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Extraordinary Popular Delusions And The Madness Of Markets
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Re: Extraordinary Popular Delusions And The Madness Of Markets
Good post. Sheeple mania, an expanded, low brow version of investors' bubble-mania, preys especially on the inherent acquisitiveness of women, keepers of the hearth, yearning for granite countertops. Or have 'we' moved on to the next must-have commodity . . .
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Re: Extraordinary Popular Delusions And The Madness Of Markets
Thanks don. I must add that EJ doesn't think Government Bonds are a Bubble (lack of incentives, no one is buying Gov. Bonds to be Rich etc.) and I must say that makes a lot of sense.Originally posted by don View PostGood post. Sheeple mania, an expanded, low brow version of investors' bubble-mania, preys especially on the inherent acquisitiveness of women, keepers of the hearth, yearning for granite countertops. Or have 'we' moved on to the next must-have commodity . . .
Of course EJ doesn't mean Bonds are not overpriced simply that they are not a government-sponsored bubble such as Nasdaq, Housing etc.
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Re: Extraordinary Popular Delusions And The Madness Of Markets
That sounds right. Of course much depends on what level of government you're looking into. One rule of thumb is a 15% equity loss for every 1% rise in interest. This is a very raw rule of thumb but do you essentially agree. I'm not suggesting any rate increase soon, with ZIRP now pegged for 2015 (and beyond).Originally posted by LargoWinch View PostThanks don. I must add that EJ doesn't think Government Bonds are a Bubble (lack of incentives, no one is buying Gov. Bonds to be Rich etc.) and I must say that makes a lot of sense.
Of course EJ doesn't mean Bonds are not overpriced simply that they are not a government-sponsored bubble such as Nasdaq, Housing etc.
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Re: Extraordinary Popular Delusions And The Madness Of Markets
Don, using a calc. amortizer, it seems that a 1% decrease in rate is a bit south of a 15% drop in equity; more like 11%.Originally posted by don View PostOne rule of thumb is a 15% equity loss for every 1% rise in interest. This is a very raw rule of thumb but do you essentially agree.
I.e. one can carry a 30 year $500K mortgage at 4% for $2,630 or a $450K 30 year mortgage at 5% for $2,617.
The delta between 450 and 500 is 11.11%.
Now I assume that all of this depends on the nominal interest rate i.e. 4% vs. 5%... In a high rate environment 15% vs. 16% the impact is obviously not the same due to compounding i.e. the i-rate gap widens to achieve the same effect.
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