How this is calculated
We build one fixed set of yearly returns whose average matches your number - spread across your volatility - then run the identical set in three orders: worst years first, steady, best years first. Every path earns exactly the same returns overall. The only difference is sequence.
balancey+1 = (balancey - withdrawal) x (1 + ry)
Why order matters once you withdraw
Selling shares in a down year converts a temporary loss into a permanent one - those shares are gone before the recovery arrives. Without withdrawals, order is irrelevant (multiplication commutes); with withdrawals, early losses compound against you forever. That is sequence-of-returns risk, and it is why two retirees with identical portfolios and identical average returns can end 30 years apart by millions.
What to do about it
The standard defenses: hold 1-3 years of spending in cash or bonds so down years aren't sale years; flex withdrawals downward in crashes; or work one more year past a bear market's start. The gap shown above is the price of ignoring it.