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There is an odd number of soldiers, the distances between all of them being all distinct, which are training as follows: each one of them is looking at the one closest to them. Show that there is a soldier which nobody is looking at.
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since the distances are distinct, the soldiers will be paried up according to minimums... starting with the least minimum. you could use the pigeon hole principle
guessing... there will be at-least one pair of soldiers looking AT each other, the only way everybody is looked at by another person is if each person looks at someone not looking back.
baru, counter example : |dw:1448181097099:dw|
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