Brendan Burgess
Founder
- Messages
- 54,765
This proportion is calculated by working out the ratio of the surplus to the total number of transferable papers and applying that ratio consecutively to the total number of next preferences for each candidate still in the running.
Which are the transferable papers, Marys had 10,000 first prefs. John had 5,000 first prefs.
What is the total number of transferable papers, (assuming the voters voted all the way down the ballot).?
The quota is 8,000
First count
Mary gets 10,000 votes.
John gets 7,500
Peter gets 7,000
Robert gets 6,000
Derek gets 5,000
Mary has exceeded the quota by 2,000 votes, and so is elected, okay.
All Mary's 10,000 votes are sorted by candidate
John gets 5,000 second preferences
Peter gets 2,000 second preferences
Robert gets 1,000 second preferences
Derek gets 500 second preferences
No 2nd preference: 1,500
So John gets 50% of the surplus or 1,000 votes
Peter gets 30% of the surplus or 600 votes
etc.
The actual mechanism
Out of John's pile of 5,000 2nd preferences (Where Mary got the first preference), 1,000 ballot papers are selected from the top of the transfer pile and added to his pile of first preferences but are kept as a separate pile for future counts.
So let me get this straight, if you gave 1st to Mary, and 2nd to John, you are one of 5,000 identical votes, BUT, only 1,000 of these 5,000 actually get transferred.
So there is just a 20% chance that your actual vote will transfer.
How does the 1000 votes get selected?Thanks Brendan,protocol, for the explaination of how the surplus works.
I heard that man on the radio and he was good in most respects with the exception of the mechanics of the surplus. It's a difficlult thing to explain verbally on the radio. Also it didn't help that the interviewer was behind the curve and was still grappling with the concept of the quota as the interviewee was trying to explain the surplus.
I think an infographic style presentation might make it easier for people to visualise how the PR STV system works.
Does anyone know what happens an elimination or surplus in the case of a dead heat?
They are selected from the top of the pile.Out of John's pile of 5,000 2nd preferences (Where Mary got the first preference), 1,000 ballot papers are selected from the top of the transfer pile and added to his pile of first preferences but are kept as a separate pile for future counts.
Just to extrapolate on Brendan's example. If the second preference is already elected or eliminated am I right in saying that it will go to the third preference and so on until either a remaining candidate is listed or no further preferences remain?
I think you also need to make it clear that if no-one is deemed elected (reached the quota) at any of the counts the votes of the lowest person are taken and they are eliminated.
So because the process to select the 1,000 second preference votes is, to an extent, random - does this mean that the result could be different on recounts? If so, surely close calls could turn out to be actually incorrect? Giving rise to recount after recount...Out of John's pile of 5,000 2nd preferences (Where Mary got the first preference), 1,000 ballot papers are selected from the top of the transfer pile and added to his pile of first preferences but are kept as a separate pile for future counts.
I think i read somewhere that these votes are kept in a seperate bundle so as they can be checked in event of a recount.So because the process to select the 1,000 second preference votes is, to an extent, random - does this mean that the result could be different on recounts? If so, surely close calls could turn out to be actually incorrect? Giving rise to recount after recount...
So because the process to select the 1,000 second preference votes is, to an extent, random
Should that not be 23% of the 613?Brendan Griffin 139 (so he got 23% of the 3,835)
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