%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Gepida Booster manual_ready_HUN_Lámpa
Adobe Illustrator 24.2 (Windows)
2020-07-14T15:59:45+02:00
2020-07-14T15:59:45+02:00
2020-07-14T15:59:45+02:00
256
148
JPEG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uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
xmp.did:acfcd773-be57-0d43-bd34-005dfd7a3b4d
uuid:aa68db57-7492-48a4-b53e-123b1a98f3ab
proof:pdf
uuid:e4710a51-18bb-4939-aac6-b4d762a35a98
xmp.did:e40bdc39-b68f-7b48-8272-3c1463f7bf9f
uuid:9E3E5C9A8C81DB118734DB58FDDE4BA7
proof:pdf
saved
xmp.iid:a8db621b-43cd-b744-8dfd-fafcb13b663a
2019-07-22T09:30:28+02:00
Adobe Illustrator CC 23.0 (Windows)
/
saved
xmp.iid:acfcd773-be57-0d43-bd34-005dfd7a3b4d
2020-07-14T15:59:43+02:00
Adobe Illustrator 24.2 (Windows)
/
Basic RGB
Adobe Illustrator
1
False
False
40.000000
30.000000
Centimeters
Cyan
Magenta
Yellow
Black
Alapértelmezett színtárcsoport
0
Fehér
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Fekete
CMYK
PROCESS
91.171128
78.686196
61.953151
97.448689
RGB vörös
CMYK
PROCESS
0.000000
94.741738
91.219956
0.000000
RGB sárga
CMYK
PROCESS
9.549095
0.000000
95.223922
0.000000
RGB zöld
CMYK
PROCESS
64.751655
0.000000
100.000000
0.000000
RGB cián
CMYK
PROCESS
56.954294
0.000000
15.353628
0.000000
RGB kék
CMYK
PROCESS
93.325698
74.596775
0.000000
0.000000
RGB bíbor
CMYK
PROCESS
41.120011
77.773708
0.000000
0.000000
R=193 G=39 B=45
CMYK
PROCESS
16.873425
94.927901
82.137787
6.894026
R=237 G=28 B=36
CMYK
PROCESS
0.000000
94.604409
85.488665
0.000000
R=241 G=90 B=36
CMYK
PROCESS
0.000000
75.173569
88.885325
0.000000
R=247 G=147 B=30
CMYK
PROCESS
0.000000
50.127411
90.887308
0.000000
R=251 G=176 B=59
CMYK
PROCESS
0.000000
36.581978
81.844813
0.000000
R=252 G=238 B=33
CMYK
PROCESS
6.713969
0.000000
85.293353
0.000000
R=217 G=224 B=33
CMYK
PROCESS
23.300526
0.000000
89.086747
0.000000
R=140 G=198 B=63
CMYK
PROCESS
52.465093
0.000000
87.850761
0.000000
R=57 G=181 B=74
CMYK
PROCESS
71.731132
0.000000
87.637138
0.000000
R=0 G=146 B=69
CMYK
PROCESS
84.246582
14.398412
92.629892
2.157626
R=0 G=104 B=55
CMYK
PROCESS
89.797813
32.385746
92.623788
24.820325
R=34 G=181 B=115
CMYK
PROCESS
73.675132
0.000000
68.990612
0.000000
R=0 G=169 B=157
CMYK
PROCESS
76.546878
4.464789
45.108718
0.000000
R=41 G=171 B=226
CMYK
PROCESS
71.013957
13.092241
0.177005
0.000000
R=0 G=113 B=188
CMYK
PROCESS
86.669713
49.256122
0.000000
0.000000
R=46 G=49 B=146
CMYK
PROCESS
97.595173
89.547569
0.000000
0.085451
R=27 G=20 B=100
CMYK
PROCESS
100.000000
96.847481
32.376590
22.021820
R=102 G=45 B=145
CMYK
PROCESS
75.606924
92.370486
0.000000
0.003052
R=147 G=39 B=143
CMYK
PROCESS
54.042876
92.944223
0.000000
0.000000
R=158 G=0 B=93
CMYK
PROCESS
32.489508
100.000000
23.654535
16.726939
R=212 G=20 B=90
CMYK
PROCESS
9.890898
98.269624
40.808725
2.093538
R=237 G=30 B=121
CMYK
PROCESS
0.000000
93.359268
14.496070
0.000000
R=199 G=178 B=153
CMYK
PROCESS
22.046234
27.261767
38.873884
6.118868
R=153 G=134 B=117
CMYK
PROCESS
35.486379
38.635841
46.643776
21.179521
R=115 G=99 B=87
CMYK
PROCESS
44.586861
47.086290
52.718389
38.052946
R=83 G=71 B=65
CMYK
PROCESS
53.453875
54.302281
55.266649
54.225981
R=198 G=156 B=109
CMYK
PROCESS
20.410468
37.729457
59.475088
8.477912
R=166 G=124 B=82
CMYK
PROCESS
27.997252
46.219575
67.067975
20.718700
R=140 G=98 B=57
CMYK
PROCESS
32.477301
53.652245
76.079953
32.922864
R=117 G=76 B=36
CMYK
PROCESS
35.965514
60.479128
85.796899
45.148394
R=96 G=56 B=19
CMYK
PROCESS
39.124131
68.334472
94.332796
57.112992
R=66 G=33 B=11
CMYK
PROCESS
47.434193
74.639505
82.488745
73.083085
AutoCAD Color
PROCESS
100.000000
CMYK
92.971700
87.972802
89.019603
79.998499
AutoCAD Color 1
PROCESS
100.000000
CMYK
57.424301
48.407701
45.474899
0.000000
Hideg
1
C=56 M=0 Y=20 K=0
CMYK
PROCESS
58.385593
0.000000
22.214083
0.000000
C=51 M=43 Y=0 K=0
CMYK
PROCESS
55.510795
44.461736
0.000000
0.000000
C=26 M=41 Y=0 K=0
CMYK
PROCESS
31.216905
43.918514
0.170901
0.000000
Szürkék
1
R=0 G=0 B=0
CMYK
PROCESS
91.171128
78.686196
61.953151
97.448689
R=26 G=26 B=26
CMYK
PROCESS
76.229495
66.790259
60.686654
82.861066
R=51 G=51 B=51
CMYK
PROCESS
69.033337
59.545279
56.002134
65.532917
R=77 G=77 B=77
CMYK
PROCESS
62.001979
52.388799
50.408179
47.775996
R=102 G=102 B=102
CMYK
PROCESS
55.986875
45.398641
44.885936
32.684824
R=128 G=128 B=128
CMYK
PROCESS
49.201187
38.611427
38.489357
20.218204
R=153 G=153 B=153
CMYK
PROCESS
41.138321
32.013425
32.431525
11.010910
R=179 G=179 B=179
CMYK
PROCESS
32.596320
24.457160
25.525290
4.354925
R=204 G=204 B=204
CMYK
PROCESS
23.202868
17.062637
18.115510
0.830091
R=230 G=230 B=230
CMYK
PROCESS
11.560234
8.160525
9.179828
0.000000
R=242 G=242 B=242
CMYK
PROCESS
6.207370
4.257267
5.175860
0.000000
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
7 0 obj
<>/Resources<>/Properties<>>>/Thumb 11 0 R/TrimBox[0.0 0.0 1133.86 850.394]/Type/Page>>
endobj
8 0 obj
<>stream
HWۮl9
|X?k$W4Bh-.
HSU74'tqr}|կ?n尣ooG?~8nr73gvX3JwqbhlǛ~V_0'5m#q~?S㯷m8a4(b/4u;|m
=f^+v5:80C &7N8a,a0ਝ|NYb'[[ &uBv4yo[2Wt\_/X'V6q` у+9
;2Gwy0b/ȱu<' X2(td=gkbVf8}2۟nߡf[qYqv &|pi^vÆ/0Dkz;-/a/iX,6מ{{?G{'{{{Z;zzgRU9;s6LET]p|`wNq7 2cp!\,"m䋡
|xGv72B'DUN-\ېFwSÏqvxO>&$Wϊ|CHٱh,?`>+drf̗L;9
ɖ7Vkѻ5s2TH:|#'ofd'ļhYb3F^ LK5W$T0#(s%ןmq!C+3!f=녿q7ׂ8qg"U+ ?T?|Ň6_?mhf}\Fe
izA!>
Bi%OY||pM Bu21qD#qb?}J~Qz'oͳPu|(J@\'"Z!d#gU!q85HƋg1G$all\&DqȽzV2R4qȽ$Jcr"#1L2e2+Y<ڸ|WH/,\Rxz=1ts
6
4Amu$%]pZ2K'q#'17Jb+%rK줰1tFhQ\$0W8)rЎ&\egHREɲ
ۑce82eu)tFga]6DLv*)smQph0fn
/bN