CABINET - POST BATHROOM SHELVING FIN 2D 1SZ OAK SONOMA

€52.67
Shipping from warehouse: ⁨A11⁩
Estimated shipping: Mon, May 20
14 days returnUnconditional return policy
Availability:
large quantity
Brand:
AKORD Furniture Factory
Product code:
OP0LLAZDAB002 / 5901738165625

Specification

Additional functionality:possibility of suspension
Assembly:furniture for self-assembly
Cn code:94036090
Colour:Sonoma Oak
Corps:Sonoma Oak
Door:Full
Door type:Reclining
Drawer depth:24.5 cm
Drawer width:21 cm
Finishing touch:checkmate
Front:Sonoma Oak
Furniture system:FINN
Furniture type:Universal hanging / standing
Index to combine:FIN 2D 1SZ 85CM
Material:Laminated board
Number of doors:2
Number of drawers:1
Number of shelves:3
Periphery:ABS veneer
Plate thickness:16 mm
Scales:25 kg

CABINET BATHROOM POST FIN 2D 1SZ

Made of 16mm abrasion resistant laminated board. 
ABS edges

High humidity in the bathroom means that the furniture placed in it must be extremely durable. The FIN 2D 1SZ bathroom rack cabinet-post presented in our offer is made of laminated board, kronospan, with a thickness of 16 mm. The edges are finished with ABS edging. All this makes the cabinet resistant to scratches and mechanical damage and moisture. The cabinet is a very versatile piece of furniture. The set includes both adjustable hanging pendants and feet for placing the cabinet on the ground. The lower part of the rack is a uniform lockable space in which towels can be successfully stored. Inside the upper door there is one shelf that allows you to segregate cosmetics. The central part of the post is occupied by a pull-out drawer. The furniture is made in Sonoma Oak, and its doors are decorated with silver handles.

Characteristics:

  • Cabinet-post bathroom bookcase FIN 2D 1SZ
  • Made in sonoma oak
  • Self-assembly cabinet
  • Instructions in delivery
  • Warranty 24 months
CABINET - POST BATHROOM SHELVING FIN 2D 1SZ OAK SONOMA

Despite our best efforts, we cannot guarantee that the published technical data and photos do not contain inaccuracies or errors, which, however, cannot be a basis for claims.

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