Продукция
Сплит-системы кассетного типа, серия RK-UHG2N/RK-HG2NE-W
Два датчика температуры в помещении позволяют точнее контролировать температуру.
Внешний блок универсальный и может работать с канальным, кассетным и потолочным внутренними блоками.
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)
Внешний блок универсальный и может работать с канальным, кассетным и потолочным внутренними блоками.