In this work we aim to implement a variaton of the acceleration of hyperbolic t-SNE done by Skrodzki et. al. [19]. This variation aims to embed the points in the Klein Disk model of hyperbolic space instead of the Poincar ́e Disk model using an altared version of a polar quadtree to speed up the computation in a similar fashion as the Barnes-Hut scheme for the Euclidean versino of t-SNE. We analyze our results to prove our acceleration works for the Klein Disk model and compare the efficiency of our implemen- tation to the one for the Poincar ́e model in terms of quality of results and runtime.