%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R 96 0 R 180 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
halk_ekmek_logo
2016-12-08T11:23:50+02:00
2016-12-08T11:23:50+02:00
2016-04-15T14:39:12+03:00
Adobe Illustrator CS6 (Macintosh)
252
256
JPEG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uuid:a83fc6aa-df7d-df40-ad3e-8bfd8dd44f55
xmp.did:0180117407206811822AC80F49F37B45
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1d002d95-809e-674b-99e4-8ab4ea0bdac5
xmp.did:0380117407206811822AC48405461559
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0180117407206811822AC48405461559
2016-04-15T10:40:21+03:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0180117407206811822AC80F49F37B45
2016-04-15T14:39:10+03:00
Adobe Illustrator CS6 (Macintosh)
/
Print
False
True
1
21.000029
22.082270
Centimeters
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 10.01
Myriad Pro
2.102
0
0
Adobe Systems
OpenType - PS
3381312537
MyriadPro-Bold
3381312537
Myriad Pro
2.102
0
0
Adobe Systems
OpenType - PS
55235293
MyriadPro-Regular
55235293
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Properties<>/XObject<>>>/Thumb 188 0 R/TrimBox[0.0 0.0 595.276 625.954]/Type/Page>>
endobj
182 0 obj
<>stream
Htˎ.9F8}H<bK|Y=GR?}w}w]o?kqѯq]^7]/K~/_~S۟c^g~z
q];zן觷2rzڸ.'Q>zk{ȫwt_D=w{}{|^^1Zw?bkZlLﲫesVkcZ=,D}t}ױﶽ'VW~;whO8Q'M~lfhy5A