Zambia has initiated a cash tender offer to repurchase its $1.36 billion sovereign bond due in 2053, the government said in a statement. The move places the southern African country alongside other African sovereigns that have sought to retire outstanding debt instruments to lower debt-servicing burdens.
The government plans to fund the buyback partly with a $600 million loan provided by the African Development Bank and partly with its own resources. Holders of the 2053 bond are being offered $780 for every $1,000 of principal tendered if they participate by June 5. Investors who tender later would receive $740 per $1,000 of principal.
Markets reacted to the offer: the bond gained 5.6 cents, reaching 79.34 cents on the dollar as of 2:46 p.m. in London on Friday. That move represented the largest single-day increase for the issue in a year and made it the best-performing emerging-market sovereign dollar bond on that day.
The repurchase proposal arrives against the backdrop of Zambia’s 2024 debt restructuring arrangements. Under those terms, coupons on the bond now carry a low base rate of 0.5% but could step up to 7.5% if Zambia meets an International Monetary Fund debt-sustainability threshold known as the composite indicator score for two consecutive semiannual periods. That conditional coupon increase remains part of the bond’s contractual framework.
The government statement did not provide further details beyond the offer prices, the financing split involving the African Development Bank loan and domestic funds, or the timing beyond the June 5 early-participation cut-off for the higher payment. The announcement reiterated the mechanics of the tender and the fixed prices being proposed to bondholders.
Investors in the sovereign debt will now weigh the offered cash prices and the potential for future coupon increases under the restructuring formula when deciding whether to tender. The transaction follows a broader pattern of African issuers engaging in liability management to manage interest costs and outstanding maturities.