This paper explores a novel approach to differential topology by merging Lorentz-Minkowski space with the conceptual framework of a hypercube, thereby addressing discrepancies that arise in quantum mechanical systems. The model introduces a Scalar Lorentz-Minkowski Transformation (SLMT), extending classical four-dimensional spacetime to five dimensions in order to reconcile retrocausal activity and probabilistic outcomes observed in quantum experiments, such as the Quantum Eraser. By examining causality and the limitations of current Minkowski models, this work proposes a scalar modification to the topology of light cones, suggesting an hourglass-shaped structure to better represent the intersection of causal and retrocausal events. The paper delves into the implications for the Copenhagen and de Broglie-Bohm interpretations, and it provides a foundation for calculating relativistic relationships and probability cones in a five-dimensional space.