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Party-list proportional representation
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=== Example === Below it can be seen how different apportionment methods yield different results when apportioning 100 seats. Webster's method yields the same result (though this is not always the case). Otherwise, all other methods give a different number of seats to the parties. Notice how the D'Hondt method breaks the [[quota rule]] (shown in red text) and favors the largest party by "rounding" an ideal apportionment of 35.91 up to 37. Adams' method greatly favors smaller parties, giving 2 seats to the smallest party, and would give at least 1 seat to every party receiving at least one vote. {| class="wikitable" |+ ! rowspan="3" |Party ! rowspan="3" |Votes ! rowspan="3" |[[Entitlement (fair division)|Entitlement]] ! colspan="2" |Largest remainders ! colspan="4" |Highest averages |- !Hare !Droop quota !D'Hondt (Jefferson) !Sainte-Laguë (Webster) !Huntington-Hill !Adams |- !<math>\frac{\text{votes}}{\text{seats}}</math> !<math>\frac{\text{votes}}{\text{seats}+1}</math> !<math>\frac{\text{votes}}{\text{seats}+1}</math> !<math>\frac{\text{votes}}{\text{seats}+0.5}</math> !<math>\frac{\text{votes}}{\sqrt{\text{seats}(\text{seats}+1)}}</math> !<math>\frac{\text{votes}}{\text{seats}}</math> |- !A |1017 |'''35'''.91 | style="background:#dfd" |36 | style="background:#dfd" |36 | style="color:red; background:#dfd" | '''37''' | style="background:#dfd" |36 | style="background:#dfd" |36 |35 |- !B |1000 |'''35'''.31 |35 | style="background:#dfd" |36 | style="background:#dfd" |36 |35 |35 | style="background:#fdd; color:red" |'''34''' |- !C |383 |'''13'''.52 | style="background:#dfd" |14 |13 |13 | style="background:#dfd" |14 |13 | style="background:#dfd" |14 |- !D |327 |'''11'''.55 | style="background:#dfd" |12 | style="background:#dfd" |12 |11 | style="background:#dfd" |12 | style="background:#dfd" |12 | style="background:#dfd" |12 |- !E |63 |'''2'''.22 |2 |2 |2 |2 |2 | style="background:#dfd" |3 |- !F |42 |'''1'''.48 |1 |1 |1 |1 | style="background:#dfd" | 2 | style="background:#dfd" | 2 |- !'''''Total''''' !'''''2832''''' !'''''100 seats''''' !'''''100''''' !'''''100''''' !'''''100''''' !'''''100''''' !'''''100''''' !'''''100''''' |}
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