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)
| Wireless room sensor, KNX IoT/Thread, temperature, QAA2890/WI
- Wireless communications via KNX IoT over Thread
- Measuring accuracy to max. ±0.3 °C
- Max. 10 years battery life (standard operating conditions)
- Dimensions: 88 × 88 × 14 mm
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)
| Wireless room sensor, KNX IoT/Thread, temperature & humidity, QFA2890/WI
- Wireless communications via KNX IoT over Thread
- Measuring accuracy to max. ±0.3 °C & ±2 % r.h.
- Max. 10 years battery life (standard operating conditions)
- Dimensions: 88 × 88 × 14 mm
|
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)
| Wireless room sensor, KNX IoT/Thread, temperature, humidity & CO2, QPA2892/WI
- Wireless communications via KNX IoT over Thread
- Measuring accuracy to max. ±0.3 °C, ±2 % r.h. & ±50 ppm CO2
- Max. 7 years battery life (standard operating conditions)
- Dimensions: 88 × 88 × 18 mm
|