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why do you need it? ideal conditions...50,000p stops... the meaning of this probability not adapted to the current conditions
3) The probability of winning in dynamic lot trading is lower than in fixed lot trading. I came to this conclusion on my own. I will try to prove it: suppose we have a TS, which alternately triggered TP and SL, i.e. SL-TP-SL-TP-SL-TP, while SL = TP. Spread is not taken into account to ease understanding. When trading with a fixed lot, we obtain for example: -$10+$10-10$+$10-10$+$10$=0. When trading with dynamic lot we will get -10%+10%-10%+10%-10%+10%+10% and it will not lead us to zero profit, but will be a loss. For example, the deposit was 100, we got: 100-10%=90; 90+10%=99; 99-10%=89.1; 89.1+10%=98.01; 98.01-10%=88.209; 88.209+10%=97.0299, what we had to prove, the loss is visible.
I agree that bluntly entering % of the deposit is a flawed scheme. But one detail is missing: when one should change the lot? When the balance chart has gone down, should the lot be reduced or left unchanged?
I prefer to take it into account and take it for granted, preferring a gross trade rather than scrupulously calculating each point of profit/loss and how it affects equity.
And your example compares 2 different strategies, i.e. again it comes down to determining the effectiveness of the trading method and risk control - what does the theory of probability have to do with it?
I agree that a blunt % of depo entry is a flawed scheme. But one detail is missing: when should the lot be changed? When the balance chart has gone down, should the lot be reduced or left unchanged?
The best solution is probably to increase the lot size in steps with the growth of the deposit, i.e. if the deposit is from 0 to 100 then the lot=1, if the deposit is from 100 to 200 then the lot=2, etc. In this case you do not need to decrease the lot at a lowering of the deposited amount or you can do it also stepwise.
I prefer to take it into account and take it for granted, preferring a gross trade rather than scrupulously calculating each point of profit/loss and how it affects equity.
And your example compares 2 different strategies, i.e. again it comes down to determining the effectiveness of the trading method and risk control - what does the theory of probability have to do with it?
What is the point of a step-up? What good will it do? In my opinion, nothing. Once the balance peak is exceeded, you can raise. I am not saying that it is true, just my opinion.
We're probably talking about "Probability Theory".