%PDF-1.3
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Técnico - Português - Disjuntores 3KA
2021-02-19T14:35:44-03:00
2021-02-19T14:35:44-03:00
2021-02-19T14:35:44-03:00
Adobe Illustrator 25.0 (Windows)
172
256
JPEG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=
uuid:29e6a30b-f928-45df-ab60-ff5d83ce6b68
xmp.did:a9323fe4-950b-e647-a67b-12026a1a15c5
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:f0211843-fcdc-0e48-bfee-cb3ef914711f
xmp.did:f0211843-fcdc-0e48-bfee-cb3ef914711f
uuid:5B20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:74E7B31B615EE611B4F694A3F41D9741
2016-08-09T17:31:49-03:00
Adobe Illustrator CS5
/
saved
xmp.iid:a9323fe4-950b-e647-a67b-12026a1a15c5
2021-02-19T14:35:43-03:00
Adobe Illustrator 25.0 (Windows)
/
EmbedByReference
O:\Gráfico\CATALOGOS\K206_Técnico\7 Proteção\Em revisão\Disjuntores.png
0
0
O:\Gráfico\CATALOGOS\K206_Técnico\7 Proteção\Em revisão\Disjuntores.png
0
0
Basic CMYK
Adobe Illustrator
False
True
1
21.000166
29.699994
Centimeters
Cyan
Magenta
Yellow
Black
Grupo de amostras padrão
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
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
AutoCAD Color
PROCESS
100.000000
CMYK
75.020999
67.968303
67.022198
90.164000
PANTONE Black C
SPOT
100.000000
CMYK
0.000000
13.000000
49.000001
98.000002
Grays
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
Crosses Color Group
1
C=10 M=70 Y=80 K=0
CMYK
PROCESS
10.000000
70.000000
80.000000
0.000000
C=10 M=50 Y=80 K=0
CMYK
PROCESS
10.000000
50.000000
80.000000
0.000000
C=65 M=10 Y=100 K=0
CMYK
PROCESS
65.000000
10.000000
100.000000
0.000000
C=50 M=90 Y=10 K=0
CMYK
PROCESS
50.000000
90.000000
10.000000
0.000000
C=25 M=85 Y=60 K=10
CMYK
PROCESS
25.000000
85.000000
60.000000
10.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Resources<>/ExtGState<>/ProcSet[/PDF/ImageC/ImageI]/XObject<>>>/Thumb 42 0 R/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HtW͎4
SEI'9!Hb@YvDI-T9
Qqꇗ~ziG9_?gytïw-:"7~uy)v(1O3|u|>\o,!3~eMO+z^[t)VW8ayム)gEmGϽ3'Y\v93hDgTzذ֏Z+nmbO=k4aY'7y{<.Ir/*:F8T!6v67i\3}?el8lmlZךIpkXc0gmc
̻SG