%PDF-1.5
%
2 0 obj
<<
/Metadata 4 0 R
/Pages 5 0 R
/Type /Catalog
>>
endobj
4 0 obj
<<
/Length 61544
/Subtype /XML
/Type /Metadata
>>
stream
application/pdf
HUNGARIAN STATE GRANT - Onepager - 29.05.2020
2020-05-26T11:37:18+02:00
2020-05-26T11:37:18+02:00
Adobe Illustrator CC 2015.3 (Windows)
192
256
JPEG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2021-07-26T13:13:52+02:00
uuid:5fb2e8e3-7cb1-4646-b834-ec0c35e744b7
xmp.did:2d06b593-c4d0-c844-880d-e1fb5437aaaa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:6149d7c9-1684-da4e-89ba-38d6782cfc70
xmp.did:6149d7c9-1684-da4e-89ba-38d6782cfc70
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:89f171d7-759a-5c4e-913e-61fdf1187e30
2020-05-26T10:47:04+02:00
Adobe Illustrator CC 2015.3 (Windows)
/
saved
xmp.iid:2d06b593-c4d0-c844-880d-e1fb5437aaaa
2020-05-26T11:37:09+02:00
Adobe Illustrator CC 2015.3 (Windows)
/
Print
False
True
1
148.000861
210.001556
Millimeters
BebasNeue
Bebas Neue
Regular
Open Type
Version 1.400
False
BebasNeue.otf
Montserrat-Bold
Montserrat
Bold
Open Type
Version 7.200;PS 007.200;hotconv 1.0.88;makeotf.lib2.5.64775
False
Montserrat-Bold.ttf
OpenSans-Regular
Open Sans
Regular
Open Type
Version 1.10
False
OpenSans-Regular.ttf
OpenSans-SemiBold
Open Sans
SemiBold
Open Type
Version 1.10
False
OpenSans-SemiBold.ttf
OpenSans-Bold
Open Sans
Bold
Open Type
Version 1.10
False
OpenSans-Bold.ttf
Cyan
Magenta
Yellow
Black
Alapértelmezett színtárcsoport
0
Fehér
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Fekete
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK vörös
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK sárga
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK zöld
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK cián
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK kék
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK bíbor
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
Szürkék
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
Élénkek
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
7 0 obj
<<
/Filter [/FlateDecode]
/Length 21619
>>
stream
HWkk$>>jժvbр
zfyhG9ުyI^ ĨvTQ+5fTx\|ODwD7sƫPBgɧϬV;\(rLhe6Bɻrguq=jo~V?N~|Ţɾ!01A[s~lTJ7
bp-R.]j~=!qd2AdM1]q"-
lxl±
m m+o*{]:Iw1Z]ʻ.ZwSH gt/ӻ9RjŘ>i.u%lȝt9zx;zl8n㶟*
M}?,^{ȐTv1a3_ߪ֫A[իYSo I|vFX1%~;_NU/X~/C'+T'qLb<OꬿFԀC,tKز[Bs%kSy^U]phl>7xVkjAzgzsnbGި;Rmyu,NQ auL~qfF{BwRlDg=!wZy|`<)'J"si +fw<C4Q