%PDF-1.5
%
1 0 obj
<>/OCGs[15 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Semester_in_Cyprus-Humanities_and_Social_Sciences-Fall_2022-Sample_Budget
2021-09-08T10:54:42+03:00
2021-09-08T10:54:42+03:00
2021-09-08T10:54:42+03:00
Adobe Illustrator 24.0 (Windows)
152
256
JPEG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uuid:ca5b473b-8093-4f20-863d-03785d99a2e9
xmp.did:2a9be31b-cb6f-5448-a879-5033fb9815d8
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:e7786576-1231-4b83-98c6-676f9ee03a3c
xmp.did:361e7087-4f38-e243-9e04-0547c1c0bb00
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:71c0bb08-282f-2949-a3c4-2f23014fd3ad
2018-10-23T12:14:21+03:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:2a9be31b-cb6f-5448-a879-5033fb9815d8
2021-09-08T10:54:40+03:00
Adobe Illustrator 24.0 (Windows)
/
Print
Adobe Illustrator
False
False
1
792.000000
612.000000
Pixels
Poppins-BoldItalic
Poppins
Bold Italic
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-BoldItalic.ttf
Poppins-MediumItalic
Poppins
Medium Italic
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-MediumItalic.ttf
Poppins-SemiBold
Poppins
SemiBold
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-SemiBold.ttf
Poppins-LightItalic
Poppins
Light Italic
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-LightItalic.ttf
Poppins-Light
Poppins
Light
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Light.ttf
Poppins-Italic
Poppins
Italic
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Italic.ttf
Poppins-Medium
Poppins
Medium
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Medium.ttf
Poppins-Bold
Poppins
Bold
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-Bold.ttf
Poppins-SemiBoldItalic
Poppins
SemiBold Italic
TrueType
Version 3.010;PS 1.000;hotconv 16.6.54;makeotf.lib2.5.65590
False
Poppins-SemiBoldItalic.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
5 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 21 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
17 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 23 0 R/TrimBox[0.0 0.0 792.0 612.0]/Type/Page>>
endobj
22 0 obj
<>stream
HWYoH~Pg!Ѽyu%`IVZRy(