There’s a linear algebra joke that can complement this one and goes like this:
Everything in the universe is either a duck or not a duck, but almost everything that is not a duck, if examined very closely or in really short time intervals, it behaves as a duck and you can apply duck methods to it.
This wouldnt work because if quantums are grouped together they lose their quantum properties. Thus a duck in a superposition can unfortunately not exist :)
There is no definite proof, there is also no definite proof that a quantum can even be in a superposition at all (in the sense od being in two states at once) becuae we cannot observe it. Physicist Niels Bohr for example believes that the outcome is already set long before we observe it.
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