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guenter-m documents
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[Oberwolfach Seminars] Discrete Differential Geometry Volume 38 || || Front_matter
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Proofs from THE BOOK Volume 2122 || Lattice paths and determinants
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Proofs from THE BOOK || Every finite division ring is a field
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Proofs from THE BOOK || Three applications of Euler’s formula
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Proofs from THE BOOK || Turán’s graph theorem
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Proofs from THE BOOK || Hilbert’s third problem: decomposing polyhedra
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Proofs from THE BOOK || Every large point set has an obtuse angle
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Proofs from THE BOOK || The fundamental theorem of algebra
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Proofs from THE BOOK || Tiling rectangles
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Proofs from THE BOOK || Representing numbers as sums of two squares
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Proofs from THE BOOK || One square and an odd number of triangles
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Proofs from THE BOOK || Buffon’s needle problem
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Proofs from THE BOOK || The chromatic number of Kneser graphs
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Proofs from THE BOOK || Of friends and politicians
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Proofs from THE BOOK || Five-coloring plane graphs
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Proofs from THE BOOK || Identities versus bijections
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Proofs from THE BOOK || How to guard a museum
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Proofs from THE BOOK || Bertrand’s postulate
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Proofs from THE BOOK || Touching simplices
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Proofs from THE BOOK || Pigeon-hole and double counting
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Proofs from THE BOOK || The Dinitz problem
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