If the passage between two minimal magnitudes is neither divisible nor occupiable, then the minimal-magnitude hypothesis cannot coherently assign any modal status to the transitional state.

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Coherently(as describing how these functions work together): In a way that is logically consistent and doesn't contradict itself.
Modal status(as used in metaphysics and logic): Whether something is necessary (must be true), possible (could be true), or contingent (just happens to be true). 'Modal' refers to these kinds of distinctions about how things *could be* versus how they actually are.
divisible(number theory / primitive recursive arithmetic): A natural number y is divisible by x if and only if there exists a z such that x × z = y (i.e., x divides y without remainder)
minimal magnitudes(as used in metaphysics and the philosophy of space): The smallest possible units or quantities that can exist—like asking whether there's a tiniest possible size that matter can't be divided smaller than.

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