  This is a continuation of my work on Arithmetic Teichmuller Spaces
(arXiv:2106.11452, arXiv:2210.11635, arXiv:2303.01662, arXiv:2305.10398). This
paper establishes a number of important results including (1) a proof
Mochizuki's Corollary 3.12 (2) establishes a `Rosetta Stone' for a parallel
reading of Mochizuki's Inter-Universal Teichmuller Theory and my Theory of
Arithmetic Teichmuller Spaces, and (3) a proof that Mochizuki's gluing of
Hodge-Theaters, Frobenioids along prime-strips as described in his theory is
naturally provided by the existence of Arithmetic Teichmuller Spaces. (4)
Includes the geometric case of Mochizuki's Corollary 3.12 in \S 12.
