The Conjoined Spherical Triangle (CST) framework introduces a novel approach to unifying general relativity and quantum mechanics through the concept of a computationally aware space-time. This paper presents the CST as a geometrical model that integrates gravitational dynamics and quantum phenomena, treating space-time notonly as a passive arena for physical processes but as an active, informationally dynamic system. We explore how the four laws of theCST—path law, area law, duality law, and entropy law—encode both space-time curvature and quantum state evolution. By embedding quantum information within the geometry of space-time, the CST framework offers a geometrically grounded interpretation of quantum entanglement, superposition, and the wavefunction collapse. Furthermore, the CST provides a pathway for addressing key challenges in quantum gravity, such as the black hole information paradox and the unification of quantum mechanics with general relativity. The potential applications of the CST extend to high-energy physics, cosmology, and quantum field theory, where it serves as a computationally aware medium for processing both gravitational and quantum information. This paper highlights the CST framework’s potential to bridge the gap between gravitational systems and quantum states, offering a promising new direction for the future of theoretical physics.