(1)Whether she was asked in her official capacity as the Minister of State Security by the President of the Republic, Mr M C Ramaphosa, to discuss the legal matter between a certain person (name furnished) and the Republic of Botswana while planning to meet with the President of the Republic of Botswana, Mr M E K Masisi, at the beginning of July 2020; if not, what is the position in this regard; if so, (a) what are the relevant details, (b) how did she respond to the specified request and (c) on what statutory or any other grounds did she rely to accept the President’s request to intervene in a private matter;
(2) whether she has ever held any discussions in her official capacity as the Minister of State Security with President M E K Masisi regarding the allegations levelled against the specified person by the Republic of Botswana; if not, what is the position in this regard; if so, what are the relevant details;
(3) whether she has ever been asked in her official capacity as the Minister of State Security to intervene in the private matters of any of her colleagues; if not, what is the position in this regard; if so, (a) what are the relevant details and (b) on what statutory and/or any other grounds did she rely in order to intervene in the private matters of any of her colleagues;
(4) why did she cancel her planned visit to the Republic of Botswana at the beginning of July 2020;
(5) whether she intends to travel to the Republic of Botswana in the remainder of 2020 to discuss matters surrounding the (a) Southern African Customs Union and/or (b) allegations levelled against the said person; if not, in each case, why not; if so, what are the relevant details in each case?
(1) The Minister has never been asked by the President to intervene on the matter in question.
Any legal matter between South Africa and any other country would be dealt with through the appropriate channels and instruments, such as mutual legal assistance. The Ministry responsible for the Civilian Intelligence structures is not one of such instruments.
(2) There has never been a discussion between the ...
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(1)What are the criteria for top secret security clearance that is required for a senior appointment in the State Security Agency;
(2) whether Mr Robert McBride attained security clearance and complied with the specified criteria; if so, what are the relevant details;
(3) whether she will make a statement on the matter?
- The criteria for Top Secret security clearance are multiple and include the successful completion of the vetting process that includes
1.1 Verification of the subject’s/applicant’s records as reflected in databases:
- criminal records;
- financial records;
- personal information; or
- any other information that is relevant to determine the security clearance of a person.
1.2 The positive outcome following a vetting fieldwork investigation. For a Top-Secret ...
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(1)With reference to her reply to question 934 on 8 June 2020, what was the amount of each transaction with each company mentioned in her reply;
(2) whether her department purchased any goods and/or services below the amount of R500 000 connected to the Covid-19 pandemic; if not, what is the position in this regard; if so, what (a) is the name of each company from which the specified goods and/or services were purchased, (b) is the amount of each transaction and (c) was the service and/or product that each company rendered;
(3) whether there was any deviation from the standard supply chain management procedures in the transactions; if so, (a) why and (b) what are the further relevant details in each case;
(4) what were the reasons that the goods and/or services were purchased from the specified companies;
(5) whether she will make a statement on the matter?
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)
1. In theresponse to Parliamentary Question 934 on 8 June 2020, items, suppliers and amounts were tabulated and repeated below:
Hence to answer Parliamentary Question 1159 that asks about specifically companies and total amounts, transactions with Inhlanhla Ga Tshwarelo amounted to R61 700.00, those with Bidvest Steiner to R431 560.00, those with Lechoba Medical Technology to R477 369.80, and those with Ubuntu Technologies to R66 122.70. ...
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(1)On what date will a permanent appointment be made for the position of Director-General of her department;
(2) has the contract of a certain person (details furnished)- “Acting Director-General”) been extended after it expired at the end of March 2020; if not, what is the position in this regard; if so, what are the relevant details;
(3) on what date will a permanent appointment be made for the position of Director: Foreign Branch;
(4) (a) what number of positions for deputy director-general within the State Security Agency (SSA) are currently occupied in an acting capacity and (b) on what date will permanent appointments be made for the specified positions;
(5) (a) what number of positions for General Manager within the SSA are currently occupied in an acting capacity and (b) on what date will permanent appointments be made for the specified positions?
1. The matter on permanent appointment of the Director-General is a work in progress, details on the process including the date will be provided to the Parliament Joint Standing Committee on Intelligence.
2. Yes. The contract has been extended until 31 August 2020.
3. The permanent appointment for position of Director: Foreign Branch was made with commencement date of 1 July 2020
4 The ...
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What (a) number of persons are currently employed in an (i) administrative and (ii) operational capacity in the State Security Agenc’s (aa) domestic and (bb) foreign intelligence Divisions, (b) number of the specified persons have criminal records in each case and (c) are the relevant details of the (i) offence(s) each person was convicted of and (ii) date on which each conviction was made;
(2) Why are the persons with criminal records employed in each of the specified Intelligence Divisions?
1 (a)
1. (aa) (i) Operational Capacity is: 1501 and
(ii) Administrative Capacity is: 147
1. (bb) (i) Operational Capacity is: 291 and
(ii) Administrative Capacity is: 22
1. (b) None
1. (c) (i) & (ii) Not applicable given 1(b).
2. Not applicable given 1(b).
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With reference to the most recent break-in at the offices of the State Security Agency (SSA), what (a) number of instances of ((i) theft and (ii) fraud occurred at the SSA offices over the past 10 years and (b) is the estimated accumulated value of the specified instances;
(2) Whether the cases were reported to the (a) SA Police Service and (b) Inspector General of Intelligence; if not, why not; if so, what are the relevant details in each case;
(3) What (a) number of (i) arrests and (ii) prosecutions have taken place and (b) total amount has been recovered?
The Honourable Member is kindly referred to the Parliament Joint Standing Committee on Intelligence (JSCI) where a reply to this Parliamentary Question has been logged.
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(1)Whether her department awarded any tenders connected to the Covid-19 pandemic; if not, what is the position in this regard; if so, what (a) are the names of the businesses to whom these tenders were awarded, (b) are the amounts of each tender awarded and (c) was the service and/or product to be supplied by each business;
(2) whether there was any deviation from the standard supply chain management procedures in the awarding of the tenders; if so, (a) why and (b) what are the relevant details in each case;
(3) what was the reason for which each specified business was awarded the specified tender;
(4) whether she will make a statement on the matter?
(1) The department has not awarded any open tender related to Covid-19 pandemic, however, awarded 3 Purchase Orders to date for Covid-19 related personal protective equipment (PPE) and 1 Purchase Order for antivirus software for the Secure Video Conferencing Solution through quotation processes to the following companies (i) Bidvest Steiner, (ii) Inhlanhla Ga Tshwarelo, (iii) Lechoba Medical Supplies and Ubuntu Technologies.
(2) Deviation process ...
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(1)Whether her department will offer any form of Covid-19 financial or other relief to small businesses; if not, why not; if so, what are the relevant details;
(2) whether the Covid-19 financial or other relief will only be allocated to qualifying small businesses according to the Broad-Based Black Economic Empowerment Act, Act 53 of 2003, as amended; if not, what is the position in this regard; if so, (a) on what statutory grounds and/or provisions does she or her department rely to allocate Covid-19 financial or other relief only to small businesses according to the specified Act and (b) what form of Covid-19 financial or other relief, if any, will be made available to other small businesses?
1. No, the Department will not offer any form of Covid-19 financial or other relief to small businesses. It is not within the mandate of the Department to offer any form of Covid-19 financial or other relief to small business.
2. No, there will be no financial or other relief to be allocated. It is not within the mandate of the Department to offer ...
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Whether her department has made an intelligence assessment to determine whether the Republic is potentially at risk from the rise of radicalism in northern Mozambique; if not, what is the position in this regard; if so, what are the relevant details?
The Honourable Member is kindly referred to the Parliament Joint Standing Committee on Intelligence (JSCI) where a reply to this Parliamentary Question has been logdged.
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a) What number of meetings did her department’s former Director-General, Mr Arthur Fraser, conduct with the Public Protector, and the Commissioner of the SA Revenue Services and the National Director of Public Prosecutions present from 01 January to 30 April 2018, (b) what was the purpose of each meeting, and {c) where did each meeting take place?
The requested information is of such a nature that it would form part of the broader operational strategy of the State Security Agency and therefore as a matter of policy, the SSA does not disclose such information. It should however be observed that the SSA is held accountable on such matters by the Joint Standing Committee on Intelligence
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