We postulate bulk universal quantum computing (QC) cannot be achieved without surmounting the quantum uncertainty principle, an inherent barrier by empirical definition in the regime described by the Copenhagen interpretation of quantum theory-the last remaining hurdle to bulk QC. To surmount uncertainty with probability 1, we redefine the basis for the qubit utilizing a unique form of M-Theoretic Calabi-Yau mirror symmetry cast in an LSXD Dirac covariant polarized vacuum with an inherent 'Feynman synchronization backbone'. This also incorporates a relativistic qubit (r-qubit) providing additional degrees of freedom beyond the traditional Block 2-sphere qubit bringing the r-qubit into correspondence with our version of Relativistic Topological Quantum Field Theory (RTQFT). We present a 3 rd generation prototype design for simplifying bulk QC implementation.

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The synthesis of the first examples of Class II mesoionic xanthine acyclonucleosides is described. A series of mesoionic anhydro‐(8‐methoxyalkyl‐5‐hydroxy‐7‐oxothiazolo[3,2‐a]pyrimidinium hydroxides), Class II mesoionic analogs isoconjugate with xanthine, were prepared by the thermal condensation of methoxyalkyl‐2‐aminothiazoles with substituted bis(2,4,6‐trichlorophenyl)malonic esters. The memoxyalkyl‐2‐aminothiazoles were prepared via an aromatic nucleophilic substitution reaction between 2‐bromothiazole and the appropriate methoxyalkylamine in excess. The resulting 8‐methoxyalkyl‐substituted mesoionic xanthines were demethylated using iodotrimethylsilane in acetonitrile at room temperature to afford the corresponding mesoionic anhydro‐(8‐hydroxyalkyl‐5‐hydroxy‐7‐oxothiazolo[3,2‐a]pyrimidinium hydroxides) as the Class II mesoionic xanthine acyclonucleosides.

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Modeling wildfire suppression technology, inspired by Einstein’s long quest for a final theory, is based on a Unified Field Mechanical (UFM) Ontological-Phase Topological Field Theory (OPTFT) derived from modified M-theory, parameters of the Wheeler-Feynman-Cramer Transactional Interpretation, with combined extensions of a de Broglie-Bohm Implicate Order super-quantum potential as a unified field force of coherence control factor. The device is multiphasic. Operationally, O2 electron transfer attenuation occurs by nonlocal matter-wave phase adduction/subduction interference nodes in dynamic-static Casimir-Polder resonant interactions pertinent to bumps and holes within a covariant polarized Dirac vacuum as the most salient feature of dioxygen dication, O2 2+ coupling to mirror symmetric nonlocal antispace (vacuum), rather than neutral molecular species in local 3-space as demonstrated in experimental studies of dioxygen dication, O2 2+. Additionally, beam emission requires a new dual class of nonlocal OCHRE (Oscillation Coupled Helicoid Resonance Emission) in tandem with localized OCRET (Optically Controlled Resonance Energy Transfer) to produce ballistic-like conduction of vacuum energy by the summation of cyclical resonant incursive oscillations within the structure of cellular Least Units tessellating spacetime as a means of mediating the additional dimensionality (XD) of brane topological phase transitions in the Bulk. Finally, device operation requires an M-theoretic form of scalable universal quantum computing (UQC), a paradigm shift beyond confines of the locality-unitarity basis of presently standard Copenhagen quantum theory.