%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
datasheet_dalicore_rev7
Visual Productions BV
Application controller for DALI and DMX. Compatible with RDM and PoE.
Copyright 2020 by Visual Productions BV
DMX
DMX-512
RDM
optical
isolation
DALI
DT-8
POE
GPI
DIN Rail
2022-11-29T08:07:48+01:00
2022-11-29T08:07:48+01:00
2022-11-29T08:07:48+01:00
Adobe Illustrator 27.0 (Macintosh)
188
256
JPEG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uuid:a3d3726e-9742-4546-b4a9-34b060629979
xmp.did:abae681b-1204-4d15-8646-2bab0c0301c6
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:b89fc391-45c5-8d4d-87b1-3bd19ad6fb31
xmp.did:b0e1bcfc-35f5-4419-bcf2-227375b0fe2f
uuid:5D20892493BFDB11914A8590D31508C8
default
saved
xmp.iid:4aa109a6-7bc8-49a5-8af0-83faaeb1c209
2017-05-06T17:38:42+02:00
Adobe Illustrator CC 2015 (Macintosh)
/
saved
xmp.iid:abae681b-1204-4d15-8646-2bab0c0301c6
2022-11-29T08:07:35+01:00
Adobe Illustrator 27.0 (Macintosh)
/
EmbedByReference
/Users/me/artwork/datasheet/2017/links/dalicore_rear_shadow.png
adobe:docid:photoshop:d4e0aa50-ba10-2747-8e26-92cda64ee7ef
xmp.iid:4a50e7f7-2da3-4855-bf32-de6bc27d2d8d
EmbedByReference
/Users/me/artwork/datasheet/2017/links/dalicore_front_shadow.png
adobe:docid:photoshop:eeac6a4f-1790-f443-a231-fe92444316ad
xmp.iid:c220437b-324e-4bad-939a-2a2c3366dd61
EmbedByReference
/Users/me/artwork/datasheet/2017/links/dalicore_top_shadow.png
adobe:docid:photoshop:08f2d1af-f151-5840-a23d-99f86ab59404
xmp.iid:75e638d0-17df-4627-b740-884b2ae0035d
Print
Adobe Illustrator
False
True
1
210.001314
296.999942
Millimeters
ArialMT
Arial
Regular
Open Type
Version 5.01.2x
False
Arial.ttf
Arial-BoldMT
Arial
Bold
Open Type
Version 5.01.2x
False
Arial Bold.ttf
HelveticaNeue
Helvetica Neue
Regular
TrueType
17.0d2e1
False
HelveticaNeue.ttc
HelveticaNeue-Medium
Helvetica Neue
Medium
TrueType
17.0d2e1
False
HelveticaNeue.ttc
Museo-500
Museo
500
Open Type
2.002
False
Museo500-Regular.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
Myriad-Bold
Myriad Bold
Bold
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.otf
Myriad-Roman
Myriad Roman
Roman
Unknown
Version 2.106;PS 2.000;hotconv 1.0.70;makeotf.lib2.5.58329
False
MyriadPro-Regular.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
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 16.07
True
www.visualproductions.nl
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/Font<>/ProcSet[/PDF/Text/ImageC]/Properties<>/XObject<>>>/TrimBox[0.0 0.0 595.279 841.89]/Type/Page>>
endobj
6 0 obj
<>stream
HWO#})2yK"aO$-HEfm{r 鮮W9|_?O|$H
)B>ag1/dT~ïQZx%ŗUM(!Ui2bliͬ7bu(@t 8"̷e%M*RG>س-UN5=+\TO,V T:#)~^]*TK_2BtDڕτ/*V!Ct,U 0-KmAJ%H(@+0ȘvR:r ʤ">~;1TUxrr4m9P(=Uz\pjc,
X