%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Dentha_A5_tajekoztato_2db_v5
2016-02-10T15:37:33+01:00
2016-02-10T15:37:33+01:00
2016-02-10T15:37:32+02:00
Adobe Illustrator CC 2014 (Windows)
192
256
JPEG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uuid:b340378a-41b6-4c2c-b453-0c5983f1e705
xmp.did:70a459fe-7761-544e-8d2a-33e7f3cb942d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:b442db8e-aaa9-a04e-ac8f-74bab74d457d
xmp.did:b442db8e-aaa9-a04e-ac8f-74bab74d457d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:d685156d-70a8-d146-aad2-5f8cdc3d64b9
2016-02-01T11:31:24+01:00
Adobe Illustrator CC 2014 (Windows)
/
saved
xmp.iid:70a459fe-7761-544e-8d2a-33e7f3cb942d
2016-02-10T15:36:42+01:00
Adobe Illustrator CC 2014 (Windows)
/
EmbedByReference
H:\Dentha_160118\Dentha 160120 DVD borito\dentha_dvd_kepek\terkep_ff.jpg
adobe:docid:photoshop:ea64b7ba-c8cd-11e5-a4c2-bd5ae99ac003
xmp.iid:4c5ed98a-366d-4448-8a2b-a0c8e104d97a
EmbedByReference
H:\Dentha_160118\Dentha 160120 DVD borito\dentha_dvd_kepek\terkep_ff.jpg
adobe:docid:photoshop:ea64b7ba-c8cd-11e5-a4c2-bd5ae99ac003
xmp.iid:4c5ed98a-366d-4448-8a2b-a0c8e104d97a
H:\Dentha_160118\Dentha 160120 DVD borito\dentha_dvd_kepek\terkep_ff.jpg
adobe:docid:photoshop:ea64b7ba-c8cd-11e5-a4c2-bd5ae99ac003
xmp.iid:4c5ed98a-366d-4448-8a2b-a0c8e104d97a
H:\Dentha_160118\Dentha 160120 DVD borito\dentha_dvd_kepek\terkep_ff.jpg
adobe:docid:photoshop:ea64b7ba-c8cd-11e5-a4c2-bd5ae99ac003
xmp.iid:4c5ed98a-366d-4448-8a2b-a0c8e104d97a
Print
False
False
1
209.999998
297.000011
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Bold.otf
Roboto-Light
Roboto
Light
TrueType
Version 1.100138; 2012
False
Roboto-Light.ttf
Roboto-LightItalic
Roboto
Light Italic
TrueType
Version 1.100138; 2012
False
Roboto-LightItalic.ttf
Roboto-Medium
Roboto
Medium
TrueType
Version 1.100004; 2012
False
Roboto-Medium.ttf
Roboto-Bold
Roboto
Bold
TrueType
Version 1.100004; 2012
False
Roboto-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 11.00
endstream
endobj
3 0 obj
<>
endobj
13 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/XObject<>>>/Thumb 20 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
14 0 obj
<>stream
HWnG}W#nbĊA6;0<؋Pc]v%ZZTup-jfR]Su~Gʺ