%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Ek2-akademik organizasyon semasi 2020-V3
2020-02-28T09:05:47+03:00
2020-02-28T09:05:47+03:00
2020-02-28T09:05:47+03:00
Adobe Illustrator 24.0 (Macintosh)
256
216
JPEG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uuid:efd78868-e9d6-2241-8be9-3fb85a3cf94e
xmp.did:2b26c89b-38e7-43af-8950-1fc449cd23fb
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:527dd115-0474-f544-9cc2-eee048fc5934
xmp.did:dacaa236-abe2-4bff-ba69-e705e3be5286
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0380117407206811822AE97FBEE77258
2016-12-26T09:25:45+02:00
Adobe Illustrator CS5.1
/
saved
xmp.iid:2b26c89b-38e7-43af-8950-1fc449cd23fb
2020-02-28T09:05:46+03:00
Adobe Illustrator 24.0 (Macintosh)
/
Print
Adobe Illustrator
False
False
1
444.119619
338.742176
Millimeters
Lato-Bold
Lato
Bold
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Bold.ttf
Lato-Black
Lato
Black
TrueType
Version 2.015; 2015-08-06; http://www.latofonts.com/
False
Lato-Black.ttf
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 15.00
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 14 0 R/TrimBox[0.0 0.0 1258.92 960.214]/Type/Page>>
endobj
11 0 obj
<>stream
HWˎWQ}h$0=|
FZ[^I%{{G& >4G2|G;\]5[~=v|*bu-780'׆nH*ki;xoDgBHٸ6:J]Ёycӥ`<[MrޙVϴ56otwzN{?̟ADM1/B}uEXmtLS{g^ek)]vnڭT+'|>8y&qi>JātN a618]lؑxpN&[:!+{s=x+%sm) Y NFMB wWNO
=Xgl.Ldžk>}YڋyeoQhH&ٲl=3#7Ia9B9
eQQ"Q.L 9q D!.;Uh\jW72^P
>|}2.æЖQa@7X,Ny&杜'gnS>dnyR({{qV(ɮG:>҆ S\o6D$;
jYQ|$F0WFBe `4 ʆ?݁ϮZ"z(y
Pu4+NkdTl/ǀ-6Zk(_3VV*7'G\M$]Cjxpm>0ȆnH4@%,h`u#Fx{B+n۱Kd8vC f9wu7Jncx8QZ ]le5ORpP-$$TEV.ZT RY-.!>{lpBN