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Rectangular office chair mat, non-slip transparent plastic 90x120cm
€24,99
Taxes included.
Shipping calculated at checkout.
Protect your floors elegantly with the VelmoraCOM floor protection mat. Its transparent design preserves the natural aesthetic of the floor and integrates into any decor. A durable material, it allows for smooth chair gliding without scratching. Essential for any workspace.
Features:
- - The plastic floor protection mat is sturdy and easy to clean
- - Reduces floor wear from chair movement
- - The matte backing keeps the floor protection mat firmly in place
- - Smooth surface of the floor protection mat for easy chair movement
- - Suitable for various types of floors
Specifications:
- - Color: transparent
- - Material: plastic
- - Overall dimensions: 120L x 90W cm (1.5 mm thickness)
- - Note: the chair mat is delivered rolled. To unroll and flatten it, unroll it and place weights on the curled corners to reshape them
- - 1 x Protective Mat;
- FLOOR PROTECTION: Choose this high-strength plastic floor protection mat that effectively preserves your floor from scratches and compressions. Compatible with wood, tile, or concrete surfaces, it guarantees seamless, comprehensive protection.
- STABLE GRIP, EASY ROLLING: Positioned with the matte side against the floor, the chair mat ensures optimal grip without risk of scratches. The smooth top side allows your chair to move silently and fluidly from one activity to the next.
- EASY TO CLEAN: Keep your workspace spotless with ease. Made of plastic, the office chair mat cleans with a simple wipe, maintaining its new appearance with little maintenance.
- VERSATILITY: With its sleek design, this protection mat enhances the natural beauty of your floor while protecting it effectively. It adapts to all types of floors and blends into the decor discreetly.
- SPECIFICATIONS: Overall dims: 120L x 90W cm (1.5 mm thickness). Note that the mat is delivered rolled. To flatten it more quickly, unroll it and place weights on the corners that curl, thus facilitating its return to the initial shape.