%PDF-1.6
%
1 0 obj
<>/OCGs[12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
A4-5
2021-12-20T11:46:07+03:00
2021-12-20T11:46:07+03:00
2021-12-20T11:46:07+03:00
Adobe Illustrator 25.4 (Macintosh)
196
256
JPEG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=
uuid:11a1ff54-b1d5-9549-a008-bf17c77e15ff
xmp.did:6756a59d-909b-4b0e-9341-c16db42f673a
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:371d9151-d744-f545-be00-fdaa6adc9eba
xmp.did:cfb3b7d9-b171-4e5e-8c56-52637d8b80d0
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:47599aec-9dc8-4924-8184-25764e5e02ec
2021-10-05T15:08:40+03:00
Adobe Illustrator 25.4 (Macintosh)
/
saved
xmp.iid:6756a59d-909b-4b0e-9341-c16db42f673a
2021-12-20T11:46:05+03:00
Adobe Illustrator 25.4 (Macintosh)
/
EmbedByReference
/Users/rim/Desktop/WORK/Сателлиты НТИ/A4/qr-code.gif
0
0
Print
Adobe Illustrator
False
False
1
209.999994
297.000024
Millimeters
Montserrat-Regular
Montserrat
Regular
TrueType
Version 7.200
False
Montserrat-Regular.ttf
Montserrat-Medium
Montserrat
Medium
TrueType
Version 7.200
False
Montserrat-Medium.ttf
Montserrat-SemiBold
Montserrat
SemiBold
TrueType
Version 7.200
False
Montserrat-SemiBold.ttf
Montserrat-Bold
Montserrat
Bold
TrueType
Version 7.200
False
Montserrat-Bold.ttf
Montserrat-ExtraBold
Montserrat
ExtraBold
TrueType
Version 7.200
False
Montserrat-ExtraBold.ttf
RobotoCondensed-Bold
Roboto Condensed
Bold
TrueType
Version 2.137; 2017
False
RobotoCondensed-Bold.ttf
Cyan
Magenta
Yellow
Black
PANTONE 3268 C
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
PANTONE 3268 C
SPOT
100.000000
LAB
60.392159
-55
0
C=0 M=45 Y=100 K=0
PROCESS
100.000000
CMYK
0.000000
44.892040
100.000000
0.000000
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 16.00
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text/ImageC/ImageI]/Properties<>/Shading<>/XObject<>>>/Thumb 22 0 R/TrimBox[0.0 0.0 595.276 841.89]/Type/Page>>
endobj
15 0 obj
<>stream
HWɊ$WQs(oh*7a$PPwzt뙹MQD[/fϞ-ϧݟNz9OA/g?:/Y~^W*k9O&)ôڨ-M