This list has gone through the 3 choice circular tie example about 5 times in the last 3 years. The simple general example is-- N1 A>B>C N2 B>C>A N3 C>A>B Assume- N1+N3 A > N2 B N1+N2 B > N3 C N2+N3 C > N1 A The preceding can obviously be expanded for 4 or more choices. Adding clones complicates things further- such as choice B1 after each B (who is totally defeated by B). I have noted many times that for the single office case that a choice should get a majority YES vote. The minor chaos occurs if 3 or more choices get YES majorities and there is no head to head winner. One obvious option is to have the choice with the lowest YES majority lose and to recheck the head to head math. What multi-vertex 3 dimensional math inventions (cubes, tetrahedrons or whatever) have to do with the preceding is totally beyond the understanding of the average citizen who has to do the voting in real elections (or to adopt some new election method beyond simple plurality).
