%PDF-1.5
%
1 0 obj
<>/OCGs[10 0 R 56 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Baskent Uni Erkek Tablo
2020-11-11T13:30:59+03:00
2020-11-11T13:30:59+03:00
2020-11-11T13:29:33+03:00
Adobe Illustrator 24.0 (Macintosh)
212
256
JPEG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uuid:18936a2b-0bf9-8a43-9c6f-beebd6dea3df
xmp.did:5057d3b7-3635-446d-835e-6bc65224d90d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:83144654-2030-a845-9eb9-0a98ada47924
xmp.did:0eaba9a5-66be-40a0-8dac-c0528178d8ed
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:7ca2e939-bf5e-4ceb-bee2-f1b40d4afd25
2020-11-09T17:45:02+03:00
Adobe Illustrator 24.0 (Macintosh)
/
saved
xmp.iid:5057d3b7-3635-446d-835e-6bc65224d90d
2020-11-11T13:29:33+03:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
Adobe PDF library 15.00
1
False
False
2030.000000
2450.499530
Pixels
Times-Roman
Times
Regular
TrueType
15.0d2e1
False
Times.ttc
Times-Bold
Times
Bold
TrueType
15.0d2e1
False
Times.ttc
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.037;PS 2.000;hotconv 1.0.51;makeotf.lib2.0.18671
False
MyriadPro-Bold.otf
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
endstream
endobj
3 0 obj
<>
endobj
12 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 61 0 R/TrimBox[0.0 0.0 2030.0 2450.5]/Type/Page>>
endobj
58 0 obj
<>stream
HW[o~1n
C\J$)9$ίwBuE!HLRÙsw_e^:ٛ);ϿD\3l"fśc|L])cy%=;YW>,*v[9MȘRUvn>`:VqƵh!mť>M8[~d«"xgWMƉXd[$vX6_olVokЕҢ]vw5q{Uml`Is$eV^#=lV6ᏼTg