Shocking upset power of strategic voting
expii.com
expii.com
With approval voting, assuming they all pick only 2 (as picking 3 would mean everyone gets 100%, and this post already assumes some "perfect voting" anyway), Jones would also be the winner (just like in that post) with points from 100% of the voters. Williams would be voted by 60% of the voters and Smith would be voted by 40% of the voters.
Actually, Jones is what is known as the Condorcet winner in this election. :)
Both systems seem to push the "overall most liked" candidate, but approval voting has no artificial ranking other than "who has the most points", while this one does. Although this one isn't as restrictive as RCV, which says "you have to pick the top 2 before anything gets counted", which only makes it closer to FPTP (even though it should be better than FPTP in some situations).
This week problem features a very surprising voting paradox, which is directly relevant to next week's primaries in the USA. It's a mathematical logic puzzle, designed to stun with the enormous power of strategic voting. It's also a public service announcement which is independently useful for informing the public (just in time for the primaries) that it may not always be ideal to vote for your favorite candidate. We designed it in a bite-sized (mobile) and shareable format so that it could get the point across to as many people as quickly as possible!