Form Plastic Flowerpot Form Plastic Mika, plastic, Ø 29 cm, brown
29 x 32 cmMore than 10 pieces in stock at supplier
Sizes2
Product details
The Flowerpot Form Plastic Mika is a versatile plant pot that is ideal for designing both indoor and outdoor spaces. With a diameter of 29 cm and a height of 32 cm, this pot offers ample space for a variety of plants. Made from durable plastic, it is both lightweight and long-lasting, making it a practical choice for garden lovers and plant enthusiasts. The brown color blends harmoniously into various environments, providing a natural aesthetic. The Flowerpot is not only functional but also a stylish addition to any room or garden.
- Made from durable plastic for a long lifespan
- Versatile for use in indoor and outdoor areas
- Natural brown color that fits well into different environments.
Material group | Plastic |
Height | 32 cm |
Diameter | 29 cm |
Item number | 45456557 |
Manufacturer | Form Plastic |
Category | Planters |
Release date | 7.5.2024 |
Colour | Brown |
Exact colour description | Brown |
Material group | Plastic |
Material | Plastic |
Flowerpot type | Flowerpot |
Shape | Round |
Country of origin | Poland |
CO₂ emissions | 1.27 kg |
Climate contribution | CHF 0.11 |
Format | 29 x 32 cm |
Height | 32 cm |
Diameter | 29 cm |
Weight | 0.41 kg |
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Reviews & Ratings
Warranty score
How often does a product of this brand in the «Planters» category have a defect within the first 24 months?
Source: Digitec Galaxus- Form PlasticNot enough data
- 1.Capi0 %
- 1.Casaria0 %
- 1.Casativo0 %
- 1.Chalet0 %
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- Form PlasticNot enough data
- 1.Bloomingville0 days
- 1.Boltze Home0 days
- 1.BYYU0 days
- 1.Click and Grow0 days
Return rate
How often is a product of this brand in the «Planters» category returned?
Source: Digitec Galaxus- Form PlasticNot enough data
- 1.GEFU0 %
- 1.Orthex0 %
- 1.Paros0 %
- 1.Scheerers0 %