A very very long time ago when I was still studying, we had to solve the next question: can you proof mathematically that the results of every draw of any lottery is honest? Or in other words that the figures that come out are random and not manipulated?
As I said it was a very very long time ago. But I still remember that we were able to calculate with (I think) 96% certainty that the lottery was honest and the draws were random.
To me this means that if the results from trading would be analyzed it would be possible too to calculate if these results are random or not? If the result would be that they are not random it would mean that probability exists.
If according to famous scientist probability does not exist, this would put a part of the world upside down, wouldn't it?
Let's take a hypothetical example. Hypothetical means that we assume that this hypothesis happened, so we will not discuss if this is possible or not. So if the following would happen what would be the conclusion?
- Serie of 1000 trades.
- Winning trades: 70%
- Losing trades: 30%
- Average profit per winning trade: 6 points
- Average loss per losing trade: 1.5 points
Total: 700 trades * 6 points - 300 trades * 1.5 points
So total would be: 4200 points profit and 450 points losses.
In other words: 10.71% of the profits will be given back in losing trades.
Without the existence of probability, how would be the distribution of profits and losses? And what would be the ratio between winning and losing trades?