s (2024) contribution can be situated within the general context of recent work arguing that models of grammar which explicitly distinguish between underlying syntactic features and their morpho-phonological representation (exponence) are exceptionally well suited to analyze bi-and multi-lingual data. Specifically, it shows that such approaches can subsume the framework of feature reassembly developed in the 90s by Lardiere and colleagues in studies of L2 acquisition, and as a result feature reassembly becomes superfluous. The paper is couched with the Null Theory approach, according to which the same kind of theory accounts for the competence of Ln speakers, independently of the type of bilingual population these may belong to. In this, it departs from the view taken in López (2020), whose Minimalist Distributed Morphology model is applied only to balanced bilinguals. Such a limitation does not seem warranted, and the keynote does a great job in substantiating this.In what follows, I will comment on certain aspects of the contribution that provide food for thought. To begin with, the Null Theory is obviously very attractive, and we clearly see how theoretical progress can be made based on multilingual data. Feature reassembly affects first, functional heads and their sequence, and second, the realization of particular features. How could features and structure be affected? As discussed in the keynote, we have (a) expanding structures, i.e., cases where the L2 grammar has an additional functional projection that the L1 doesn't have, (b) expanding feature inventory, i.e., cases where the L2 grammar has an additional feature that the L1 one doesn't have, (c) feature splitting, i.e., cases where the feature in L2 may appear in a different position than in the L1, (d) expanding exponency inventory, i.e., cases where new exponents need to be acquired, and (e) acquiring new mappings, i.e., cases where the mapping between features and exponence may change. With respect to (a) and (b), it could be argued that if we assume that there is a universal feature pool, as is standard in Distributed Morphology, and/or a universal structure, as is standard in