  We construct a notion of teleparallelization for Newton-Cartan theory, and
show that the teleparallel equivalent of this theory is Newtonian gravity;
furthermore, we show that this result is consistent with teleparallelization in
general relativity, and can be obtained by null-reducing the teleparallel
equivalent of a five-dimensional gravitational wave solution. This work thus
strengthens substantially the connections between four theories: Newton-Cartan
theory, Newtonian gravitation theory, general relativity, and teleparallel
gravity.
