Если p1,{"color":"#202335","fontFamily":"stix","language":"ru"} p2{"color":"#202335","fontFamily":"stix","language":"ru"} и p3{"color":"#202335","fontFamily":"stix","language":"ru"} - различные простые числа, то сумма всех делителей числа p1·p2·p3 {"color":"#202335","fontFamily":"stix","language":"ru"} равна (p1+1)(p2+1)(p3+1).{"color":"#202335","fontFamily":"stix","language":"ru"} Найдите сумму всех делителей числа 222=2·3·37{"color":"#202335","fontFamily":"stix","language":"ru"}.