Model how investment costs, tax and withdrawals affect an assumed portfolio over time. Set starting capital, allocation and horizon, then inspect ending value, annual payments and any unmet spending. Separate report sections test hedge fund terms, private credit cash flows, a liquidity event and policy costs. These are hypothetical scenarios with explicit limits, not market forecasts or suitability decisions. Edits can persist in this browser; closing the tab does not erase saved profiles.
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Ask about PPLICompare ending value only after aligning starting capital, time horizon, cash flows and the meaning of return. Fees, tax and withdrawals can change the result even when the same gross-return assumption is used. Different allocations can also change that assumption, so a comparison does not automatically isolate costs.
A published return may be gross or net of specified charges. Read its definition before using it. This profile starts with an assumed gross rate for each asset class, deducts a flat investment cost and assigns tax character to the remaining return. The difference from its gross benchmark includes actual modeled payments and a residual; that residual is not an independently observed expense.
The default starts with $50 million for 20 years. Its weights are 40% public equities, 20% fixed income, 10% hedge funds, 10% private credit, 8% private equity, 7% real estate and 5% cash. Gross return is 7.05%, the investment-cost rate is 90 bps and first-year tax drag is 137 bps. The first-year taxable reference return is 4.78%. With no withdrawals or policy allocation, ending value is $115,273,484.
The same starting capital at the gross rate reaches $195,300,537. Modeled investment costs total $13,911,723, taxes $29,789,958 and the signed growth residual $36,325,372. Ending gain is 44.92% of gross benchmark gain. That ratio depends on returns, horizon and withdrawals; it is not a market-independent quality score.
Tax drag here is first-year modeled tax divided by opening portfolio value. The default is 137 bps, or $683,214. One basis point is 0.01 percentage point. Tax in later years can change as value and unrealized gain accumulate, so the first-year drag is not a constant tax bill or a complete measure of lifetime tax cost.
Tax cost depends on the amount, character and timing of income and gains, the applicable rates, deductions and losses. This model uses flat rate assumptions and recognizes a chosen fraction of accumulated positive gain. It does not calculate a tax return, tax-lot sales, ordinary-income loss offsets or tax on actual rebalancing trades.
The Portfolio Tax Drag Calculator provides a separate allocation model with explicit taxable rebalancing. It has its own inputs and conventions. Results should be compared only after those differences are understood.
A larger portfolio does not by itself establish access to a particular fund or a higher expected return. Eligibility, offering restrictions, minimum commitments, liquidity and concentration constraints must be checked separately. The four amounts below are illustration sizes, not regulatory or commercial access thresholds.
The $10 million example assumes 6.53% gross and 4.88% after costs and tax in year one. The $100 million example assumes 8.08% gross and 5.27% after costs and tax. These are different allocations. The difference in their input gross rates is 156 bps; the difference in first-year net rates is 40 bps.
Their ending-gain ratios are 53.86% at 20 years and 29.31% at 30 years. Because the allocations and horizons differ, those figures do not establish an effect caused by wealth alone. To test scale, hold every input except starting capital constant and identify any fixed charges.
A fixed $100,000 annual charge equals 1% of $10 million and 0.1% of $100 million at the start of the year. That arithmetic does not make a policy economical: investment costs, premium charges, insurance costs, tax timing, cash needs and qualification still matter. Actual charges may also vary with premium, underwriting and contract terms.
The policy case starts with the same allocated cash budget as its taxable comparator. Setup and assumed excise costs reduce the budget available for premium; premium load reduces initial account value. Annual charges then reduce the balance before investment return. This exposes the cost sequence instead of assuming that every budget dollar both funds premium and pays external costs.
Hedge fund return conventions and private credit yield conventions vary. The separate fund report models management charges, an incentive, a hurdle and a high-water mark. The separate credit report models deployed equity, debt, economic loss reserves, charges, assumed tax deductions and uncollected accrual. Neither establishes an observed return or an asset-class tax rule.
For a $50 million, 25-year comparison, replacing the example’s 15% hedge allocation with public equities and its 12% credit allocation with private equity changes gross return from 7.91% to 8.12%. Ending value changes from $150,091,506 to $193,832,322. This changes returns, costs and tax character together. It does not isolate a private-market penalty or make a risk-matched comparison.
Use the Hedge Fund X-Ray and Private Credit Yield Calculator to examine those separate mechanics. The main profile continues to use its flat asset-class costs. Fund terms in the report do not silently replace those portfolio assumptions.
After a sale, distinguish taxable gain from cash available. Selling costs may affect amount realized if they qualify; debt repayment and spending are separate cash uses. Whether NIIT, exclusions, ordinary-income treatment or a charitable deduction applies requires the actual transaction facts. A cash gift does not automatically reduce gain.
The separate event example assumes $120 million cash proceeds, $3 million basis, 3% qualifying selling costs, no debt or gift, 10% ordinary gain, 90% long-term gain, 37% ordinary and 20% long-term federal rates, 5% state tax and 3.8% NIIT on the whole gain. After $34,587,000 tax, $8 million spending and $5 million reserved cash, $68,813,000 is deployable. The reserve is outside the investment comparison.
At a 4.20% cash rate and the default portfolio’s 4.78% first-year after-tax reference rate held constant, a 12-month delay changes year-25 investment value by $5,295,313 relative to immediate deployment. This is a rate sensitivity, not the portfolio’s basis-aware path. The Liquidity Event Planner is a separate tool. Event results are not added to or subtracted from the capital entered in this profile.
A PPLI policy can change the timing and treatment of investment income when the applicable contract and tax requirements are met. A favorable calculation does not establish qualification under sections 7702 or 817(h), compliance with investor-control rules, insurance suitability or an estate-tax result. The cash-value comparison tests entered economics only.
The lower-charge illustration uses 40% of the $50 million example, a 25-year horizon, 0.45% annual account charge, 2% premium load, $40,000 external setup cost, zero excise assumption, $90,000 first-year insurance cost growing 3% annually and $18,000 annual administration. Under the qualifying death sensitivity, policy charges total $8,757,577 and ending policy value exceeds its taxable comparator by $17,721,131. Its lead remains positive from year 5 through this endpoint. No actual death benefit is calculated.
The higher-charge illustration changes the annual account charge to 2.2%, premium load to 6%, setup cost to $250,000 and the endpoint to surrender after 12 years. Other assumptions are unchanged. Policy charges total $8,938,853 and policy ending value is $8,701,800 below its taxable comparator. No sustained lead is reached in that horizon. Surrender tax is included on both sides under the stated conventions.
Neither illustration is a carrier quote. The PPLI Economics and Break-Even Calculator offers a separate comparison. Actual review must include the policy illustration, investment restrictions, liquidity needs, surrender terms, insurance charges, ownership and applicable law.
Each example uses a different allocation and horizon. All use 37% ordinary and short-term federal rates, 20% preferential federal rates, 5% state tax and 3.8% NIIT on the full assumed investment share. There are no withdrawals, policy allocations or event adjustments. Starting basis equals capital. Returns and costs are hypothetical, not market observations or recommendations.
55% public equities; 25% fixed income; 5% hedge funds; 5% private equity; 5% real estate; 5% cash.
The flat investment-cost rate is 54 bps and first-year tax drag is 111 bps. Together they produce $164,936 in first-year modeled payments. The largest category is investment income and gain tax, at $101,303. These categories separate hedge and credit allocations from the rest of the portfolio; they are not all independent types of cost.
Ending value is $23,681,894 against a $35,402,249 gross benchmark. Investment costs are $1,701,724, tax payments $5,084,124 and the signed growth residual $4,934,507. The annualized ending-value rate is 4.40%. With no withdrawals in this example, it can be read as the model’s compounded after-tax return. There is no final liquidation tax at this hold endpoint.
| Measure | Figure |
|---|---|
| Gross benchmark | $35,402,249 |
| Cumulative investment costs | $1,701,724 |
| Cumulative tax payments | $5,084,124 |
| Signed growth residual | $4,934,507 |
| Ending portfolio value | $23,681,894 |
| Annualized ending-value rate | 4.40% |
| First-year costs and tax | 165 bps; $164,936 |
45% public equities; 18% fixed income; 8% hedge funds; 8% private credit; 12% private equity; 7% real estate; 2% cash.
The flat investment-cost rate is 94 bps and first-year tax drag is 122 bps. Together they produce $539,070 in first-year modeled payments. The largest category is investment income and gain tax, at $203,823. These categories separate hedge and credit allocations from the rest of the portfolio; they are not all independent types of cost.
Ending value is $76,035,089 against a $146,544,068 gross benchmark. Investment costs are $10,661,992, tax payments $21,576,655 and the signed growth residual $38,270,332. The annualized ending-value rate is 4.55%. With no withdrawals in this example, it can be read as the model’s compounded after-tax return. There is no final liquidation tax at this hold endpoint.
| Measure | Figure |
|---|---|
| Gross benchmark | $146,544,068 |
| Cumulative investment costs | $10,661,992 |
| Cumulative tax payments | $21,576,655 |
| Signed growth residual | $38,270,332 |
| Ending portfolio value | $76,035,089 |
| Annualized ending-value rate | 4.55% |
| First-year costs and tax | 216 bps; $539,070 |
32% public equities; 13% fixed income; 15% hedge funds; 12% private credit; 18% private equity; 8% real estate; 2% cash.
The flat investment-cost rate is 133 bps and first-year tax drag is 133 bps. Together they produce $1,328,812 in first-year modeled payments. The largest category is investment costs, at $370,500. These categories separate hedge and credit allocations from the rest of the portfolio; they are not all independent types of cost.
Ending value is $150,091,506 against a $334,972,559 gross benchmark. Investment costs are $29,907,126, tax payments $48,293,849 and the signed growth residual $106,680,078. The annualized ending-value rate is 4.49%. With no withdrawals in this example, it can be read as the model’s compounded after-tax return. There is no final liquidation tax at this hold endpoint.
| Measure | Figure |
|---|---|
| Gross benchmark | $334,972,559 |
| Cumulative investment costs | $29,907,126 |
| Cumulative tax payments | $48,293,849 |
| Signed growth residual | $106,680,078 |
| Ending portfolio value | $150,091,506 |
| Annualized ending-value rate | 4.49% |
| First-year costs and tax | 266 bps; $1,328,812 |
28% public equities; 12% fixed income; 16% hedge funds; 14% private credit; 20% private equity; 8% real estate; 2% cash.
The flat investment-cost rate is 143 bps and first-year tax drag is 138 bps. Together they produce $2,808,192 in first-year modeled payments. The largest category is investment costs, at $788,000. These categories separate hedge and credit allocations from the rest of the portfolio; they are not all independent types of cost.
Ending value is $372,282,396 against a $1,028,868,996 gross benchmark. Investment costs are $88,272,319, tax payments $137,170,570 and the signed growth residual $431,143,711. The annualized ending-value rate is 4.48%. With no withdrawals in this example, it can be read as the model’s compounded after-tax return. There is no final liquidation tax at this hold endpoint.
| Measure | Figure |
|---|---|
| Gross benchmark | $1,028,868,996 |
| Cumulative investment costs | $88,272,319 |
| Cumulative tax payments | $137,170,570 |
| Signed growth residual | $431,143,711 |
| Ending portfolio value | $372,282,396 |
| Annualized ending-value rate | 4.48% |
| First-year costs and tax | 281 bps; $2,808,192 |
To reproduce these examples, use the weights above and the asset-class assumptions below. Changing only the starting amount produces proportional results when there are no fixed charges or fixed-dollar withdrawals. Changing allocation or horizon tests a different question.
| Asset class | Gross % | Cost % | Income % | Ordinary income % | Gain recognition % | Short gain % |
|---|---|---|---|---|---|---|
| Public equities | 7 | 0.25 | 25 | 0 | 10 | 0 |
| Fixed income | 4.5 | 0.3 | 100 | 100 | 0 | 0 |
| Hedge funds | 8 | 2.5 | 20 | 100 | 80 | 60 |
| Private credit | 9 | 1.75 | 95 | 100 | 0 | 0 |
| Private equity | 12 | 3 | 0 | 0 | 12 | 0 |
| Real estate and REITs | 7 | 1 | 60 | 80 | 10 | 0 |
| Cash and equivalents | 4 | 0.1 | 100 | 100 | 0 | 0 |
Each tool addresses a separate modeling question. These links open the calculator’s own inputs. They do not promise automatic or complete transfer of the active profile. The full report keeps the profile’s separate fund, credit, event and policy cases together.
Explore a portfolio over time using its allocation and withdrawal assumptions. Check the model’s return, tax and rebalancing conventions before comparing outputs.
Inspect income, realized gains, cost basis and explicit taxable rebalancing in a separate allocation model.
Test management and incentive charges, hard or soft hurdles, high-water marks, basis, capital-loss carryovers and redemption tax.
Separate nominal annual yield from cash flow after deployment, leverage, loss reserves, charges and assumed tax deductions. Uncollected interest can create a funding need.
Separate transaction proceeds, adjusted basis, gain character and closing uses. Check how the tool models tax and the period before investment.
Compare policy costs and taxable investing under explicit holding-period and exit assumptions. A computed crossover does not establish legal qualification or suitability.
Related overview pages are Portfolio Intelligence, Tax Intelligence, Alternative Investment Intelligence and Wealth Structure Intelligence. Their parent is Wealth Intelligence.
The page uses a dedicated profile model and separate hedge and credit sensitivities. Every example above is generated from the disclosed inputs. The report includes its annual accounting conventions and the specific inputs used in each separate case.
In the main projection, each sleeve earns a constant gross return and pays a flat cost on opening value. Tax character is assigned to the return after that cost, an explicit net fund-allocation assumption rather than a conclusion that a personal advisory fee is deductible. Income is taxed annually. A selected fraction of accumulated positive gain is recognized. Aggregate basis is preserved when target weights are restored, but actual rebalancing trades are not separately taxed. This is a pooled-basis approximation.
gross benchmark = ending value + investment costs + taxes + policy charges + paid withdrawals + signed growth residual
The signed residual makes the gross benchmark equal ending value plus modeled costs, tax, policy charges and paid withdrawals. It can include compounding and interactions among the assumptions. Reconciliation is a numerical check, not independent evidence that the legal or investment assumptions apply to a real portfolio.
Returns are constant; no volatility, sequence risk, inflation or probability of success is modeled. Rates do not calculate brackets, MAGI, NIIT thresholds, state apportionment, AMT or actual capital-gain netting. Withdrawals are grossed up for tax on positive embedded gain and paid from the taxable allocation only. Unfunded requested spending remains visible. Policy calculations omit loans, actual death benefits, estate tax, surrender charges and lapse taxation. The separate event does not alter the portfolio balance.
Published by PPLI.com. Updated 17 September 2026. Profile model 1.0.0-reviewed was checked across 120 randomized scenarios, analytic cases and 96 independent high-precision matrix calculations. Reports were checked for consistent horizons, complete paths and invalid inputs. These checks address the stated arithmetic. No named tax, insurance or investment professional sign-off is asserted. See editorial standards.
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These sources support legal distinctions rather than the hypothetical return assumptions: IRS Publication 550: investment income and expenses; IRS: NIIT and income thresholds; IRS Publication 551: adjusted and inherited basis; IRS Publication 525: life insurance surrender income; IRS Publication 559: inherited assets and income in respect of a decedent; IRS Topic 403: interest and OID; Revenue Rulings 2003-91 and 2003-92: investor control; Treasury Regulation 1.817-5: variable contract diversification.
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