Nice paradox, searching about it found another proposed solution: http://steve-patterson.com/paradox-resolved-buridans-ass/ http://steve-patterson.com/paradox-

Nice paradox, searching about it found another proposed solution: http://steve-patterson.com/paradox-resolved-buridans-ass/ http://steve-patterson.com/paradox-resolved-buridans-ass/ It says: "there’s no such thing as “identical options”. More specifically, there are no two separate things which are identical in every way. So when talking about choice, having “alternative” possibilities implies having “different” possibilities. We can not evaluate two things as both “identical and different”, as this would be a contradiction in terms. Therefore, any formulation of Buridan’s paradox which implies this contradiction runs into a basic framing error." Seems wrong, in a lottery all options are “identical and different”. Identical since they have the same probability, different because only one has the price. The paradox undecidability is produced by the perfect balance of unknowns, the equilibrium must be broken to have a decision. Buridan's can be combined with Xeno's as a 2D continous space/time paradox. So cool! I'm working on a solution for Xeno's, that's why I find it interesting.