Remember the “Social Security gambit” I wrote about several weeks ago? Very briefly,
Start collecting [Social Security checks] at 62. Sock the money away and earn some interest. If you’re still in good health at 70, give it back (but keep the interest) and then enjoy the 70% bigger checks. It’s a no brainer.
Fewer than 1000 retirees took the payback and restart option [in 2009 …] out of 37 million people getting checks[.] That is 0.0027%. More people played Major League Baseball in 2009 than took advantage of this peculiarity in the SS rules. It almost makes me wonder why the bureaucrats are bothering to even discuss plugging such a tiny hole.
Well perhaps there is a good reason very few people play this game. A reader took me up on my challenge to compute how long one would have to live to make the scheme worthwhile. He sent a spreadsheet, which I have not validated. But I know the source, and I trust he can do calculations like these properly. He wrote,
In the base case (pre-age 70 inflation of 3 percent, a marginal tax rate of 25 percent, and a real discount rate of 5 percent), the break-even retirement age is 89. Some changes in assumptions relative to the base case give lower break-even ages. For example, a discount rate of 2 percent reduces the break-even age to 84, or alternatively, a marginal tax rate of 15 percent reduces the break even age to 86. Of greater interest, however, are cases of low inflation (as we are now experiencing) and higher marginal tax rates (encompassing the groups more likely to afford a pay-back). These have longer break-even periods: for example, zero pre-age 70 inflation results in breaking even at age 94, or a marginal tax rate of 35 percent results in breaking even at age 93.
My conclusion is that most of the people who can afford to repay pre-age 70 contributions to Social Security will choose not to do so. Repaying eight years of benefits is difficult for people with low savings, and those with sufficient funds are in the higher tax brackets. However, for those who are inclined to purchase an annuity in an amount equal to eight years of Social Security payments, the calculation depends upon the cost of plans available on the market rather than the spreadsheet calculations described here.
I’m no longer irritated that this loophole exists. It seems it isn’t often used and it isn’t very smart to try. Looks like “Phil From Brighton” was right (in the comments to my original post), though he didn’t back it up with a spreadsheet. A spreadsheet really gets my attention!
Nice job readers!