smc

Since $25<69<125$, divide $69$ by $25$. The quotient is $2$ and the remainder is $19$, so rewrite the number as $$69=2\cdot 25+19$$ Similarly, dividing $19$ by $5$ results in quotient of $3$ and remainder of $4$, so rewrite the number as $$69=2\cdot 25+3\cdot 5+4\cdot 1$$ Thus, the number in base $5$ can be written as $234_5$, so the answer is $\boxed{\text{three consecutive digits}}$