%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DigitalisAllatkert07tema05
2020-05-03T13:05:02+02:00
2020-05-03T13:05:02+02:00
2020-05-03T13:05:02+02:00
Adobe Illustrator CC 22.1 (Windows)
172
256
JPEG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uuid:0a2f59b3-c125-4e54-8365-acf899b93069
xmp.did:2a1deed1-2a08-784e-9f46-8dd69d442f95
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:2475d7ff-7390-4351-9924-8a867fc1b22b
xmp.did:c55bff87-c475-af4a-ae6d-8fd98a5bba6f
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:fc50fe1d-c3ea-9c41-8006-c4e929d7dfbc
2020-03-24T15:20:10+01:00
Adobe Illustrator CC 22.1 (Windows)
/
saved
xmp.iid:2a1deed1-2a08-784e-9f46-8dd69d442f95
2020-05-03T13:05+02:00
Adobe Illustrator CC 22.1 (Windows)
/
EmbedByReference
H:\DigitalisZoo\7tema\14.jpg
CE23D7B91F38AE29FE425A7F1F59BEF0
xmp.iid:04ec4464-f1b3-f649-bc3f-1198a19914a3
EmbedByReference
H:\DigitalisZoo\7tema\17.jpg
B18F69E71E6E753C2ADB2B13212EC93C
xmp.iid:ef80bcbb-95c5-d042-bbc6-bf586da46268
EmbedByReference
H:\DigitalisZoo\7tema\16.jpg
278F0606A634DE481142B2858A0E5C48
xmp.iid:cd53ad9c-0510-0741-b83b-a24b5226edd5
H:\DigitalisZoo\7tema\14.jpg
CE23D7B91F38AE29FE425A7F1F59BEF0
xmp.iid:04ec4464-f1b3-f649-bc3f-1198a19914a3
H:\DigitalisZoo\7tema\17.jpg
B18F69E71E6E753C2ADB2B13212EC93C
xmp.iid:ef80bcbb-95c5-d042-bbc6-bf586da46268
H:\DigitalisZoo\7tema\16.jpg
278F0606A634DE481142B2858A0E5C48
xmp.iid:cd53ad9c-0510-0741-b83b-a24b5226edd5
Print
False
False
1
595.276000
841.890000
Points
BenguiatGothicStd-Bold
ITC Benguiat Gothic Std
Bold
Open Type
OTF 1.018;PS 001.001;Core 1.0.31;makeotf.lib1.4.1585
False
BenguiatGothicStd-Bold_0.otf
TantorNormal
Tantor
Normal
Open Type
Version 1.000 2013 initial release
False
Tantor-Normal.otf
Cyan
Magenta
Yellow
Black
Alapértelmezett színtárcsoport
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
C=0 M=34 Y=85 K=0
PROCESS
100.000000
CMYK
0.000000
34.000000
85.000002
0.000000
Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
C=56 M=0 Y=100 K=34
PROCESS
100.000000
CMYK
56.000000
0.000000
100.000000
34.000000
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
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 18 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>stream
HWn\}hq O1V V ycHBH_s$P9t>U>+s+g+3aLKnr6b~=N_qs'g,83;\=~ϛl6d[ \f\|6`5FS=uդ^l([47R:]ﹲ|;ѶgbVK>Ajf'[ l
8.\ H ,f?b+ĆqZv0ebɩ2Nˮۘ|3:~Q}w;A*2NG.@FKOJm+rrhꁌև4"}"2(v8-GTzdN|25qZN`lmU}pEp1*㴜
C̈$FBi1'8D#˴0&9ô> zj)Tݍ8#Sr)b 5A^MH;a]%&V~DnGdFxHak:j kԭ&d>e2/F/V}yqf#?:wQZVlF&A\"ܙ pLmո!ݔѲb4B(z@Aq!xS]x{05_q1x7Ej8ex"0!t[ [he;%ߨ9)!Q4rdS#-EX4dZEM\mg׳6P7' LR 5H8VÀ\db ,Q
brg@vh.
(ar~ ^LX1"0pAgIfVEr\IpP9u/ N1B_lEGT"-p'CH'JHFSRYjYHKEr5l *֙HSaNPU
JU6Di8k]} I"\I3Qҹq@%QMpxnal^3О{>)^ >='^>1K^@>9m^~ͣ_T}sUGwI ]FJzN'8>
슗{]ZlL;ڤ
/r
5)0Ԟ,6SP0*'sպZ%N}[5bIזLOQ.<Ԯ=hxAT*v3SH
b3Պbl5TϘϑsg;:Y+ O;)LT3rsȤKʼ~NeA]do5Bk/'ݜ
.Dס(3iwv)IdmIKP]BdB
WN(BAu6EiZ&e)](NJ.\ьc{^&g_^fwR;.c)ca(cekbF;akXZQ
k5/jX{3sd|)R)8`
mM`99!OUE"#G5Ppt
f)hyJ{OZv[eCRUiLhV[yJnYC۠P8#\у3ʖ&N1
{KR IazNqvcV O:?=l_-Xy#M|/djͷ^[_\XbSo5)tfy V机^|sr~#nAx`ymZ˟"|!o n+ہFm=s+;HG,7'L
CsrWM!okqÑĘD߇Q/l>kzD<
7$Po?is/v4P2aq3z_&~f>2q3{C
ݹU,tk{*zB/vpгޞ}n6d%\sI~\sJĩsĸnXE_tW"ܥʃ$GK
C"9wy;D8-;felr+$e=q3S$~\C%`w\-dvȏd#c6}ax_};ղ۶EdF|S٥mfѢ($iK)}\RLp>9Wcl*?jG uDMA/Ysס7>9F~R[ڹ?ԷMw 1N>o]3]8q> -H2ahIҴOKWX"NXF1pAM8jXzI5
[,WD=3% C+><֎y)pq(w(
Z@l M\f"oonGkG+0Gv8(}+4I˨k
[̍ԋiӛ9iqA,Ab<)VhNɛ8UԱMؾZDDIdq=5>3S7L@ ^JAATqK̵/Lÿ^ES^&J9ِ6.q,Pŵn+_Sb@̟Zq: xC/E{,>s-F*ڛt @qMD9TuރO)XKKIlۣR3)G~/},xFMjI_!ޑ ѓE66W@x
x4M=;MB$-ljI&g Aq6m%"r D,\fώ