A voter votes A over B if he votes in a way so that it's possible to
find a configuration of the other people's votes with which, if we
delete from the ballots every candidate except for A & B, A wins if
we include that voter's ballot, and A doesn't win if we don't include
that voter's ballot.

A voter votes A & B equal if he votes neither over the other, and
if he votes A over one or more candidates and votes B over one or
more candidates.

[end of those 2 definitions]

Mike Ossipoff

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