%PDF-1.5
%
1 0 obj
<>/OCGs[14 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
Guide_MotionProtect_Outdoor_ru_web
2018-10-01T17:24:43+03:00
2018-10-01T17:24:43+03:00
2018-10-01T17:24:43+03:00
Adobe Illustrator CC 22.1 (Macintosh)
256
176
JPEG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==
uuid:8b82cba0-d90e-a246-9118-ed01e87bb00d
xmp.did:30c48a92-4d6d-4c94-bba9-0e5d00421975
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:d83f73fa-8152-5e49-93bc-3673e8a1aa49
xmp.did:607f5e4b-326b-4225-9397-7157ada07ea5
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:dbf4f7cd-0c16-a547-9ba3-d17c1804c914
2017-07-03T12:53:07+03:00
Adobe Illustrator CC (Windows)
/
saved
xmp.iid:30c48a92-4d6d-4c94-bba9-0e5d00421975
2018-10-01T17:24:41+03:00
Adobe Illustrator CC 22.1 (Macintosh)
/
Print
False
True
1
297.000000
210.000000
Millimeters
Roboto-Light
Roboto
Light
Open Type
Version 2.001047; 2015
False
.15506.otf
Roboto-LightItalic
Roboto
Light Italic
Open Type
Version 2.001047; 2015
False
.15507.otf
Roboto-Regular
Roboto
Regular
Open Type
Version 2.001047; 2015
False
.15510.otf
Roboto-Medium
Roboto
Medium
Open Type
Version 2.001047; 2015
False
.15508.otf
Roboto-Bold
Roboto
Bold
Open Type
Version 2.001047; 2015
False
.15498.otf
Roboto-Black
Roboto
Black
Open Type
Version 2.001047; 2015
False
.15496.otf
PANTONE Neutral Black C
PANTONE 354 C copy 2
PANTONE 354 C
Группа образцов по умолчанию
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
C=95 M=0 Y=90 K=0
CMYK
PROCESS
95.000000
0.000000
90.000000
0.000000
C=94 M=82 Y=81 K=89
CMYK
PROCESS
94.140600
82.031300
81.250000
89.453100
C=44 M=34 Y=33 K=1
CMYK
PROCESS
44.140600
33.593800
33.203100
1.171900
PANTONE Neutral Black C
SPOT
100.000000
LAB
13.333333
0
0
PANTONE 354 C
SPOT
100.000000
LAB
60.392159
-77
40
PANTONE 354 C copy
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
0.000000
PANTONE 354 C copy 2
SPOT
100.000000
LAB
60.392159
-77
40
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=60 M=60 Y=60 K=100
CMYK
PROCESS
60.000000
60.000000
60.000000
100.000000
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
endstream
endobj
3 0 obj
<>
endobj
16 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 31 0 R/TrimBox[14.1732 14.1732 856.063 609.449]/Type/Page>>
endobj
17 0 obj
<>stream
HWݏ_Gay +TEЇ(ŮӜ|J)PݒCooJbsB|:?~} Y'%+}b2ZNhͻF䓖/u 8)wzB_Z-9C8#N6߿R_Vhmg&ūb_k[&ݤ__R&xl;z4=ABcl?n>W%ЉVn,3җgZEjWX];hGwiY<}y=cz#
6+ŶykO~||Yhh,[i0~]Ty "3["~ߣ{շlȟ*65Z M_U Z
-;G8ZNI0eZ
LrgCٷ0%cX9,L'c&@6V:jJԿٚ-bg#i&INuLM[Bt)H+JNA%2>l'ˈKSS=e/p" ZKwuK478o1ī2N:q:nD*&h!6`"i:)Z UU F1iorC7.g j_CfEm%\{v86X}7 P)SM4nU^曽&ڢ=q97ݭ.U~%k
Ҫ"(ȑr`RЩTQ/Dm7 m_c玡8Xml\cj'*+5&YAȂJ[.]l_kY>\}HAʧ]w"Pv;
CWCW/nP@00bo"~ukmi\##XCƙ1PT1
==u:n}Ɯ#baKUx˹EU1fH:Gc5\SXZjr]U
w*,
Nj=mHu:^'s$%ɶȦ妍;$6uBByeAvͨ;͙2Hyj V0;,0/B2D/0q₅f1CaKKÐ['4\F>s3he #r_=hp:vӹ