I read the link you posted (for the most part) but lost interest. It doesn't seem related to this thread IMHO.
Wayne
Wayne
Quote from greaterreturn:
You'll read many experienced trades on ET and other forums say that they never use a stop except maybe an emergency stop.
At first that idea drove me crazy. How to suffer the risk of almost unlimited losses? I thought, the nerves would drive me crazy. My stop was my crutch.
The secret is position size, position size, position size. The smaller the position relative to your entire bankroll, the less you sweat or worry about volatility. In fact, the volatility and unpredictability become your best friend.
Quote from knocks420:
Wayne,
Sorry my friend, this strategy has been discussed ad infinum, especially in FX circles exactly for the reasons you specify, leverage, microlots, commissions, etc. They've even taken it a step futher by combining non-correlated instruments.
Trading too small and you won't make adequate return, trade to big and you blow up. Any successful individual who did this incorporates some sort of 'trading' strategy to boost returns. Although trading in such small size does allow you room to make many incorrect entries.
Please read this thread from start to finish.
http://www2.oanda.com/cgi-bin/msgboard/ultimatebb.cgi?ubb=get_topic;f=16;t=009605;p=56
But its all part of the learning process, go ahead and do it, fine tune/adapt, manage your risk, and hopefully you will be making money one day, it jusn't won't be as easy as you think....
Quote from Indrionas:
You do realize how naive you sound?
Here's simple math that may help you get back to your senses.
Suppose you add to position everytime market goes X points against you. n - how many times you've already added (that is, nX is how many points you're negative).
when n = 1, your risk is X
when n = 2, your risk is X+2X
when n = 3, your risk is X+2X+3X
etc.
From above you see that your risk is:
X+2X+3X+...+nX = X(1+2+3+...n)
Now, 1+2+3+...+n = (n+1)n / 2
Back to risk formula, and we get:
X(n+1)n/2
It means that your risk increases exponentially while n increases linearly, because (n+1)n=n^2+n
What does it mean? It is a martingale betting strategy. Sooner or later you will hit a large adverse move (fat-tail) that will increase your floating loss to huge numbers and you may not be able to get out of it for years or decades. In other words, your risk is extremely high and gains are very tiny.
You haven't found any secrets here.
Here's how your risk would look like (when X = 2 points, i.e. you add every two points, graph shows total risk in points; the max floating loss is 7000 points when you're only 160 points negative. i.e. added 80 times):
![]()

Quote from Indrionas:
You do realize how naive you sound?
Here's simple math that may help you get back to your senses.
Suppose you add to position everytime market goes X points against you. n - how many times you've already added (that is, nX is how many points you're negative).
when n = 1, your risk is X
when n = 2, your risk is X+2X
when n = 3, your risk is X+2X+3X
etc.
From above you see that your risk is:
X+2X+3X+...+nX = X(1+2+3+...n)
Now, 1+2+3+...+n = (n+1)n / 2
Back to risk formula, and we get:
X(n+1)n/2
It means that your risk increases exponentially while n increases linearly, because (n+1)n=n^2+n
What does it mean? It is a martingale betting strategy. Sooner or later you will hit a large adverse move (fat-tail) that will increase your floating loss to huge numbers and you may not be able to get out of it for years or decades. In other words, your risk is extremely high and gains are very tiny.
You haven't found any secrets here.
Here's how your risk would look like (when X = 2 points, i.e. you add every two points, graph shows total risk in points; the max floating loss is 7000 points when you're only 160 points negative. i.e. added 80 times):
![]()
Quote from limitdown:
outstanding logic, very well said,
iow
risk can become exponential
so that must be balanced with one's emotional quotient, one's capital balance, trading conditions, market time of day and expectations.
there are no rules of thumb,
one finds out through failure, unfortunately, and that is after reading all those trading books
you know, the ones that all say: "and you too can become an internet millionaire..."