The Qubyte: A Universal Multistate Symbolic Framework Bridging Classical and Quantum Relational Structure

This paper introduces the qubyte: a novel symbolic computational framework built from a finite alphabet of relational symbols, each composed of up to four directional lines and nine positional dot markers. The qubyte sits between classical binary computing and quantum computation — more expressive than a bit, more structured than a qubit. Two symbols paired form a qubyte character, yielding over 67 million possible states in its three-dimensional form. The framework is domain-neutral: symbols carry no intrinsic meaning, but can be structurally mapped to any relational system, from atomic bonding in chemistry to topological structure in quantum gravity. Critically, the geometric architecture of the qubyte — with information encoded in interior relational structure rather than on exposed surface states — produces natural error correction as a consequence of its topology. This architecture independently converges on the doubly-even self-dual binary error-correcting code structures identified by physicist James Gates embedded in the mathematics of supersymmetry, arrived at here from an entirely different direction: the systematic enumeration of how one thing can affect another.