%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Plafon
2020-10-06T17:34:27-05:00
2020-10-06T17:34:27-05:00
2020-10-06T17:34:27-05:00
Adobe Illustrator CC 2015 (Windows)
220
256
JPEG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uuid:32cc94fd-f017-498f-8fee-044461f07f12
xmp.did:0c2a8186-5eff-de4a-a218-f942c673a660
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:072848f3-3f9c-421e-adb9-0eed6334bd1f
xmp.did:c4afd89a-ca14-464f-9526-d62d375de171
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:c4afd89a-ca14-464f-9526-d62d375de171
2018-11-27T12:41:21-06:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:0c2a8186-5eff-de4a-a218-f942c673a660
2020-10-06T17:34:16-05:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
Y:\Netto\Fichas Tecnicas\Plafon\img\plafon.png
0
0
EmbedByReference
Y:\Netto\Fichas Tecnicas\Plafon\img\plafon_trasero.png
0
0
EmbedByReference
Y:\Netto\Fichas Tecnicas\Plafon\img\plafon_frontal.png
0
0
Y:\Netto\Fichas Tecnicas\Plafon\img\plafon.png
0
0
Y:\Netto\Fichas Tecnicas\Plafon\img\plafon_trasero.png
0
0
Y:\Netto\Fichas Tecnicas\Plafon\img\plafon_frontal.png
0
0
Print
True
True
1
215.000417
279.999722
Millimeters
FranklinGothic-Book
Franklin Gothic Book
Regular
Open Type
Version 2.01
False
FRABK.TTF
FranklinGothic-DemiCond
Franklin Gothic Demi Cond
Regular
Open Type
Version 2.00
False
FRADMCN.TTF
FranklinGothic-DemiItalic
Franklin Gothic Demi
Italic
Open Type
Version 2.00
False
FRADMIT.TTF
FranklinGothic-Medium
Franklin Gothic Medium
Regular
Open Type
Version 5.02
False
framd.ttf
FranklinGothic-Demi
Franklin Gothic Demi
Regular
Open Type
Version 2.00
False
FRADM.TTF
Cyan
Magenta
Yellow
Black
PANTONE Cool Gray 9 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 165 C
PROCESS
100.000000
CMYK
0.000000
58.999997
95.999998
0.000000
PANTONE Cool Gray 9 C
SPOT
100.000000
LAB
50.196098
0
-2
PANTONE 381 C
PROCESS
100.000000
CMYK
20.000000
0.000000
91.000003
0.000000
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
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 28 0 R/TrimBox[0.0 0.0 609.45 793.7]/Type/Page>>
endobj
13 0 obj
<>stream
HWˎW{fGrE4,A)W(Qݳ0ttgeefeFf=vyͭ[ubk_~==w?|xzn))/5|~ɭ%%Zj[|[3%Fjjq%ښz
t(b n5-Zs
;"&<-Kc~XnMIo/e8R{X}J]ǸfDS^sl\[]W!ozmP}~~7mY컟O8Zzl8R@y?=y~^a3i3tzIa[B*'/{ؑ OlyrbWo1:7/oo2?>_OH
e
..wۛ&|5>9'8%E
DBWϾi|ݷRXs)[O y="(cIa'r)6CYr]{*`bwL˙?EdHC3~:Q2xfޝ% 焥 nIgSj7E*߽]7nLVI0?$\h!jQQ3nPV쏄j36 L.br㟏"WZyHcQbh8p:[x$C4kJ=
_@&|_h