%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R 9 0 R 10 0 R 11 0 R 12 0 R 13 0 R 14 0 R 15 0 R 16 0 R 17 0 R 18 0 R 19 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DELTA_GAMA_FASTOR_FLAT_SZERELÉSI_SEGÉDLET
2018-08-07T15:36:26+02:00
2018-08-07T15:36:26+02:00
2018-08-07T15:36:26+02:00
Adobe Illustrator CC 2017 (Windows)
256
200
JPEG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uuid:69a026bc-236b-4e98-820f-58bc53e01aa2
xmp.did:6843e464-0368-b540-a66b-93d9b42e5ba9
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:bbb34297-a01c-4433-a8b6-6b6f483672cc
xmp.did:ea6547e1-cd13-6443-9b47-85bb3b35ccba
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2C5DBE209B16E611BDA2EDFA69219E23
2016-05-10T12:37+02:00
Adobe Illustrator CS5
/
saved
xmp.iid:6843e464-0368-b540-a66b-93d9b42e5ba9
2018-08-07T15:36:23+02:00
Adobe Illustrator CC 2017 (Windows)
/
Print
True
False
1
210.000110
296.999976
Millimeters
CenturyGothic
Century Gothic
Regular
Open Type
Version 2.35
False
GOTHIC.TTF
FordAntenna-Semibold
Ford Antenna
Semibold
Open Type
Version 1.0
False
FordAntennaWGL-Semibold.otf
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
Cyan
Magenta
Yellow
Black
Alapértelmezett színtárcsoport
0
Biały
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Czarny
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Czerwony
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Żółty
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Zielony
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Niebieskozielony
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Niebieski
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Karmazynowy
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
Szary
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=85 M=10 Y=100 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=100 M=90 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=60 M=90 Y=0 K=0
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
Szary
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
C=0 M=0 Y=0 K=60
1
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=0 M=0 Y=0 K=20
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=0 M=0 Y=0 K=10
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=0 M=0 Y=0 K=5
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
21.0.0
endstream
endobj
3 0 obj
<>
endobj
21 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 27 0 R/TrimBox[14.1732 14.1732 609.449 856.063]/Type/Page>>
endobj
22 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 30 0 R/TrimBox[14.1732 14.1732 609.449 856.063]/Type/Page>>
endobj
28 0 obj
<>stream
HWۮ\9}?lD4B(|hAUݧOE:ٵڗr]W}OwgHghk9?jH=Zqjݏz֡Ƿ[=e%Un~9o8mm?o.嬳C|]48+nq_*8#mkgzyJ>]:{ޯX?^ݕjs
ԿPegzSjm*SZ%L9Mݰ_@\xJU"G0Peh3l⿕;y O`I 1@^#j@zm9&@etWJcG ي155'wKгheϔuU#z*Ya4?x-}"垅٥gvxvgS^{R%w-2,o6m0 _J_3tRDIT(5.,\tsPkj==CjulZ~2MjS6k w%-X%_Հ}Fi
V б Z- {^ hk0.Z HWO!a ح3kPF ١Zz
RbzX~2+^`% 2KyMznPXr6W `+dVfH ,w`! DѳI5=4#_^Odږ
vT}b_oK!^Z ۖw