Back to my original topic.
Giving a 0.75% probability to win and assigning W as a winning pattern and L as a losing pattern we'll get infinite W/L successions to take care of.
The least likely succession to face will be a perfect WWWLWWWLWWWL.. succession, meaning that a strong overalternating mood had taken place.
On the other end, since W is 0.75:1, a good rule of thumb is to wager toward getting W as clustered at least once (WW).
L side moves around the same concept, being more isolated (WLW) than clustered (WLL) but since the game is volatile and affected by just one hand whimsically going toward one side than another, we do not want to chase the "end" of any L cluster.
Yet, "long" isolated W situations are way more probable to be intertwined by isolated Ls, so in essence the only real losing sequence is anything like as WLLWLL...
Notice that by falsifying the best randomness definition ever made in the history of probability field (RVM) and according to MvS studies, bac successions are affected by a kind of unrandomness (or instrinsic defects of a finite dependent bac card distributions) capable to get a full value of what is more likely to happen (W clusters and/or L isolated situations) as opposed to what could virtually happen at a 0.5068/0.4932 dynamically proposition.
as.
Giving a 0.75% probability to win and assigning W as a winning pattern and L as a losing pattern we'll get infinite W/L successions to take care of.
The least likely succession to face will be a perfect WWWLWWWLWWWL.. succession, meaning that a strong overalternating mood had taken place.
On the other end, since W is 0.75:1, a good rule of thumb is to wager toward getting W as clustered at least once (WW).
L side moves around the same concept, being more isolated (WLW) than clustered (WLL) but since the game is volatile and affected by just one hand whimsically going toward one side than another, we do not want to chase the "end" of any L cluster.
Yet, "long" isolated W situations are way more probable to be intertwined by isolated Ls, so in essence the only real losing sequence is anything like as WLLWLL...
Notice that by falsifying the best randomness definition ever made in the history of probability field (RVM) and according to MvS studies, bac successions are affected by a kind of unrandomness (or instrinsic defects of a finite dependent bac card distributions) capable to get a full value of what is more likely to happen (W clusters and/or L isolated situations) as opposed to what could virtually happen at a 0.5068/0.4932 dynamically proposition.
as.