%PDF-1.5
%
1 0 obj
<>/OCGs[6 0 R 73 0 R 142 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Print
2022-07-31T15:43:57+03:00
2022-07-31T15:43:57+03:00
2022-07-19T19:37:04+03:00
Adobe Illustrator CC 23.0 (Windows)
256
216
JPEG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uuid:f1673c51-df26-4281-ad70-7dde5ed505b5
xmp.did:f0aba5a1-7e09-7b41-925f-517b85b41b87
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d1c078a0-2746-42b2-b0d1-25aedff8fb1e
xmp.did:1b6690ed-28a8-c141-9479-b6a9cf6be651
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:f0aba5a1-7e09-7b41-925f-517b85b41b87
2022-07-19T19:37:04+03:00
Adobe Illustrator CC 23.0 (Windows)
/
Print
False
False
1
210.000000
297.000000
Millimeters
Oswald-Regular
Oswald
Regular
TrueType
Version 4.100; ttfautohint (v1.8.1.43-b0c9)
False
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
endstream
endobj
3 0 obj
<>
endobj
8 0 obj
<>/Resources<>/ExtGState<>/Font<>/Pattern<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 153 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
144 0 obj
<>stream
HW[K~_Q`Ԫ*$òD|=Q֪&$Zk11aVZ,RCjϖku ܻS
nS)Q6"{9\R9vu5>