0hFM5\𝕰,
^+'a;wHu0Ṵ̈̄P`
ƙ/6v詵\'
"(\L(}q-,҈kF2F)LVibE
3˚M~U^WYgWPMY> Fie1]7猲_.ˀ2@HP^[XT?Ց Q]I¬/>loώl';0V`_hE9o7}e}c{thVAc%B}vc/NHBax"/墐.A+nAmw dH83R'/59NYߐ3
~c8@}On7zlxtPqR0 AGp.%3fNV8_\gbGABG+&Hqpj~WpàP& J&JCѢ;z:ΣT0/M&m|vͪM֒uF2A1\IpӵXgzݝF7BʋO