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One for the quants. I don't want to go into the background, but I'd be grateful for someone to do the calculation/estimate.
Here's the problem: $1.3 million today, 70% in total stock market index fund, 30% in a total bond market index fund (Vanguard for both). Selling ("withdrawing") $7000 a month for cost of living. How many years until I run out of money? |
| It depends on what happens to the stock market. |
| About 25 years assuming 6% return and that you won't increase the withdrawals (which I think is unlikely), plus 25% tax bracket. |
About 20 years if you increase withdrawals by 2%/year |
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If you make a 5% annual return it will last 30 years.
If you make a 2% annual return it will last 20. If you make 6.5% annual return it will last forever. |
OP here. I know, but I want a knowledgeable person to make assumptions. |
You must have assumed no taxes? |
I wouldn't spend $7K a month if I was trying to make $1.3M in savings last. That is $84,000 a year! |
I'm not sure that I am "knowledgeable" but having 70% of your assets in stocks means that it will be very hard to predict how long your money will last. Because the market has huge short-term variations. That is why most people put most of their assets in bonds at retirement. |
Given that, what would be an average rate of stock market return that could be used as an imperfect assumption? |
| 3-4% real returns |
Correct. We have no basis for making any assumption about taxes. |
| OP, find a website with Monte Carlo simulations--I think Vanguard's website does this. MC sims are considered the best estimators because they run a zillion different possible scenarios and then give you the percentage likelihood that your money will last X number of years. |
| If you can reduce your draw down even a few thousand in years where markets are down, everything will work out. Plenty of recent studies support this for your inputs. |