I don't even see a way to conceive of the existence of non-computational things; everything that exists must be implemented, and computation (which can be characterized by sets of discernible differences and transition functions) is precisely the realm of implementation.
You can get spatial superposition by projecting the distribution of the results of an unfinished but dimensionally constrained computation in a higher dimensional space, for instance.
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We project particle systems into a 3space, but what if a traveling regularity in the universe graph is insufficiently constrained to map it to 3 dimensions? It will occupy a region in computationally expensive ways, but only if we insist on computing the missing spatial indices.
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