ELECTORAL ACT
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Party
Number of votes per constituency
Total number of votes
X
Y
Z
A
32 049
16 000
41 300
89 349
B
25 000
17 069
7 800
49 869
C
20 040
10 007
10 500
40 547
D
15 020
7 040
10 004
32 064
E
12 030
8 012
1 900
21 942
F
325
425
903
1 653
G
205
404
601
1 210
104 669
58 957
73 008
236 634
Total
Party A received a total of 89 349 votes in the three constituencies which constitute the electoral
district.
4. Next, the provincial elections officer must determine the quota by dividing the total
number of votes cast for the participating parties by the number ten (the number of seats) with
any fraction obtained being disregarded.
In this example, the quota is 23 663 (236 634 divided by 10).
5. Next, the number of votes cast for each of the remaining political parties is divided by
the quota to determine the number of seats to be provisionally allocated to each party and to
ascertain the number of votes which remain unallocated thereafter as shown below.
Party
Total number of
votes
Votes divided by quota
A
89 349
Provisional allocation of
seats
3
B
49 869
2
2 543
C
40 547
1
16 884
D
32 064
1
8 401
E
21 942
–
21 942
F
1 653
–
1 653
G
1 210
–
1 210
236 634
7
70 993
Total
Unallocated votes
18 360
Quota: 23 663
In respect of party A, 89 349 divided by the quota of 23 663 gives three seats which are equal to
70 989 votes leaving a remainder of 18 360 unallocated votes. The provisional allocation of
seats is A 3, B 2, C 1 and D1, a total of seven seats, leaving three of the ten seats unallocated.
6. Next, if after the allocation of the seats from the division of the votes cast by the quota,
less than ten seats have been allocated, the provincial elections officer will allocate the
remaining seats to the parties with the greatest number of unallocated votes.
In this example, the two parties with the highest number of unallocated votes are E with 21 942,
A with 18 360 and C with 16 884. The three remaining seats are allocated one each to the three
parties as shown below.
163
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