In a new, empty $.$py fIle, import the Fraction module $($from fractions import Fraction$)$ and then create a Fraction object equal to one$-$half $($i$.$e$.(1)/(2)).$ Then, using a loop $$ add to this fraction the next $10$ values in the sequence $1/4,1/8,1/16$ etc. Print the new value of the fraction after the addition at each step of the loop. If you kept on going, would the value of your fraction ever reach $1?$ Try changing the loop to a bigger value to find out!