Assume that T-h is a triangle with the interior angles at the base of the measure not greater than 90(0), with the base length 1 and the height h. Let S be a square with a side parallel to the base of T-h and let {S-n} be a collection of the homothetic copies of S. A tight upper bound of the sum of the areas of squares from {S-n} that can be parallel packed into a triangle T-h is determined.
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机译：假设 T-h 是一个三角形，其内角在测量的底面不大于 90（0），底长为 1，高度为 h。设 S 是边平行于 T-h 底的正方形，设 {S-n} 是 S 的同源拷贝的集合。确定从 {S-n} 开始的平方面积之和的紧密上界，该平方面积可以平行堆积成三角形 T-h。
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