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MMP Maths Is Not As Complicated As It Seems

by | Aug 29, 2023 | General Elections, MMP, New Zealand | 0 comments

It is sad to see the degree of confusion out there in regard to how the system works and leading into the most important election in NZ history. With this in mind, I have outlined my interpretation of MMP maths .

I invite critique and input as to what I have wrong and what could be added – this is what I wrote as a brief summary of MMP maths below…

CONFUSION IN NEW SHEEPLAND over the workings of MMP

The maths is surprisingly simple because there are 120 seats in total – including 72 electoral (each representing ~50,000 votes) and 48 Party seats.

The 5% threshold figure is the same as dividing the 120 by 20, meaning that once a party reaches this % of votes they automatically win 6 parliamentary seats (120 divided by 20 = 6).

If that party won no electoral seats then all of their 6 seats would come from their nominated party list.

If they won 1 seat they would be topped up with 5 from the party list.

If they won 2 seats they would be awarded 4 from the party list.

Winning 3 seats they would get 3 of each – right up to if they won 6 electorate seats, then they would not need any more party seats.

Each party prior to the election must provide a nominated list of party member rankings.

As soon as a party wins 1 seat it no longer has to meet the 5% threshold and if NZ Loyal won a seat it would get another MP by winning 0.8% of the total vote. It then goes up in increments of 0.8%:

0.8% = 2 MPs

1.6% = 3 MPs

2.4% = 4 MPs

3.2% = 5 MPs

4.0% = 6 MPs

etc…

Col

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