Beech Slim 708 LED Christmas Tree H150 cm Gold IP44 – Illuminated Christmas Tree
Colour NaturalMaterial Metal
EDG Enzo De Gasperi Beech Slim 708 LED Christmas Tree H150 cm Gold IP44 – Illuminated Christmas Tree is backordered and will ship as soon as it is back in stock.
- Discounts on bulk orders: message us on WhatsApp
- Flexible payments, instalments available
Description
Description
- Brand
- Edg Enzo De Gasperi
- Item code
- 6300216A010
- GTIN / EAN
- 8059824713612
EDG Enzo De Gasperi Beech Slim LED Gold Christmas Tree, height 150 cm
Slender, luminous, designed for those with limited space who don't want to sacrifice scenic effect. Among the items we offer in our shop, this EDG tree stands out for its slim line and warm gold light diffused across its entire height.
The IP44 protection rating makes it suitable for humid environments or partially exposed areas, as well as the classic living room.
Looking for a Christmas tree for small spaces?
EDG's slim line takes up minimal width while maintaining a height of 150 cm.
Are the lights already included?
Yes, the tree is equipped with 708 integrated gold LEDs, ready to use.
Can I place it near a window or in an unheated entrance?
The IP44 rating guarantees adequate protection even in these contexts.
Is it suitable for a Christmas display in a shop or shop window?
Yes, the slim structure and 150 cm height make it practical for compact and impactful displays.
Technical Specifications
- Brand: EDG Enzo De Gasperi
- Article Code: 6300216A010
- EAN: 8059824713612
- Number of LEDs: 708
- Light colour: Gold
- Protection rating: IP44
Dimensions
- Height: 150 cm
Use
- Christmas decoration for interiors and sheltered exteriors
- Display in living room, entrance or shop window
- Suitable for spaces with limited footprint thanks to the slim line
Buy it for the gold luminous effect, the slim height suitable for any environment and the versatile IP44 protection.
Discover all EDG Enzo De Gasperi products in our catalogue.
Easy Returns
Easy Returns
Please consult our return policy here


