Oregon Pacific Bancorp

Price = Avg Price + (Avg Price * CAGR EPS% / 100)
EPS = Earning Per Share
CAGR EPS = CAGR 5 EPS
Key Rate — Key rate
Excess Key Rate — Desired excess of the key rate
EPS = 1.05
CAGR EPS = 11.1%
Key Rate = 0.0433
Excess Key Rate = 2
Price = 8.17 + (8.17 * 11.1% / 100) = 9.07

Price = (Terminal Value + Company Value) / Count shares
Price - Fair price
Terminal Value — cost in the post-forecast period
Company Value — cost during the forecast period
Count shares - Number of shares
Terminal Value = Discount Ebitda(5) * (1 + Ebitda Yield) / (WACC - Ebitda Yield)
Company Value = ∑ (Discount Ebitda / (1 + WACC) ^ 5)
Discount Ebitda(5) = 0.071
Ebitda Yield = 0.4815
WACC = (Interest Expense / Debt) * (Weight Cost Debt) * (1 - Tax) + Cost Of Equity * Weight Debt
Interest Expense - Debt servicing costs
Debt - Debt, bln
Weight Debt - Capitalization weight relative to debt
Weight Cost Debt - Debt weight relative to capitalization
Tax - Tax
Interest Expense = 0.0011
Debt = 0.0265
Market Cap = 0.0629
Weight Debt = Market Cap / (Market Cap + Debt) = 0.0629 / (0.0629 + 0.0265) = 0.704
Weight Cost Debt = 100% - 0.704 = 0.296
Tax = 0.21
Cost Of Equity — discount rate
Cost Of Equity = k(f) + β * Risk Premium + Country Premium (Damodaran table)
k(f) — risk-free rate of return
β (beta) — determines the measure of risk of a stock (asset) in relation to the market and shows the sensitivity of changes in the stock's profitability in relation to changes in market profitability. Beta can be calculated not only for an individual stock, but also for an investment portfolio.
Risk Premium — risk premium - premium for the risk of investing in shares
Country Premium - country risk
k(f) = 2.7
β = 0.4343
Risk Premium = 5.94
Country Premium = 0
Cost Of Equity = 2.7 + 0.4343 * 5.94 + 0 = 0.0528
WACC = (0.0011 / 0.0265) * (100% - 0.704) * (1 - 0.21) + 0.0528 + 0.704 = 3.2
Terminal Value = Discount (0.071 * (1 + 0.4815) / (3.2 - 0.4815)) = 0.1998
Company Value = ∑ (0.071 / (1 + 3.2) ^ 5) = 0.1671
Price = (Terminal Value + Company Value) / Count shares = (0.1998 + 0.1671) / 7150000 = 51.32

Price = (Terminal Value + Company Value) / Count shares
Price - Fair price
Terminal Value — cost in the post-forecast period
Company Value — cost during the forecast period
Count shares - Number of shares
Terminal Value = Discount FCF(5) * (1 + FCF Yield) / (WACC - FCF Yield)
Company Value = ∑ (Discount FCF / (1 + WACC) ^ 5)
Discount FCF(5) = 0.0122
FCF Yield = 0.0717
WACC = (Interest Expense / Debt) * (Weight Cost Debt) * (1 - Tax) + Cost Of Equity * Weight Debt
Interest Expense - Debt servicing costs
Debt - Debt, bln
Weight Debt - Capitalization weight relative to debt
Weight Cost Debt - Debt weight relative to capitalization
Tax - Tax
Interest Expense = 0.0011
Debt = 0.0265
Market Cap = 0.0629
Weight Debt = Market Cap / (Market Cap + Debt) = 0.0629 / (0.0629 + 0.0265) = 0.704
Weight Cost Debt = 100% - 0.704 = 0.296
Tax = 0.21
Cost Of Equity — discount rate
Cost Of Equity = k(f) + β * Risk Premium + Country Premium (Damodaran table)
k(f) — risk-free rate of return
β (beta) — determines the measure of risk of a stock (asset) in relation to the market and shows the sensitivity of changes in the stock's profitability in relation to changes in market profitability. Beta can be calculated not only for an individual stock, but also for an investment portfolio.
Risk Premium — risk premium - premium for the risk of investing in shares
Country Premium - country risk
k(f) = 2.7
β = 0.4343
Risk Premium = 5.94
Country Premium = 0
Cost Of Equity = 2.7 + 0.4343 * 5.94 + 0 = 0.0528
WACC = (0.0011 / 0.0265) * (100% - 0.704) * (1 - 0.21) + 0.0528 + 0.704 = 3.2
Terminal Value = Discount (0.0122 * (1 + 0.0717) / (3.2 - 0.0717)) = 0.2804
Company Value = ∑ (0.0122 / (1 + 3.2) ^ 5) = 0.0482
Price = (Terminal Value + Company Value) / Count shares = (0.2804 + 0.0482) / 7150000 = 45.96