![](data:image/png;base64,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)
Дорогие читатели!
В конкурсном задании журнала «Салон кроссвордов и игр» номер 5/2021 на странице 9 допущена досадная опечатка. Сумма из трёх цифр должна равняться 18, а не 13, как напечатано в журнале. Просим учесть данную информацию при решении задания.
Всем читателям редакция журнала приносит искренние извинения.