Capital Budgeting & Strategic Investment

Chapter 10
International and Macroeconomic Investment Appraisal

Graduate Program in Finance Management
Capital Budgeting & Strategic Investment   •   Graduate

International and Macroeconomic Investment Appraisal

Introduction and Context

Cross-border capital budgeting extends conventional investment appraisal into an environment in which operating cash flows, financing conditions, taxation, regulation, and political authority may differ across countries. A project may be economically attractive in local currency but unattractive to the parent company after exchange-rate movements, withholding taxes, blocked funds, transfer-pricing rules, or political intervention. Conversely, a project with modest local returns may create strategic value through market access, supply-chain resilience, technological learning, or a real option to expand.

The central discipline is to value the cash flows that can actually be transferred to the investing firm, expressed in one consistent currency and discounted at a rate consistent with the risk and inflation characteristics of those cash flows. International appraisal is therefore not simply domestic NPV translated at today’s exchange rate. It is an integrated exercise in project economics, international finance, taxation, governance, and strategic analysis.

Learning Objectives

By the end of this chapter, the reader should be able to:

  1. Construct international project cash flows from local operating forecasts.
  2. Maintain consistency between currency, inflation, and discount rates.
  3. Incorporate exchange-rate exposure, country risk, political risk, and remittance constraints.
  4. Analyze taxation, withholding taxes, transfer pricing, and financing interactions.
  5. Distinguish project value from parent-company value.
  6. Apply scenario, sensitivity, and real-options reasoning to cross-border investments.
  7. Evaluate governance, ethical, regulatory, and strategic implications.

1. The International Investment-Appraisal Framework

A useful sequence is:

  1. Forecast incremental operating cash flows in the host country.
  2. Determine the cash flows legally and economically available to the parent.
  3. Forecast exchange rates or model currency scenarios.
  4. Convert cash flows into the parent’s currency, or discount them in local currency.
  5. Include taxes, remittance costs, blocked funds, termination value, and incremental headquarters effects.
  6. Select a discount rate consistent with currency, inflation, and risk.
  7. Test assumptions through sensitivity analysis, scenarios, and strategic analysis.

The net present value in parent currency is:

NPV = −I0 + ∑t=1T CFtP/(1 + kP)t

Here, I0 is the initial parent-currency investment, CFtP is the incremental cash flow received by the parent in period t, kP is the parent-currency discount rate, and T is project life. The formula assumes that cash flows occur at period-end and that kP is appropriate for their risk and currency.

The word “incremental” is essential. Sunk costs are excluded; opportunity costs, cannibalization of existing sales, incremental expatriate costs, and avoidable headquarters costs are included. Interest and principal payments are normally excluded from project operating cash flows when an all-equity or unlevered project discount rate is used; financing effects are then reflected in the discount rate or analyzed separately.

Project Value versus Parent Value

Host-country project value measures the value of the operating asset before restrictions on remittance and parent-level taxes. Parent value measures what the multinational can ultimately receive. The difference may include:

  • withholding tax on dividends, interest, royalties, or service fees;
  • local taxes on profits and gains;
  • parent-country taxation and foreign tax credits;
  • transfer restrictions or forced reinvestment;
  • political risk and expropriation exposure;
  • incremental monitoring, compliance, and financing costs.

A project can therefore have a positive local NPV and a negative parent NPV. This is not a contradiction: the two measures answer different economic questions.

2. Currency, Inflation, and Discount-Rate Consistency

Nominal and Real Cash Flows

Nominal cash flows include expected inflation. Real cash flows are measured in constant purchasing-power terms. The Fisher relationship links nominal and real rates:

1 + kN = (1 + kR)(1 + π)

where kN is the nominal discount rate, kR is the real discount rate, and π is the inflation rate over the same period. Thus:

kR = (1 + kN)/(1 + π) − 1

The exact relationship should be used when inflation is material; the approximation kN ≈ kR + π is acceptable only for relatively low rates.

Nominal cash flows must be discounted at a nominal rate, and real cash flows at a real rate. Mixing them produces valuation bias. For example, constant-price cash flows discounted at a nominal rate are generally understated because the discount rate includes compensation for inflation that is absent from the cash flows.

Currency Consistency

Cash flows in one currency should be discounted using a rate appropriate to that currency. A local-currency valuation is:

NPVL = −I0L + ∑t=1T CFtL/(1 + kL)t

A parent-currency valuation is:

NPVP = −I0P + ∑t=1T CFtP/(1 + kP)t

If St denotes units of parent currency per unit of local currency, then:

CFtP = St × CFtL

The exchange-rate quotation must be defined explicitly. If St is local currency per parent currency instead, conversion requires division. Many appraisal errors arise from changing quotation conventions halfway through a model.

Under frictionless markets, consistent forecasts and rates imply approximately equivalent values:

NPVP ≈ S0 × NPVL

However, this equivalence can fail when capital markets are segmented, funds are blocked, taxes differ, exchange controls exist, or the project has currency-specific risk. In practice, analysts should calculate both routes as a cross-check rather than assume equivalence.

Exchange-Rate Forecasting

A common baseline is relative purchasing-power parity. If πL and πP are local and parent inflation rates, respectively, and St is parent currency per local currency, then:

St = S0 × [(1 + πP)/(1 + πL)]t

This expression assumes that purchasing-power parity holds and that the quotation is parent currency per local currency. Higher local inflation therefore tends to produce local-currency depreciation under this convention. Purchasing-power parity is a long-run benchmark, not a reliable short-run forecast. Interest-rate differentials, capital controls, risk premia, commodity prices, intervention, and market expectations can dominate short-run movements.

A forward exchange rate may be used where liquid markets exist. Covered interest parity, ignoring transaction costs and credit effects, gives:

F0 = S0 × (1 + iP)/(1 + iL)

where F0 is the forward rate, and iP and iL are comparable nominal interest rates. The formula is convention-dependent and must match the exchange-rate quotation. Forward rates are no guarantee of future spot rates; they are prices for exchange under a contract.

Worked Example: Currency-Consistent Valuation

An investment requires 100 million units of local currency immediately. It produces 38 million local currency units annually for three years and has no terminal value. The current exchange rate is 0.20 parent currency units per local unit. Local inflation is 5%, parent inflation is 2%, and the real discount rate is 8% in both economies. Assume purchasing-power parity and ignore tax and remittance restrictions.

The nominal local discount rate is:

kL = (1.08)(1.05) − 1 = 13.4%.

The nominal parent discount rate is:

kP = (1.08)(1.02) − 1 = 10.16%.

Local nominal cash flows are 38, 39.90, and 41.895 million. Using local-currency valuation:

NPVL = −100 + 38/1.134 + 39.90/1.1342 + 41.895/1.1343.

The approximate present values are 33.51, 31.02, and 28.67 million, giving NPVL ≈ −6.80 million local currency units. The project is unattractive on these assumptions. Parent-currency valuation using the PPP exchange-rate path should produce approximately 0.20 × −6.80 = −1.36 million parent currency units, subject to rounding. The example demonstrates that exchange-rate conversion does not rescue a project whose real economics are negative.

3. Country and Political Risk

Country risk is the possibility that macroeconomic, legal, institutional, or political conditions in the host country reduce expected project cash flows or increase their volatility. It includes sovereign default, currency inconvertibility, civil disorder, regulatory change, corruption exposure, capital controls, and discriminatory treatment of foreign investors.

Political risk is narrower in some classifications, referring particularly to government action or instability: expropriation, nationalization, forced renegotiation, license cancellation, local-content requirements, sanctions, or restrictions on dividend remittance. The categories overlap, and the important analytical question is how each risk changes cash-flow timing, magnitude, probability, or correlation with other risks.

Methods of Incorporation

  1. Scenario-weighted cash flows. Estimate cash flows under political states and probability-weight them:
E(CFt) = ∑j=1n pj CFtj

where pj is the probability of state j, CFtj is cash flow in that state, and ∑pj = 1. This approach is transparent but depends on credible probabilities.

  1. Risk-adjusted discount rate. Add a country-risk premium to a base rate. This is simple but can double-count risk if expected cash flows have already been reduced for political events. It also treats risk as if it affects every period similarly.
  1. Certainty-equivalent cash flows. Convert risky cash flows into equivalent certain amounts and discount at a relatively risk-free rate. This is conceptually rigorous but difficult because certainty equivalents require explicit risk preferences or market evidence.
  1. Decision-tree or simulation analysis. Model discrete political events and continuous variables such as exchange rates, inflation, and commodity prices. Simulation is valuable where risks interact, but the model should distinguish observable data from managerial judgment.

A country-risk premium should not be mechanically copied from a sovereign bond spread. Sovereign spreads may reflect default risk on government debt, whereas a project may have contractual protection, export revenues, political-risk insurance, or greater exposure to local regulation. Conversely, a project may face risks not present in sovereign debt.

Mitigation

Mitigation can be contractual, financial, operational, or organizational. Examples include political-risk insurance, arbitration clauses, stabilization provisions, local partnerships, diversified sourcing, staged investment, local debt, currency matching, escrow accounts, and maintaining the option to delay or abandon. Mitigation has a cost and may itself create legal or ethical risks; it should be valued rather than assumed to be free.

4. Taxation, Remittances, and Transfer Pricing

Tax Layers

International project models should distinguish:

  • tax on local operating profit;
  • withholding tax on dividends, interest, royalties, and fees;
  • taxes on capital gains or liquidation proceeds;
  • parent-country tax on repatriated income;
  • foreign tax credits, exemptions, and minimum-tax regimes;
  • customs duties, value-added taxes, and tax incentives.

The effective tax outcome depends on legislation, treaty eligibility, legal ownership, timing, and the group’s ability to use tax losses or credits. Tax incentives should be treated as conditional rather than permanent unless legally secure.

For a simple local operation, after-tax operating cash flow may be represented as:

OCFt = (EBITt − Taxt) + Dept − Capext − ∆NWCt

Here, EBITt is earnings before interest and tax, Taxt is tax on operating profit, Dept is depreciation, Capext is capital expenditure, and ∆NWCt is the increase in working capital. Depreciation is added back because it is non-cash, although it reduces taxable income. The formula assumes that EBIT, tax, capital expenditure, and working-capital changes are measured consistently in the same currency and period.

Remittance Restrictions

Cash generated locally may not be immediately available to the parent. Restrictions include approval requirements, dividend caps, mandatory local borrowing, foreign-exchange shortages, and requirements to reinvest profits. A blocked cash balance is not equivalent to a lost cash flow if it can eventually be released, but its timing and probability must be modeled.

A practical model separates local cash flow into: cash retained for operations, legally distributable cash, remittance tax, transfer cost, and blocked or delayed cash. A delay reduces value even where the nominal amount is eventually received. If a parent receives a remittance after m additional years, its parent-currency present value is:

PV = CF/(1 + kP)t+m

rather than CF/(1+kP)t.

Transfer Pricing

Transfer pricing allocates prices for goods, services, financing, intellectual property, and management support between related entities. It can affect the location and timing of taxable income, but it does not automatically create group value. A price that reduces local tax may increase tax elsewhere, trigger penalties, or be denied by tax authorities.

Legitimate policies should follow the arm’s-length principle, maintain contemporaneous documentation, and reflect functions, assets, and risks. Analysts should distinguish:

  • project economics, using market-based prices for resources and outputs; and
  • group cash flows, incorporating legally sustainable intercompany charges and tax consequences.

Aggressive tax planning can damage licenses to operate, investor trust, and stakeholder legitimacy. The model should include expected compliance costs, audit risk, penalties, and reputational consequences where material.

5. Strategic Investment and Macroeconomic Variables

International projects often create value beyond forecast operating cash flows. Strategic benefits include entry into a growth market, access to scarce inputs, protection against competitors, supply-chain diversification, learning, and platform effects. These benefits should not be inserted as unsupported “strategic premiums.” They should be modeled through incremental cash flows or real options where possible.

Macroeconomic drivers commonly include:

  • inflation and interest rates;
  • exchange rates and currency convertibility;
  • GDP and sector growth;
  • commodity prices;
  • wages and energy costs;
  • sovereign credit conditions;
  • trade restrictions and sanctions;
  • demographic and technological change.

Correlation matters. A local-currency depreciation may reduce translated revenue but also lower labor costs relative to foreign competitors. High inflation may increase nominal selling prices while weakening demand and increasing working-capital needs. A commodity exporter may benefit from local depreciation if revenues are dollar-denominated but costs are local.

Scenario and Sensitivity Analysis

Sensitivity analysis changes one assumption at a time and identifies value-critical variables. Scenario analysis changes a coherent set of assumptions, such as “stable reform,” “currency crisis,” or “political transition.” Monte Carlo simulation can model probability distributions, but its output is only as credible as the input distributions and dependencies.

Useful outputs include NPV distributions, probability of negative NPV, break-even exchange rates, and tornado charts. Analysts should avoid false precision: a simulated result of 47.3% probability of loss is not necessarily more reliable than a well-reasoned range of 40–55%.

Real Options

Irreversible international investments have option value. A staged project may allow management to delay, expand, contract, abandon, or switch inputs. The traditional NPV rule may reject a project whose immediate NPV is slightly negative but whose option to wait is valuable.

The option to delay is especially relevant where political reform, exchange-rate stabilization, or demand information is expected. The option to abandon limits downside risk if assets can be sold or redeployed. Real-options analysis should be used carefully: flexibility has value only when management can exercise it and the exercise conditions are observable.

6. Integrated Applied Case: Meridian Foods’ Host-Country Expansion

The following is an illustrative case, not a report of an actual company.

Background

Meridian Foods, headquartered in Country P, is considering a processing plant in Country L. The plant requires 60 million local currency units immediately and will operate for four years. Expected annual local-currency operating cash flow before tax is 24 million in year 1, growing with local inflation of 6% annually. The plant has a year-4 salvage value of 10 million. Local corporate tax is 25%, depreciation for tax purposes is straight-line over four years, and the parent expects a 10% withholding tax on dividends. The parent’s nominal discount rate for comparable parent-currency cash flows is 11%.

The exchange rate is 0.25 parent currency units per local currency unit. Management considers three exchange-rate scenarios for year 4: appreciation to 0.28, stability at 0.25, or depreciation to 0.20, with probabilities 0.25, 0.45, and 0.30. For simplicity, years 1–3 use a forward-based central forecast; the case focuses on identifying the correct structure rather than producing a false impression of precision.

Problem

Meridian must determine whether the project creates parent-company value after local tax, remittance withholding tax, exchange-rate uncertainty, and political risk. A political event could impose a two-year delay on remittances with probability 15%; insurance is available at an annual premium of 0.8 million local currency units.

Analysis and Approach

The tax depreciation base is 60, so annual depreciation is 15 million. Year-1 taxable operating income is 24 − 15 = 9 million and local tax is 0.25 × 9 = 2.25 million. Year-1 after-tax operating cash flow before remittance is therefore:

(24 − 2.25) = 21.75 million local currency units, because depreciation is non-cash and has already been reflected through the tax calculation. If the entire amount is distributed, parent receipt after withholding tax is 21.75 × (1 − 0.10) = 19.575 million local currency units before exchange conversion.

The same procedure is applied to each year, with operating cash flow growing at 6%. The salvage value must be analyzed separately. Because the asset is fully depreciated after four years, a 10-million salvage receipt may be taxable as a gain under local law. The model must also include working-capital recovery, dismantling obligations, and any withholding tax applicable to the liquidation distribution.

Meridian should build three linked schedules:

ScheduleMain content
Local operationsRevenue, costs, depreciation, tax, capital expenditure, working capital, salvage
RemittanceDistributable cash, withholding tax, blocked funds, insurance premium
Parent valuationExchange conversion, parent tax, discounting, NPV by scenario

The political-delay scenario should not simply reduce all cash flows by 15%. It should delay the affected remittances and discount them at the parent rate. If insurance eliminates the delay but costs 0.8 million annually, management compares the risk-adjusted value of the uninsured project with the insured value net of premiums. The preferred decision is based on expected value, downside exposure, liquidity requirements, and strategic resilience—not expected NPV alone.

Outcome and Decision Logic

The project should be approved only if its expected parent NPV remains positive under credible exchange-rate and political scenarios, and if the downside case is financially manageable. If the central case is positive but the depreciation-and-delay case produces severe liquidity stress, Meridian might stage construction, negotiate stronger remittance protections, obtain insurance, or use local-currency debt to match local costs. If no mitigation makes the downside acceptable, the economically correct decision may be rejection even when the arithmetic expected NPV is positive.

Learning Points

  1. Local after-tax cash flow is not the same as parent-received cash flow.
  2. Withholding tax applies at the remittance stage and must not be omitted.
  3. Political delay changes timing, not necessarily the ultimate nominal amount.
  4. Salvage proceeds and tax depreciation interact.
  5. Risk mitigation should be priced and compared with the value of reduced downside exposure.
  6. Strategic resilience can justify a project, but only when its benefits are identified and measured.

7. Governance, Ethics, Regulation, and Technology

Cross-border appraisal is subject to anti-bribery laws, sanctions, tax disclosure rules, customs regulations, labor standards, environmental requirements, and fiduciary duties. A model that assumes unofficial payments, regulatory evasion, or discriminatory labor practices is neither professionally acceptable nor economically reliable. Governance review should examine beneficial ownership, agents, politically exposed persons, data quality, human rights, environmental liabilities, and exit obligations.

Technology can improve international appraisal through integrated ERP data, automated tax-rule checks, market-data feeds, scenario engines, and Monte Carlo tools. Artificial intelligence may assist with document review, anomaly detection, macroeconomic forecasting, and sensitivity generation. It should not replace professional judgment. Models require version control, explainable assumptions, access controls, independent validation, and human review for regime changes or sparse-data countries. AI-generated forecasts can reproduce historical bias or confuse correlation with causation.

8. Best-Practice Checklist and Limitations

A robust appraisal should:

  • state the exchange-rate quotation and conversion direction;
  • use nominal cash flows with nominal rates or real cash flows with real rates;
  • identify who receives each cash flow and when;
  • separate operating, financing, tax, and remittance schedules;
  • model local and parent taxation explicitly;
  • document transfer-pricing assumptions and legal support;
  • distinguish country risk from ordinary business risk;
  • avoid double-counting risk in cash flows and discount rates;
  • test inflation, exchange rates, commodity prices, and political events jointly;
  • value insurance, staging, and other real options;
  • include terminal, liquidation, environmental, and decommissioning cash flows;
  • obtain legal, tax, treasury, and operational review.

Limitations remain substantial. Exchange-rate forecasts are uncertain, political probabilities are judgmental, tax rules change, and correlations may break during crises. Discount-rate adjustments can obscure rather than clarify risk. Scenario analysis does not predict the future; it disciplines thought about plausible futures. A decision should therefore combine NPV with liquidity, resilience, strategic fit, governance quality, and the reversibility of commitment.

Chapter Summary

International investment appraisal values cross-border projects using cash flows that are incremental, legally transferable, tax-adjusted, and expressed in a consistent currency. Nominal cash flows must be discounted at nominal rates, while real cash flows require real rates. Exchange-rate quotation, inflation, purchasing-power assumptions, and forward-market information must be handled consistently. Parent value may differ materially from local project value because of withholding taxes, foreign tax rules, blocked funds, transfer pricing, and political intervention. Country and political risk can be incorporated through scenario-weighted cash flows, risk premiums, certainty equivalents, decision trees, or simulation, but analysts must avoid double counting. Strategic benefits and managerial flexibility may be represented through incremental cash flows and real options. Effective practice combines quantitative valuation with legal, ethical, governance, macroeconomic, and strategic judgment.

Key Terms

Incremental cash flow: Cash flow caused by accepting a project and absent if it is rejected.

Parent-company value: Value of cash ultimately available to the investing headquarters.

Host-country value: Value generated by the operating project in its local environment.

Nominal cash flow: Cash flow stated in the currency units expected to prevail at the time.

Real cash flow: Cash flow measured in constant purchasing-power units.

Purchasing-power parity: Long-run relationship linking exchange rates to relative inflation.

Covered interest parity: Relationship between spot and forward exchange rates and interest rates.

Country risk: Risk arising from macroeconomic, institutional, legal, or political conditions in a country.

Political risk: Risk of adverse government action, instability, or political intervention.

Remittance restriction: Constraint delaying or preventing transfer of funds to the parent.

Withholding tax: Tax deducted at source from cross-border payments.

Transfer pricing: Pricing of transactions between related entities.

Arm’s-length principle: Requirement that related-party prices approximate independent-market prices.

Foreign tax credit: Relief allowing qualifying foreign tax to offset domestic tax liability.

Certainty equivalent: Risk-adjusted cash flow treated as equivalent to a certain amount.

Real option: Value of managerial flexibility to delay, expand, contract, abandon, or switch.

Blocked funds: Cash held locally because transfer is restricted or delayed.

Scenario analysis: Evaluation of coherent alternative states of the world.

Currency matching: Aligning currency revenues, costs, assets, or liabilities to reduce exposure.

Terminal value: Value received at the end of the explicit forecast period.

Review Questions

Short Answer Questions

  1. Why can parent-company NPV differ from host-country project NPV?
  2. State the relationship between nominal and real discount rates.
  3. What is the principal danger of mixing real cash flows with nominal discount rates?
  4. Give three examples of remittance restrictions.
  5. What does the arm’s-length principle require?

Long Answer Questions

  1. Explain how an analyst should construct a parent-currency cash-flow model for a foreign subsidiary.
  2. Compare risk-adjusted discount rates, scenario-weighted cash flows, and certainty equivalents as methods for handling political risk.
  3. Discuss the interaction of inflation, exchange rates, and discount rates in international capital budgeting.
  4. Explain how local taxation, withholding tax, foreign tax credits, and transfer pricing may affect project value.
  5. Evaluate the strategic and ethical limitations of using tax incentives and intercompany charges in project appraisal.

Analytical / Application Questions

  1. A project has positive local NPV but all dividends are blocked for two years. Design a valuation approach that captures the timing and probability of eventual release.
  2. Construct three exchange-rate and political-risk scenarios for a foreign project and explain how you would calculate expected parent NPV without double-counting risk.
  3. A project is slightly negative on immediate NPV but can be delayed for one year while demand and political conditions become clearer. Explain how a real-options framework could change the investment decision.

Multiple Choice Questions with Answers

Question 1

Which pairing is internally consistent in an investment appraisal?

A. Real cash flows and nominal discount rate

B. Nominal cash flows and nominal discount rate

C. Real cash flows and inflation-only rate

D. Local cash flows and an unspecified currency rate

Correct Answer: B. Nominal cash flows and nominal discount rate

Question 2

If the exchange rate is quoted as parent currency per local currency, parent-currency cash flow equals:

A. Local cash flow divided by the exchange rate

B. Local cash flow multiplied by the exchange rate

C. Exchange rate minus local cash flow

D. Local cash flow plus the exchange rate

Correct Answer: B. Local cash flow multiplied by the exchange rate

Question 3

Which item most directly reduces parent value without necessarily reducing local operating profit?

A. A remittance restriction

B. Local depreciation expense

C. Local sales growth

D. A reduction in local working capital

Correct Answer: A. A remittance restriction

Question 4

The exact Fisher relationship is:

A. kN = kR − π

B. 1 + kN = (1 + kR)(1 + π)

C. kN = kR/π

D. 1 + kR = 1 + kN + π

Correct Answer: B. 1 + kN = (1 + kR)(1 + π)

Question 5

What is a major weakness of adding a country-risk premium mechanically to the discount rate?

A. It guarantees a positive NPV

B. It may double-count risk already reflected in cash flows

C. It eliminates exchange-rate risk

D. It converts nominal cash flows into real cash flows

Correct Answer: B. It may double-count risk already reflected in cash flows

Question 6

A withholding tax is generally imposed on:

A. Certain cross-border payments at source

B. Only sunk costs

C. Only local inventory balances

D. Every non-cash depreciation charge

Correct Answer: A. Certain cross-border payments at source

Question 7

Under the arm’s-length principle, related-party prices should:

A. Maximize tax reduction regardless of market evidence

B. Approximate prices between independent parties

C. Always equal zero

D. Be set exclusively by the parent company

Correct Answer: B. Approximate prices between independent parties

Question 8

Which technique changes a coherent group of assumptions simultaneously?

A. One-way sensitivity analysis

B. Scenario analysis

C. Straight-line depreciation

D. Currency translation

Correct Answer: B. Scenario analysis

Question 9

An option to delay an irreversible investment is valuable mainly because it:

A. Eliminates all project risk

B. Allows management to obtain information before committing

C. Guarantees higher inflation

D. Removes the need for taxation analysis

Correct Answer: B. Allows management to obtain information before committing

Question 10

If local inflation is higher than parent inflation and the quotation is parent currency per local currency, purchasing-power parity generally predicts that the local currency will:

A. Appreciate

B. Depreciate

C. Remain exactly fixed

D. Become risk-free

Correct Answer: B. Depreciate

Capital Budgeting & Strategic Investment
Chapter 10 of 14