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20 August 2025 | Story Dr Annelize Oosthuizen | Photo Supplied
AnnelizeOosthuizen
Dr Annelize Oosthuizen, Subject Head of Taxation in the School of Accountancy, University of the Free State.

Opinion article by Dr Annelize Oosthuizen, Subject Head of Taxation in the School of Accountancy, University of the Free State 

 


 

With the two-pot retirement system having been effective from 1 September 2024, it is important to demystify certain aspects to prevent an unpleasant surprise when you retire. Although there are other complex rules, this article was simplified and does not deal with exceptions. It also does not deal with members of a provident fund who were 55 years of age or older on 1 March 2021. Furthermore, reference to retirement funds is to a pension fund, provident fund or a retirement annuity fund (a discussion on preservation funds is therefore excluded).

 

Three, not two pots

Firstly, there are effectively three pots and not two.

  • The first pot is referred to as the vested component. You will only have this component if you were a member of a retirement fund prior to 1 September 2024. This component consists of the member’s interest (balance) in the retirement fund on 31 August 2024 (the day before the implementation of the two-pot system) after being reduced with the amount of the seed capital that was transferred to the savings pot (see below).  This seed capital amount was calculated as the lesser of 10% of the value of the member’s interest in the fund on 31 August 2024 or R30 000. No further contributions will be allocated to this component from 1 September 2024. Upon retirement, one-third of the funds in this component can be taken in the form of a lump sum. The balance will be transferred to the retirement component below and will be paid out in the form of monthly annuities. 
  • The second pot is the savings component. The opening balance of the savings component is the seed capital that was transferred from the vested component above. Thereafter, from 1 September 2024, one third of your monthly contributions to the retirement fund are allocated to this component.
  • The third pot is the retirement component. From 1 September 2024, two-thirds of your monthly contributions to the retirement fund are allocated to this component. The funds in this component can only be accessed upon retirement (i.e. after reaching your retirement age, which is stipulated in the fund rules). Furthermore, upon retirement, the money in this pot is only paid out in the form of monthly annuities (i.e. monthly pensions) and no lump sum can be taken from this pot unless its total value is R165 000 or less.

Withdrawals are taxed unfavourably

Secondly, withdrawing from the savings component before retirement has adverse tax implications.

  • From 1 September 2024 onwards, one is allowed to make an annual withdrawal (minimum of R2 000) from the savings component even if you have not yet reached your retirement age and although you are still employed. It is, however, important to remember that such withdrawals are taxed very unfavourably since they are taxed by using the normal progressive tax tables that apply to your other income such as salary. If you wait for your retirement and only withdraw from this savings component upon retirement, the first R550 000 will be tax-free and withdrawals above R550 000 will be taxed at rates much lower than the current progressive tax rates applicable to other income.
  • Upon retirement, only the money in the savings component is allowed to be taken as a lump sum.  If you therefore withdraw all the money from this pot annually prior to retirement, you will not have any funds available to access as a lump sum on retirement and will only have access to the monthly annuities payable from your retirement component.

Less funds available

Lastly, for those members who have a vested component (i.e. who became members of the retirement fund before 1 September 2024), the old rules still apply to the funds in that component. Therefore, upon retirement, you will still be able to take one third of the value of your vested component as a lump sum. The balance will be transferred to the retirement pot and will be paid out in the form of monthly annuities.

To summarise, even though it might appear lucrative to withdraw from your savings component annually, it is advised that you refrain from doing it unless you really need the funds to fulfill basic needs. Withdrawing prior to retirement has the following adverse consequences:

  • Money withdrawn from the savings component is taxed at higher rates than what would have applied had you reached your retirement age and retired. You will therefore not make use of the R550 000 tax-free option.
  • You will have less funds available to pay out as a lump sum on retirement. As a simple calculation, had you not withdrawn R30 000 in a single year, conservatively calculated at a rate of 5%, this R30 000 would have grown to R79 599 (R139 829 if a rate of 8% is used) calculated over 20 years that can be withdrawn tax-free when utilising the R550 000 tax-free portion on retirement.

News Archive

Africa the birthplace of mathematics, says Prof Atangana
2017-11-17


 Description: Prof Abdon Atangana, African Award of Applied Mathematics  Tags: Prof Abdon Atangana, African Award of Applied Mathematics

Prof Abdon Atangana from the UFS Institute for Groundwater Studies.
Photo: Supplied

 

Prof Abdon Atangana from the Institute for Groundwater Studies at the University of the Free State recently received the African Award of Applied Mathematics during the International conference "African’s Days of Applied Mathematics" that was held in Errachidia, Morocco. Prof Atangana delivered the opening speech with the title "Africa was a temple of knowledge before: What happened?” The focus of the conference was to offer a forum for the promotion of mathematics and its applications in African countries.

When Europeans first came to Africa, they considered the architecture to be disorganised and thus primitive. It never occurred to them that Africans might have been using a form of mathematics that they hadn’t even discovered yet.

Africa is home to the world’s earliest known use of measuring and calculation. Thousands of years ago Africans were using numerals, algebra and geometry in daily life. “Our continent is the birthplace of both basic and advanced mathematics,” said Prof Atangana. 

Africa attracted a series of immigrants who spread knowledge from this continent to the rest of the world.

Measuring and counting
In one of his examples of African mathematics knowledge Prof Atangana referred to the oldest mathematical instrument as the Lebombo bone, a baboon fibula used as a measuring instrument, which was named after the Lebombo Mountains of Swaziland. The world’s oldest evidence of advanced mathematics was also a baboon fibula that was discovered in present-day Democratic Republic of Congo.

Another example he used is the manuscripts in the libraries of the Sankoré University, one of the world’s oldest tertiary institutions. This university in Timbuktu, Mali, is full of manuscripts mainly written in Ajami in the 1200s AD. “When Europeans and Western Asians began visiting and colonising Mali between the 1300s and 1800s, Malians hid the manuscripts in basements, attics and underground, fearing destruction or theft by foreigners. This was certainly a good idea, given the Europeans' history of destroying texts in Kemet and other areas of the continent. Many of the scripts were mathematical and astronomical in nature. In recent years, as many as 700 000 scripts have been rediscovered and attest to the continuous knowledge of advanced mathematics and science in Africa well before European colonisation. 

Fractal geometry

“One of Africa’s major achievements was the advanced knowledge of fractal geometry. This knowledge is found in a wide aspect of Africa life: from art, social design structures, architecture, to games, trade and divination systems. 

“The binary numeral system was also widely known through Africa before it was known throughout much of the world. There is a theory that it could have influenced Western geometry, which led to the development of digital computers,” he said. 

“Can Africa rise again?” Prof Atangana believes it can.

He concluded with a plea to fellow African researchers to do research that will build towards a new Africa.

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