Платформа для скотча «Мини» упак. 2 шт

Заказал через интернет. После доставки обнаружил, что деталь мне не подходит: расстояние между пазами платформы для скотча  оказалось примерно 30 мм.
К сожалению, в описании товара не указано расстояние между пазами платформы, поэтому ориентировался на информацию из ответа клиенту (вкладка: "Вопросы-Ответы"):
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[/img]
Кронштейн размером 35 мм оказался слишком велик для данной платформы.