Talk:The Box/@comment-33102557-20180528183514/@comment-97.80.10.242-20180829155945

If you were to delete the box, then there would be nothing left, but that nothing would itself be part of a new box because nothing is a concievable thing, infact, the box that we are part of actually contains an infinate number of deleted boxes because such things can concievably exist, and a box can contain a box. A portion of those boxes which are also infinate even contain recusively deleted boxes where all boxes are infinately deleted, yet there are also infinate boxes that are not deleted because there is no top level to delete... except a top level is conceivable so you can delete that, but the moment you concieve it, the box expands to contain that and other boxes that you did not delete. So deleteing everything from everything in an infinate recursion of infinitate outcomes is a possible but paradoxical event and defies normal logic, this is part of the petaphysical nature of the box.

So to answer your question... sort of?