THE RECOVERY TARGET MOVES WITH INFLATION
Getting your dollars back is only part of the recovery.
After a 50% loss, $1 million becomes $500,000. If prices keep rising while you recover, getting back to $1 million will not restore what your money could buy before the loss.
Starting value: $1,000,000Assumed loss: 50%Recovery period: 7 years
Showing the fixed 3% example. The input activates when the calculator loads.
Needed after 7 years to restore the original purchasing power
$1,229,874
That is more than the original $1 million.
Total gain needed from the remaining $500,000
146.0%
A 100% gain only gets your dollars back.
13.72%
Equivalent annual compound growth required for 7 years.
Remaining after a 50% loss$500,000
Original dollar amount$1,000,000
Same purchasing power after 7 years$1,229,874
At 3% inflation, $500,000 must grow to $1,229,874 in seven years to restore the purchasing power of the original $1 million.
And your living expenses do not stop. This example assumes no withdrawals. Money taken out during the recovery leaves less invested to participate in a rebound. Fees and taxes can make the recovery harder as well.
This is the arithmetic of a hypothetical recovery—not an expected investment return. The fixed 50% loss and seven-year period illustrate Wilder Bailey's concern. The calculator does not predict a decline, a recovery date, or what any investment will earn. Results change with the inflation assumption and may change over time.
How the calculation works
The illustration assumes an immediate 50% loss from $1,000,000 to $500,000, followed by seven full years of recovery. Inflation compounds annually at the constant rate you enter throughout those seven years. Any inflation during a separate period leading to the loss is outside this example.
Purchasing-power target = $1,000,000 × (1 + inflation rate)⁷.
Total gain required = (target ÷ $500,000 − 1) × 100%.
Equivalent annual compound growth = [(target ÷ $500,000)^(1/7) − 1] × 100%.
Calculations use unrounded values; dollars are displayed to the nearest dollar. This is a simplified mathematical illustration, not a portfolio simulation. It does not model variable returns, changing inflation, withdrawals, taxes, fees, RMDs, Social Security claiming, IRMAA, long-term care, or sequence-of-returns risk. Supporting calculations and records are available promptly on request: Wilder@BaileyFS.net.