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)
Жесткость
Нагрузка до 150 кг на одно спальное место
Цельносварная рама из металлического профиля, с поперечным ребром жесткости
Покрытие металла устойчиво к царапинам и ржавчине
Регулятор жесткости основы
Упругие ортопедические буковые ламели, оптимальное расстояние между ламелями
Экологически чистые материалы и технология
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