Доска разделочная-пластик (Германия)
Производство:Giesser Messer
Прямоугольная доска, выполненная из пластика (полиолефин), обладает целым рядом преимуществ, а именно:
- ножи не затупляются при использовании;
- доска не скользит по рабочей поверхности за счет прилегающих краев;
- можно использовать обе стороны доски;
- непористая поверхность;
- можно мыть в посудомоечной машине;
- не впитывает запах выпускаемой продукции;
- можно разделочные доски подразделять по цветам, например: сырые продукты-доска красного цвета , готовые продукты-зеленого и т.д.
Преимущества по сравнению с деревянными:
- гигиеничность;
- большая вязкость пластика;
- простота ухода.
Размер, мм
| Артикул
|
400х300х20*
| 6865 40
|
500х300х20*
| 6865 50
|
600х400х20*
| 6865 60
|
265х325х20
| 6870 26,5
|
530х325х20*
| 6870 53
|
где * под заказ
Доски данных размеров поставляются в цветах: желтый, зеленый, красный, синий, белый.
Доска разделочная-пластик Россия
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)
Доска выполняется из пластика (полеофелин), обладает рядом преимуществ, а именно:
- доска не скользит по рабочей поверхности за счет прилегающих краев;
- ножи не затупляются при использовании;
- можно использовать обе стороны доски;
- непористая поверхность;
- можно мыть в посудомоечной машине;
- не впитывает запах выпускаемой продукции;
Доска разделочная - пластик изготавливается только в белом цвете.
Толщина 20мм, 40мм - сырье в наличии; 30мм, 50мм - до 100мм под заказ.
Размеры выполняются по заказу покупателя в пределах длины 3м, ширины 1,5м