Case LBO SECAP // 3. Forecasts & Valuation
Financial forecasts and assessments
In Module 3, the assessment of the target’s fundamental value is deduced from the construction of its economic model and shows, through the forecasting of accounting documents and cash flow, the economic and financial environment favourable to the debt of the acquiring holding company.
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In the previous module, we have completed the financial
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analysis. Now it's time for financial forecasting,
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financial modeling, and corporate valuation.
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The conclusions we drew from the financial analysis were quite
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straightforward. First, it's a highly profitable company.
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The return on capital employed is close to one hundred percent, though I would say
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that whatever the WACC, it's going to be a very positive economic
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profit company. Financial performance is great.
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The second conclusion is very important for the calculation of the
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WACC. There's visibility in this business model.
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We observe a stability in the profits and the cash flows, which
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will have a huge impact on the beta as a systematic risk
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coefficient and on the WACC, obviously.
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Third conclusion, financing growth is not really a problem because
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the company, on the one hand, is highly profitable, and on the other
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hand, is in a situation of a negative working capital
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requirement because of the deferred revenue.
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So financing growth is not a problem, and the operating cash flows by
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far finance the capital expenditures.
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The cash in excess is absolutely tremendous.
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Strong cash generation, and it's the ideal
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situation, strong cash predictability
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for an acquisition which is going to be financed by a leveraged
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buyout.
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The agenda I will follow consists in six steps.
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First, we are going to do some forecasting based on information
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provided by business operations.
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We are going to build the financial model of the company.
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We are going to forecast the accounting statements, the P&L, the
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balance sheet, the cash flow statement.
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Then, in order to discount free cash flows, we need a WACC.
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We need a discount rate, the weighted average cost of capital, which is going to be
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very much based on the beta. Once we have the free cash
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flow, once we have the discount rate, we can use the discounted free cash flow
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method to evaluate the company. The fourth step is going to be quite
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interesting because there is something which is very strong in corporate finance,
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the relationship between financial performance and value creation.
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And we are going to use the financial performance to evaluate the
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company, and we are going to find a figure which is quite close to the one
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which gets out of the discounted free cash flow model.
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Then, we can also use a discounted dividend method to evaluate
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the company, but we are going to see some imperfections in the
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method, and I will elaborate a little bit on that.
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I'm going to conclude with some comments.
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First, the importance of the terminal value in the calculation
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of any company,
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and the second comment will be about the financial structure.
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We need to do some valuation with the financial structure, but we are going to also
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forecast the cash, and then it's going to be a financial
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structure, which is slightly different, and I will tell you why.
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First, we need a context. The context is interest rate
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and inflation rate. I already mentioned the inflation rate, which was
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about three percent, thanks to which we could calculate the nominal
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increase in sales, but also the real increase, the
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volume increase. What you observe on the graph is that at
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that time, interest rates are ten percent and inflation is three
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percent. So the real interest rate is extremely
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high historically. And what we observe is in
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the next years, it's going to go down, which is quite normal.
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But at that time, you have to use the current situation.
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So we are going to use a WACC, which is based on ten percent as an interest
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rate, and we are going to increase the free cash flows,
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revenues, EBITDA, CapEx, and whatsoever, using an
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inflation rate to calculate nominal cash flows, and the
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inflation rate is going to be three percent.
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Now, we need two sets of assumptions.
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The first set is about the free cash flow.
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We are going to forecast the free cash flow, so we are going to take each and every
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item in the free cash flow, and we are going to make assumptions about the
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evolution of the free cash flow. The second set of assumptions is about
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the parameters which we are going to use in a calculation of the weighted
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average cost of capital.
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Let's go back first to the definition and the formula for the free cash
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flow. The free cash flow to the firm is a free cash flow which is generated by
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business operations. Once you have taken into account the amount of money
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you have to reinvest each and every year in order to be able to keep on running the
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business operations. It's about EBITDA after tax, tax
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savings and depreciation, minus the increase in a
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working capital requirement, which is going to be, in this case, minus,
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minus, plus something, and minus the capital expenditures, minus the
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investments which you need to make each and every year in order to be able to keep
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on running the business. So which kind of assumptions do we need?
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First, revenue, revenue growth during the first
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period, which is high growth period, and we also need a growth
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rate at maturity to calculate the terminal value.
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EBITDA is going to be a consequence of that, because EBITDA is a
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percentage of revenue. So once we know the revenue,
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once we know the EBITDA rate, we have the EBITDA nominal
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terms. We need a corporate tax rate.
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We are going to take the legal one. Working capital requirement,
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cash conversion cycle as a percentage of revenue, and
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investment capital expenditures.
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As far as depreciation is concerned, this is quite simple because it's a technical
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calculation. Depreciation and amortization is a direct
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consequence of investment.
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Now, this is a list of the parameters which were actually used by the company for
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the valuation when the transaction took place a few years ago.
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You remember that the CAGR was about twelve percent for the last years....
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Now we take not twelve percent, but eight percent, which is a little bit
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conservative as a kind of average CAGR for the next
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period. Now, their inflation was three percent, so
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in real terms, the real CAGR, deflated one,
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is eight minus three, which is five percent.
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We need an assumption for the nominal growth at maturity.
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It's going to be five percent. Assuming that inflation remains three,
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it means that two percent in real terms.
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We are going to discuss the impact of this assumption on the terminal value
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and on the total value of the company.
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EBITDA, you remember that the last year was showing a small
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decline. We're going to be quite cautious in terms of
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EBITDA, and it's going to gradually come down from
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thirty-three to twenty-eight percent at the end of this first
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period. Capital expenditures as a percentage to
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revenues is down from nineteen percent to ten percent, which does
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not mean that the company invests less.
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It means that the company is still keeping on investing to grow
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the revenues, but the amount of the
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number of machines which are now in the portfolio, in the asset side of
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the balance sheet, and physically in the premises of the
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customers and generating revenues, is growing and growing and then
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accumulated. So as a consequence, the numerator is
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up, but the denominator is even more up.
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This is why CapEx is up in absolute terms, but
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down percentage to revenues. The working capital
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requirement assumption is a very strong one, because you remember, as a
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consequence of a negative working capital requirement, deferred
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revenue, we have some resource taken from an
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increase in absolute terms of working capital requirement.
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The assumption is that it's quite stable in percentage to revenues.
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Now, you remember that SECAP was distributing no dividend.
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Now we need to finance the holding, which is going to make the acquisition, and
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then one hundred percent of the net income is going to be returned to the holding
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as a dividend. But the company is going to generate more
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cash than the net income. Then what are we going to do with the excess
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cash? The excess cash is going to be one hundred percent
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returned to the financial holding, but at SECAP, there will be
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absolutely no debt, which is a conservative assumption for
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SECAP itself.
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What you observe on the graph is a consequence of all these assumptions.
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EBITDA is down as a percentage to revenues,
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more or less smoothly, with an exception in ninety-four, because there is some
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kind of renewal in the leasing contract.
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The revenue itself is up from four hundred
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to eight hundred and forty, eight hundred and fifty.
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So there's smooth growth in the revenues as a consequence of
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investment in the development of the portfolio of machines.
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Now, capital expenditures are going to be down, starting in
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ninety-one. In nineteen ninety, there's a strong effort
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in capital expenditures, but it's going to be just a one
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shot.
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Now, with all these assumptions, we can forecast the P&L and the
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balance sheet. And that's quite interesting because it's not
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a very difficult exercise in calculation terms.
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We observe that the revenues are growing.
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We have an assumption, which is revenue growth rate.
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We have some allocation to provisions, which is negligible.
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EBITDA to revenues is a very strong assumption, and as a
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consequence of revenue and EBITDA on revenue
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rate, we can build a forecast of the EBITDA.
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Depreciation is a technical consequence of capital expenditures.
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You just have to make sure that these figures are quite consistent.
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The financial result is nil for a very
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simple reason. We return each and every currency unit of
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cash to the financial holding in order to make sure that the financial
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holding has a cash balance, which is absolutely
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okay. Then we calculate the profit before tax.
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The income tax is the legal tax rate.
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We get the net income, we add up depreciation, we get the gross cash
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flow, and the change in working capital requirement is, as
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anticipated, going to be a resource because the company is
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growing, the working capital requirement is growing in absolute
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term, but basically, it's going to be minus
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something, and minus minus gives you plus.
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So the change in the working capital requirement is a source of cash.
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This is why you are going to be able to transfer, to return to the
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shareholders more than the profit you generate.
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Operating cash flow is gross cash flow minus
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change in working capital requirement.
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And then you, of course, can finance your capital expenditures, which are
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a percentage to revenue, down from nineteen to ten percent, you
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remember. We have a free cash flow, which is generated by the company.
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And then what about the financial strategy?
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We return one hundred percent of the net income, so the dividends are going
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to be exactly matching with the net income.
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But we still have more cash. First, we have the cash in the balance
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sheet of the company, the day you make the acquisition, and you return this cash.
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But the cash in excess is going to be returned to the holding as a kind of
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loan to the holding, allocation to provision, and
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then change in the cash position. The change in the cash position is going
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to be strongly negative in nineteen ninety for a very
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simple reason, which is we return the cash to the company, and then it's going to
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be zero. This is why the financial
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result is also zero. There is no cash
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in the balance sheet of the company, but there is no
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debt as well. So SECAP is very conservative in terms of
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financing for the industrial firm.
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Once you know the initial financial balance sheet and you
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realize your predictions in terms of P&L and cash flow statement,
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it's quite simple.... technically speaking, to build
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the forecast of the financial balance sheet for the next years.
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The balance sheet is made of capital employed and net financial resources.
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Capital employed is non-current assets and working capital
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requirement, net of non-current liabilities.
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The non-current assets are simply incremented by CapEx and
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decremented by depreciation of the year.
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The working capital requirement is known.
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It's supposedly stable in terms of percentage to revenues, so it's
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growing with the revenues. And non-current liabilities are
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incremented each and every year by the incremental long-term
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provisions. Then, if you observe the capital employed, you see
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that the non-current assets are growing, but at a lower
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rate than the revenues, because CapEx is
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declining in percentage to revenues.
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When the working capital requirement is perfectly correlated with the
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revenues, so you see the growing importance of the working capital
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requirement in the calculation of the capital employed.
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And interestingly, in ninety-seven, the capital employed
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is nil, and then it's going to turn negative, which is quite an
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exceptional situation. Now, let's move to the net financial
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resources. Shareholders' equity is going to be quite stable
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because there is, of course, no equity issue.
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But in addition to that, one hundred percent of the net income is
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distributed, though the retained earnings are going to be
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stable. The shareholders' equity does not move by one inch.
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The net financial debt is financial debt, net of
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cash, and cash is accumulated by the
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company. Not only cash in the bank account, but
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also loans to the holding. You remember that each and every
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currency unit in excess of the net earnings is
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returned to the financial holding so that the cash balance is
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absolutely okay for the financing company.
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Then you have the working capital, which is, uh, permanent resources
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minus non-current asset, and it's smoothly growing up.
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The working capital requirement is already known, and working capital
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minus working capital requirement is a net cash position.
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We check that it is exactly cash plus the loans to
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the holding. So there is a nice balancing of
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the balance sheet, which is absolutely normal.
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00:14:29.532 --> 00:14:33.512
We have working capital minus working capital requirement, which matches
240
00:14:33.572 --> 00:14:37.552
with the net cash position, and the net cash position is very strong
241
00:14:37.892 --> 00:14:40.652
because it's a cash generator.
242
00:14:42.292 --> 00:14:44.892
Now, let's take the same figures and plot that on a graph.
243
00:14:44.932 --> 00:14:48.632
You see the revenues, which are up again from about four
244
00:14:48.752 --> 00:14:52.692
hundred to eight hundred and forty, and the capital
245
00:14:52.732 --> 00:14:56.312
employed in the meantime is a little bit up in
246
00:14:56.332 --> 00:15:00.092
nineteen ninety because the company is investing, but then
247
00:15:00.172 --> 00:15:03.952
it's gradually down, zero in ninety-seven and
248
00:15:04.012 --> 00:15:07.252
negative in ninety-eight and ninety-nine.
249
00:15:07.332 --> 00:15:10.992
Again, this is a quite exceptional situation.
250
00:15:12.932 --> 00:15:16.912
Now, let's move to the second set of assumptions, the calculations of weighted
251
00:15:16.952 --> 00:15:20.372
average cost of capital. The weighted average cost of
252
00:15:20.412 --> 00:15:24.272
capital is share of equity and share of debt, respectively
253
00:15:24.332 --> 00:15:27.432
multiplied by what is expected by shareholders and the cost of
254
00:15:27.492 --> 00:15:30.912
debt. The cost of debt is the interest you pay to the bank
255
00:15:31.412 --> 00:15:35.312
minus taxes for a very simple reason, which is interest expense is
256
00:15:35.332 --> 00:15:37.932
deductible from the taxable income.
257
00:15:37.972 --> 00:15:41.892
So the first assumption, which is quite important, is the financial
258
00:15:41.952 --> 00:15:45.932
structure. The gearing, which is going to be used for the valuation, is debt over
259
00:15:45.972 --> 00:15:49.692
equity is about fifteen percent. Fifteen percent,
260
00:15:49.892 --> 00:15:53.612
why? Because it's basically the long-term debt
261
00:15:53.892 --> 00:15:57.532
in nineteen eighty-nine divided by the equity in nineteen
262
00:15:57.552 --> 00:16:01.452
eighty-nine, more or less is fifteen percent, and this is a justification of
263
00:16:01.512 --> 00:16:05.472
that. Now, in order to calculate the cost of equity, we
264
00:16:05.512 --> 00:16:08.872
need a risk-free rate, the government bond rate, which was, you remember, ten
265
00:16:08.952 --> 00:16:12.652
percent at that time. The debt interest rate is a
266
00:16:12.832 --> 00:16:15.152
little bit more than the risk-free rate.
267
00:16:15.172 --> 00:16:19.122
There is a, a risk premium, which is quite low, two percent, and
268
00:16:19.152 --> 00:16:22.972
this is why the debt interest rate is supposedly twelve percent.
269
00:16:23.032 --> 00:16:26.532
Tax rate, we take the legal one, which we already use in the
270
00:16:26.572 --> 00:16:30.392
calculation. So what is left? What is left is the beta,
271
00:16:30.412 --> 00:16:33.092
the systematic risk coefficient.
272
00:16:34.952 --> 00:16:38.492
The beta, the systematic risk coefficient, represents the
273
00:16:38.532 --> 00:16:42.412
sensitivity of the value of the company to macroeconomic conditions.
274
00:16:42.472 --> 00:16:46.272
For example, if there is a downturn, are you going to suffer a lot?
275
00:16:46.292 --> 00:16:49.492
High beta. Or are you going to be quite resilient?
276
00:16:49.552 --> 00:16:53.412
Low beta. On an econometric point of view, you can calculate the
277
00:16:53.472 --> 00:16:56.632
beta as a covariance between the return of the company and the return of the
278
00:16:56.672 --> 00:16:59.592
market, divided by the variance of the return of the
279
00:16:59.632 --> 00:17:03.232
market. But then the company should be listed.
280
00:17:03.252 --> 00:17:06.833
As the company is privately owned, this is difficult to have this kind of
281
00:17:06.873 --> 00:17:10.792
data. You can look at competitors, comparables, but
282
00:17:10.972 --> 00:17:14.712
as we are going to see a little bit later, there are some competitors, but these
283
00:17:14.772 --> 00:17:18.353
are very diversified companies, and basically, it's
284
00:17:18.452 --> 00:17:22.353
impossible to isolate the beta of this activity.
285
00:17:22.373 --> 00:17:26.192
So you need to use your brain and make an economic estimation of
286
00:17:26.252 --> 00:17:29.512
the beta and not an econometric estimation.
287
00:17:29.552 --> 00:17:32.972
Then you look at the business. There's a visibility in the business because it's
288
00:17:33.032 --> 00:17:36.092
about lease contracts, medium-term,
289
00:17:36.212 --> 00:17:40.132
long-term, and then you understand that once you have signed the contract,
290
00:17:40.212 --> 00:17:43.172
uh, basically the revenues are in your pocket.
291
00:17:43.212 --> 00:17:47.152
It's a regulated market. You need some accreditation from the
292
00:17:47.212 --> 00:17:51.142
authorities, and the accreditation period is a minimum of two
293
00:17:51.292 --> 00:17:55.132
years. So there's no big competitive entry to be
294
00:17:55.152 --> 00:17:58.652
anticipated. Secap has a market share, which is about one-third,
295
00:17:59.152 --> 00:18:02.972
and in fact, the market is split into three competitors,
296
00:18:03.272 --> 00:18:06.652
big players, Alcatel and Pitney Bowes,
297
00:18:06.692 --> 00:18:10.552
conglomerates, diversified industrial companies,
298
00:18:10.612 --> 00:18:13.812
and you are in one business. You have one-third of this
299
00:18:13.972 --> 00:18:17.388
business.... So you understand that it's an oligopoly, quite
300
00:18:17.448 --> 00:18:21.148
restricted oligopoly, and I would say a reasonably
301
00:18:21.248 --> 00:18:24.868
quiet monopoly. Nobody wants to start a price war.
302
00:18:25.068 --> 00:18:28.848
It's stable, predictable market growth, no problem.
303
00:18:29.388 --> 00:18:32.688
Then the company used a beta unlevered, which is
304
00:18:33.208 --> 00:18:36.748
point seven, point nine, one point one, three different
305
00:18:36.828 --> 00:18:40.028
assumptions. And in my opinion, these are very
306
00:18:40.068 --> 00:18:44.058
conservative assumptions due to the economic parameters
307
00:18:44.128 --> 00:18:47.848
which I just described.
308
00:18:48.768 --> 00:18:52.048
Now we have all the parameters which we need in order to calculate the weighted
309
00:18:52.108 --> 00:18:55.688
average cost of capital. You remember the formula, share of
310
00:18:55.748 --> 00:18:59.268
equity, share of debt, respectively, multiplied by cost of equity
311
00:18:59.868 --> 00:19:03.188
and cost of debt. The cost of debt is interest rate multiplied by one
312
00:19:03.808 --> 00:19:07.138
minus tax rate. It is seven point six percent.
313
00:19:07.138 --> 00:19:10.558
The cost of equity is government bond rate, ten percent, but
314
00:19:10.608 --> 00:19:14.518
the beta multiplied by the equity market risk premium,
315
00:19:14.548 --> 00:19:16.648
which is about five percent in France.
316
00:19:16.668 --> 00:19:20.248
But the beta with debt is taken from the beta with no
317
00:19:20.327 --> 00:19:24.228
debt, with the Amada formula. You remember that beta
318
00:19:24.408 --> 00:19:28.368
L is beta U multiplied by one plus one minus
319
00:19:28.468 --> 00:19:32.428
tax times the gearing. The gearing is fifteen percent, the tax
320
00:19:32.468 --> 00:19:36.408
rate is thirty-seven percent. We get the beta levered out of the
321
00:19:36.428 --> 00:19:40.008
beta unlevered. We multiply by five, we add
322
00:19:40.048 --> 00:19:43.718
ten, we have the cost of equity. We adjust the cost of
323
00:19:43.868 --> 00:19:47.818
equity and the cost of debt as a respective contribution of shareholders and
324
00:19:47.908 --> 00:19:51.528
bankers in the financial uh, structure of the company.
325
00:19:51.548 --> 00:19:55.388
And then we have the WACC, thirteen, fourteen, and almost
326
00:19:55.408 --> 00:19:58.778
fifteen percent when the beta U is
327
00:19:58.808 --> 00:20:01.278
supposedly one point one.
328
00:20:03.348 --> 00:20:07.078
Generally speaking, when you use the discounted free cash flow method to evaluate a
329
00:20:07.108 --> 00:20:10.398
company, you split the future into two periods.
330
00:20:10.448 --> 00:20:14.308
The first period is growth, high growth, um,
331
00:20:14.348 --> 00:20:18.188
restructuration or whatsoever. Then the free cash flows are
332
00:20:18.248 --> 00:20:21.788
calculated one by one. You discount them, and you get the
333
00:20:21.808 --> 00:20:24.228
enterprise value for the first period.
334
00:20:24.268 --> 00:20:27.208
And then you consider that after this first period of, I would say,
335
00:20:27.268 --> 00:20:31.248
turbulences, there will be a kind of long-term growth with a smooth
336
00:20:31.328 --> 00:20:35.208
growth rate. And then you calculate the terminal value, which
337
00:20:35.228 --> 00:20:38.688
is based on an infinite annuity after year
338
00:20:39.068 --> 00:20:42.428
eleven in this case, because the first period is lasting ten
339
00:20:42.468 --> 00:20:46.268
years. Then you calculate the terminal value, which is the last free
340
00:20:46.388 --> 00:20:50.348
cash flow multiplied by one plus growth, divided by the difference between the
341
00:20:50.468 --> 00:20:54.388
WACC and the long-term growth. You get terminal value, and then
342
00:20:54.488 --> 00:20:58.348
you discount it, which gives you the discounted terminal value,
343
00:20:58.388 --> 00:21:02.348
enterprise value, period two, from year eleven to the end
344
00:21:02.388 --> 00:21:05.908
of the planet. The enterprise value is the sum of these two
345
00:21:05.968 --> 00:21:09.628
enterprise values, one plus two, turbulence
346
00:21:10.028 --> 00:21:13.948
and then maturity, and equity is enterprise value
347
00:21:14.008 --> 00:21:17.368
minus debt, so minus net financial debt.
348
00:21:17.408 --> 00:21:21.208
In this case, the net financial debt is negative because it's long-term
349
00:21:21.268 --> 00:21:24.588
debt, thirteen, minus cash, one hundred and ten.
350
00:21:24.728 --> 00:21:28.388
So when we calculate the equity value, we are going to take the enterprise
351
00:21:28.428 --> 00:21:32.348
value minus minus ninety-seven, so plus
352
00:21:32.648 --> 00:21:34.888
ninety-seven.
353
00:21:36.028 --> 00:21:39.608
Once we have predicted the free cash flows to the firm for the future,
354
00:21:40.148 --> 00:21:42.408
we have to discount them at the WACC.
355
00:21:42.428 --> 00:21:46.408
The WACC is a function of the beta. Lower beta, lower
356
00:21:46.548 --> 00:21:50.038
cost of equity, lower WACC, higher value.
357
00:21:50.648 --> 00:21:54.108
Because if you reduce the discount rate, you increase the present value of the free
358
00:21:54.188 --> 00:21:57.168
cash flows, which is exactly what we observe.
359
00:21:57.208 --> 00:22:00.708
With a beta U of point seven, the equity value is eight hundred and
360
00:22:00.768 --> 00:22:04.488
eighty-six. With a higher beta of one point one, the
361
00:22:04.548 --> 00:22:08.468
equity value is down to seven hundred and twenty-three.
362
00:22:08.508 --> 00:22:10.848
We have to make two comments out of that.
363
00:22:10.888 --> 00:22:14.468
The first one is that the value is very sensitive to the beta,
364
00:22:15.408 --> 00:22:19.288
and that's a problem because the beta here is estimated,
365
00:22:19.368 --> 00:22:23.248
not calculated. We have no stock price, so we have
366
00:22:23.288 --> 00:22:26.168
no econometric calculation for the beta.
367
00:22:26.188 --> 00:22:30.128
But even though you have stock prices, historical stock prices
368
00:22:30.168 --> 00:22:34.108
to calculate the beta in an econometric way, you have
369
00:22:34.128 --> 00:22:38.048
to remember that data is about the past, and the WACC is about the
370
00:22:38.108 --> 00:22:41.698
future. So you always have to introduce economic
371
00:22:41.728 --> 00:22:45.248
thinking in the estimation of the beta.
372
00:22:45.318 --> 00:22:49.248
The second thing we have to conclude out of that is that it's probably a good
373
00:22:49.328 --> 00:22:52.988
deal for the acquirer, because the transaction price was
374
00:22:53.068 --> 00:22:57.008
seven hundred and seventy. It's a bit more than
375
00:22:57.068 --> 00:23:00.808
the fundamental value, only if the beta U is one point
376
00:23:00.888 --> 00:23:03.728
one, which is quite conservative assumption.
377
00:23:03.768 --> 00:23:07.578
So it's close to fundamental value, and the value is
378
00:23:07.648 --> 00:23:10.388
very likely higher than the transaction price.
379
00:23:10.428 --> 00:23:13.938
So it's a good deal for the company which is purchasing Secap.
380
00:23:16.668 --> 00:23:20.658
Now let's go back to the fundamental relationship between financial performance and
381
00:23:20.788 --> 00:23:24.608
value creation. The return capital employed is
382
00:23:24.908 --> 00:23:28.658
ninety-five percent, but the ROCE is not the performance of
383
00:23:28.688 --> 00:23:32.628
ROCE. Against a WACC is the performance, but ROCE after tax,
384
00:23:32.648 --> 00:23:36.198
because the WACC is after tax. So if the ROCE before tax is
385
00:23:36.248 --> 00:23:40.108
ninety-five, the ROCE after tax is fifty-five.
386
00:23:40.148 --> 00:23:44.048
The WACC median is fourteen.
387
00:23:44.088 --> 00:23:47.868
Fifty-five minus fourteen is forty-one percent of an
388
00:23:47.908 --> 00:23:51.548
economic profit in percentage, which is absolutely
389
00:23:51.588 --> 00:23:55.318
tremendous. Now, you combine that with a CAGR of eight
390
00:23:55.408 --> 00:23:59.208
percent, and you remember that the market to book, which is
391
00:23:59.248 --> 00:24:02.268
enterprise value over capital employed, can be
392
00:24:02.328 --> 00:24:05.928
calculated, theoretically calculated, using
393
00:24:06.048 --> 00:24:09.928
ROCE and WACC. It's ROCE after tax less growth, divided
394
00:24:09.968 --> 00:24:13.108
by WACC less growth. Then the market to book
395
00:24:13.248 --> 00:24:16.122
theoretically is fifty-five minus eight....
396
00:24:16.122 --> 00:24:19.872
divided by fourteen minus eight. The market-to-book is the
397
00:24:19.932 --> 00:24:23.832
enterprise value divided by capital employed, calculated seven
398
00:24:23.932 --> 00:24:27.892
point eight. Then the enterprise value is seven point
399
00:24:28.072 --> 00:24:31.812
eight times the capital employed, which was ninety-one.
400
00:24:31.852 --> 00:24:35.362
Then we get to an enterprise value, which is seven hundred and
401
00:24:35.512 --> 00:24:39.012
ten, and then the equity value is seven hundred and ten
402
00:24:39.492 --> 00:24:43.072
minus the net financial debt, so minus, minus, plus
403
00:24:43.152 --> 00:24:46.812
ninety-seven, and we get eight hundred and seven, which
404
00:24:46.832 --> 00:24:50.692
is quite close to what was provided by the
405
00:24:50.732 --> 00:24:54.692
discounted free cash flow method using the beta, which was a
406
00:24:54.712 --> 00:24:58.512
median beta, the median WACC. So it's quite interesting to
407
00:24:58.552 --> 00:25:01.892
observe this relationship between financial
408
00:25:01.972 --> 00:25:05.842
performance and value creation. What creates value is the
409
00:25:05.912 --> 00:25:09.342
financial performance, and the financial performance is the economic
410
00:25:09.432 --> 00:25:13.102
profit. The economic profit is ROC after tax,
411
00:25:13.212 --> 00:25:17.072
against what the market is offering for this category of risk,
412
00:25:17.112 --> 00:25:18.832
which is the WACC.
413
00:25:20.492 --> 00:25:24.272
The value of any asset lies in the ability of this asset to generate
414
00:25:24.332 --> 00:25:27.812
cash flows. When we use the discounted free cash flow
415
00:25:27.822 --> 00:25:31.232
model, we calculated the value of the business operations
416
00:25:31.812 --> 00:25:35.392
as a consequence of generating free cash flows from business
417
00:25:35.512 --> 00:25:38.692
operations, which was named free cash flow to the firm.
418
00:25:38.732 --> 00:25:42.632
We discounted them at the WACC because the business operations are financed by
419
00:25:42.672 --> 00:25:46.572
shareholders and by bankers. But you can also directly calculate the
420
00:25:46.712 --> 00:25:50.432
value of equity, considering that equity is generating cash
421
00:25:50.572 --> 00:25:54.012
inflows, which is about dividends, and then it's named the
422
00:25:54.092 --> 00:25:57.692
discounted dividend model. You use a two-period model.
423
00:25:57.702 --> 00:26:01.472
Same story. You have a growth at maturity, which is five percent.
424
00:26:01.492 --> 00:26:05.252
You have calculated your dividends for the first period, and you discount
425
00:26:05.332 --> 00:26:09.132
all these dividends at a discount rate, which is the expected
426
00:26:09.172 --> 00:26:12.212
return on equity, because these cash flows are equity
427
00:26:12.292 --> 00:26:15.872
linked. Then we have three different beta use.
428
00:26:15.892 --> 00:26:19.832
We have three different equity values, ranging from six
429
00:26:19.892 --> 00:26:23.812
hundred and seventy for the highest one to five hundred and twenty-eight for the
430
00:26:23.912 --> 00:26:25.651
lowest one.
431
00:26:27.572 --> 00:26:31.042
You have observed that the value, the fundamental value of equity, which is
432
00:26:31.072 --> 00:26:35.052
provided by the dividend discounted model, is significantly less
433
00:26:35.112 --> 00:26:39.001
than the value which is given by the free cash flow model.
434
00:26:39.792 --> 00:26:43.392
And that's very often the case in practice, because the actual dividend which is
435
00:26:43.472 --> 00:26:46.632
paid by the companies are very often
436
00:26:46.652 --> 00:26:50.192
significantly less than the dividend which is potentially distributed to the
437
00:26:50.212 --> 00:26:54.012
shareholders. In the SECAP case, the shareholder return
438
00:26:54.072 --> 00:26:57.372
capacity, so the cash we can return to the holding company,
439
00:26:57.932 --> 00:27:01.892
is significantly greater than the dividend which is paid by the
440
00:27:01.972 --> 00:27:05.662
company, even though the company is distributing one hundred percent of its
441
00:27:05.792 --> 00:27:09.402
earnings. And this is a very exceptional case because we have
442
00:27:09.412 --> 00:27:13.001
declining invested capital, so the operations are
443
00:27:13.052 --> 00:27:16.032
returning more cash than the profit which is
444
00:27:16.052 --> 00:27:19.392
generated. But in a general case, it's very often
445
00:27:19.872 --> 00:27:23.492
that the dividend is less actually than
446
00:27:23.632 --> 00:27:27.032
potentially. And then, if you want to use a dividend
447
00:27:27.092 --> 00:27:30.432
discounted model, you have to calculate the dividend, which is
448
00:27:30.472 --> 00:27:33.992
consistent with the sustainable growth rate of the company.
449
00:27:34.592 --> 00:27:37.992
The formula makes a link between the ability of the company to
450
00:27:38.072 --> 00:27:41.672
grow and the return on equity and the dividend policy.
451
00:27:41.712 --> 00:27:45.172
Then you calculate the dividend, which is consistent with
452
00:27:45.352 --> 00:27:48.972
generating a sustainable growth rate, which matches with the
453
00:27:49.252 --> 00:27:52.812
actual growth. And under the circumstances, you can
454
00:27:52.932 --> 00:27:56.632
calculate the kind of value which is consistent with
455
00:27:56.652 --> 00:27:59.232
the discounted dividend method.
456
00:28:01.112 --> 00:28:04.352
Now, a couple of comments in order to conclude this
457
00:28:04.432 --> 00:28:07.892
module. First, you remember that we have
458
00:28:07.932 --> 00:28:11.792
calculated the terminal value. The terminal value is almost one point
459
00:28:11.952 --> 00:28:15.892
three billion in a medium case of the WACC.
460
00:28:15.932 --> 00:28:19.872
If you discount that at the WACC, you get three hundred and forty million French
461
00:28:19.952 --> 00:28:23.842
franc, which is fifty percent, half of the value of the
462
00:28:23.872 --> 00:28:27.392
invested capital of the business operations, which is
463
00:28:27.452 --> 00:28:31.232
extremely important. And that's very often the case.
464
00:28:31.272 --> 00:28:35.152
Your usual approach for the calculation of the terminal value is you
465
00:28:35.212 --> 00:28:38.932
simply take the last free cash flow, and you extend this
466
00:28:38.972 --> 00:28:42.332
last free cash flow up to the end of the planet.
467
00:28:42.352 --> 00:28:46.232
But the question is: What will the environment, the economic model,
468
00:28:46.312 --> 00:28:50.192
look like in ten years' time? You remember, we are
469
00:28:50.312 --> 00:28:53.712
in eighty-nine, ninety. What will happen ten years
470
00:28:53.752 --> 00:28:57.412
later? Internet. Of course, Internet will have a
471
00:28:57.552 --> 00:29:01.272
huge impact on the terminal value and on the postal
472
00:29:01.392 --> 00:29:05.212
services at large. But when you're back ten years before,
473
00:29:05.272 --> 00:29:09.032
in nineteen ninety, can you anticipate that there will be a
474
00:29:09.092 --> 00:29:12.982
disruption, which is named Internet? The answer is no.
475
00:29:13.632 --> 00:29:17.352
And even though there will be some external events which are completely going to
476
00:29:17.392 --> 00:29:21.272
disrupt your business model, you make a valuation, taking
477
00:29:21.332 --> 00:29:25.322
into account that fifty percent of the value is going
478
00:29:25.352 --> 00:29:29.072
to be generated in a period where everything is made of
479
00:29:29.112 --> 00:29:32.912
uncertainty. This is a huge problem of the calculation of the
480
00:29:32.982 --> 00:29:34.992
terminal value.
481
00:29:36.752 --> 00:29:39.772
The second set of comments is about the financial structuring of
482
00:29:39.872 --> 00:29:43.432
SECAP and the relationship with its financial value
483
00:29:43.442 --> 00:29:44.302
calculation.
484
00:29:45.212 --> 00:29:49.092
You remember we built the financial forecast considering that debt should be zero
485
00:29:49.432 --> 00:29:53.152
and remain zero. So we are very conservative as far as the
486
00:29:53.332 --> 00:29:55.572
balance sheet of SECAP is concerned.
487
00:29:55.612 --> 00:29:58.972
So we return every unit of currency we can.
488
00:29:59.012 --> 00:30:02.952
But is it going to be enough? Is maximizing the returns
489
00:30:02.992 --> 00:30:06.872
to the holding company enough to balance the accounts of
490
00:30:06.932 --> 00:30:10.292
the financial holding? You understand that it's about
491
00:30:10.412 --> 00:30:14.362
liquidity. But now, the second perspective was about the WACC
492
00:30:14.412 --> 00:30:18.082
calculation. In the WACC calculation, we take debt, which is
493
00:30:18.092 --> 00:30:22.052
fifteen percent to equity, so that we have share of debt and share of equity
494
00:30:22.072 --> 00:30:25.672
in the calculation of the WACC. So we calculate the fundamental
495
00:30:25.752 --> 00:30:29.282
value in the WACC with a kind of negligible
496
00:30:29.392 --> 00:30:32.232
debt, but it's negligible, it's not
497
00:30:32.312 --> 00:30:36.244
zero.... So on the one hand, we calculate the value, which
498
00:30:36.324 --> 00:30:39.484
is very much based on a normal financing
499
00:30:39.544 --> 00:30:43.484
structure, but we also have the cash flow perspective in
500
00:30:43.544 --> 00:30:47.004
mind, because we have to balance the accounts of the financial
501
00:30:47.104 --> 00:30:50.464
holding, which is going to own one hundred percent of the shares of
502
00:30:50.524 --> 00:30:54.324
Secap. And we always have, we finance people, these two
503
00:30:54.404 --> 00:30:57.924
perspectives. We have a liquidity perspective, which is about cash
504
00:30:57.944 --> 00:31:01.434
forecast, and we have a performance and value
505
00:31:01.544 --> 00:31:04.764
perspective, which is a WACC perspective.
506
00:31:04.824 --> 00:31:08.604
It is very much about the two functions of the finance team
507
00:31:08.664 --> 00:31:11.244
inside the company.
508
00:31:12.084 --> 00:31:15.064
Before we move to the financial structuring of this leveraged
509
00:31:15.144 --> 00:31:19.084
buyout, there are a few conclusions we can draw from the valuation
510
00:31:19.124 --> 00:31:23.084
process of the company. First, we have used discounted free cash
511
00:31:23.104 --> 00:31:26.904
flows, using realistic business parameters
512
00:31:27.204 --> 00:31:30.294
and using conservative WACC parameters.
513
00:31:30.324 --> 00:31:34.064
The fundamental value we got out of this process is quite
514
00:31:34.104 --> 00:31:37.624
close to the transaction price. So we understand that
515
00:31:38.124 --> 00:31:40.354
it's a good business, it's a good acquisition.
516
00:31:40.384 --> 00:31:43.494
It's not a tremendously positive one, but it's
517
00:31:43.544 --> 00:31:47.304
okay. Now, interestingly, we calculated the
518
00:31:47.404 --> 00:31:49.664
value with a performance approach.
519
00:31:49.684 --> 00:31:53.604
The market to book, in theory, is ROCE after tax less
520
00:31:53.664 --> 00:31:56.104
growth, divided by WACC less growth.
521
00:31:56.124 --> 00:31:59.984
And we got something which was quite close, which goes
522
00:32:00.024 --> 00:32:03.844
back to the absolute relationship between financial
523
00:32:03.924 --> 00:32:06.904
profitability, growth, and value creation.
524
00:32:06.964 --> 00:32:10.654
What creates value is performance, and
525
00:32:10.664 --> 00:32:14.284
growth is boosting value creation.
526
00:32:14.344 --> 00:32:17.064
Now, the question was about the terminal value.
527
00:32:17.074 --> 00:32:19.574
We have a highly performing company.
528
00:32:19.664 --> 00:32:23.504
Is it economically sustainable? When you take a decision
529
00:32:24.024 --> 00:32:27.724
and you have a two-period model, you understand that a very
530
00:32:27.824 --> 00:32:31.784
significant chunk of the value is a terminal value, even
531
00:32:31.844 --> 00:32:35.664
discounted. And then what will the business look like
532
00:32:35.704 --> 00:32:39.484
in ten years' time? You don't know, but the value is there.
533
00:32:39.504 --> 00:32:42.024
This is why you have to be quite cautious.
534
00:32:42.043 --> 00:32:45.924
And the cash flow perspective, the liquidity perspective, is extremely
535
00:32:45.984 --> 00:32:49.964
important because in this case, there is no debt at
536
00:32:50.004 --> 00:32:53.784
the level of Secap. We return everything we can return to the
537
00:32:53.844 --> 00:32:57.664
financial holding, and the question is: Is it going to be
538
00:32:57.704 --> 00:33:01.524
balancing in terms of cash in and cash out for the financial
539
00:33:01.584 --> 00:33:05.553
holding? But we have some flexibility at the level of
540
00:33:05.604 --> 00:33:09.584
Secap, because in the cash flow perspective, we put absolutely
541
00:33:09.594 --> 00:33:12.544
no debt. You have to be quite cautious and
542
00:33:12.584 --> 00:33:15.904
conservative. Now, we can go to the
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00:33:15.944 --> 00:33:18.924
financial structuring of the case.
In the previous module, we have completed the financial analysis.
Now it's time for financial forecasting, financial modeling, and corporate valuation.
The conclusions we drew from the financial analysis were quite straightforward.
First, it's a highly profitable company.
The return on capital employed is close to one hundred percent, though I would say that whatever the WACC, it's going to be a very positive economic profit company.
Financial performance is great.
The second conclusion is very important for the calculation of the WACC.
There's visibility in this business model.
We observe a stability in the profits and the cash flows, which will have a huge impact on the beta as a systematic risk coefficient and on the WACC, obviously.
Third conclusion, financing growth is not really a problem because the company, on the one hand, is highly profitable, and on the other hand, is in a situation of a negative working capital requirement because of the deferred revenue.
So financing growth is not a problem, and the operating cash flows by far finance the capital expenditures.
The cash in excess is absolutely tremendous.
Strong cash generation, and it's the ideal situation, strong cash predictability for an acquisition which is going to be financed by a leveraged buyout.
The agenda I will follow consists in six steps.
First, we are going to do some forecasting based on information provided by business operations.
We are going to build the financial model of the company.
We are going to forecast the accounting statements, the P&L, the balance sheet, the cash flow statement.
Then, in order to discount free cash flows, we need a WACC.
We need a discount rate, the weighted average cost of capital, which is going to be very much based on the beta.
Once we have the free cash flow, once we have the discount rate, we can use the discounted free cash flow method to evaluate the company.
The fourth step is going to be quite interesting because there is something which is very strong in corporate finance, the relationship between financial performance and value creation.
And we are going to use the financial performance to evaluate the company, and we are going to find a figure which is quite close to the one which gets out of the discounted free cash flow model.
Then, we can also use a discounted dividend method to evaluate the company, but we are going to see some imperfections in the method, and I will elaborate a little bit on that.
I'm going to conclude with some comments.
First, the importance of the terminal value in the calculation of any company, and the second comment will be about the financial structure.
We need to do some valuation with the financial structure, but we are going to also forecast the cash, and then it's going to be a financial structure, which is slightly different, and I will tell you why.
First, we need a context.
The context is interest rate and inflation rate.
I already mentioned the inflation rate, which was about three percent, thanks to which we could calculate the nominal increase in sales, but also the real increase, the volume increase.
What you observe on the graph is that at that time, interest rates are ten percent and inflation is three percent.
So the real interest rate is extremely high historically.
And what we observe is in the next years, it's going to go down, which is quite normal.
But at that time, you have to use the current situation.
So we are going to use a WACC, which is based on ten percent as an interest rate, and we are going to increase the free cash flows, revenues, EBITDA, CapEx, and whatsoever, using an inflation rate to calculate nominal cash flows, and the inflation rate is going to be three percent.
Now, we need two sets of assumptions.
The first set is about the free cash flow.
We are going to forecast the free cash flow, so we are going to take each and every item in the free cash flow, and we are going to make assumptions about the evolution of the free cash flow.
The second set of assumptions is about the parameters which we are going to use in a calculation of the weighted average cost of capital.
Let's go back first to the definition and the formula for the free cash flow.
The free cash flow to the firm is a free cash flow which is generated by business operations.
Once you have taken into account the amount of money you have to reinvest each and every year in order to be able to keep on running the business operations.
It's about EBITDA after tax, tax savings and depreciation, minus the increase in a working capital requirement, which is going to be, in this case, minus, minus, plus something, and minus the capital expenditures, minus the investments which you need to make each and every year in order to be able to keep on running the business.
So which kind of assumptions do we need? First, revenue, revenue growth during the first period, which is high growth period, and we also need a growth rate at maturity to calculate the terminal value.
EBITDA is going to be a consequence of that, because EBITDA is a percentage of revenue.
So once we know the revenue, once we know the EBITDA rate, we have the EBITDA nominal terms.
We need a corporate tax rate.
We are going to take the legal one.
Working capital requirement, cash conversion cycle as a percentage of revenue, and investment capital expenditures.
As far as depreciation is concerned, this is quite simple because it's a technical calculation.
Depreciation and amortization is a direct consequence of investment.
Now, this is a list of the parameters which were actually used by the company for the valuation when the transaction took place a few years ago.
You remember that the CAGR was about twelve percent for the last years....
Now we take not twelve percent, but eight percent, which is a little bit conservative as a kind of average CAGR for the next period.
Now, their inflation was three percent, so in real terms, the real CAGR, deflated one, is eight minus three, which is five percent.
We need an assumption for the nominal growth at maturity.
It's going to be five percent.
Assuming that inflation remains three, it means that two percent in real terms.
We are going to discuss the impact of this assumption on the terminal value and on the total value of the company.
EBITDA, you remember that the last year was showing a small decline.
We're going to be quite cautious in terms of EBITDA, and it's going to gradually come down from thirty-three to twenty-eight percent at the end of this first period.
Capital expenditures as a percentage to revenues is down from nineteen percent to ten percent, which does not mean that the company invests less.
It means that the company is still keeping on investing to grow the revenues, but the amount of the number of machines which are now in the portfolio, in the asset side of the balance sheet, and physically in the premises of the customers and generating revenues, is growing and growing and then accumulated.
So as a consequence, the numerator is up, but the denominator is even more up.
This is why CapEx is up in absolute terms, but down percentage to revenues.
The working capital requirement assumption is a very strong one, because you remember, as a consequence of a negative working capital requirement, deferred revenue, we have some resource taken from an increase in absolute terms of working capital requirement.
The assumption is that it's quite stable in percentage to revenues.
Now, you remember that SECAP was distributing no dividend.
Now we need to finance the holding, which is going to make the acquisition, and then one hundred percent of the net income is going to be returned to the holding as a dividend.
But the company is going to generate more cash than the net income.
Then what are we going to do with the excess cash? The excess cash is going to be one hundred percent returned to the financial holding, but at SECAP, there will be absolutely no debt, which is a conservative assumption for SECAP itself.
What you observe on the graph is a consequence of all these assumptions.
EBITDA is down as a percentage to revenues, more or less smoothly, with an exception in ninety-four, because there is some kind of renewal in the leasing contract.
The revenue itself is up from four hundred to eight hundred and forty, eight hundred and fifty.
So there's smooth growth in the revenues as a consequence of investment in the development of the portfolio of machines.
Now, capital expenditures are going to be down, starting in ninety-one.
In nineteen ninety, there's a strong effort in capital expenditures, but it's going to be just a one shot.
Now, with all these assumptions, we can forecast the P&L and the balance sheet.
And that's quite interesting because it's not a very difficult exercise in calculation terms.
We observe that the revenues are growing.
We have an assumption, which is revenue growth rate.
We have some allocation to provisions, which is negligible.
EBITDA to revenues is a very strong assumption, and as a consequence of revenue and EBITDA on revenue rate, we can build a forecast of the EBITDA.
Depreciation is a technical consequence of capital expenditures.
You just have to make sure that these figures are quite consistent.
The financial result is nil for a very simple reason.
We return each and every currency unit of cash to the financial holding in order to make sure that the financial holding has a cash balance, which is absolutely okay.
Then we calculate the profit before tax.
The income tax is the legal tax rate.
We get the net income, we add up depreciation, we get the gross cash flow, and the change in working capital requirement is, as anticipated, going to be a resource because the company is growing, the working capital requirement is growing in absolute term, but basically, it's going to be minus something, and minus minus gives you plus.
So the change in the working capital requirement is a source of cash.
This is why you are going to be able to transfer, to return to the shareholders more than the profit you generate.
Operating cash flow is gross cash flow minus change in working capital requirement.
And then you, of course, can finance your capital expenditures, which are a percentage to revenue, down from nineteen to ten percent, you remember.
We have a free cash flow, which is generated by the company.
And then what about the financial strategy? We return one hundred percent of the net income, so the dividends are going to be exactly matching with the net income.
But we still have more cash.
First, we have the cash in the balance sheet of the company, the day you make the acquisition, and you return this cash.
But the cash in excess is going to be returned to the holding as a kind of loan to the holding, allocation to provision, and then change in the cash position.
The change in the cash position is going to be strongly negative in nineteen ninety for a very simple reason, which is we return the cash to the company, and then it's going to be zero.
This is why the financial result is also zero.
There is no cash in the balance sheet of the company, but there is no debt as well.
So SECAP is very conservative in terms of financing for the industrial firm.
Once you know the initial financial balance sheet and you realize your predictions in terms of P&L and cash flow statement, it's quite simple....
technically speaking, to build the forecast of the financial balance sheet for the next years.
The balance sheet is made of capital employed and net financial resources.
Capital employed is non-current assets and working capital requirement, net of non-current liabilities.
The non-current assets are simply incremented by CapEx and decremented by depreciation of the year.
The working capital requirement is known.
It's supposedly stable in terms of percentage to revenues, so it's growing with the revenues.
And non-current liabilities are incremented each and every year by the incremental long-term provisions.
Then, if you observe the capital employed, you see that the non-current assets are growing, but at a lower rate than the revenues, because CapEx is declining in percentage to revenues.
When the working capital requirement is perfectly correlated with the revenues, so you see the growing importance of the working capital requirement in the calculation of the capital employed.
And interestingly, in ninety-seven, the capital employed is nil, and then it's going to turn negative, which is quite an exceptional situation.
Now, let's move to the net financial resources.
Shareholders' equity is going to be quite stable because there is, of course, no equity issue.
But in addition to that, one hundred percent of the net income is distributed, though the retained earnings are going to be stable.
The shareholders' equity does not move by one inch.
The net financial debt is financial debt, net of cash, and cash is accumulated by the company.
Not only cash in the bank account, but also loans to the holding.
You remember that each and every currency unit in excess of the net earnings is returned to the financial holding so that the cash balance is absolutely okay for the financing company.
Then you have the working capital, which is, uh, permanent resources minus non-current asset, and it's smoothly growing up.
The working capital requirement is already known, and working capital minus working capital requirement is a net cash position.
We check that it is exactly cash plus the loans to the holding.
So there is a nice balancing of the balance sheet, which is absolutely normal.
We have working capital minus working capital requirement, which matches with the net cash position, and the net cash position is very strong because it's a cash generator.
Now, let's take the same figures and plot that on a graph.
You see the revenues, which are up again from about four hundred to eight hundred and forty, and the capital employed in the meantime is a little bit up in nineteen ninety because the company is investing, but then it's gradually down, zero in ninety-seven and negative in ninety-eight and ninety-nine.
Again, this is a quite exceptional situation.
Now, let's move to the second set of assumptions, the calculations of weighted average cost of capital.
The weighted average cost of capital is share of equity and share of debt, respectively multiplied by what is expected by shareholders and the cost of debt.
The cost of debt is the interest you pay to the bank minus taxes for a very simple reason, which is interest expense is deductible from the taxable income.
So the first assumption, which is quite important, is the financial structure.
The gearing, which is going to be used for the valuation, is debt over equity is about fifteen percent.
Fifteen percent, why? Because it's basically the long-term debt in nineteen eighty-nine divided by the equity in nineteen eighty-nine, more or less is fifteen percent, and this is a justification of that.
Now, in order to calculate the cost of equity, we need a risk-free rate, the government bond rate, which was, you remember, ten percent at that time.
The debt interest rate is a little bit more than the risk-free rate.
There is a, a risk premium, which is quite low, two percent, and this is why the debt interest rate is supposedly twelve percent.
Tax rate, we take the legal one, which we already use in the calculation.
So what is left? What is left is the beta, the systematic risk coefficient.
The beta, the systematic risk coefficient, represents the sensitivity of the value of the company to macroeconomic conditions.
For example, if there is a downturn, are you going to suffer a lot? High beta.
Or are you going to be quite resilient? Low beta.
On an econometric point of view, you can calculate the beta as a covariance between the return of the company and the return of the market, divided by the variance of the return of the market.
But then the company should be listed.
As the company is privately owned, this is difficult to have this kind of data.
You can look at competitors, comparables, but as we are going to see a little bit later, there are some competitors, but these are very diversified companies, and basically, it's impossible to isolate the beta of this activity.
So you need to use your brain and make an economic estimation of the beta and not an econometric estimation.
Then you look at the business.
There's a visibility in the business because it's about lease contracts, medium-term, long-term, and then you understand that once you have signed the contract, uh, basically the revenues are in your pocket.
It's a regulated market.
You need some accreditation from the authorities, and the accreditation period is a minimum of two years.
So there's no big competitive entry to be anticipated.
Secap has a market share, which is about one-third, and in fact, the market is split into three competitors, big players, Alcatel and Pitney Bowes, conglomerates, diversified industrial companies, and you are in one business.
You have one-third of this business....
So you understand that it's an oligopoly, quite restricted oligopoly, and I would say a reasonably quiet monopoly.
Nobody wants to start a price war.
It's stable, predictable market growth, no problem.
Then the company used a beta unlevered, which is point seven, point nine, one point one, three different assumptions.
And in my opinion, these are very conservative assumptions due to the economic parameters which I just described.
Now we have all the parameters which we need in order to calculate the weighted average cost of capital.
You remember the formula, share of equity, share of debt, respectively, multiplied by cost of equity and cost of debt.
The cost of debt is interest rate multiplied by one minus tax rate.
It is seven point six percent.
The cost of equity is government bond rate, ten percent, but the beta multiplied by the equity market risk premium, which is about five percent in France.
But the beta with debt is taken from the beta with no debt, with the Amada formula.
You remember that beta L is beta U multiplied by one plus one minus tax times the gearing.
The gearing is fifteen percent, the tax rate is thirty-seven percent.
We get the beta levered out of the beta unlevered.
We multiply by five, we add ten, we have the cost of equity.
We adjust the cost of equity and the cost of debt as a respective contribution of shareholders and bankers in the financial uh, structure of the company.
And then we have the WACC, thirteen, fourteen, and almost fifteen percent when the beta U is supposedly one point one.
Generally speaking, when you use the discounted free cash flow method to evaluate a company, you split the future into two periods.
The first period is growth, high growth, um, restructuration or whatsoever.
Then the free cash flows are calculated one by one.
You discount them, and you get the enterprise value for the first period.
And then you consider that after this first period of, I would say, turbulences, there will be a kind of long-term growth with a smooth growth rate.
And then you calculate the terminal value, which is based on an infinite annuity after year eleven in this case, because the first period is lasting ten years.
Then you calculate the terminal value, which is the last free cash flow multiplied by one plus growth, divided by the difference between the WACC and the long-term growth.
You get terminal value, and then you discount it, which gives you the discounted terminal value, enterprise value, period two, from year eleven to the end of the planet.
The enterprise value is the sum of these two enterprise values, one plus two, turbulence and then maturity, and equity is enterprise value minus debt, so minus net financial debt.
In this case, the net financial debt is negative because it's long-term debt, thirteen, minus cash, one hundred and ten.
So when we calculate the equity value, we are going to take the enterprise value minus minus ninety-seven, so plus ninety-seven.
Once we have predicted the free cash flows to the firm for the future, we have to discount them at the WACC.
The WACC is a function of the beta.
Lower beta, lower cost of equity, lower WACC, higher value.
Because if you reduce the discount rate, you increase the present value of the free cash flows, which is exactly what we observe.
With a beta U of point seven, the equity value is eight hundred and eighty-six.
With a higher beta of one point one, the equity value is down to seven hundred and twenty-three.
We have to make two comments out of that.
The first one is that the value is very sensitive to the beta, and that's a problem because the beta here is estimated, not calculated.
We have no stock price, so we have no econometric calculation for the beta.
But even though you have stock prices, historical stock prices to calculate the beta in an econometric way, you have to remember that data is about the past, and the WACC is about the future.
So you always have to introduce economic thinking in the estimation of the beta.
The second thing we have to conclude out of that is that it's probably a good deal for the acquirer, because the transaction price was seven hundred and seventy.
It's a bit more than the fundamental value, only if the beta U is one point one, which is quite conservative assumption.
So it's close to fundamental value, and the value is very likely higher than the transaction price.
So it's a good deal for the company which is purchasing Secap.
Now let's go back to the fundamental relationship between financial performance and value creation.
The return capital employed is ninety-five percent, but the ROCE is not the performance of ROCE.
Against a WACC is the performance, but ROCE after tax, because the WACC is after tax.
So if the ROCE before tax is ninety-five, the ROCE after tax is fifty-five.
The WACC median is fourteen.
Fifty-five minus fourteen is forty-one percent of an economic profit in percentage, which is absolutely tremendous.
Now, you combine that with a CAGR of eight percent, and you remember that the market to book, which is enterprise value over capital employed, can be calculated, theoretically calculated, using ROCE and WACC.
It's ROCE after tax less growth, divided by WACC less growth.
Then the market to book theoretically is fifty-five minus eight....
divided by fourteen minus eight.
The market-to-book is the enterprise value divided by capital employed, calculated seven point eight.
Then the enterprise value is seven point eight times the capital employed, which was ninety-one.
Then we get to an enterprise value, which is seven hundred and ten, and then the equity value is seven hundred and ten minus the net financial debt, so minus, minus, plus ninety-seven, and we get eight hundred and seven, which is quite close to what was provided by the discounted free cash flow method using the beta, which was a median beta, the median WACC.
So it's quite interesting to observe this relationship between financial performance and value creation.
What creates value is the financial performance, and the financial performance is the economic profit.
The economic profit is ROC after tax, against what the market is offering for this category of risk, which is the WACC.
The value of any asset lies in the ability of this asset to generate cash flows.
When we use the discounted free cash flow model, we calculated the value of the business operations as a consequence of generating free cash flows from business operations, which was named free cash flow to the firm.
We discounted them at the WACC because the business operations are financed by shareholders and by bankers.
But you can also directly calculate the value of equity, considering that equity is generating cash inflows, which is about dividends, and then it's named the discounted dividend model.
You use a two-period model.
Same story.
You have a growth at maturity, which is five percent.
You have calculated your dividends for the first period, and you discount all these dividends at a discount rate, which is the expected return on equity, because these cash flows are equity linked.
Then we have three different beta use.
We have three different equity values, ranging from six hundred and seventy for the highest one to five hundred and twenty-eight for the lowest one.
You have observed that the value, the fundamental value of equity, which is provided by the dividend discounted model, is significantly less than the value which is given by the free cash flow model.
And that's very often the case in practice, because the actual dividend which is paid by the companies are very often significantly less than the dividend which is potentially distributed to the shareholders.
In the SECAP case, the shareholder return capacity, so the cash we can return to the holding company, is significantly greater than the dividend which is paid by the company, even though the company is distributing one hundred percent of its earnings.
And this is a very exceptional case because we have declining invested capital, so the operations are returning more cash than the profit which is generated.
But in a general case, it's very often that the dividend is less actually than potentially.
And then, if you want to use a dividend discounted model, you have to calculate the dividend, which is consistent with the sustainable growth rate of the company.
The formula makes a link between the ability of the company to grow and the return on equity and the dividend policy.
Then you calculate the dividend, which is consistent with generating a sustainable growth rate, which matches with the actual growth.
And under the circumstances, you can calculate the kind of value which is consistent with the discounted dividend method.
Now, a couple of comments in order to conclude this module.
First, you remember that we have calculated the terminal value.
The terminal value is almost one point three billion in a medium case of the WACC.
If you discount that at the WACC, you get three hundred and forty million French franc, which is fifty percent, half of the value of the invested capital of the business operations, which is extremely important.
And that's very often the case.
Your usual approach for the calculation of the terminal value is you simply take the last free cash flow, and you extend this last free cash flow up to the end of the planet.
But the question is: What will the environment, the economic model, look like in ten years' time? You remember, we are in eighty-nine, ninety.
What will happen ten years later? Internet.
Of course, Internet will have a huge impact on the terminal value and on the postal services at large.
But when you're back ten years before, in nineteen ninety, can you anticipate that there will be a disruption, which is named Internet? The answer is no.
And even though there will be some external events which are completely going to disrupt your business model, you make a valuation, taking into account that fifty percent of the value is going to be generated in a period where everything is made of uncertainty.
This is a huge problem of the calculation of the terminal value.
The second set of comments is about the financial structuring of SECAP and the relationship with its financial value calculation.
You remember we built the financial forecast considering that debt should be zero and remain zero.
So we are very conservative as far as the balance sheet of SECAP is concerned.
So we return every unit of currency we can.
But is it going to be enough? Is maximizing the returns to the holding company enough to balance the accounts of the financial holding? You understand that it's about liquidity.
But now, the second perspective was about the WACC calculation.
In the WACC calculation, we take debt, which is fifteen percent to equity, so that we have share of debt and share of equity in the calculation of the WACC.
So we calculate the fundamental value in the WACC with a kind of negligible debt, but it's negligible, it's not zero....
So on the one hand, we calculate the value, which is very much based on a normal financing structure, but we also have the cash flow perspective in mind, because we have to balance the accounts of the financial holding, which is going to own one hundred percent of the shares of Secap.
And we always have, we finance people, these two perspectives.
We have a liquidity perspective, which is about cash forecast, and we have a performance and value perspective, which is a WACC perspective.
It is very much about the two functions of the finance team inside the company.
Before we move to the financial structuring of this leveraged buyout, there are a few conclusions we can draw from the valuation process of the company.
First, we have used discounted free cash flows, using realistic business parameters and using conservative WACC parameters.
The fundamental value we got out of this process is quite close to the transaction price.
So we understand that it's a good business, it's a good acquisition.
It's not a tremendously positive one, but it's okay.
Now, interestingly, we calculated the value with a performance approach.
The market to book, in theory, is ROCE after tax less growth, divided by WACC less growth.
And we got something which was quite close, which goes back to the absolute relationship between financial profitability, growth, and value creation.
What creates value is performance, and growth is boosting value creation.
Now, the question was about the terminal value.
We have a highly performing company.
Is it economically sustainable? When you take a decision and you have a two-period model, you understand that a very significant chunk of the value is a terminal value, even discounted.
And then what will the business look like in ten years' time? You don't know, but the value is there.
This is why you have to be quite cautious.
And the cash flow perspective, the liquidity perspective, is extremely important because in this case, there is no debt at the level of Secap.
We return everything we can return to the financial holding, and the question is: Is it going to be balancing in terms of cash in and cash out for the financial holding? But we have some flexibility at the level of Secap, because in the cash flow perspective, we put absolutely no debt.
You have to be quite cautious and conservative.
Now, we can go to the financial structuring of the case.