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    "title": "BV2251 — Margins matter — one electorate, four different answers",
    "description": "Twelve voters rank three gelato flavours, and the head-to-head results form a loop: Almond beats Berry 7-5, Berry beats Cocoa 8-4, and Cocoa beats Almond 7-5. Nobody beats everybody, so there is no Condorcet winner and every voting rule has to fall back on its own idea of what to do next. What separates them is one question: does the rule look at the SIZE of each victory, or only at who won? The Copeland rule counts wins and throws the margins away, so all three flavours go 1-1-0 and it ties every one of them. The Borda count is that same tournament WEIGHTED by those margins — add up each flavour's signed margins and you get Almond 0, Berry +2, Cocoa -2 — so Borda separates them and elects Berry. Four races here count the very same twelve ballots and produce four different answers. Choose-One elects Almond on 5 first choices. RCV-IRV eliminates Berry FIRST, because Berry has the fewest first choices (3) despite winning every margin-weighted measure; all three of those ballots transfer to Cocoa, which wins 7-5. STAR elects Almond: converting the rankings to scores on an even 5/3/0 spacing makes the scoring round a Borda count, so Berry leads round one, and then the automatic runoff holds the direct contest Borda never holds and Almond takes it 7-5. Ranked Robin is the interesting one — it reports the genuine three-way Copeland tie, and please read its PAIRWISE TABLE rather than its crowned winner: BetterVoting resolves a three-way tie at random, so that one name is a coin flip, not a result. This profile is the twelve-ballot version of a 304-voter textbook profile, shrunk so you can check every number by hand while the Borda scores stay identical. Full lesson & tabulation: https://masiarek.github.io/star-voting-library/method_comparisons/copeland_vs_borda_margins/index.html",
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    "state": "open",
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    "create_date": "2026-07-25T21:20:42.173Z",
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        "nOutOfBoundsVotes": 0,
        "nAbstentions": 0,
        "nTallyVotes": 12
      },
      "tieBreakType": "random",
      "perm": [
        "5a77132d-8c0e-40b0-be3c-5131549fea66",
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        "a6b92c05-ae9d-47d2-9492-02aad6156f26"
      ]
    }
  ]
}