Rational Distance, 4-D Euler Brick, ABC and Goldbach Conjecture

In this paper we will prove two problems : 1) Rational Distance problem 2) 4-D Euler Brick. 3) ABC Conjeture 4) Goldbach Conjecture First we will show no such point exist whose distances from every corner of a integer sided square are integers. Then we will prove non-existence of 4-D Euler Brick. Then we will prove ABC Conjecture is true. Then we will prove Goldbach Conjecture is true.