Suppose N=1*2*3*...*99*100, I would like to ask: Divide N by 16 until the result is not divisible by 16, how many times can it be divided by 16?
设N=1*2*3*…*99*100，请问：用N不断除以16，直到结果不能被16整除为止，一共可以除以多少次16．
<gadget id="calculator">96 / 4</gadget>
<output>24</output>

<result>24</result>