Concept

Wright system

The Wright system is a refinement of rules associated with proportional representation by means of the single transferable vote (PR-STV) electoral system. It was developed and written by Anthony van der Craats, a system analyst and life member of the Proportional Representation Society of Australia. It is described in a submission into a parliamentary review of the 2007 Australian federal election. The aim of the system is to provide an alternative to various methods of segmentation and distribution of preferences associated with the exclusion of a candidate from the count. It is named after Jack Wright, former president of the Proportional Representation Society of Australia. The Wright System fulfills the first of the two principles identified by Brian Meek: Principle 1. If a candidate is excluded from the count, all ballots are treated as if that candidate had never stood. Principle 2. If a candidate has achieved the quota, they retain a fixed proportion of the value of every vote received, and transfers the remainder to the next non-excluded continuing candidate, the value of the retained total equalling the quota. As regards the second principle it differs in not transferring surpluses to already-elected candidates, a procedure criticised by Meek, but which does make hand-counting more practicable. The system uses the optional Droop quota (the integer value of the total number of votes divided by one more than the number of vacant positions plus one) and the Gregory method of weighted surplus transfer value of the vote in calculating a candidate's surplus transfer value which is then multiplied by the value of each vote received by the candidates whose votes are to be redistributed, as is the case in the Western Australian upper-house elections. Unlike the Western Australian upper-house electoral system, the Wright System uses a reiterative counting process that differs from the Meek's method as an alternative to the method of segmentation and distribution of excluded candidates' votes.

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