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The magnetopolaronic generalization of a Majorana-resonant-level (-MRL) modelis considered for a single-level vibrating quantum dot symmetrically coupled totwo half-infinite $g=1/2$- Tomonaga-Luttinger liquid (-TLL) leads at theToulouse point. At the resonance by gate voltage the exact solution for theeffective transmission coefficient is obtained in the whole range ofmagnetopolaronic coupling constant values. The obtained exact solution existsdue to special Majorana-like symmetry of tunnel Hamiltonian and gives rise tonontrivial interference between different virtual vibronic channels of resonanttunneling with different fixed Aharonov-Bohm phases. This fact leads to a noveltopologically nontrivial type of resonant Andreev-like magnetopolaronictunneling in the system. As the result, in the zero-temperature limit, it isimpossible to compensate the magnetopolaronic blockade in magnetopolaronicMRL-model by means of bias voltage, if vibron energy is the smallest (butnonzero) energy parameter in the system.

Aharonov-Bohm phase-driven resonant tunneling of interacting electrons in magnetopolaronic Majorana-Resonant-Level Model