An interesting puzzle. Assume size of each bird to be negligibly
small. Please provide your answers with analysis.

Take a wire stretched between two posts, and have a large number of
birds land on it at random. Take a bucket of yellow paint, and for
each bird, paint the interval from it to its closest neighbour. The
question is: what proportion of the wire will be painted. More
strictly: as the number of birds goes to infinity, what is the limit
of the expected value of the proportion of painted wire, assuming a
uniform probability distribution of birds on the wire.

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