NewStats: 3,261,183 , 8,173,327 topics. Date: Wednesday, 28 May 2025 at 01:37 PM 1p1u72

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"I've estimated for myself that if I had to payno taxes, state or federal, I'd have about thirty-two times asmuch wealth as I actually do," Thorp told mcrecently. This statementshows howthe power ofcompounding applies toexpenses as well asprofits.

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Arbitrage" is a charged word. Those ofleftish political convictions oftensee arbitrage asmoney for nothing, theepitome of Wall Street "greed" and fortunes made while providing little orno visible social benefit. To efficientmarket theorists, arbitrage is perhaps no lessan affront. By definition, arbitrage opportunities cannot exist in anefficient market. The strongly theoretical slantof much academic finance iswell illustrated bythe adoptionof "no arbitrage"asan ax iom. Financial "theorems" are proved with Euclidean rigor by as suming that no arbitrage opportunities exist. Thiscircular logic has given rise toa joke. An MIT (University ofChicago) economist says there's no point in looking for hundreddollar bills in the street. Why? Because, were there any hundreddollar bills, someonewould already have picked them up.

Shannon apparently saw the Kelly formula as the mathematical essence of arbitrage. In the spring term of 1956, Shannon gave a class at MIT called Seminaron Information Theory. One lecture was titled "The Portfolio Problem." The lecture isdocumented only by a mimeographed lecture handout saved by student W Wesley Peterson (now a prominent information theorist) and housed with Shannon'spapersat the Library of Congress.

Instantaneous electronic communication has mostly erased geo graphic price disparities. Today "arbitrage" is used to describe al most any attempt to profit from irrationality in the market. Much like Gould, today's arbitrageurs usually buy and sell nearly the same thing at nearly thesame time inorder to make a profit. Because ar bitrage profits can be quick, the return on investment may be far more than with more conventional stock or bond investing.

Originally it referred toascheme for profiting from small price differences between geographically remote markets. Gilded Age fi nancier Jay Gould discovered that the price ofgold varied slightly betweenLondonand NewYork. Gouldboughtgoldwhereveritwas cheaper and shipped it towherever itwas more expensive, selling it for a quickprofit.

Shannon told one of his Ph.D. students, Henry Ernst, that the way tomake money in the market was through arbitrage. That term was intheprocess ofbeing redefined by the information age.

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In mathematics, the Fibonacci sequence is a sequence in which each element is the sum of the two elements that precede it. Numbers that are part of the Fibonacci sequence are known as Fibonacci numbers, commonly denoted Fn . Many writers begin the sequence with 0 and 1, although some authors start it from 1 and 1[1][2] and some (as did Fibonacci) from 1 and 2. Starting from 0 and 1, the sequence begins

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The physical world is very limiting. It's like a maze that you're stuck in—and a very small maze. The way out of the maze is the subtle physical. When you become aware that you're not just the pair of shoes you're wearing but you're a whole body, you become conscious that you have an entirely different self, which is light, which is free to travel throughout the universes, beyond time itself, then you're not really trapped by what happens to your physical body or what occurs to you in your physical life. In your physical life you can be working at your job and working at a computer terminal and talking to your boss or your employees, but at the same time while you're doing that you can be in a meditative state and be having experiences in other realities and universes, in and through your subtle physical body. Just as when you work at a factory—whe

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