What I see is a variety of random distributions. This is quite similar it seems to what a Monte Carlo engine would develop as it ran series after series. If on the other hand you were to let one series run indefinitely, it should cycle through a variety of distributions, eventually resulting in a "normal" or "gaussian" distribution, so I would say that the odds of obtaining a profit using a systematic approach would be near 0.
On any single run basis, the chance that a systematic approach would obtain a profit is greater than 0. I don't know what it is however. I will think about it.
On any single run basis, the chance that a systematic approach would obtain a profit is greater than 0. I don't know what it is however. I will think about it.