| Is This the Most Important "Retirement Number"? | Rachel Gearhart, Associate Franchise Publisher, The Oxford Club | See this weird equation?
It calculates a number called "beta."
And betas just might be the most important numbers you've NEVER heard about!
Here's why...
Economists and finance Ph.D.s use them to determine the safety level of an investment...
The S&P 500 is the benchmark, with a beta of 1.0.
In a nutshell... high-priced stocks, perhaps like Google ($1,488 per share)... Amazon ($1,891)... or Berkshire Hathaway (more than $344,000)...
They'd typically have a beta value BELOW 1.0 (indicating they're LOWER risk).
Whereas cheap stocks, perhaps like traditional penny stocks...
They'd typically have a beta value ABOVE 1.0 (showing they're HIGHER risk).
Now, thanks for sticking with me, because here's the good part:
Marc Lichtenfeld just uncovered something quite shocking about a special set of low-priced stocks going for just $4.97... $3.15... even $2.04.
>>> (Hang on, because this is going to FLOOR you) <<< Marc discovered that some of these so-called penny stocks going for just $2 or $3... can actually have lower beta values (LESS RISK) than big-name blue chips selling for $1,000 per share or more!
Better yet, the payouts from these tiny stocks can be OUTRAGEOUSLY LARGE...
Including $18,675, $28,350, $56,662 and more! (Click for examples.)
Best of all...
Marc found that over time, these underpriced shares could generate an extra $1.1 MILLION for your portfolio...
A far better return than you'd get from overpriced blue chips or the S&P 500.
If that sounds interesting to you, get all the details straight from Marc by clicking HERE.
Sincerely,
Rachel
P.S. We were so shocked by Marc's findings, we wondered if ANYONE had EVER seen anything like them before.
After lots of hunting, we found an obscure 2013 research paper from a top Harvard Business School professor of finance.
And guess what?
The paper says this type of investment delivers on "the promise of lower risk, but with surprisingly higher returns."
If that sounds interesting to you, get all the details by clicking here. | | | | |
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