Plafond AIRAM Gaia Slim Round 22W, 1600 lm
Trendy ceiling lamp for all dry rooms in the home, e.g. in the kitchen or living room. A remote control is included to adjust the color temperature of the light or to dim the lamp. Reported luminous flux 1600 lm, color temperature 2700 - 6500 K.
Product Faq
Trendy ceiling lamp for all dry rooms in the home, e.g. in the kitchen or living room. A remote control is included to adjust the color temperature of the light or to dim the lamp. Reported luminous flux 1600 lm, color temperature 2700 - 6500 K.
Airam Gaia Slim Round is a trendy and minimalist ceiling lamp that provides an even light and can be mounted in any dry room in the home. The color temperature of the LED light can be adjusted steplessly from a pleasantly warm 2700 kelvin to a bright 6500 kelvin with a user-friendly remote control that also functions as a dimmer. The remote control has a memory function and can control up to four Gaia lights at the same time. The lamp can be mounted directly on a roof socket with a lamp base and quick-release attachment, alternatively with a screw attachment on a junction box. Reported luminous flux 1600 lumens, color temperature 2700 - 6500 kelvin.
Technical specification 
- Brand and model: Plafond Airam Gaia Slim Round 22W, 1600 lm
- Area of use: As a ceiling lamp, e.g. in a bedroom
- Operating voltage: 220 - 240 V
- Light source: Fixed LED
- Power: 22 W
- Luminous flux: 1600 lm
- Color temperature: 2700 - 6500 K
- Dimmable: Yes
- Illumination angle: Very wide radius >80°
- Color: White
- Connection method: Spring clamp
- Wiring method: Suitable for through wiring
- Number of contacts: 3
- Dimensions of the cables: 2.5 mm²
- Materials: Polycarbonate frame, opal acrylic dome
- Dimensions: 400 x 76 mm (Diameter x Height/Depth)
- Energy efficiency class: G
- Lifespan: 30,000 hours
- Impact resistance: IK01
- Protection class: IP20
- Operating temperature: 0 - 25°C
- Other: Adjustable color temperature, dimmable
- Warranty: 36 months
Quick guide
Assembly instructions for Gaia Slim Round can be found here ! (opens in new window).
