Abstract and publication identity

Under Bohmian guidance, complete initial quantum equilibrium and a finite input-independent ready stock, we give a semibounded autonomous realization of each fixed finite quantum measurement programme in an admitted nonrelativistic Schrödinger model. The complete wave includes the source, pointers, clock, coherent resource products, copied records, reset receivers and an inaccessible reference. Forced harmonic traps provide exact pointer motion; retained orthogonal keys permit stationary storage and explicit transfer before reset. A massive clock approximates the driven programme in weighted derivative norms. Those norms bound the absolute probability current through archive decision surfaces, giving a historical-record estimate distinct from the final quantum-output estimate. Each prescribed positive tolerance is achieved by finite resource choices for the fixed programme and horizon. Gaussian resources have finite moments, rather than hard spatial or energy cutoffs. We make the joint earlier-declaration and whole symbolic holding-path observable explicit, retain the full coherent null branch, and give reproducible finite examples. This article consolidates the author's existing massive-configuration preprint; it does not derive the initial Born law, uniquely select guidance, prove microscopic path total-variation stability, or establish laboratory realization of the admitted interactions.