We color each point of the n-dimensional plane having
We color each point of the n-dimensional plane having integer coordinates red or blue. Prove that there will be a segment with monochromatic vertices whose centroid has the same color as its two endpoints.
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assume n 2 assume the individuals could either have strict preferences or be indifferenta construct the table
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we color each vertex of the plane red or blue let n ge 3 be an integer prove that there exist n points so that all
we color each point of the n-dimensional plane having integer coordinates red or blue prove that there will be a
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