%PDF-1.4
%
1 0 obj
<>
endobj
544 0 obj
<>stream
application/pdf
Reg_buncs1pathB
Regisztrált bűncselekmények száma Magyarországon, 1989-2012
100 000 lakosra jutó regisztrált bűncselekmények 2012-ben megyénként
(A 100 000 lakosra jutó regisztrált bűncselekmények száma országosan 4740 volt.)
dhe
térkép
bilincs
Adobe Illustrator CS3
2013-02-07T15:11:08+02:00
2013-02-07T15:11:08+01:00
2013-02-07T15:11:08+01:00
224
256
JPEG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uuid:0F9231432F71E211B5F2AA772D53B223
uuid:264d2fd8-59b4-4fda-b0a8-112897f94cb5
uuid:0E9231432F71E211B5F2AA772D53B223
uuid:26A547A40471E211B5F2AA772D53B223
EmbedByReference
C:\Documents and Settings\osigy\Local Settings\Temp\Image48019128000.tif
G00148586
Legfőbb Ügyészség
JOGI;BűNöZéS;BűNüGY
Havária
CO
Regisztrált bűncselekmények száma Magyarországon, 1989-2012
Print
1
True
True
144.000017
175.000009
Millimeters
Cyan
Magenta
Yellow
Black
Zwart
Alapértelmezett színtárcsoport
0
0c 0m 0y 10k
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
9.999100
0c 0m 0y 20k
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
19.999699
0c 0m 0y 30k
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
29.998800
0c 0m 0y 40k
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
39.999399
0c 0m 0y 50k
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
50.000000
0c 0m 0y 60k
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
59.999102
0c 0m 0y 70k
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
69.999701
0c 0m 0y 80k
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
79.998797
0c 27m 79y 0k
PROCESS
100.000000
CMYK
0.000000
26.998901
78.999299
0.000000
0c 28m 41y 0k
PROCESS
100.000000
CMYK
0.000000
27.999899
40.998799
0.000000
0c 35m 65y 0k
PROCESS
100.000000
CMYK
0.000000
34.999099
64.999402
0.000000
0c 55m 100y 0k
PROCESS
100.000000
CMYK
0.000000
54.998797
99.998498
0.000000
0c 8m 17y 0k
PROCESS
100.000000
CMYK
0.000000
7.998700
16.999801
0.000000
10% gray
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
9.999100
10c 100m 100y 30k
PROCESS
100.000000
CMYK
9.999100
99.998498
99.998498
29.998800
10c 100m 100y 54k
PROCESS
100.000000
CMYK
9.999100
99.998498
99.998498
53.999299
10c 22m 19y 0k
PROCESS
100.000000
CMYK
9.999100
21.998601
18.998700
0.000000
14c 19m 37y 0k
PROCESS
100.000000
CMYK
13.999900
18.998700
36.999500
0.000000
14c 36m 63y 0k
PROCESS
100.000000
CMYK
13.999900
35.998499
62.998998
0.000000
15c 45m 63y 0k
PROCESS
100.000000
CMYK
14.999400
44.999701
62.998998
0.000000
16c 49m 57g 0s
PROCESS
100.000000
CMYK
15.998800
48.999000
56.999201
0.000000
21c 31m 29y 0k
PROCESS
100.000000
CMYK
20.999099
30.999801
28.999299
0.000000
23c 64m 56y 0k
PROCESS
100.000000
CMYK
22.999600
63.999897
55.999798
0.000000
26c 35m 29y 0k
PROCESS
100.000000
CMYK
25.999501
34.999099
28.999299
0.000000
26c 46m 68y 0k
PROCESS
100.000000
CMYK
25.999501
45.999101
67.999297
0.000000
26c 55m 79y 0k
PROCESS
100.000000
CMYK
25.999501
54.998797
78.999299
0.000000
26c 58m 71y 0k
PROCESS
100.000000
CMYK
25.999501
57.998699
70.999098
0.000000
27c 24m 27y 0k
PROCESS
100.000000
CMYK
26.998901
23.999000
26.998901
0.000000
27c 73m 100y 0k
PROCESS
100.000000
CMYK
26.998901
72.999603
99.998498
0.000000
33c 85m 100y 0k
PROCESS
100.000000
CMYK
32.998699
84.999102
99.998498
0.000000
36c 72m 71y 0k
PROCESS
100.000000
CMYK
35.998499
71.998602
70.999098
0.000000
36c 85m 74y 0k
PROCESS
100.000000
CMYK
36.077899
84.704602
73.724401
0.000000
42c 27m 18y 14k
PROCESS
100.000000
CMYK
41.999799
26.998901
17.999300
13.999900
42c 27m 18y 14k-1
PROCESS
100.000000
CMYK
41.999799
26.998901
17.999300
13.999900
46c 67m 88y 0k
PROCESS
100.000000
CMYK
45.999101
66.999799
87.998998
0.000000
49c 71m 94y 0k
PROCESS
100.000000
CMYK
48.999000
70.999098
93.998700
0.000000
4c 37m 53y 0k
PROCESS
100.000000
CMYK
3.999300
36.999500
52.999902
0.000000
50% gray
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
50.000000
50c 85m 100y 0k
PROCESS
100.000000
CMYK
50.000000
84.999102
99.998498
0.000000
54c 36m 10y 0k
PROCESS
100.000000
CMYK
53.999299
35.998499
9.999100
0.000000
54c 92m 100y 0k
PROCESS
100.000000
CMYK
53.999299
91.999799
99.998498
0.000000
56c 43m 79y 0k
PROCESS
100.000000
CMYK
56.077600
42.744401
79.214501
0.000000
60c 46m 65y 0k
PROCESS
100.000000
CMYK
59.999102
45.999101
64.999402
0.000000
62c 92m 78y 0k
PROCESS
100.000000
CMYK
61.999500
91.999799
77.999902
0.000000
64c 90m 85y 0k
PROCESS
100.000000
CMYK
63.999897
89.999402
84.999102
0.000000
69c 36m 8y 0k
PROCESS
100.000000
CMYK
68.998700
35.998499
7.998700
0.000000
6c 8m 28y 0k
PROCESS
100.000000
CMYK
5.999800
7.998700
27.999899
0.000000
72c 99m 94y 0k
PROCESS
100.000000
CMYK
71.998602
98.999000
93.998700
0.000000
73c 27m 31y 0k
PROCESS
100.000000
CMYK
72.999603
26.998901
30.999801
0.000000
96c 26m 0y 51k
PROCESS
100.000000
CMYK
95.999098
25.999501
0.000000
50.999498
96c 79m 58y 0k
PROCESS
100.000000
CMYK
95.999098
78.999299
57.998699
0.000000
Black
PROCESS
100.000000
CMYK
74.901998
67.843097
67.058802
90.196097
Black Overprint
PROCESS
100.000000
CMYK
99.998498
99.998498
99.998498
99.998498
C10 (90C 90M 20Y)
PROCESS
100.000000
CMYK
89.999402
89.999402
19.999699
0.000000
C12 (20C 10Y)
PROCESS
100.000000
CMYK
19.999699
0.000000
9.999100
0.000000
C14 (55C 10M 20Y)
PROCESS
100.000000
CMYK
54.998797
9.999100
19.999699
0.000000
C6 (70C 50M)
PROCESS
100.000000
CMYK
69.999701
50.000000
0.000000
0.000000
White
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
beige
PROCESS
100.000000
CMYK
26.998901
40.998799
52.999902
0.000000
braun
PROCESS
100.000000
CMYK
53.999299
70.999098
77.999902
0.999500
gelb
PROCESS
100.000000
CMYK
0.000000
14.999400
50.000000
0.000000
haut
PROCESS
100.000000
CMYK
5.999800
16.999801
30.999801
0.000000
hellblau
PROCESS
100.000000
CMYK
13.999900
0.000000
8.999600
0.000000
hellbraun
PROCESS
100.000000
CMYK
28.999299
53.999299
58.999598
0.000000
hellgelb
PROCESS
100.000000
CMYK
0.000000
5.999800
28.999299
0.000000
orange
PROCESS
100.000000
CMYK
0.000000
51.998901
58.999598
0.000000
rose
PROCESS
100.000000
CMYK
0.000000
30.999801
37.998998
0.000000
rot
PROCESS
100.000000
CMYK
0.000000
90.998799
86.999500
0.000000
rotbraun
PROCESS
100.000000
CMYK
53.999299
72.999603
99.998498
0.999500
Zwart
SPOT
100.000000
RGB
0
0
0
Y18 (40M 100Y)
PROCESS
100.000000
CMYK
0.000000
39.999399
99.998498
0.000000
C4 (40C 10M 5K)
PROCESS
100.000000
CMYK
39.999399
10.000600
0.000000
5.000300
74c 17m 0y 0k
PROCESS
100.000000
CMYK
73.999000
16.999801
0.000000
0.000000
13% gray (MacDraw)
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
12.999000
White 1
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
Wit
SPOT
100.000000
RGB
254
254
254
Adobe PDF library 8.00
HU
endstream
endobj
2 0 obj
<>
endobj
5 0 obj
<>/ArtBox[0.0 0.0 408.189 496.063]/Group 540 0 R/MediaBox[0.0 0.0 408.189 496.063]/TrimBox[0.0 0.0 408.189 496.063]/Resources<>/ColorSpace<>/ProcSet[/PDF/ImageC]/Properties<>/MC11<>/MC0<>/MC1<>/MC2<>/MC3<>/AIType/HiddenLayer>>/MC4<>/MC5<>/MC6<>/MC7<>/MC8<>/MC9<>>>/ExtGState<>>>/Type/Page/LastModified(D:20130207151108+02'00')>>
endobj
539 0 obj
<>stream
HlˊeE+~1kǦt6
Z+pQPU';vO?^į?-gߗ3G3#]m;z|ǿ_>3]o_t¯2u}ycX/_|%~U˺/]_ֵRr|y\yܽ+p7'=rJ]U]+
6g(n:\5N5'xa*i-ǭqظ\
|{v =.^y^yQo؍spѓ48ٻ=fX}}2Luc\zWlH~WP~fbZDo{EAK4 TCa5p`5pYL0{ӳ1f
sK^qZ='Ow-1ہP$
_r zA݇]86,y3`)[1K_ٺVD'oB+s@acت
v0zdr26)OB#0oCV8I6©p0ja>óZ^S{>dX8hy\xXKV xy+2o
^\O!ap~}9RL[O)q0D4Hɓq_\5!"ڂB g'l?o:a Ǎ)3S\P5_nlb R*'UR K zduUaaĄ Lv@Ä4m9K}|3c9hy#+e^²fzWDv(A,AeL+N\_wC?rM6lD=+^KQj;11ow 3>{"GL R1V
cu_YC^&r>f$lEhr"ܿ@ᐄ
=랿R1&qn0{n7u|Sޡ858zf*\~ZF(,''ն+I 볠G0wH||`2d$ 9ઙck^1ȊC~2xR$G͛gS܉Aqi=A^jqH *a Pm{f9A
bҚ,&9f1`.8ѧc7-$_0vmצ{6~SY :4iۀOZP8Lo& /TkJH;"Y546uYUDp")9P9Q&MO_l]9TdDx ?0Ș|SgTAD-S{+ vTzˎYHZs8pCjz=ljD4lܞ=B7/E!i j gy"4aqņ4Upƴ1^G1_;&vq )w9H\:`ۦRrN!~
Q]JJt"[;#q7+(q8&L=ߚ)dqHYANttDu>HR g{Yi