%PDF-1.5
%
1 0 obj
<>/OCGs[8 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
алгоритм_нс
2018-07-11T17:18:09+03:00
2018-07-11T17:18:09+03:00
2018-07-11T17:18:09+03:00
Adobe Illustrator CC 2015 (Windows)
256
164
JPEG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uuid:a44b6ab6-9c6a-4023-98d5-9494f0daeca2
xmp.did:7ba289a4-842b-df4a-9d10-d969a51eac76
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:31e94bf2-8839-4760-9e72-9ca88563f3a6
xmp.did:dc4e185f-a660-fe4a-9f9b-9df1c52f652d
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:2c217e2b-9028-fc49-8046-ba74c95a8b8c
2017-07-31T18:06:38+03:00
Adobe Illustrator CC 2015 (Windows)
/
saved
xmp.iid:7ba289a4-842b-df4a-9d10-d969a51eac76
2018-07-11T17:18:04+03:00
Adobe Illustrator CC 2015 (Windows)
/
Print
False
False
1
215.000417
279.999722
Millimeters
AvantGardeGothicC-Demi
AvantGardeC
Bold
Open Type
OTF 1.0;PS 001.000;Core 116;AOCW 1.0 161
False
AvantGardeC_Bold_0.otf
AvantGardeGothicC-Book
AvantGardeC
Regular
Open Type
OTF 1.0;PS 001.000;Core 116;AOCW 1.0 161
False
AvantGardeC.otf
AvantGardeGothicC-DemiOblique
AvantGardeGothicC DemiOblique
DemiOblique
Unknown
OTF 1.0;PS 001.000;Core 116;AOCW 1.0 161
False
AvantGardeC.otf
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
Teal A700
PROCESS
100.000000
CMYK
72.518498
0.000000
46.497300
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 15.00
21.0.2
False
1
1
mm
280.
215.
0.
0.
0.
0.
1.000000
1.000000
False
False
cyan
process
process
cyan
120.
22.5
0.
.6809692383
.9380950928
normal
unknown
magenta
process
process
magenta
120.
52.5
.9261169434
0.
.5484771729
normal
unknown
yellow
process
process
yellow
120.
7.5
1.
.9486999512
0.
normal
unknown
black
process
process
black
120.
82.5
.1374206543
.122756958
.1260528564
normal
unknown
Layer 1
True
False
0
0
1
1
2
3
4
1
1
Process colour
False
Gloss coated paper
c9aafb21-2613-4d79-b3d3-a56dc4e976d5
False
sRGB
1.000000
1.000000
1.000000
Process color (litho)
e4b034cb-2b34-4e70-b58c-616844f5847e
AvantGardeC
OpenType
local
False
AvantGardeC Bold
OpenType
local
False
AvantGardeC Bold Italic
OpenType
local
False
endstream
endobj
3 0 obj
<>
endobj
10 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 15 0 R/TrimBox[5.6693 5.6693 615.119 799.369]/Type/Page>>
endobj
11 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 17 0 R/TrimBox[5.6693 5.6693 615.119 799.369]/Type/Page>>
endobj
16 0 obj
<>stream
HWۊ#}?cˠTf^w254L[ug2#nmuIUYq9qć?~>~;z}9|ݟmunWN.v\=Bf-˳n?.ùy:7<嗼l!BC`rd.ۇ|\O`v8f/;nBCn~x랮
9ڲ- (_x!w.ټwjmzhK{M7CO2g5>_˟1t'/B\#(,]6]ۑX:
g:{MGW~p]@&+\ =!3v''hhfXQ6%?i;`WX *нrqGX$xx oh]eȄ[|/x=yH
ǂq#is:-Ga=pwTb]
7Up\\q1\Y iւm[R=1HŷlxQW!ً@Lo\e;;s(w