Which equiangular pentagon has the most unequal sides?
Compute ratios of all pairs of sides, always dividing the larger by the smaller. Which equiangular pentagon maximizes the smallest (closest) ratio?
Which equiangular pentagon has the most unequal sides?
Compute ratios of all pairs of sides, always dividing the larger by the smaller. Which equiangular pentagon maximizes the smallest (closest) ratio?
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