Älykäs valonauha WiZ 929002532101 Wi‑Fi valkoinen

The WiZ 929002532101 Wi‑Fi White is a 1‑meter smart LED extension strip compatible with WiZ full color starter kits (starter kit sold separately). The flexible strip delivers tunable white light from 2700 K to 6500 K and up to 880 lumens, and connects to your home Wi‑Fi for remote and app control. Install by sticking the strip to a clean surface and expand lighting up to a maximum total length of 10 meters when used with a compatible WiZ starter kit.

Advantages

Remote control via Wi‑Fi allows operation from anywhere using the WiZ app or connected platforms. The strip offers tunable warm to cool white light and preset lighting modes for different moods and tasks. You can automate lighting with schedules and scenes, and choose from millions of colors and dynamic light modes when used with a compatible full color starter kit.

Suitable for

• Under-cabinet kitchen lighting
• Accent lighting for shelves and furniture
• Bias/back lighting for TVs and monitors
• Ambient lighting in living rooms and bedrooms

Key specifications

• Length: 1 m
• Color temperature: 2700–6500 K (tunable white)
• Luminous flux: 880 lm
• Color: White (module housing)
• Connectivity: Wi‑Fi (requires WiZ full color starter kit for multi-color/dynamic modes)
• Maximum extendable length: up to 10 m (with compatible starter kit)

How to use

Ensure you have a WiZ full color starter kit (sold separately) and a compatible power supply. Clean and dry the surface where you will attach the strip. Peel off the adhesive backing and press the flexible strip firmly in place. Connect the extension to the starter kit following the kit’s instructions, then use the WiZ app to configure Wi‑Fi connection, adjust color temperature, select presets or set schedules.

Recommendations

For best performance, avoid bending the strip sharply at the LED module locations and keep the total connected length within the 10 m maximum. Use in indoor, dry environments and follow the starter kit manual for power and connection limits.