Question: In the 3 dimensional domino problem we are given a finite set of cubes each having a label on each of the 6 faces. We

In the 3 dimensional domino problem we are given a finite set of cubes each having a label on each of the 6 faces. We are looking for a 3D tiling of the infinite space where the labels on the faces match. Prove that the corresponding language is undecidable.
This question should be answered by an expert in computer science theories (Mostly Turing Machines)

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