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(Created page with "Approval Scored Voting is a voting system developed in 2020 by Maine native Acadia Smith the system is a combination of scored ballots, approval voting, and...") |
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'''Approval Scored Voting''' (ApSV) is
== Method ==
* The candidates that received the highest score from a voter then receive 1 vote each. ▼
* These votes are then tallied up and the candidate with the least amount of votes is eliminated. ▼
▲the system has both single winner assignment and multi seat assignment which can be found in the following description:
* The only time candidates may receive new votes is if a voter's highest scored candidates on a voters ballot are all eliminated and the next best scored candidates then all receive a vote.▼
▲"Voters score the candidates on a preset scale (I'd suggest 0-10 with 0 meaning they refuse to give that candidate a vote, 1 meaning horrible, and 10 meaning absolutely amazing) any candidate not scored or that received a 0 score is crossed off a voters ballot to signify the fact they will not receive a vote from said voter.
* This process is repeated until 2 candidates are left, the candidate with the most votes wins.▼
▲The candidates that received the highest score from a voter then receive 1 vote each.
▲These votes are then tallied up and the candidate with the least amount of votes is eliminated.
▲The only time candidates may receive new votes is if a voter's highest scored candidates on a voters ballot are all eliminated and the next best scored candidates then all receive a vote.
▲This process is repeated until 2 candidates are left, the candidate with the most votes wins.
== Usage ==
In the case of picking multiple seats you calculate the initial votes as if you were picking a candidate to fill one seat
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the system was developed to create a mix between cardinal and ranked systems while using a ballot system that Acadia Smith commonly deemed better at projecting a voters preferences.
== History ==
ApSV was developed in 2020 by Maine native [[User:Acadia|Acadia Smith]].
=== Discussions ===
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