Use probabilities to make fair decisions in more complex settings.
Choose among fair methods using stated criteria
Problem
For four people, M1 assigns \(5\) of \(20\) uniform integers to each with no rejection; M2 assigns \(5\) accepted integers to each and rejects \(2\) of \(22\); M3 assigns counts \(5,~5,~4,~4\). Apply exact fairness first, then smallest rejection rate, and recommend a method.
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