%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Niğde Ömer Halisdemir Üniversitesi İngilizce Logo
2017-07-12T08:59:11+03:00
2017-07-12T08:59:11+03:00
2017-07-12T08:59:11+03:00
Adobe Illustrator CC 2017 (Macintosh)
256
232
JPEG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uuid:50f656e1-401d-3945-b029-5785e30af71f
xmp.did:1ca11235-cbc3-484b-82ee-c73627eb942d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:dd135bb9-d048-5540-9c5d-5d4ba8b5d994
xmp.did:8fb96853-854f-4702-b17f-2a8055877dcb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:105a6aff-6964-4e9b-ae4a-b787d0bf4a16
2016-08-22T11:04:30+03:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:1ca11235-cbc3-484b-82ee-c73627eb942d
2017-07-12T08:59:09+03:00
Adobe Illustrator CC 2017 (Macintosh)
/
Document
Print
True
True
1
20.000031
20.000031
Centimeters
Helvetica-Bold
Helvetica
Bold
TrueType
12.0d1e3
False
Helvetica.dfont
Cyan
Magenta
Yellow
Black
Varsayılan Renk Örneği Grubu
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
21.0.1
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 19 0 R/TrimBox[0.0 0.0 566.93 566.93]/Type/Page>>
endobj
9 0 obj
<>stream
Hݎ,G)OU-27 @V`.y_Dxg 3ӕOO}xKG\q>ߎn>%o_t¿+zG/95#Z;,x[?OIgcsQ1vu9ھP/5s~h̽zZg%.~~&"K&>Y>Ὗ#C}W^Ys";Ȅ7ٟ͚ͣ38YṱlSoap䙳Ws_Y[GaT{x_8h
[="h>
!襙/nBPLoL0,SdKZ9rX
1A@JL,tO"Y;$/3{'X3WW
ȃ x<9g^P
$KUY &Ykz/6,5x*Hag`N&JaĥZXz'%ѓ"&v2Im2 kh5 *Jk@³>(ήU3^uR;okyWj%5_ir{=G9jiR_ը{^ [-2Y4jVթ}
^Uxh5wPbEvI*d̗QAH