The Quantenmechanic and the Indetermination

Well, there are so many publications about this subject ...
But it seems to me that it is not really well understood.
At first let say that the rules are all based on probability.
This remind me of the work of Bernoilli and Boltzmann who find out how to express the immense number of bunching of gas molecules on the wall of a container creating the feeling of pressure, which was then exploited in the steam engines.
Of course there is a fundamental difference between the probability in Quantenmechanic and the pressure of a gas in a container.
What is for us difficult to understand is that the probability of a particle to be somewhere cannot be sorted out before we measure it!
The "spuky" notion of this probability is that it has to be considered "non-zero" everywhere but will "collapse" when we measured it ... And this has been proved!
Just think of the "tunneldiodes" as a practical apllication.
Work in progress .... sorry about that, be patient please.