双心多角形の中の円

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  • ソウシン タカッケイ ノ ナカ ノ エン
  • On the circles which pass the fixed points in the bicentric polygon

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In this paper we shall show that there are the circles with the same radius which pass the fixed points in the bicentric polygon. The radius and the center of the circles are determined by the circumscribed circle and the inscribed circle of the bicentric polygen. And more we shall show that is also applied to some solids.

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