The Field of Indecision: An Ontic Interpretation of Quantum Superposition from Binary Particles

The measurement problem and wave-particle duality remain unresolved puzzles in quantum mechanics. This paper proposes an ontic interpretation: superposition is not epistemic ignorance but a real physical field the ``field of indecision'' composed of binary energy units (binary particles). When such a field couples resonantly to a stable atomic architecture, it collapses into a definite binary state, producing a localized particle. This mechanism explains wave-particle duality (indecision vs. decision) and quantum entanglement (a shared, non-separable indecision field). From the same primitive, mass emerges as the resistance of an architecture to binary particle flux, and Newtonian gravity arises as the coherent background resonance of the cosmic binary network. A concrete lattice gas realization shows that the field obeys a nonlinear wave equation and that the static perturbation around a bound state follows the Newtonian \(1/r\) form. A testable prediction is made: structural isomers with identical atomic composition should exhibit a temperature-dependent mass difference, within reach of current FT-ICR mass spectrometry. The framework is offered as a speculative foundation for quantum mechanics and emergent gravity.