election_title: "Felsenthal Ex.4 after two no-shows — Ranked Robin: unmoved, still Beth"
scenario_description: |-
  Race 2 of 3 in the No-Show-paradox pair, part 2 of 2 (BV2151, bvid 97hbpw; BV-confirmed). Source: Dan S. Felsenthal (2010), Appendix A2, Example 4 — see bv2151_97hbpw_irv.yaml for the setup.
  The same 9 ranked ballots counted by Ranked Robin (Copeland): Beth still wins both head-to-heads (Andy 6–3, Carl 5–4) — the Condorcet winner, elected directly. Ranked Robin elects Beth with 11 voters (BV2150) and with 9: in this pair, showing up never hurt the Andy voters under a pairwise count. (Condorcet methods are not participation-proof in general — Moulin's theorem — but this electorate doesn't trigger it.)
  Live results: https://bettervoting.com/97hbpw/results
bv_test_id: BV2151
bv_election_id: 97hbpw
bv_results_url: https://bettervoting.com/97hbpw/results
paradoxes: [no-show]
voting_method: RankedRobin
num_winners: 1
ballots: |-
  2:Andy>Beth>Carl
  3:Beth>Carl>Andy
  1:Carl>Andy>Beth
  3:Carl>Beth>Andy
expected_winners:
  - Beth

# file: bv2151_97hbpw_ranked_robin.yaml