The construction divides the available outcomes into mutually exclusive record classes. Before measurement, the normalized description assigns weights across those classes. After an outcome is realized, the subsequent description is restricted to the corresponding class and normalized again.

The aim is to explain definite records without treating every term in a mathematical superposition as a simultaneously realized macroscopic outcome. The underlying count configuration and the wave-function encoding have different roles in MQ. Distributed predictive support is not identified with multiple completed detector records.

This is not merely a claim that an observer becomes aware of a result. The manuscript addresses the physical realization of a record and the conditioning needed for repeatable predictions. Its assumptions about admissible records and available count structure are therefore central to the argument.

The proposed explanation must also be distinguished from a new measured effect. Recovering the ordinary conditional prediction rule does not, on its own, select one interpretation of quantum mechanics over all others. A reporter should ask whether the primitive-to-record mechanism is fully specified and what empirical consequence could discriminate it.

The source develops a theoretical account of the measurement problem within MQ’s stated constraints. It does not establish that all competing interpretations have been experimentally ruled out. Its value for scientific discussion is a concrete ordering of underlying structure, available outcomes, completed interaction, and conditioned future prediction.