%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 48 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
tajekoztato_09_07_beka
2020-09-08T14:02:31+02:00
2020-09-08T14:02:31+02:00
2020-09-07T17:29:33+02:00
Adobe Illustrator CC 22.0 (Windows)
256
176
JPEG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uuid:43433c82-5a61-4bf2-bdb2-99794f31586d
xmp.did:7909f9af-3b4e-e44c-84ab-d3f8d55ac0ef
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:5408e9c5-f436-c94f-8228-e7af19a6f59c
xmp.did:5408e9c5-f436-c94f-8228-e7af19a6f59c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d4e58820-7191-834e-ae72-f1055cd1ae83
2020-09-07T17:27:14+02:00
Adobe Illustrator CC 22.0 (Windows)
/
saved
xmp.iid:7909f9af-3b4e-e44c-84ab-d3f8d55ac0ef
2020-09-07T17:29:29+02:00
Adobe Illustrator CC 22.0 (Windows)
/
EmbedByReference
C:\Users\Dell\Desktop\2020_Grafika\augusztus\kti\gyakornoki_program\szeptember\plakat\2.tif
xmp.id:046A79238CEBE91185F0CBFE396B732E
xmp.iid:e17654b1-6323-d74f-9fcc-5a81684a9bf9
EmbedByReference
C:\Users\Dell\Desktop\2020_Grafika\augusztus\kti\gyakornoki_program\szeptember\plakat\1.tif
xmp.id:046A79238CEBE91185F0CBFE396B732E
xmp.iid:896741e8-7cc8-6340-aad0-ff34bb50c47e
C:\Users\Dell\Desktop\2020_Grafika\augusztus\kti\gyakornoki_program\szeptember\plakat\2.tif
xmp.id:046A79238CEBE91185F0CBFE396B732E
xmp.iid:e17654b1-6323-d74f-9fcc-5a81684a9bf9
C:\Users\Dell\Desktop\2020_Grafika\augusztus\kti\gyakornoki_program\szeptember\plakat\1.tif
xmp.id:046A79238CEBE91185F0CBFE396B732E
xmp.iid:896741e8-7cc8-6340-aad0-ff34bb50c47e
Print
False
True
1
210.000000
297.000000
Millimeters
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
OpenSans-Bold.ttf
OpenSans
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Regular.ttf
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
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/ProcSet[/PDF/ImageC]/Properties<>/XObject<>>>/Thumb 55 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/Thumb 59 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
56 0 obj
<>stream
H