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    "title": "BV2253 — Where should the committee meet? — the sincere baseline behind a textbook manipulation",
    "description": "Seven committee members rank five cities for a meeting. This is the SINCERE vote — everyone's honest ranking, nobody playing games — and it is the baseline that a famous textbook example attacks. Two members rank Edinburgh > Cork > Athens > Dublin > Bergen, three rank Dublin > Edinburgh > Bergen > Cork > Athens, and two rank Athens > Bergen > Cork > Dublin > Edinburgh. Three races count those same seven ballots and they do not all agree. Choose-One elects Dublin, which has the most first choices (3 against 2 and 2). STAR also elects Dublin: converting each ranking to scores puts Dublin first on 23 points with Edinburgh close behind on 22, and Dublin then wins the automatic runoff 5-2 because more voters prefer Dublin to Edinburgh than the other way round. Ranked Robin disagrees and elects Edinburgh, because Edinburgh wins three of its four head-to-head matchups while Dublin wins only two. Notice that neither of them beats everybody: Dublin beats Edinburgh 5-2, but Edinburgh beats the other three, so there is no Condorcet winner in this election. That fragility is exactly why the profile is famous. In the textbook it is used to define what it means for a voting rule to be MANIPULABLE: one of the two Athens-first voters, watching their least favourite city Edinburgh about to win, can submit a dishonest ballot and change the outcome to one they prefer. The full lesson works that manipulation through — and shows the same thing being done to STAR, because every voting method can be gamed by somebody. No instant runoff race is included here, deliberately: the first elimination would be a two-way tie decided by chance rather than by the ballots, so there is no honest IRV answer to publish. Full lesson & tabulation: https://masiarek.github.io/star-voting-library/method_comparisons/manipulability_p3/index.html",
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            "tieBreakOrder": 2,
            "votesPreferredOver": {
              "1403d0a2-71a4-47ea-8566-81c83d70ccef": 2,
              "d796085d-1fea-43ec-90d3-80ce9dddcf16": 3,
              "6ac9cb46-9648-4be4-9a4a-937f229cb2a6": 0,
              "1d4b039f-9eed-4284-b5b6-1762a96e1027": 2,
              "af685d25-cf56-414a-8f78-f20c14ca7090": 5
            },
            "winsAgainst": {
              "1403d0a2-71a4-47ea-8566-81c83d70ccef": false,
              "d796085d-1fea-43ec-90d3-80ce9dddcf16": false,
              "6ac9cb46-9648-4be4-9a4a-937f229cb2a6": false,
              "1d4b039f-9eed-4284-b5b6-1762a96e1027": false,
              "af685d25-cf56-414a-8f78-f20c14ca7090": true
            },
            "copelandScore": 1
          }
        ],
        "nOutOfBoundsVotes": 0,
        "nAbstentions": 0,
        "nTallyVotes": 7
      },
      "tieBreakType": "none",
      "perm": [
        "1403d0a2-71a4-47ea-8566-81c83d70ccef",
        "d796085d-1fea-43ec-90d3-80ce9dddcf16",
        "6ac9cb46-9648-4be4-9a4a-937f229cb2a6",
        "1d4b039f-9eed-4284-b5b6-1762a96e1027",
        "af685d25-cf56-414a-8f78-f20c14ca7090"
      ]
    }
  ]
}