%PDF-1.5
%
1 0 obj
<>/OCGs[7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
PLC 12-210 FT
2018-09-10T14:32:43+03:00
2018-09-10T14:32:43+03:00
2018-09-10T14:32:43+03:00
Adobe Illustrator CS6 (Macintosh)
156
256
JPEG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uuid:1adb7b7f-90d0-df42-840e-bdceb6838280
xmp.did:0480117407206811822ADD419952342E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1f7c74d2-e637-a044-b13d-98052e5404f8
xmp.did:0380117407206811822A9F8A8E2CAA0E
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:0715218B05246811822AB0BD22FC2C3E
2018-05-15T16:50:46+03:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0A15218B05246811822AB0BD22FC2C3E
2018-05-15T21:07:51+03:00
Adobe Illustrator CS6 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:72C651DC91246811822AB0BD22FC2C3E
2018-05-17T19:17:55+03:00
Adobe Illustrator CS6 (Macintosh)
/
converted
from application/postscript to application/vnd.adobe.illustrator
saved
xmp.iid:0180117407206811822AA8F3791CEAC4
2018-05-23T16:07:54+03:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:0480117407206811822ADD419952342E
2018-09-10T14:32:41+03:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/Users/sofiasajfullina/Desktop/работа/АКБ/PLC/PLC12-210FT.png
Print
False
True
1
210.001652
296.999959
Millimeters
MyriadPro-Regular
Myriad Pro
Regular
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Regular.otf
MyriadPro-Bold
Myriad Pro
Bold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Bold.otf
TimesNewRomanPSMT
Times New Roman
Regular
Open Type
Version 5.05
False
Times New Roman.ttf
Cyan
Magenta
Yellow
Black
Группа образцов по умолчанию
0
Белый
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Черный
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK красный
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK желтый
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK зеленый
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK голубой
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK синий
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK пурпурный
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
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
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
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
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
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
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
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
5.000001
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
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=70 M=50 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Оттенки серого
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
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
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
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
Яркость
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
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
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
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/Resources<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/Shading<>/XObject<>>>/Thumb 27 0 R/TrimBox[8.50389 8.50391 603.784 850.394]/Type/Page>>
endobj
10 0 obj
<>stream
HWII߈Η{^e4Hqx`,
2s}UP+"#c_߾Zʮ/_Zϋ]K,Լ&qƕ[ޭ㯾ZdZǮ#
~^E15>TMU֧OJߓ\m4D *$S}**|aUb&fgM**j@MLc-0Lƻ$ÕƆ4lX(V'Vt@x*9+I_>~Ѯ?}\ErXw&Cxk._A)Sdk`\U9L!>/ҝU$Xa,NP-
m0qg
U"sq}Z1qQb # ^]{dp\XjKF]cq@\+/AK.%}X:=21bC.Ac%(\C4D>Ѹ?|O5$ &<D\$K{h\ӠL>ir1;+N*0*ߴ$O!Yi@ i*b-6]eۂ\!.K 1wyzY=<:[0ٔ0.';uMW21&teDڐcF~+Pdx;Q1=ĦP2yxftI|̨r=C.0z&iUy#kĿbf~05a%M `¼9".1=a<Z TjZU lY*e]0e!١&stաwmsxi#=92W:ZHe^yU:%}NLj`F!%l<e^"è#rj(aQ `@b@pLyJ<ʂD. ϕ,4+R[K@'.1,HfPaft$4Bz)(##