This paper investigates a method for accelerating hyperbolic t-SNE — a popular high-dimensional data visualization technique. In particular, it focuses on building a hyperbolic t-SNE variant that uses a different model of hyperbolic space (called the Lorentz Hyperboloid model) for representing the low-dimensional embeddings. An acceleration algorithm based on a tree data-structure is then used to achieve a better asymptotic runtime complexity compared to the original version. The paper then compares this implementation with other alternatives — including accelerated variants — and shows that it computes embeddings of better quality at a similar rate.