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This composition, entangled in its own semantics, is presented to the pig, who with its inquisitive nature will shove and rearrange the cubes on stage,

Does a set of concentric circles pull the pig into its centre?
or, in other words: will the inquisitive pig likely pursue a centripetal [ 1 ], orbital [ 2 ] or chaotic [ 3 ] movement through this layout of cubes?

Do the gaps in between a circular set of walls open up and expose the inner void to the pig?
or, in other words: will the inquisitive pig likely move through the gaps first [ 4 ] before taking interest in the walls of stacked cubes?

Do the junctions of a set of connected triangles call out to be ruptured by the pig?
or, in other words: will the inquisitive pig likely break into the triangles [ 5 ] rather then separating them [ 6 ] ?

Does the solid body of one thousand cubes stacked together deter the pig from shattering its symmetric order?
or, in other words: will the inquisitive pig likely move around [ 7 ] the solid body without poking its nose into the stack of one thousand cubes [ 8 ] ?