u003cpu003eStandard Bank, which originated in South Africa more than 150 years ago, started its operations in Mauritius in 2001. This Africa-centric bank absent from the retail sector is primarily an investment bank highly specialised in corporates. It is in sixth position in the banking sector, judging by the size of the balance sheet, and can still grow on the island, according to Lakshman Bheenick. The bank has just posted two successive years of all-time high profits. However, earnings for its upcoming financial year will be impacted by the slowdown in Africa.u003c/pu003eu003cpu003eThe global strategy of the group is to be the leader in financial services in, for and across Africa and Standard Bank Mauritius is brought in, for and across Africa at an investment banking level, the CEO pointed out. Its client base is one that is primarily going to Africa including Mauritian corporates. Since Standard Bank is present in 21 countries, it can help Mauritian companies: u0026ldquo;u003cemu003eWe have the recipe for Africa and can share best practicesu003c/emu003e,u0026rdquo; said the banku0026rsquo;s CEO.u003c/pu003eu003cpu003eFor Lakshman Bheenick, there is no space for traditional retail banking in Mauritius, but there is for new trends and products in this field, such as online banking brought out by new technologies u0026ldquo;u003cemu003ein this constantly evolving marketu003c/emu003eu0026rdquo;. For him, Mauritius is u0026ldquo;u003cemu003ethe Singapore of Africau003c/emu003eu0026rdquo;. If Africa prospers, the island will grow; u0026ldquo;u003cemu003eSo we should look at what Mauritius can achieve and what is within reachu003c/emu003e,u0026rdquo; he suggested and highlighted several issues currently at stake in the country, namely politics and its influence on global business, the banku0026rsquo;s key activity.u003c/pu003eu003cpu003eStandard Bank Mauritiusu0026rsquo; CEO Lakshman Bheenick makes the cover story of u003cemu003eBusiness Magazineu003c/emu003e this week, an issue accompanied by supplement u0026lsquo;Immobilier u0026amp; Constructionu0026rsquo; featuring on its cover an interview of Philippe de Beer, Director park Lane Properties, a paper on workspace available in Vivéa Business Park and Résidences de Chantenay designed for seniors.u003c/pu003eu003cpu003eu003cimg alt=\ height=442 src=data:image/jpeg;base64,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
Lakshman Bheenick: “I trust that political parties will appoint the best Prime Minister possible”
