The realization Peixoto's graphs by Morse-Smale diffeomorphisms with sadle periodic points of index one

In this report we we give a presentation of each topological conjugacy subclass of class $G_{1}(M^{n})$ of orientation preserving Morse-Smale diffeomorphisms on closed orientable manifold $M^{n}$ of dimension $n \geq 4$ such that for any $f\in G_{1}(M^n)$ the set of unstable separatrixes has dimension 1 and does not contain the heteroclinic orbits