%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
7351_CARPETA POWER BANK HELMUX_Manual V1 15-01-2018
2018-01-15T16:11:02+01:00
2018-01-15T16:11:02+01:00
2018-01-15T16:11:02+02:00
Adobe Illustrator CC (Windows)
256
192
JPEG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==
uuid:743c33a0-4a38-4171-93c4-561795e2bf2e
xmp.did:e3ce72e6-d703-8146-a0ac-af277b769fdb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:be006615-b95c-40e4-a3e7-753a3ee8d865
xmp.did:96113448-62d3-6c42-8b42-797c56fadbfd
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:42263103-e560-c14c-b289-f2c96e9b8bc8
2016-06-06T12:58:32+02:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:e3ce72e6-d703-8146-a0ac-af277b769fdb
2018-01-15T16:10:55+01:00
Adobe Illustrator CC (Windows)
/
Print
False
False
1
261.060821
198.503317
Millimeters
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
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 10.01
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Properties<>>>/Thumb 10 0 R/TrimBox[0.0 0.0 740.015 562.687]/Type/Page>>
endobj
8 0 obj
<>stream
HWnm9+d_l)Ā1E.Vdд[WZ~sUo>>s◟oO?yoo_oWO?㩴z\nu۳~xO<嘭M~kbMǦMio*Vܱù8/rŎ1:V,bq.~$
/:s>0x,x}R~ =w$oq
&G"~tx8u#c*C>] Ѫ6|%v,^pPQ
G"(