A base$-10$ nonnegative number is represented using floating$-$point format with only nonnegative exponents and $14$ places, where $5$ places are used for the mantissa and $9$ places are used for the exponent part. If chopping is used, the absolute relative true error in representing a number that is representable in this configuration is bounded by $0<=$bracket$[$bb$]($sub$(\backslash$epsi $,$t$))<\_\_\_\_\_\_\_.($Enter you answer in decimal format, that is$,0.$X$.....$ format, and note the answer is NOT in percentage$)$