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The document discusses the perfect packing of equilateral triangles with sidelengths of the form n−t into a larger equilateral triangle, establishing conditions for successful packing when 1/2 < t ≤ 37/72. It also explores the packing of squares into a square with specific orientations for t slightly greater than 1/2. The authors present methods and results related to the packing of these geometric shapes, contributing to the field of discrete and computational geometry.

Author

blackhawkcastlehardwar

Language

EN