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If the legislature concerned has no exclusion threshold, the qualification value would be the Hare quota , or.
Every party polling votes equal to or greater than the qualification value would be given an initial number of seats, again varying if whether or not there is a threshold:.
In legislatures which do not use an exclusion threshold, the initial number would be 1, but in legislatures which do, the initial number of seats would be:.
In legislatures elected under a mixed-member proportional system, the initial number of seats would be further modified by adding the number of single-member district seats won by the party before any allocation.
Determining the qualification value is not necessary when distributing seats in a legislature among states pursuant to census results, where all states are guaranteed a fixed number of seats, either one as in the US or a greater number, which may be uniform as in Brazil or vary between states as in Canada.
It can also be skipped if the Huntington-Hill system is used in the nationwide stage of a national remnant system, because the only qualified parties are those which obtained seats at the subnational stage.
After all qualified parties or states received their initial seats, successive quotients are calculated, as in other Highest Averages methods, for each qualified party or state, and seats would be repeatedly allocated to the party or state having the highest quotient until there are no more seats to allocate.
The formula of quotients calculated under the Huntington-Hill method is. Even though the Huntington—Hill system was designed to distribute seats in a legislature among states pursuant to census results, it can also be used, when putting parties in the place of states and votes in place of population, for the mathematically equivalent task of distributing seats among parties pursuant to an election results in a party-list proportional representation system.
A party-list PR system requires large multi-member districts to function effectively. In this example, , voters decide the disposition of 8 seats among 4 parties.
In the U. House of Representatives, this is ensured by guaranteeing each state at least one seat; in a single-stage PR election under the Huntington—Hill system, however, the first stage would be to calculate which parties are eligible for an initial seat.
This could be done by excluding any parties which polled less than the Hare quota, and giving every party which polled at least the Hare quota one seat.
The Hare quota is calculated by dividing the number of votes cast , by the number of seats 8 , which in this case gives a qualification value of 28, votes.
Each eligible party is assigned one seat. With all the initial seats assigned, the remaining five seats are distributed by a priority number calculated as follows.
Each eligible party's Parties A, B, and C total votes is divided by 1. The 5 highest entries, marked with asterisks, range from 70, down to 28, For each, the corresponding party gets a seat.
For comparison, the "Proportionate seats" column shows the exact fractional numbers of seats due, calculated in proportion to the number of votes received.
If the number of seats was equal in size to the number of votes case for the qualified parties, this method would guarantee that the appointments would equal the vote shares of each party.
In this example, the results of the apportionment is identical to one under the D'Hondt system.
However, as the District magnitude increases, differences emerge: all members of the Knesset , Israel 's unicameral legislature, are elected under the D'Hondt method.
Had the Huntington—Hill method, rather than the D'Hondt method, been used to apportion seats following the elections to the 20th Knesset , held in , the seats in the 20th Knesset would have been apportioned as follows:.
Compared with the actual apportionment, Kulanu would have lost one seat, while The Jewish Home would have gained one seat.