POLICY FRAMEWORK FOR FULL-TIME COUNCILLORS
AND
FORMULAE FOR NUMBER OF COUNCILLORS
A. BACKGROUND
2. In terms of section 20 of the Act, an MEC’s determination must be in accordance with a formula which must be based on the number of registered voters on each municipalities segment of the national common voters roll.
ORGANISATION |
PROVINCE |
COMMENTS |
African National Congress |
Western Cape (Provincial Secretary) |
|
Ministry for Housing and Local Government |
Northern Cape |
|
Ministry for Housing, Local Government and Traditional Affairs |
Eastern Cape |
|
Ministry of Local Government |
Western Cape |
|
KWANALOGA |
KwaZulu-Natal |
|
Democratic Party |
KwaZulu Natal |
|
African National Congress |
Western Cape (South Region) |
|
LOGAM |
Mpumalanga |
|
SALGA |
Head Office (Pretoria) |
|
2. A number of comments that were received requested that provision be made for all ward councillors to be designated as full-time members of councils. If all ward councillors are designated as full-time, this would result in half the councillors being full-time, and which will result in severe financial implications for all municipalities.
3. As far as the Speaker is concerned, the full-time status of this Office should be considered in light of the fact that the only function assigned to this Office is Chairperson of the Council, as well as the fact that councils are obliged to meet only four times a year.
4. The following policy framework for full-time councillors is proposed:
The MEC responsible for local government in a province may determine that councillors who have been elected or appointed to the following Offices in terms of the Municipal Structures Act may be designated as full-time –
CATEGORY A MUNICIPALITIES
CATEGORY B MUNICIPALITIES
CATEGORY C MUNICIPALITIES
2. Proper formulae have now been developed for each category of municipality, and which are set out hereunder.
CATEGORY A MUNICIPALITIES
As most stakeholders supported option 2 proposed by the Department, a maximum number of 220 councillors was applied for 1.6 million voters. The latter figure is greater than the biggest metropolitan area, namely Johannesburg, with 1.557 million registered voters.
The lower point on the scale is 300 000 voters, which equates to 90 councillors.
Graphically illustrated, the formula would be represented thus –
This means that in the Johannesburg metropolitan area –
y = (x ÷ 10 000) + 60
Where "y" represents the number of councillors, and "x" represents the number of registered voters in the metropolis.
Applying the formula –
The number of councillors = (1 555 790 ÷ 10 000) + 48
= 156 + 60
= 216
Therefore, the number of councillors for the Johannesburg metropolitan area would be 216.
Applying the formula to the other metropolitan areas, yields the following results:
PROVINCE |
METROPOLITAN AREA |
VOTERS |
FORMULA |
OPTION 2 |
GAUTENG |
Johannesburg |
1 555 790 |
216 |
220 |
KWAZULU-NATAL |
Durban |
1 229 540 |
183 |
180 |
WESTERN CAPE |
Cape Town |
1 219 401 |
182 |
180 |
GAUTENG |
East Rand |
1 142 209 |
174 |
180 |
GAUTENG |
Pretoria |
713 080 |
131 |
140 |
EASTERN CAPE |
Port Elizabeth |
473 161 |
107 |
100 |
|
TOTAL |
6 335 291 |
994 |
1 000 |
The existing number of seats occupied at metropolitan level is 1 296, and a decrease of 302 seats would be obtained if the formula is applied.
CATEGORY B MUNICIPALITIES
It should be noted that Category B municipalities range from a minimum of 2 114 registered voters (NP364), to a maximum of 328 459 registered voters (EC125). A total of 23 municipalities have less than 7 500 registered voters, while 217 municipalities have registered voters that range between 7 501 and 100 000, and 26 municipalities that have registered voters that range between 100 001 and 328459.
In developing a formula for this category of municipality, a maximum number of councillors, 90 as per the Act, was applied for 350 000 voters or more. The latter figure is slightly greater than the largest B municipality and will amply cater for an increase in the number of registered voters should this increase during the forthcoming registration process.
Although the Act stipulates a minimum of 3 councillors, a minimum number of 5 councillors was applied for 7 500 or less voters. A maximum of 60 councillors was applied for 100 000 voters.
Between 100 001 and 350 000 voters, a minimum of 60 councillors and a maximum of 90 councillors was applied respectively.
In effect, Category B municipalities would therefore apply 1 of 3 formulae, depending on the number of registered voters in that municipality. The formulae are –
y = 5 - for municipalities that have less than 7 501 registered voters;
y = (x ÷ 1 682) + 1 - for municipalities that have between 7 501 and 100 000 registered voters; and
y = (x ÷ 8 333) + 48 - for municipalities that have more than 100 000 registered voters.
Where "y" represents the number of councillors, and "x" represents the number of registered voters in the relevant municipality.
Graphically illustrated, the formulae would be depicted thus –
This means that in DC 38 in the North West Province, which is made up of NW381 to NW386 –
NW385 will have y = 5 councillors because it has 3 800 registered voters, and in terms of section 22(4) of the Act it will have no wards as the number of councillors are less than 7;
NW386 will have y = (x ÷ 1 682) + 1 councillors because it has 51 309 registered voters i.e.
The number of councillors = (51 309 ÷ 1 682) + 1
= 31 + 1
= 32
Therefore, the number of councillors for NW386 would be 32; and
NW383 will have y = (x ÷ 8 333) + 48 councillors because it has 134 669 registered voters i.e.
The number of councillors = (134 669 ÷ 8 333) + 48
= 16 + 48
= 64
Therefore, the number of councillors for NW383 would be 64.
Option 2 of the model submitted for comment resulted in 7 675 councillors while the existing number of seats occupied at Category B level is 8 407. After applying the formulae to all the Category B municipalities, it has been determined that a total of 6 451 councillors will be generated.
CATEGORY C MUNICIPALITIES
46 Category C municipalities have been proposed by the Municipal Demarcation Board, and they range from a minimum of 24 328 registered voters (DC5), to a maximum of 712 207 registered voters (DC12).
Bearing the above in mind, and having regard to item 15(3) of Schedule 2, formulae for this Category of municipality was developed by allocating a minimum of 12 councillors for 24 000 voters, and a maximum of 40 councillors for 100 000 voters.
Between 100 001 and 720 000 voters, a minimum of 40 councillors and a maximum of 70 councillors was applied respectively - the Act stipulates a minimum of 3 and a maximum of 90 councillors for this category of municipality.
In effect, Category C municipalities would therefore apply 1 of 2 formulae, depending on the number of registered voters in that municipality. The formulae are –
y = (x ÷ 9 500) + 9 - for municipalities that have less than 100 001 registered voters; and
y = (x ÷ 12 000) + 12 - for municipalities that have between more than 100 000 registered voters.
Where "y" represents the number of councillors, and "x" represents the number of registered voters in the relevant municipality.
Graphically illustrated, the formulae would be depicted thus -
This means that, in the Western Cape Province, which is made up of DC1 to DC5 –
DC1 will have y = (x ÷ 9 500) + 9 councillors because it has 99 250 registered voters i.e.
The number of councillors = (99 250 ÷ 9 500) + 9
= 10 + 9
= 19
DC2 will have y = (x ÷ 12 000) + 12 councillors because it has 257 755 registered voters i.e.
The number of councillors = (257 755 ÷ 12 000) + 12
= 21 + 12
= 33
DC3 will have y = (x ÷ 9 500) + 9 councillors because it has 77 235 registered voters i.e.
The number of councillors = (77 235 ÷ 9 500) + 9
= 8 + 9
= 17
DC4 will have y = (x ÷ 12 000) + 12 councillors because it has 180 310 registered voters i.e.
The number of councillors = (180 310 ÷ 12 000) + 12
= 15 + 12
= 27
DC5 will have y = (x ÷ 9 500) + 9 councillors because it has 24 328 registered voters i.e.
The number of councillors = (24 328 ÷ 9 500) + 9
= 3 + 9
= 12
DC4 is made up of WC041 to WC048 – a total of 8 Category B local councils, and the table below indicates the number of voters and the number of councillors that each local council will have after applying the relevant formula that have been developed.
DISTRICT COUNCIL 4 (180 310 VOTERS)
After applying the formula y= (x ÷ 12 000) + 12, it was determined that this DC will have 27 councillors (i.e. x = 180 310) |
LOCAL COUNCIL |
VOTERS |
COUNCILLORS |
FORMULA |
WC041 |
5 634 |
5 |
y = 5 |
|
WC042 |
17 822 |
12 |
y = (x ÷ 1 682) + 1 |
|
WC043 |
29 697 |
19 |
y = (x ÷ 1 682) + 1 |
|
WC044 |
56 398 |
35 |
y = (x ÷ 1 682) + 1 |
|
WC045 |
35 337 |
22 |
y = (x ÷ 1 682) + 1 |
|
WC046 |
5 152 |
5 |
y = 5 |
|
WC047 |
11 385 |
8 |
y = (x ÷ 1 682) + 1 |
|
WC048 |
18 885 |
12 |
y = (x ÷ 1 682) + 1 |
|
|
180 310 |
118 |
|
In terms of section 23 of the Act, the number of councillors representing local municipalities and district management areas (DMAs) must be equal to 60% of the number of councillors determined for the municipality in terms of the formula determined in terms of section 20 (fractions to be disregarded), before any increase in terms of section 20(5), plus the increase.
This means that in DC4, 16 seats (i.e. 60% of 27 seats) must be allocated to councillors representing local councils and DMAs.
The number of seats allocated to the respective local councils and DMAs is done in accordance with Part 2 of Schedule 2. This is done by dividing A (the total number of registered voters on the DC – 180310) by B (the number of seats determined in terms of section 23(2)(a) – 16), PLUS 1.
Computing this – (A ÷ B) + 1 = (180 310 ÷ 16) + 1
= 11 269.375 + 1
= 11 270 (disregarding the fraction)
11 270 will therefore be the quota of registered voters that each local council or DMA must have in order to be entitled to a seat on a DC. Each local council and each DMA is entitled to a number of seats on the DC determined by dividing the total number of voters registered on the segment of the national common voters’ roll for that local council or DMA by the quota of votes for a seat on the DC.
If the above calculation yields a fraction of the figure 1, the council or DMA must be awarded one seat and must not participate in any further calculation or award. If a surplus is obtained, that surplus must compete with similar surpluses of any other council or DMA, and any seats not awarded in terms of the above provisions, must be awarded in sequence of the highest surplus.
Calculating this yields –
LOCAL COUNCIL |
VOTERS FOR EACH LOCAL COUNCIL/ DMA |
QUOTA |
VOTERS ÷ QUOTA |
ACTUAL ALLOCATION OF SEAT/S |
WC041 |
5 634 |
11 270 |
0.4999 |
1 |
WC042 |
17 822 |
11 270 |
1.5813 |
1 |
WC043 |
29 697 |
11 270 |
2.6350 |
2 |
WC044 |
56 398 |
11 270 |
5.0042 |
5 |
WC045 |
35 337 |
11 270 |
3.1354 |
3 |
WC046 |
5 152 |
11 270 |
0.4571 |
1 |
WC047 |
11 385 |
11 270 |
1.0102 |
1 |
WC048 |
18 885 |
11 270 |
1.6756 |
2 |
|
TOTAL = 16 |
The number of proportionally elected councillors is done in accordance with Part 1 of Schedule 2 by voters registered on that municipality’s segment of the national common voters roll, to proportionally represent the parties that contested the election in that district municipality.
In this case, 11 seats (assuming that an increase was not effected in terms of section 20(5) must be proportionally allocated to the contesting parties.
The proposal that was submitted for comment resulted in 1 230 councillors, and the existing number of seats occupied at Category C level is 2 180. After applying the formulae to the Category C municipalities, it has been determined that a total of 1 364 councillors will be generated.
3. After applying the relevant formulae to the related municipality, the following summary was obtained -
CATEGORY |
EXISTING NUMBER OF SEATS |
NEW DETERMINATION (APPLICATION OF FORMULAE) |
DIFFERENCE |
A |
1 296 |
994 |
302 |
B |
8 407 |
6 451 |
1 956 |
C |
2 180 |
1 364 |
816 |
TOTAL |
11 883 |
8 809 |
3 074 |
In order to provide impetus to sections 18(4) and 20 of the Local Government: Municipal Structures Act, it is recommended that the Schedules be approved for publication in the Government Gazette.
APPLICATION OF THE FORMULAE FOR THE DETERMINATION OF THE NO. OF COUNCILLORS FOR MUNICIPALITIES
On 5 April 2000 the Minister for Provincial and Local Government, vide Government Gazette No. 21065, determined the following formulae for the determination of the number of councillors for each of the newly demarcated municipalities –
CATEGORY A MUNICIPALITIES
y = (x ÷ 10 000) + 60
CATEGORY B MUNICIPALITIES
y = 5 - for municipalities that have less than 7 501 registered voters;
y = (x ÷ 1 682) + 1 - for municipalities that have between 7 501 and 100 000 registered voters; and
y = (x ÷ 8 333) + 48 - for municipalities that have more than 100 000 registered voters.
CATEGORY C MUNICIPALITIES
y = (x ÷ 9 500)+9 - for municipalities that have less than 100 001 registered voters; and
y = (x ÷ 12 000)+12 - for municipalities that have between more than 100 000 registered voters.
Where "y" represents the number of councillors, and "x" represents the number of registered voters in the relevant municipality.
After applying the formulae to the relevant municipalities, and taking into account the number of registered voters for each of the newly demarcated areas as at 31 March 2000, the tables that follow indicates the number of councillors that are determined for each municipality. It should be noted that MEC’s may deviate from these determinations, but only in terms of the provisions of section 20 of the Structures Act.
TABLE 1 : DISTRICT MANAGEMENT AREAS
DISTRICT COUNCIL |
VOTERS |
DMA |
|
1 |
CBDC1 |
2999 |
NCDMACB1 |
2 |
CBDC5 |
555 |
KZDMACB5 |
3 |
CBDC4 |
0 |
CBDMA4 (MP) |
4 |
CBDC4 |
0 |
CBDMA4 (NP) |
5 |
DC 1 |
2247 |
WCDMA01 |
6 |
DC 2 |
2641 |
WCDMA02 |
7 |
DC 4 |
4948 |
WCDMA04 |
8 |
DC 5 |
2361 |
WCDMA05 |
9 |
DC 6 |
446 |
NCDMA06 |
10 |
DC 7 |
1307 |
NCDMA07 |
11 |
DC 8 |
2300 |
NCDMA08 |
12 |
DC 9 |
1298 |
NCDMA09 |
13 |
DC10 |
2154 |
ECDMA10 |
14 |
DC27 |
3183 |
KZDMA27 |
TOTAL OF 14 DMA’s |
26439 |
TABLE 2 : CROSS-BOUNDARY LOCAL COUNCILS
CROSS-BOUNDARY LOCAL COUNCILS (B) |
VOTERS |
COUNCILLORS |
PROVINCES |
DC |
|
1 |
CBLC1 (Mothibastad) |
28774 |
18 |
NW / NC |
CBDC1 |
2 |
CBLC2 (Bronkhortspruit) |
39231 |
24 |
GT / NP |
CBDC2 |
3 |
CBLC3 (Marblehall) |
39087 |
24 |
NP / MP |
CBDC3 |
4 |
CBLC4 (Groblersdal) |
93792 |
57 |
NP / MP |
CBDC3 |
5 |
CBLC5 (Steelpoort) |
86011 |
52 |
NP / MP |
CBDC3 |
6 |
CBLC6 (Bushbuckridge) |
168684 |
68 |
NP / MP |
CBDC4 |
7 |
CBLC7 (Jan Kempdorp / Hartswater) |
24420 |
16 |
NW / NC |
DC9 |
8 |
CBLC8 (Carltonville) |
84046 |
51 |
NW / GT |
CBDC8 |
TOTALS FOR 8 CBLC’s |
564045 |
310 |
TABLE 3 : CROSS-BOUNDARY DISTRICT COUNCILS
CROSS-BOUNDARY DISTRICT COUNCILS (C) |
VOTERS |
COUNCILLORS – (C) |
PROVINCE |
CATEGORY B |
COUNCILLORS - B |
|
1 |
CBDC1 |
8413 |
NC |
NC01B1 |
6 |
|
CBDC1 |
33048 |
NW |
NW1a1 |
21 |
||
CBDC1 |
28774 |
NW /NC |
CBLC1 |
18 |
||
CBDC1 |
2999 |
NC |
NCDMACB1 |
|||
73234 |
17 |
|||||
2 |
CBDC2 |
31472 |
GT |
GT02b1 |
20 |
|
CBDC2 |
39231 |
GT / MP |
CBLC2 |
24 |
||
70703 |
16 |
|||||
3 |
CBDC3 |
102247 |
NP |
NP03A2 |
60 |
|
CBDC3 |
35151 |
NP |
NP03A3 |
22 |
||
CBDC3 |
39087 |
MP / NP |
CBLC3 |
24 |
||
CBDC3 |
93792 |
MP / NP |
CBLC4 |
57 |
||
CBDC3 |
86011 |
MP / NP |
CBLC5 |
52 |
||
356288 |
42 |
|||||
4 |
CBDC4 |
32430 |
NP |
NP04A1 |
20 |
|
CBDC4 |
168684 |
MP / NP |
CBLC6 |
68 |
||
201114 |
29 |
|||||
5 |
CBDC5 |
53718 |
EC |
EC05b1 |
33 |
|
CBDC5 |
123157 |
EC |
EC05b2 |
63 |
||
CBDC5 |
33439 |
KZ |
KZ5a1 |
21 |
||
CBDC5 |
6244 |
KZ |
KZ5a2 |
5 |
||
CBDC5 |
6950 |
KZ |
KZ5a3 |
5 |
||
CBDC5 |
17012 |
KZ |
KZ5a4 |
11 |
||
CBDC5 |
37383 |
KZ |
KZ5a5 |
23 |
||
CBDC5 |
555 |
KZ |
KZDMACB5 |
|||
278458 |
35 |
|||||
6 |
CBDC8 |
133507 |
GT |
GT411 |
64 |
|
CBDC8 |
59960 |
GT |
GT412 |
37 |
||
CBDC8 |
46642 |
GT |
GT414 |
29 |
||
CBDC8 |
84046 |
GT / NW |
CBLC8 |
51 |
||
324155 |
39 |
|||||
TOTALS FOR 6 CBDC’s |
2607904 |
178 |
TABLE 4 : DISTRICT COUNCILS
DISTRCIT COUNCILS 1 - 40 |
||||||
1 |
WESTERN CAPE |
VOTERS |
COUNCILLORS (C) |
TOTAL (C) |
(B) / (DMA) |
COUNCILLORS (B) |
DC 1 |
15386 |
WC011 |
10 |
|||
DC 1 |
13824 |
WC012 |
9 |
|||
DC 1 |
15043 |
WC013 |
10 |
|||
DC 1 |
27551 |
WC014 |
17 |
|||
DC 1 |
26277 |
WC015 |
17 |
|||
DC 1 |
2247 |
WCDMA01 |
||||
100328 |
20 |
|||||
2 |
DC 2 |
29579 |
WC022 |
19 |
||
DC 2 |
91126 |
WC023 |
55 |
|||
DC 2 |
53211 |
WC024 |
33 |
|||
DC 2 |
56273 |
WC025 |
34 |
|||
DC 2 |
25331 |
WC026 |
16 |
|||
DC 2 |
2641 |
WCDMA02 |
||||
258161 |
34 |
|||||
3 |
DC 3 |
30485 |
WC031 |
19 |
||
DC 3 |
24637 |
WC032 |
16 |
|||
DC 3 |
11051 |
WC033 |
8 |
|||
DC 3 |
10698 |
WC034 |
7 |
|||
76871 |
17 |
|||||
4 |
DC 4 |
8695 |
WC041 |
6 |
||
DC 4 |
18515 |
WC042 |
12 |
|||
DC 4 |
29804 |
WC043 |
19 |
|||
DC 4 |
53799 |
WC044 |
33 |
|||
DC 4 |
32105 |
WC045 |
20 |
|||
DC 4 |
11437 |
WC047 |
8 |
|||
DC 4 |
21724 |
WC048 |
14 |
|||
DC 4 |
4948 |
WCDMA04 |
||||
181027 |
27 |
5 |
DC 5 |
2729 |
WC051 |
5 |
||
DC 5 |
4051 |
WC052 |
5 |
|||
DC 5 |
15307 |
WC053 |
10 |
|||
DC 5 |
2361 |
WCDMA05 |
||||
24448 |
12 |
110 |
||||
6 |
NORTHERN CAPE |
|||||
DC 6 |
5468 |
NC061 |
5 |
|||
DC 6 |
22197 |
NC062 |
14 |
|||
DC 6 |
5146 |
NC064 |
5 |
|||
DC 6 |
9073 |
NC065 |
6 |
|||
DC 6 |
5417 |
NC066 |
5 |
|||
DC 6 |
4454 |
NC067 |
5 |
|||
DC 6 |
446 |
NCDMA06 |
||||
52201 |
14 |
|||||
7 |
DC 7 |
7619 |
NC071 |
6 |
||
DC 7 |
11430 |
NC072 |
8 |
|||
DC 7 |
17927 |
NC073 |
12 |
|||
DC 7 |
5027 |
NC074 |
5 |
|||
DC 7 |
4766 |
NC075 |
5 |
|||
DC 7 |
5695 |
NC076 |
5 |
|||
DC 7 |
8577 |
NC077 |
6 |
|||
DC 7 |
13978 |
NC078 |
9 |
|||
DC 7 |
1307 |
NCDMA07 |
||||
76326 |
17 |
|||||
8 |
DC 8 |
2799 |
NC081 |
5 |
||
DC 8 |
21824 |
NC082 |
14 |
|||
DC 8 |
33085 |
NC083 |
21 |
|||
DC 8 |
5046 |
NC084 |
5 |
|||
DC 8 |
15850 |
NC085 |
10 |
|||
DC 8 |
8045 |
NC086 |
6 |
|||
DC 8 |
2300 |
NCDMA08 |
||||
88949 |
18 |
|||||
9 |
CBDC9 |
97234 |
NC091 |
59 |
||
CBDC9 |
19340 |
NC092 |
12 |
|||
CBDC9 |
10384 |
NC093 |
7 |
|||
CBDC9 |
24420 |
CBLC7 |
16 |
|||
CBDC9 |
1298 |
NCDMA08 |
||||
152676 |
25 |
74 |
||||
10 |
EASTERN CAPE |
|||||
DC10 |
17196 |
EC101 |
11 |
|||
DC10 |
15483 |
EC102 |
10 |
|||
DC10 |
4560 |
EC103 |
5 |
|||
DC10 |
39236 |
EC104 |
24 |
|||
DC10 |
27191 |
EC105 |
17 |
|||
DC10 |
20076 |
EC106 |
13 |
|||
DC10 |
6053 |
EC107 |
5 |
|||
DC10 |
30535 |
EC108 |
19 |
|||
DC10 |
12481 |
EC109 |
8 |
|||
DC10 |
2154 |
ECDMA10 |
||||
174965 |
27 |
|||||
11 |
DC12 |
77590 |
EC121 |
47 |
||
DC12 |
104210 |
EC122 |
61 |
|||
DC12 |
18001 |
EC123 |
12 |
|||
DC12 |
63082 |
EC124 |
39 |
|||
DC12 |
342107 |
EC125 |
89 |
|||
DC12 |
42955 |
EC126 |
27 |
|||
DC12 |
66520 |
EC127 |
41 |
|||
DC12 |
11785 |
EC128 |
8 |
|||
726250 |
73 |
|||||
12 |
DC13 |
26354 |
EC131 |
17 |
||
DC13 |
14955 |
EC132 |
10 |
|||
DC13 |
9047 |
EC133 |
6 |
|||
DC13 |
79384 |
EC134 |
48 |
|||
DC13 |
76568 |
EC135 |
47 |
|||
DC13 |
44289 |
EC136 |
27 |
|||
DC13 |
47310 |
EC137 |
29 |
|||
DC13 |
16593 |
EC138 |
11 |
|||
314500 |
38 |
13 |
DC14 |
53502 |
EC141 |
33 |
||
DC14 |
51590 |
EC142 |
32 |
|||
DC14 |
17663 |
EC143 |
12 |
|||
DC14 |
12263 |
EC144 |
8 |
|||
135018 |
23 |
|||||
14 |
DC15 |
69534 |
EC151 |
42 |
||
DC15 |
35309 |
EC152 |
22 |
|||
DC15 |
82378 |
EC153 |
50 |
|||
DC15 |
41165 |
EC154 |
25 |
|||
DC15 |
74032 |
EC155 |
45 |
|||
DC15 |
53252 |
EC156 |
33 |
|||
DC15 |
133252 |
EC157 |
64 |
|||
488922 |
53 |
214 |
||||
15 |
FREE STATE |
|||||
DC16 |
15527 |
FS161 |
10 |
|||
DC16 |
21466 |
FS162 |
14 |
|||
DC16 |
22781 |
FS163 |
15 |
|||
59774 |
15 |
|||||
16 |
DC17 |
11070 |
FS171 |
8 |
||
DC17 |
315482 |
FS172 |
86 |
|||
DC17 |
23986 |
FS173 |
15 |
|||
350538 |
41 |
|||||
17 |
DC18 |
30503 |
FS181 |
19 |
||
DC18 |
10746 |
FS182 |
7 |
|||
DC18 |
20118 |
FS183 |
13 |
|||
DC18 |
202261 |
FS184 |
72 |
|||
DC18 |
37449 |
FS185 |
23 |
|||
301077 |
37 |
|||||
18 |
DC19 |
50347 |
FS191 |
31 |
||
DC19 |
47632 |
FS192 |
29 |
|||
DC19 |
27370 |
FS193 |
17 |
|||
DC19 |
157867 |
FS194 |
67 |
|||
DC19 |
22018 |
FS195 |
14 |
|||
305234 |
37 |
|||||
19 |
DC20 |
79746 |
FS201 |
48 |
||
DC20 |
59040 |
FS203 |
36 |
|||
DC20 |
53791 |
FS204 |
33 |
|||
DC20 |
24071 |
FS205 |
15 |
|||
216648 |
30 |
160 |
||||
KWAZULU NATAL |
||||||
20 |
DC21 |
33304 |
KZ211 |
21 |
||
DC21 |
28830 |
KZ212 |
18 |
|||
DC21 |
61902 |
KZ213 |
38 |
|||
DC21 |
29797 |
KZ214 |
19 |
|||
DC21 |
14428 |
KZ215 |
10 |
|||
DC21 |
96035 |
KZ216 |
58 |
|||
264296 |
34 |
|||||
21 |
DC22 |
35768 |
KZ221 |
22 |
||
DC22 |
33899 |
KZ222 |
21 |
|||
DC22 |
10983 |
KZ223 |
8 |
|||
DC22 |
11272 |
KZ224 |
8 |
|||
DC22 |
216467 |
KZ225 |
74 |
|||
DC22 |
23096 |
KZ226 |
15 |
|||
DC22 |
20968 |
KZ227 |
13 |
|||
352453 |
41 |
|||||
22 |
DC23 |
84083 |
KZ232 |
51 |
||
DC23 |
32736 |
KZ233 |
20 |
|||
DC23 |
21951 |
KZ234 |
14 |
|||
DC23 |
43469 |
KZ235 |
27 |
|||
DC23 |
37979 |
KZ236 |
24 |
|||
220218 |
30 |
|||||
23 |
DC24 |
18727 |
KZ241 |
12 |
||
DC24 |
30583 |
KZ242 |
19 |
|||
DC24 |
4964 |
KZ243 |
5 |
|||
DC24 |
52764 |
KZ244 |
32 |
|||
DC24 |
34592 |
KZ245 |
22 |
|||
141630 |
24 |
24 |
DC25 |
115244 |
KZ252 |
62 |
||
DC25 |
11731 |
KZ253 |
8 |
|||
DC25 |
33101 |
KZ254 |
21 |
|||
160076 |
25 |
|||||
25 |
DC26 |
22473 |
KZ261 |
14 |
||
DC26 |
35039 |
KZ262 |
22 |
|||
DC26 |
64964 |
KZ263 |
40 |
|||
DC26 |
63284 |
KZ265 |
39 |
|||
DC26 |
84427 |
KZ266 |
51 |
|||
270187 |
35 |
|||||
26 |
DC27 |
39981 |
KZ271 |
25 |
||
DC27 |
53662 |
KZ272 |
33 |
|||
DC27 |
9517 |
KZ273 |
7 |
|||
DC27 |
61573 |
KZ274 |
38 |
|||
DC27 |
15985 |
KZ275 |
11 |
|||
DC27 |
3183 |
KZDMA27 |
||||
183901 |
27 |
|||||
27 |
DC28 |
40455 |
KZ281 |
25 |
||
DC28 |
104529 |
KZ282 |
61 |
|||
DC28 |
24827 |
KZ283 |
16 |
|||
DC28 |
71587 |
KZ284 |
44 |
|||
DC28 |
18471 |
KZ285 |
12 |
|||
DC28 |
44780 |
KZ286 |
28 |
|||
304649 |
37 |
|||||
28 |
DC29 |
52981 |
KZ291 |
32 |
||
DC29 |
61681 |
KZ292 |
38 |
|||
DC29 |
60639 |
KZ293 |
37 |
|||
DC29 |
49792 |
KZ294 |
31 |
|||
225093 |
31 |
284 |
||||
29 |
MPUMALANGA |
|||||
DC30 |
72706 |
MP301 |
44 |
|||
DC30 |
52784 |
MP302 |
32 |
|||
DC30 |
47987 |
MP303 |
30 |
|||
DC30 |
32149 |
MP304 |
20 |
|||
DC30 |
42942 |
MP305 |
27 |
|||
DC30 |
17552 |
MP306 |
11 |
|||
DC30 |
112325 |
MP307 |
61 |
|||
378445 |
44 |
|||||
30 |
DC31 |
23456 |
MP311 |
15 |
||
DC31 |
131097 |
MP312 |
64 |
|||
DC31 |
76738 |
MP313 |
47 |
|||
DC31 |
20639 |
MP314 |
13 |
|||
DC31 |
99768 |
MP315 |
60 |
|||
DC31 |
101494 |
MP316 |
60 |
|||
453192 |
50 |
|||||
31 |
DC32 |
37086 |
MP321 |
23 |
||
DC32 |
190333 |
MP322 |
71 |
|||
DC32 |
21741 |
MP323 |
14 |
|||
DC32 |
101777 |
MP324 |
60 |
|||
350937 |
41 |
135 |
||||
32 |
NORTHERN PROVINCE |
|||||
DC33 |
80177 |
NP331 |
49 |
|||
DC33 |
92290 |
NP332 |
56 |
|||
DC33 |
126622 |
NP333 |
63 |
|||
DC33 |
46132 |
NP334 |
28 |
|||
345221 |
41 |
|||||
33 |
DC34 |
13132 |
NP341 |
9 |
||
DC34 |
27256 |
NP342 |
17 |
|||
DC34 |
199409 |
NP343 |
72 |
|||
DC34 |
178157 |
NP344 |
69 |
|||
417954 |
47 |
|||||
34 |
DC35 |
51428 |
NP351 |
32 |
||
DC35 |
70675 |
NP352 |
43 |
|||
DC35 |
25193 |
NP353 |
16 |
|||
DC35 |
177936 |
NP354 |
69 |
|||
DC35 |
81014 |
NP355 |
49 |
|||
406246 |
46 |
35 |
DC36 |
25011 |
NP361 |
16 |
||
DC36 |
34202 |
NP362 |
21 |
|||
DC36 |
17328 |
NP364 |
11 |
|||
DC36 |
20727 |
NP365 |
13 |
|||
DC36 |
20917 |
NP366 |
13 |
|||
DC36 |
114210 |
NP367 |
62 |
|||
232395 |
31 |
165 |
||||
36 |
NORTH-WEST |
|||||
DC37 |
76159 |
NW371 |
46 |
|||
DC37 |
133054 |
NW372 |
64 |
|||
DC37 |
191877 |
NW373 |
71 |
|||
DC37 |
14924 |
NW374 |
10 |
|||
DC37 |
102683 |
NW375 |
60 |
|||
518697 |
55 |
|||||
37 |
DC38 |
34919 |
NW381 |
22 |
||
DC38 |
40696 |
NW382 |
25 |
|||
DC38 |
116301 |
NW383 |
62 |
|||
DC38 |
52062 |
NW384 |
32 |
|||
DC38 |
55814 |
NW385 |
34 |
|||
299792 |
37 |
|||||
38 |
DC39 |
29277 |
NW391 |
18 |
||
DC39 |
27209 |
NW392 |
17 |
|||
DC39 |
18009 |
NW393 |
12 |
|||
DC39 |
66231 |
NW394 |
40 |
|||
DC39 |
3479 |
NW395 |
5 |
|||
DC39 |
17045 |
NW396 |
11 |
|||
161250 |
25 |
|||||
39 |
DC40 |
15005 |
NW401 |
10 |
||
DC40 |
69927 |
NW402 |
43 |
|||
DC40 |
161536 |
NW403 |
67 |
|||
DC40 |
25595 |
NW404 |
16 |
|||
272063 |
35 |
152 |
||||
40 |
GAUTENG |
|||||
DC42 |
312169 |
GT421 |
85 |
|||
DC42 |
29328 |
GT422 |
18 |
|||
DC42 |
33530 |
GT423 |
21 |
|||
375027 |
43 |
43 |
6351 |
TOTALS FOR 40 DC’s |
10417635 |
1337 |
In terms of the new boundary determinations of the Municipal Demarcation Board, the following breakdown of municipalities will prevail –
CATEGORY OF MUNICIPALITY |
NUMBER |
NUMBER OF COUNCILLORS |
% ..age |
REMARKS |
A (1) |
6 |
1019 |
11.5 |
|
B (2) |
232 |
6351 |
71.5 |
8 CBLC’s (with 310 councillors) included |
C (3) |
46 |
1515 |
17.0 |
6 CBDC’s (with 178 councillors) included |
TOTALS |
284 |
8885 |
100 |
|