dyadic rationals
... that dyadic rationals, fractions based on powers of two, can be easier to work with than other kinds of fractions for both schoolchildren and computers?
... that <b id="mwAVQ"><a href="./Dyadic_rational" id="mwAVU" rel="mw:WikiLink" title="Dyadic rational">dyadic rationals</a></b>, fractions based on powers of two, can be easier to work with than other kinds of fractions for both schoolchildren and computers?