The trust against outright bequests, generation by generation, why the saving compounds to far more than 40 per cent, and what growth, payouts and GST exemption do to it.
A dynasty trust saves the transfer tax at every generation, and the saving compounds. On an illustrative $15m funded with GST exemption and growing 6.0 per cent a year, the trust holds $2,842.0m after three 30-year generations, against $613.9m if the same money passes outright and bears 40 per cent estate tax at each death. The family keeps 4.63 times as much, not the 1.67 times a single generation suggests.
Worked in full in The Family Office Professional by Julian R. Sterling, with every figure reproduced in a free workbook.See the book on Amazon →
A dynasty trust is an irrevocable trust designed to last for several generations, as long as the governing state's law allows. The family allocates its generation-skipping transfer (GST) tax exemption to the trust when it is funded, so the trust has an inclusion ratio of zero: no estate tax when a beneficiary dies, because the beneficiaries never own the assets, and no GST tax when the assets pass to grandchildren and beyond. Everything the trust earns after funding sits outside every future estate.
| Input | Value |
|---|---|
| Amount funded, with GST exemption allocated | $15m |
| Net growth after costs and income tax, no distributions | 6.0% a year |
| Length of a generation | 30 years |
| Generations | 3 (90 years) |
| Estate tax rate on outright transfers | 40% |
| Children per generation | 3 |
The outright route assumes each generation's own exemption is used on its other assets, so the inherited block bears the full 40 per cent. That is the right comparison for a family whose wealth well exceeds its exemptions.
Trust value = Funding × (1 + g)generation years × generations
= $15m × 1.0690 = $2,842.0m
Excel: =15*(1+6%)^90
Each generation: inherited amount × (1 + g)30 × (1 − 40%)
After three generations = $15m × 1.0690 × 0.603 = $2,842.0m × 21.6% = $613.9m
| Generation | Dynasty trust | Outright, before tax | Estate tax | Outright, after tax | Trust / outright |
|---|---|---|---|---|---|
| 1 | 86.2 | 86.2 | 34.5 | 51.7 | 1.67 |
| 2 | 494.8 | 296.9 | 118.8 | 178.1 | 2.78 |
| 3 | 2,842.0 | 1,023.1 | 409.2 | 613.9 | 4.63 |
The trust ends $2,228.1m ahead. Only $562.5m of that is tax actually paid on the outright route; the other $1,665.6m is the growth the paid tax would have earned. That is why the ratio rises from 1.67 after one generation to 2.78 and then 4.63: each tax payment removes capital that would otherwise have compounded for the remaining generations. Put another way, the outright route keeps 21.6 per cent of what the trust keeps and loses 78.4 per cent, not 40.
In real terms, at 2.5 per cent inflation the trust's $2,842.0m is $307.9m of today's money and the outright route's $66.5m. Shared among 27 great-grandchildren, that is $11.4m each in today's money from the trust, against $2.46m.
| Net growth | Dynasty trust | Outright | Difference |
|---|---|---|---|
| 4% | 511.8 | 110.5 | 401.2 |
| 6% | 2,842.0 | 613.9 | 2,228.1 |
| 8% | 15,283.7 | 3,301.3 | 11,982.4 |
The ratio is the same 4.63 at every growth rate, because the tax is a fixed share taken three times. Growth sets the size of the prize, not the multiple. A trust that pays beneficiaries 2.0 per cent a year grows at 4.0 per cent and holds $511.8m after 90 years. Those distributions are not lost to the family, but once paid out they sit in the beneficiaries' own estates and are taxed on the outright route.
The book's own case of a fortune split across generations, and what separate offices cost the branches, is in the free companion files for this book.
Grow the funding at the trust's net return for the whole horizon, then compare with the same growth reduced by the estate tax at each generation: trust = F x (1 + g) to the power 90, outright = trust x 0.60 cubed for three generations at 40 per cent. On $15m at 6.0 per cent that is $2,842.0m against $613.9m.
Because each tax payment also removes the growth it would have earned. Over three generations the outright route pays $562.5m of tax but ends $2,228.1m behind the trust: the other $1,665.6m is compounding lost on the money paid away. The family keeps 21.6 per cent outright, so the trust ends 4.63 times larger.
The trust has an inclusion ratio of one and generation-skipping transfer tax at 40 per cent applies at each skip. In the worked example it would end at $613.9m after 90 years, the same as passing the money outright, so the structure would save nothing.
This article is one calculation from The Family Office Professional. The book takes the same case from first principles to the decision, chapter by chapter, and every figure it prints is a live formula in the free companion workbooks.
Get the book on Amazon →Free companion files
Also on Amazon UK · Amazon Germany · Amazon France · Amazon Canada
Reading guide: private equity and private markets → · All 1340 articles →
If this book helped, or didn’t, a few lines on Amazon are worth more than they look: they are what the next reader goes on. Write a review. The workbook stays free either way.