Excuse me ... .

A set of the rational numbers is denoted as , where is the set of integers ... .

A set of the irrational numbers consists of the real numbers which cannot be denoted as such that and ... .

The problem is in following ... .

For example, in present time, here is which be agreed as an irrational number ... .

Can the irrational number be rationalized to be a rational number if a person is able to denote the as , where and , in the next time ... ? [Here, the absolute values of and may be the very very huge integers ... .]

Thank you for the answer ... .