Enne Interior Convi Bin 18 + 18 ltr Trash bin, matt black
36 lProduct details
Now waste separation can also be aesthetically pleasing with the practical Enne Convi Bin trash can, which combines stylish minimalist design with functionality. The bin features two removable inner buckets that allow for easy waste separation. The Convi trash can is designed to stand next to a kitchen island or against a wall and is very stable on the floor. The lid opens wide, making it effortless to dispose of larger waste. The gentle closing mechanism ensures that the lid can be easily opened with the foot pedal, and when released, it closes quietly and softly. Additionally, the 18-liter inner buckets are made of plastic, making them easy to remove and clean.
Colour | Black |
Household bin type | Waste separation system |
Use | Foot control |
Living area | Cuisine |
Volume | 36 l |
Item number | 53093948 |
Manufacturer | Enne Interior |
Category | Household bins |
Release date | 21.11.2024 |
Colour | Black |
Exact colour description | Black |
Material group | Plastic |
Material | Plastic |
Household bin type | Waste separation system |
Use | Foot control |
Living area | Cuisine |
Number of compartments | 2x |
Volume | 36 l |
Length | 68 cm |
Width | 54 cm |
Height | 44 cm |
Weight | 9.40 kg |
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Reviews & Ratings
Warranty score
How often does a product of this brand in the «Household bins» category have a defect within the first 24 months?
Source: Digitec Galaxus- Enne InteriorNot enough data
- 1.Goldbuch0 %
- 1.Kibernetik0 %
- 1.Office Depot0 %
- 1.OXO0 %
Warranty case duration
How many working days on average does it take to process a warranty claim from when it arrives at the service centre until it’s back with the customer?
Source: Digitec Galaxus- Enne InteriorNot enough data
- 1.Brabantia0 days
- 1.Curver0 days
- 1.Hailo0 days
- 1.Kela0 days
Return rate
How often is a product of this brand in the «Household bins» category returned?
Source: Digitec Galaxus- Enne InteriorNot enough data
- 1.Cottara0 %
- 1.Edi Clean0 %
- 1.Kibernetik0 %
- 1.Ochsner0 %