%PDF-1.5
%
1 0 obj
<>/OCGs[11 0 R 12 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
DX-90_LoRa_Shema_420x420_2020
2020-01-28T15:12:05+03:00
2020-01-28T15:12:05+03:00
2020-01-28T15:12:04+03:00
Adobe Illustrator CC 2015.3 (Macintosh)
256
112
JPEG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uuid:ac120ae7-78bc-ea4f-b329-c5325eed0b46
xmp.did:e7c32022-58f3-483a-a4ea-36ead7fcc68c
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:cf1c6f8c-4d54-41cc-9ff5-eef09716ae03
xmp.did:cf1c6f8c-4d54-41cc-9ff5-eef09716ae03
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:ebd45d17-84b2-4b53-b000-ebad01804e47
2018-09-28T16:24:25+03:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
saved
xmp.iid:e7c32022-58f3-483a-a4ea-36ead7fcc68c
2020-01-28T15:12:01+03:00
Adobe Illustrator CC 2015.3 (Macintosh)
/
EmbedByReference
/Volumes/data/Dropbox/ИСХОДНИКИ/PR/katalog_Pandora Trade/katalog_summer_2019/Links/770.122.png
0
0
EmbedByReference
/Volumes/data/Dropbox/AT_DESIGN/Alarm systems/accessories-alarm-3d/remotes_3D/D-020_top 2020.psd
adobe:docid:photoshop:f99730cd-65fa-117d-8c85-9c9eb5284a15
xmp.iid:b2505224-45ff-478c-b07d-d56a9443bc88
/Volumes/data/Dropbox/ИСХОДНИКИ/PR/katalog_Pandora Trade/katalog_summer_2019/Links/770.122.png
0
0
/Volumes/data/Dropbox/AT_DESIGN/Alarm systems/accessories-alarm-3d/remotes_3D/D-020_top 2020.psd
adobe:docid:photoshop:f99730cd-65fa-117d-8c85-9c9eb5284a15
xmp.iid:b2505224-45ff-478c-b07d-d56a9443bc88
Print
True
True
1
419.999583
419.999583
Millimeters
MagistralBlackC
MagistralBlackC
Regular
Open Type
OTF 1.0;PS 001.000;Core 116;AOCW 1.0 161
False
MagistralBlackC.otf
Wingdings3
Wingdings 3
Regular
Open Type
Version 1.55x
False
Wingdings 3.ttf
MyriadPro-BoldCond
Myriad Pro
Bold Condensed
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-BoldCond.otf
MyriadPro-Light
Myriad Pro
Light
Open Type
Version 2.006;PS 002.000;Core 1.0.38;makeotf.lib1.6.6565
False
MyriadPro-Light.otf
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-Semibold
Myriad Pro
Semibold
Open Type
Version 2.102;PS 2.000;hotconv 1.0.67;makeotf.lib2.5.33168
False
MyriadPro-Semibold.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
Cyan
Magenta
Yellow
Black
big
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
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=70 M=50 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
big
SPOT
100.000000
CMYK
98.770118
0.000000
100.000000
0.000000
AutoCAD Color
PROCESS
100.000000
CMYK
91.247398
78.762501
61.983699
97.466999
AutoCAD Color 2
PROCESS
100.000000
CMYK
54.250395
44.647896
41.455710
6.451514
Global Black
PROCESS
100.000000
CMYK
0.000000
0.000000
0.000000
100.000000
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
89.999400
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
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
10.000000
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
endstream
endobj
3 0 obj
<>
endobj
14 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>/XObject<>>>/Thumb 45 0 R/TrimBox[0.0 0.0 1190.55 1190.55]/Type/Page>>
endobj
15 0 obj
<>/Resources<>/ExtGState<>/Font<>/ProcSet[/PDF/Text]/Properties<>>>/Thumb 48 0 R/TrimBox[0.0 0.0 1190.55 1190.55]/Type/Page>>
endobj
46 0 obj
<>stream
HWn}WtpΪ/sY!m Ab%q_`I\F6_Oݻzf"K鮮:uΩ:1|p͋__CORq/9|u W[t8>8OypO<ǘ'.p{%w>\4K
ʹ6㹛5}k,>eGfIG4/1wewGݟi;^apgzaO;M[O"
wx]^c$ n|ӈ]"_zx H3 s>YEQn_:Cp@J/^
aw_
JZc-!13d7
/NR #;QL]pٛׯm wn<nrNRM삷7TW^.[
QY( |'0^z87%$CЛuI UXГ'BLV$nOl-"+MBb=j1 B4mt=0{$$FSÐ51ck!>oPv@|)"Oh=s\w%Ϧ+5Bie_+w^A^؆9~AJNƩ2Bn.{WtnPr>]i։ɇY[đ