Friday, July 30th, 2010

Martingale is a theory which is often mentioned on the various Forex trading forums. Firstly a detailed explanation of the history of Martingale and what is pertains to do is required. Let us use a brief definition here: Originally, martingale referred to a class of betting strategies popular in 18th-century France. The simplest of these strategies was designed for a game in which the gambler wins his stake if a coin comes up heads and loses it if the coin comes up tails. The strategy

I’m a regular forex trader and have been a regular at forums like forexfactory.com My system is simple, using no more than three indicators  (EMA) and the uber cool currency meter sold at fx4caster.com. To date, I never fixed the system because it’s never been broke. I make an average of $500 trading. Biggest loss ever sustained was $1000 in one day- but no biggie. I earned it back the next day. As a result, I rarely paid heed to those new techniques, fads and forex robots. Especially robots.

The Forex Megadroid can be explained with a real story of a Forex Traded, who has tried one of these Forex robots for at least a month. He had read through many blogs and forums and took the risk of increasing his lot size from micro lots to one lot per trade and also increased the risk ratio by 20%, under the Forex Megadroid settings. This robot gives good results on Tuesday, Wednesday and Thursday.

« Forex Trading MythsAUD/JPY Elliott Wave Analysis » Martingale Theory, literally the doubling up on losing bets which has come to Forex trading from gambling in France, demands closer examination. It continues to engender a lot of comment and observation in the various Forex forums. A number of Forex robots are now utilizing a variation of the original theory. The article attempts to evaluate the phenomenon and its place in the rational, and unemotional sphere of Forex Trading. Source:Fo

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There are many free expert advisors available on the popular Forex sites and forums and there are also many paid ones that are sold on-line.