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#41 |
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Give me a museum and I'll fill it. (Picasso)
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EMF in his post above points to an analysis that IMO simplifies and clarifies this issue very well.
Forget all the fancy stuff-assume you are at FRA of 66 and you are trying to decide to take it or wait another year. All figures are real, and we assume you get a real after tax return of 2.5% on the first year’s payments if you elect to take the payments now. Since those payments come in monthly, you get this rate for 6 months, not a full year. Also note that in the real world you are going to get this ROR before tax- taxes will further reduce it. At year end you plan to add this to your regular allocation and assume you can safely withdraw 4% pa on it. For illustration we set the annual SS payment at $12,000. In year 2 you get this $12,000 again, plus $12,000 *1.0125*0.04= $486. So in year 2 you have available to spend $12,486 in real year-1 dollars. Now look at the case where you hold off a year. Year 2=$12,000*1.08= $12, 960, because for those whose FRA is 66 years, each year beyond FRA that you begin gets you an extra 8%, also in real dollars. So merely by waiting one year, your annual spendable income goes up $474, or approximately 4%. What's not to like about this? And it goes on-you get to make this decision each year until you are 69, because at age 70 this game is over. Other than dire need for the money right now or a terminal illness I can't imagine why one would not wait. You get more money, at less risk. Now if your main motivation is not spendable money, but to be sure that you don't die without finally getting to spend some of the money the government stole from you then this analysis is irrelevant because it does depend on economically rational motivation to maximize consumption for a living person. ![]() Ha
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#42 | |
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Quote:
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#43 | |
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Quote:
Wouldn't you still be able to spend down part of the previous year's 12K to supplement the next year's SS payment, making your total draw 12,960? Wouldn't this lead us back into a break-even analysis which would depend upon life expectancy? |
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#44 |
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I guess that is what I was worried most about: a break-even situation.
However, I have just decided to screw the Dept. of Social Security over by living until I am 90. So there!!!! |
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#45 | |
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Quote:
Ha
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#46 |
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Thinks s/he gets paid by the post
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Ha:
If you hold off taking SS for a year you have foregone one years payments. That principal from that years payments need to be amortized over your remaining lifespan for a fair comparison. So a fair comparison would take the higher SS payment (due to delaying one year) and subtract off the amortized amount that you have foregone. |
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#47 | |
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It is my opinion that a 4% withdrawal rate is likely to be fully amortizing over 35 years anyway! Ha
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#48 |
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Recycles dryer sheets
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SS Design
At 66, median life expectancy is 20 years, or age 86. SS is designed to provide the same payout regardless of starting date for someone with a median life expectancy using a 4% real return. Other things being equal, longevity does suggest delaying benefits, just be aware it can be riskier than taking it early as the penalty for being wrong and benefit for being right are both greater. On the other hand, if you don't mind more market risk and take it early and invest it, if you receive a 6% real return on your investments, breakeven is pushed out to about age 95, at 7% age 105, and at 8% you can never make up for the delay. Take your risks and make your choices.
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#49 | |
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I plugged your numbers into my HP12C calculator as follows: PV = 12,000 FV = 0 PMT = 960 I = 2.5% I solved for N and got 16 years, so this would be the break-even point if you delayed one year. |
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#50 | |
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Who breaks even?
Quote:
But will the heir ever "break-even"? Since the retiree is spending more money every year after having delayed SS benefits.
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#51 | |
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Give me a museum and I'll fill it. (Picasso)
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Quote:
Ha
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#52 |
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Thinks s/he gets paid by the post
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EMF had a good point on his comment that delaying SS impacts heirs.
One of my thoughts about delaying my SS (which is larger than DW) is that she will have a higher Cola'd annuity if I die before her. Statistically one of us will hit the break-even point. We will probably take DW SS at 62. We will likely take mine at either at 66.x or 70. IMHO - I do not believe that SS is going to go away. However, it might be taxed more heavily if one has other income sources. Still it provides a basic foundation for income if all else fails. My way of looking at it is that there is nothing else that I have access to that is as secure as that promise despite all of the rhetoric flying around.
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Disclaimer: I make no warranty or guarantee about the accuracy or completeness of this information. I am not a financial planner, my comments only represent my opinion. |
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#53 | |
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Quote:
I also expect that SS cost of living increases might be reduced in comparison with the inflation rate. Alternately, they could fiddle with the multipliers for each year's income that are used to calculate your basic retirement benefit in the first place. Still, as you point out, SS will provide a basic foundation for income that is not likely to go away. I am not counting on SS but it will be providing about 35% of my ER income, which is not a negligible amount. If it does go away, the impact on my budget would be pretty serious. But as you imply, nothing is absolutely certain except death and taxes. Personally I am trying to arrange my ER budget so that I get my income from a number of sources (SS, small pension, investments, a small amount of CD interest, a small fixed lifetime immediate annuity, did I miss anything? LOL). Hopefully through diversification of TYPES of income sources (as well as diversification in my investments), I can deal with the disappearance of some of these income sources if that should happen.
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#54 | |
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Quote:
Retiree 2 takes SS of 12,960 per year one year later (at age 67) Retiree 1 invests the 12,000 he gets the first year at 2.5% real and draws 960 per year from it Both retirees have 12,960 in spendable income until Retiree 1's 12K fund runs out (amortizes to zero) sometime in year 16 (the break-even point), after-which Retiree 2 will have spendable income of 960 more per year as long as he lives |
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