Originally Posted by
R.D.735
In the macro-scale lottery, distributing tickets to 10 people and fixing the outcome is easy. If each person has a name, you just ask each person their name and give the winning ticket to the right person. A QM event, however, is blind. The ticket counter can't distinguish between the states, because they exist equally and have the same name, X. Describe how the quantum lottery can be fixed so that the same state would win each time it takes place.
To make the task more difficult, the decision of which state wins must be made only after the tickets are sold (to conform to what is observed in experiments).