Southern Savanna Buffalo >>

Economics - Viability

Viability

Martin's analysis examines the projected earnings from the buffalo population in relation to costs (Analysis 4).

Analysis 4: cash flow excercise

The project contribution to the State operating and capital costs can be varied and this will be reflected in the cash flow:

  • If the State contributes nothing to the costs, the project can meet the entire set of operating and capital costs for the State from the outset and, provided the interest rate on the bank loan does not exceed 2.5% per annum, the loan will still be acquitted before the buffalo population reaches carrying capacity.
  • If the State meets 50% of its operating costs, the project makes a healthy profit after 22 years. Any donor grants would increase the project viability.
  • Under the default scenario, the total loan debt rises to a peak of some US$3.5 million about 8 years after the start of the project and is acquitted in the 16th year of the project, after which all revenue is profit and the annual operating costs can be met internally.

Assumptions

  1. The buffalo population grows at 5% per annum. At this rate it will increase from 3,000 animals to 15,000 animals in 33 years in an area of 10,000km2. For the purposes of these financial calculations, the effects of illegal hunting on the growth rate are assumed to be zero.
  2. The theoretical income which could be derived from the present safari hunting operations in the Caprivi Strip is assumed to be US$2.5 million. This is likely to be higher than the true figure because most of the secondary species on which the calculations are based are probably not present at the assumed densities. Under the Economic Objectives, it is assumed that, at full development of the safari hunting, safari operators will make a net profit of US$2.5/hectare. It is assumed that this is the baseline and that there is zero income for the State and Conservancies from the present net earnings of US$2.5 million from 10,000km2 - the entire profit is taken by safari operators. Although this is not true, it simplifies the analysis.
  3. As the buffalo population increases from 3,000 animals to 15,000 animals, the surplus income from safari hunting rises from zero to US$5 million. On a simple proportion of areas, 80% of this income will accrue as revenue to the State (8,000 km2) and 20% will accrue to Conservancies (2,000 km2).
  4. Annual operating costs are assumed to remain the same for the full period until the buffalo population reaches carrying capacity. No allowance is made for inflation of operating costs in the table because it is assumed that this inflation would be balanced by a similar inflation in the values of buffalo in the safari hunting industry.
  5. The budget includes a contribution of 10% of the running costs and capital costs required for management of the State Protected Areas. It is assumed that the State is meeting the balance. As the revenues from safari hunting increase it becomes possible for the full operating costs to be met from the revenue.
  6. The capital costs are assumed to be a bank loan at an interest rate of 10% per annum. It is further assumed that the annual deficit in operating costs in the early stages of the project are met by the bank and added to the loan.
  7. Repayments of the loan begin when the State revenues exceed operating costs and all revenue goes into repaying the loan until it is acquitted.