"The probability-based and safety-first schools disagree about one thing: whether the market can be trusted to fund the groceries." — after Wade Pfau
| Value | |
|---|---|
| Essential spending | |
| Guaranteed income already held | |
| Share of essentials your style asks you to floor | |
| Annual income the floor must supply |
| Route | Capital | Share of portfolio |
|---|---|---|
| TIPS ladder to age | ||
| Inflation-adjusted SPIA |
Once the essentials are contractually covered, the surplus is no longer funding survival — it is funding lifestyle and legacy. Pfau's argument is that this surplus can hold more equity than an unfloored portfolio, not less, because a bad sequence now costs you a holiday rather than the groceries.
| SPIA route | TIPS route | |
|---|---|---|
| Capital freed for the satellite | ||
| Suggested equity weight in the satellite | ||
| Discretionary spending it must support | ||
| Implied withdrawal rate on the satellite |
Three historical sequences, applied as the opening years of retirement. These are historical illustrations, not forecasts — approximate real (inflation-adjusted) annual returns for a diversified stock-heavy portfolio beginning in 1966, 2000 and 2008. After the listed years, the model reverts to your assumed real return.
| Without floor | With floor | |
|---|---|---|
| Portfolio at plan end | ||
| Depleted? | ||
| Age at depletion | ||
| Worst annual shortfall against essentials |
The six chapters set out the reasoning this calculator only executes — why a floor is not the same as a bond allocation, and where each funding route breaks down.
This is a structural model, not a quote and not advice. It shows how much capital a floor absorbs and what that leaves behind. The prices it uses are inputs you supply, and real instruments are priced by a market that moves daily.