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That is a very good question. One of the situations that free comes to play is when the choices are equally liked. In this case, the decision seems to be random from the third person point of view because there is no preference in any option. There is however the element of wanting in the first person point of view, so the decision is not random intrinsically.Are you implying that the Delayed Choice Experiment demonstrates that the particle has free will? If so, then why do particles act probabilistically when there’s a large enough sample size?
No, I don’t mean that.If you’re not implying that the particle has free will, then how does the Delayed Choice Experiment explain why the particle goes through one slit rather than the other, when the probabilities are exactly the same?
I have been in such a situation a lot. Think of a situation that you go to an ice cream shop. You like both vanilla and chocolate ice cream equally. There is this period of time that you think of both options but you cannot choose based on preference. That is the moment that free will comes to play and help you to pick up one of the ice creams. I can even put myself in a mental situation to use free will as I wish. Should I write to you more? Let’s decide.And can you give an example of a situation in which a person has to make a choice between two options, in which neither of those options is preferential to the other. I don’t believe that such a situation exists. But perhaps I’m wrong.