Roxol S
Готовая к разведению самовыравнивающаяся смесь для выравнивания пола внутри помещений со средней интенсивностью нагрузки класса Р 2 и выше и высокой интенсивностью нагрузки класса Р 3 в случае использования улучшенного варианта смеси.
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)
Область применения.
Подготовка полов для укладки покрытий следующего типа.
- ПВХ покрытия;
- текстильные покрытия.
Улучшенный состав смеси с добавкой (класс Р3).
- все покрытия полов класса Р3, в том числе паркет и плитка.
Основные характеристики и преимущества.
- простая в приготовлении и готовая к разведению смесь;
- не дает усадки;
- высокая способность к самовыравниванию, быстрое застывание, ровная поверхность, требующая небольшой полировки или не требующая ее совсем;
- совместимость со всеми типами существующих полов (полы с водным и электрическим подогревом).
Фасовка.
Мешок 25 кг
Расход.
1,5 кг/м2 на 1 мм толщины.
Техническое описание продукта.pdf