We have shown that a regular equidistant polytope of type {2m+1, 3} always can be “stellated” using method proposed by Coxeter. Obviously, the factorization in the base plane of equidistant polytope can transform the star regular unbounded polytopes into regular bounded star equidistant polytopes. We will discuss one of the most simple and interesting cases on the Klein surface of genus 3 with the regular map {7, 3}.