MATESTAR MAT-AT2000BK BALLU APOLLO DIGITAL INVERTER 2000W BLACK
0260817
Evolution Digital Inverter – Up to 70% Energy Saving
895Χ445Χ153mm
![](data:image/png;base64,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)
In stock
-
The MATESTAR AT2000 Apollo series is a new generation of electric convectors developed on the basis of the innovative TRANSFORMER SYSTEM technology, which allows you to independently choose the configuration of the convector from 50 possible options:All modules are equipped with a modern silent HEDGEHOG heating element. The patented HEDGEHOG technology is a new generation monolithic heating element that is 20% smaller and more efficient than standard heating elements, allowing you to quickly and efficiently heat a room.Choose a control unit – reliable mechanical, ultra-precise electronic or energy-efficient digital INVERTER.When choosing a control unit with digital INVERTER technology, you get not only extended functionality, but also significant energy savings.According to the results of studies by RST, IZTT, MGSU, TUV, energy savings are 70% (compared to mechanically controlled convectors). This allows you to recoup the convector in the maximum configuration in just 1 month!Consider the necessary option for installing the convector – wall-mounted (brackets included) or floor-mounted (stylish and stable chassis – purchased separately);Expand the convector’s capabilities with a removable Wi-Fi module and control it remotely through the proprietary HOMMYN application (works with the digital INVERTER control unit).The absolute safety of electric convectors Apollo Transformer System is confirmed by the certificate of the Ministry of Emergency Situations.For the operation of the Apollo convector, it is necessary to select one of the three control units and, if necessary, floor installation – the chassis.
Product Details
- Barcode
- 5290589103871
- Brand
- Matestar
- On Offer
- No
- Power
- 2000W
- Supplier Item
- MAT-AT2000BK
- Color
- Black
- Category
- Convector Heaters
- Dimensions
- 895Χ445Χ153mm
- Weight
- 5.3kg
Previously Viewed