A repdigit is a positive integer that has only one distinct digit in its decimal expansion, i.e., a number of the form \(a(10^m-1)/9\), for some \(m\ge 1\) and \(1 \le a \le 9\). Let \(\left( P_n\right) _{n\ge 0}\) and \(\left( E_n\right) _{n\ge 0}\) be the sequence of Padovan and Perrin numbers, respectively. This paper deals with repdigits that can be written as the products of consecutive Padovan or/and Perrin numbers.

中文翻译：

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Repdigits是连续的Padovan或Perrin编号的乘积

repdigit是一个正整数，在其十进制扩展中只有一个不同的数字，即，对于某些\（m \ ge 1 \）和\（a（10 ^ m-1）/ 9 \）形式的数字\（1 \ le \ le 9 \）。令\（\ left（P_n \ right）_ {n \ ge 0} \）和\（\ left（E_n \ right）_ {n \ ge 0} \）分别是Padovan和Perrin数的序列。本文介绍了可以作为连续的Padovan或/和Perrin编号的乘积写入的重复数字。