Формула идеальной уборки

<h2 style="margin-bottom: 26px;">Формула идеальной уборки</h2> <p style="margin-bottom: 26px;"><strong><span style="font-size:11pt"><span style="background:white"><span style="line-height:107%"><span style="font-family:Calibri,sans-serif"><span style="font-size:16.0pt"><span style="font-family:&quot;Arial&quot;,&quot;sans-serif&quot;"><span style="color:#333333">Что такое круг Зиннера?</span></span></span></span></span></span></span></strong></p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="font-family:Calibri, &quot;sans-serif&quot;">Еще в середине прошлого столетия химик-инженер Герберт Зиннер выдвинул теорию о формуле идеальной уборки. В эту формулу входят четыре компонента в одинаковом процентном соотношении, что составляет 100% чистоты:</span></span></p> <p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:Calibri,&quot;sans-serif&quot;"><span style="background:white">Химия (25%)</span></span></span></p> <p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:Calibri,&quot;sans-serif&quot;"><span style="background:white">Время (25%)</span></span></span></p> <p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:Calibri,&quot;sans-serif&quot;"><span style="background:white">Температура (25%)</span></span></span></p> <p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:Calibri,&quot;sans-serif&quot;"><span style="background:white">Механическое воздействие (25%)</span></span></span></p> <p><span style="font-size:11pt"><span style="background:white"><span style="line-height:normal"><span style="font-family:Calibri,sans-serif"><span style="font-size:11.5pt"><span style="font-family:&quot;Arial&quot;,&quot;sans-serif&quot;"><span style="color:#777777"><img alt="zinnera.jpg" 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" style="width:672px; height:487px" /></span></span></span></span></span></span></span></p> <p style="margin-bottom:11px"><span style="font-size:11pt"><span style="font-family:Calibri,&quot;sans-serif&quot;"><span style="background:white">Изначально все сектора имеют равные доли. Однако, если один из компонентов этой формулы сокращается в процентном соотношении или вовсе отсутствует, то его часть перераспределяется на все остальные составляющие, и наоборот. Например, если мы увеличиваем концентрацию используемой химии, значит остальные сектора уменьшаются, т.е. в данном случае потребуется уже меньше времени и меньше механического воздействия.</span></span></span></p> <p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:Calibri,&quot;sans-serif&quot;"><span style="background:white">Чтобы избавиться от загрязнения или вывести пятно необходимо грамотное сочетание всех этих факторов. Если же пренебречь данным принципом, возможен риск порчи материала или поверхности. Теория круга Зиннера получила широкую известность и успешно применяется в клининге и по сей день.</span></span></span></p> <p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:Calibri,&quot;sans-serif&quot;"><span style="background:white">В каталоге нашей продукции вы найдёте профессиональные средства (кислотные, щелочные)для удаления загрязнений различных типов. Так же профессиональный инвентарь и оборудование, различные приспособления</span></span></span></p> <p class="MsoNoSpacing">&nbsp;</p> <p class="MsoNoSpacing">&nbsp;</p>