2
Thorn Lighting Plugin
7
Igr&FAiAJbgDB*G0
96547174
Thorn
<ORACLE 2C 400W HST 240V CL1 GL/L
1311
lateral
0.00
1.0
Discontinued is a road lighting lantern with IP66 optical and gear compartment, SC1 class, suitable for a wide range of different applications. Its light grey aluminium body, curved glass enclosure, and high quality materials ensure durability and recyclability.
The luminaire can be side entry (up to 60mm) and post-top (up to 76mm) mounted through an integral rotating spigot and it can be fixed with 2 screws and bolts to secure the initial position.
The optibloc system with Comfort concept for 400W Light Source: 1 x HST/HIT / 400W lamp and equipped with a magnetic ballast delivers uniform lighting distribution precisely where it is needed according to the application and lighting standards (EN 13201).
Oracle resolves the major issue of the Energy resources and offers the perfect solution reducing the Energy costs:
Dimensions: 813 x 395 x 254 mm
Luminaire input power: 433 W
WMF
TLG_ORCL_M_LD2.wmf
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r3d
TLG_Oracle_2_GL.r3d
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1
HST/HIT
400
50000
0
0
0.00
813
395
254
420
300
53
53
53
53
EULUM
TLG_LA_OWE46B.ldt
![CDATA[Thorn Lighting
2
0
72
5.0
73
2.5
OWE46B_cf
ORACLE 2C 400W HID 240V CL1 GLA--V4L6
TLG_LA_OWE46B.LDT
30/03/2006
813
395
254
803
395
0
0
0
0
100.0
75.9
1.00
0
1
1
400W HST-MF
56500
0
0
435
0.00
0.00
0.48
0.56
0.62
0.69
0.76
0.80
0.85
0.89
0.0
5.0
10.0
15.0
20.0
25.0
30.0
35.0
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