%PDF-1.5
%
1 0 obj
<>/OCGs[9 0 R 10 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
data-sheet-dc-dc-24-12-201
2018-01-31T12:22:31+01:00
2018-01-31T12:22:31+01:00
2018-01-31T12:22:31+02:00
Adobe Illustrator CC 2017 (Windows)
256
176
JPEG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:8c1f39df-9ce4-46dd-b12d-83748feb01b2
xmp.did:ca2e1a2e-15d4-764b-815a-a543d80a4918
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:49499ac7-345e-4888-92e8-36a5a1c70986
xmp.did:01fb86f5-d4d3-2244-a6ff-2fdd34b9d9b7
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:07392d3b-0eed-8d4a-9d1d-7d279411eb4a
2013-09-07T16:43:37+02:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:ca2e1a2e-15d4-764b-815a-a543d80a4918
2018-01-31T12:22:15+01:00
Adobe Illustrator CC 2017 (Windows)
/
EmbedByReference
C:\Projects\Naglic\pretvornik24-12\prospekt\slika2.psd
xmp.did:4E07A0E1B928E211BD828C3E8189A58E
xmp.iid:4E07A0E1B928E211BD828C3E8189A58E
EmbedByReference
C:\Projects\Naglic\pretvornik24-12\prospekt\slika1.psd
xmp.did:4C07A0E1B928E211BD828C3E8189A58E
xmp.iid:4D07A0E1B928E211BD828C3E8189A58E
C:\Projects\Naglic\pretvornik24-12\prospekt\slika2.psd
xmp.did:4E07A0E1B928E211BD828C3E8189A58E
xmp.iid:4E07A0E1B928E211BD828C3E8189A58E
C:\Projects\Naglic\pretvornik24-12\prospekt\slika1.psd
xmp.did:4C07A0E1B928E211BD828C3E8189A58E
xmp.iid:4D07A0E1B928E211BD828C3E8189A58E
Print
False
True
1
297.000083
210.001556
Millimeters
Calibri-Bold
Calibri
Bold
Open Type
Version 6.20
False
calibrib.ttf
Calibri
Calibri
Regular
Open Type
Version 6.20
False
calibri.ttf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Default Swatch Group
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
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
Brights
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
21.0.2
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 841.89 595.28]/Type/Page>>
endobj
13 0 obj
<>stream
HW͎&
SL(t&)w=?":2Y-dH}߿|=c8~r93rL3,\_|s(tL, Ko83JbΧx)WNgx7|b3G]+l |R +!]acM,p;\fXɟ[ _?/ŝQ"PL;/䣏M|?z~7w_ϟ;0d!6]]zxƧȕȟot;":vyKrAH9vo KEgױs(" ]>"-6CJ!aC-aض?}Oְ!~-3kłx2Y!8cu0j\yp>q)N"{|ⴗ0@+}| Zt6as>$\4$dH=~CGDM5eb'ܥ=],(MP(QMӬT6)
TrQ
EJY_z@J nQ$O~y~_",~ N}#-YB1qt8!˕b2
ccWӃ}T_ǎ ,TB^3Dn,`bPtp'{-@;r)_&:T;xiw r/
<+9nKb{h2==sUq=NzT%)V8;ո@eQk`6@*AK["HkEpEYS~l NE-u