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We formulate a nonsuperconducting quantum-interference transistor program that con- nects a Gaussian spectral ensemble, an optional three-dimensional Bloch torus, a solid-torus neighbourhood and a Möbius electronic topology to explicitly contacted finite Hamiltonians. The original sixteen-orbital coarse-grained ladder and a distinct rank-one four-orbital signed- interference motif admit rigorous contact, symmetry and spectral cancellation results, alongside source-reproducible finite-model calculations. An exact atomistic projection theorem identifies the cross-spectral information required for transferring these results to an actual carbon nanobelt; the input data for such a transfer have not been established for a graphene-contacted Möbius molecule. This pre-fabrication design study reports a previously unseparated channel-rank obligation. At 50 mV, the inherited eight-channel 19.4548 microampere ON model requires a lead-contact rank of at least six spin-degenerate channels, whereas the rank-one four-orbital interference motif cannot exceed one channel’s 3.8740 microampere quantum limit. We additionally prove an uncertainty-interval test for 108 current-ratio certification and provide reproducible, visually audited device-contact stack, guarded measurement wiring, orbital graph and metrology design graphs. The drawings depict proposed engineering connectivity, not fabricated equipment, microscopy or atomistic contact coordinates. Authentic related experimental devices are credited without misidentification. The source archive preserves the complete derivations, numerical inputs and audit trail. The mathematical findings and numerical tests support only their explicitly stated models. No published or supplied experiment combines a chemically verified Möbius carbon … [source excerpt; see full PDF]
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