Convert Continued Fraction

Convert any continued fraction (non-repeating front portion and repeating portion) to (p + sqrt(d))/q representation.

Convert any continued fraction (non-repeating front portion and repeating portion) to the representation (where p and q can be negative).

This application can handle very large numbers and long continued fractions.

For example: If the front-portion of the continued fraction is: [1; 2, 3, 4, 5, 6, 7, 8 , 9] and the repeated portion is: [123, 519, 223], just enter these into the respective text boxes when running the GUI. Then hit the calculate button.

continuedFraction;

The results should be:

p = -573592107178500789

d = 50669596954565

q = -400238036392460042