%PDF-1.4
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Diploma_ch10_print
2019-05-14T12:13:27+03:00
2019-05-14T12:13:27+03:00
2019-05-14T12:13:27+03:00
Adobe Illustrator CC 23.0 (Windows)
184
256
JPEG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uuid:b834b674-7dba-4a82-bd3c-ad5626409800
xmp.did:fecadbf4-1a6d-954a-84dc-8cf06d6e8c22
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:3eec86ad-0d17-43cb-bdd0-d50086ae2cdd
xmp.did:86b37373-3b9b-7e4b-977f-46f9232ceef5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:4d4b5d3d-b997-824d-8974-fc03dbac3b74
2017-10-06T11:45:06+03:00
Adobe Illustrator CC 2017 (Windows)
/
saved
xmp.iid:fecadbf4-1a6d-954a-84dc-8cf06d6e8c22
2019-05-14T12:13:22+03:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
False
1
595.280000
841.890000
Points
AsapCondensed-Regular
Asap Condensed
Regular
Open Type
Version 1.008; ttfautohint (v1.6)
False
AsapCondensed-Regular.ttf
BerlinSansFB-Reg
Berlin Sans FB
Regular
Open Type
Version 1.00
False
BRLNSR.TTF
MoominFont-Medium
Moomin Font
Medium
Open Type
Version 1.000
False
MoominFont.otf
LuckiestGuy-Regular
Luckiest Guy
Regular
TrueType
Version 1.000
False
LuckiestGuy.ttf
RobotoSlab-Regular
Roboto Slab
Regular
TrueType
Version 1.100263; 2013; ttfautohint (v0.94.20-1c74) -l 8 -r 12 -G 200 -x 14 -w "" -W
False
RobotoSlab-Regular.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
<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.28 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWˎ[+z#X