%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 BU07
2018-07-24T17:06:22-05:00
2018-07-24T17:06:22-05:00
2018-07-24T17:06:22-05:00
Adobe Illustrator CC 2015 (Windows)
200
256
JPEG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uuid:9640dc0a-1499-4145-9d9d-40516033bb3d
xmp.did:63af3f4e-6d5d-104f-8a7c-3ecaa1063886
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:64649ce5-ea07-4970-a51f-0a24ac1ed825
xmp.did:7c25573c-92e6-b643-a1b6-0dc0a07d4eec
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:63af3f4e-6d5d-104f-8a7c-3ecaa1063886
2018-07-24T17:06:20-05:00
Adobe Illustrator CC 2015 (Windows)
/
EmbedByReference
C:\Users\Brenda Vitti\Desktop\fichas tecnicas\FICHA TECNICA BURGMAN\fotos burgman\Tipo G4.png
EmbedByReference
C:\Users\Brenda Vitti\Desktop\FICHAS TÉCNICAS\FICHA TECNICA BURGMAN\fotos burgman\BU07.png
0
0
C:\Users\Brenda Vitti\Desktop\fichas tecnicas\FICHA TECNICA BURGMAN\fotos burgman\Tipo G4.png
C:\Users\Brenda Vitti\Desktop\FICHAS TÉCNICAS\FICHA TECNICA BURGMAN\fotos burgman\BU07.png
0
0
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 28 0 R/TrimBox[0.0 0.0 612.0 792.0]/Type/Page>>
endobj
9 0 obj
<>stream
HWɎe5ݿtxEZ-':TTs"l_$شR!ӿox7oXb7jHpw.~7O_/ߞހĹI?RG)COot7|.IԣAJ8b(n|4q#MG