Sliding block memory
In Conway's original formulation, as part of his proof of the existence of a universal computer in Life, two gliders were used to pull the block inwards by three diagonal spaces as shown below, and thirty gliders were used to push it out by the same amount.
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RLE: here Plaintext: here
Dean Hickerson later greatly improved on this, finding a way to pull a block inwards by one diagonal space using 2 gliders, and push it out the same distance using 3 gliders. In order for the memory to be of any use there also has to be a way to read the value held. It suffices to be able to check whether the value is zero (as Conway did), or to be able to detect the transition from one to zero (as Hickerson did).
Dean Hickerson's sliding block memory is used in Paul Chapman's URM, and several other complex constructions such as Adam P. Goucher's pi calculator and Spartan universal computer-constructor, and David Bell's Collatz 5N+1 simulator.
- Dean Hickerson (March 1, 1990). "Description of sliding block memory". Paul Callahan's Game of Life Miscellany. Retrieved on February 17, 2018.