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2. normally, returns are shown without taking into account the size of the deposit (inputs).
This is the whole catch. Because the investor needs to accurately assess the risk, i.e. depending on what percentage of the deposit the manager is risking, because this figure is the maximum possible drawdown. And if the risk is unknown, such investments are just guessing by coffee grounds.
That's the whole sticking point. Because the investor needs to assess the risk accurately, i.e. depending on what percentage of the deposit the manager is risking, because this figure is the maximum possible drawdown. And if the risk is unknown, such investments are just guessing by coffee grounds.
Well, whether it is reasonable or not, always or not always is more of a philosophical question than a trader's one)))
What is reasonable and eternal in the financial markets?
Well, whether it is reasonable or not, always or not always is more of a philosophical question than a trader's one)))
What is reasonable and eternal in the financial markets?
Beautiful! :-)
Well, whether it is reasonable or not, always or not always is more of a philosophical question than a trader's one)))
What is reasonable and eternal in the financial markets?
Like what? The price and its constant growth :-)
Take Stocks in america, for example. it has been growing steadily since 1802 :-) - and if you invested 1 quid in the stock market in 1802, it would be worth about 8 million dollars by now....
than eternal :-), even their crash of 29 looks like a bit of a drawdown....
Where to find this magic "stationary PAMM"?
Let's not take history. On historical data we are all handsome, successful super-traders and money-spoiled multimillionaires at the same time ))))
Let's take the sad present with unknown future - if you invest on March 29, 2012 at 18.00 Moscow time?
I agree. The question remains - why do I need it? )))