{
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    "election_id": "37yf8x",
    "title": "BV2280 — Ballot expressiveness — nine candidates, one electorate, four different ballots",
    "description": "Twenty-five voters and nine candidates on a single left-right spectrum. Finn beats all eight rivals head-to-head, so Finn is the Condorcet winner and the electorate's answer is fixed. The four races change only what a voter is ALLOWED TO WRITE DOWN, which is what makes this election a demonstration rather than a comparison. Race 1 is a 0-5 score ballot: nine candidates will not fit on six rungs, so every voter must give at least two candidates the same score - and STAR still elects Finn. Race 2 ranks all nine and Ranked Robin elects Finn. Race 3 is the SAME voters and the SAME Ranked Robin rule with the ballot capped at five names, the cap New York City and Maine really impose - and it elects Gus, because only 16 of the 25 voters can fit Finn into five names at all. Race 4 ranks all nine again and RCV-IRV elects Ben: same paper as race 2, different count, because Finn holds only 6 of 25 first choices and elimination reaches Finn before the head-to-heads Finn wins are ever consulted. So races 2 and 3 differ only in the PAPER, and races 2 and 4 differ only in the COUNT - the two things usually confused when people say a ballot was 'not expressive enough'. Nothing in any race is settled by a tie-break. Full lesson & tabulation: https://masiarek.github.io/star-voting-library/method_comparisons/ballot_expressiveness/index.html",
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    "end_time": null,
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    "state": "open",
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    "create_date": "2026-08-08T00:17:05.657Z",
    "update_date": "1786148225657",
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    "ballot_source": "live_election",
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