184. Given $\log 2$ and $\log 3$ with five decimal places. For which integers from 1 to 100 can the logarithms be calculated without tables and with how many accurate decimal places?
184. For all numbers of the form $2^{m} \cdot 3^{n} \cdot 5^{p}$, less than 100 ( $m, n$, $p$ can be zero). The first four decimal places are accurate.