square lattice: 6 neighbors per edge. inspired by seven segment displays.
neighbors are in two classes of 3, one for each endpoint. next state can be a function of two variables (future post), the populations of each class.
square lattice with diagonals (chess king graph) allows signals to cross.
break each edge into two half-edges. one endpoint only connects to the other half-edge.
or 3 sub-edges. middle sub edge has only two neighbors. this might be enough for signals to travel in directions with a head and tail, inspired by Wireworld cellular automaton.
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