不朽算法 十四 (Fukyū Sanpō §14)
\(a=252\), \(b=375\), \(c=507\). \(a:b:c=84:125:169\).
\(I_{\mathbf{b}}\) | Incenter | |
\(P_{\mathbf{1b}}\) | First Ajima-Malfatti point | |
\(P^-_{\mathbf{1b}}\) | First Malfatti-Rabinowitz point | |
\(P^+_{\mathbf{1b}}\) | Gergonne point of the Malfatti triangle | |
\(Q_{\mathbf{1b}}\) | Second Malfatti-Rabinowitz point | |
\(I^\prime_{\mathbf{1b}}\) | Radical center of the Malfatti circles |
\(\triangle{A}{B}{C}\) | |
\(\triangle{A^\prime_{\mathbf{1b}}}{B^\prime_{\mathbf{1b}}}{C^\prime_{\mathbf{1b}}}\) | |
\(\triangle{A^{\prime\prime}_{\mathbf{1b}}}{B^{\prime\prime}_{\mathbf{1b}}}{C^{\prime\prime}_{\mathbf{1b}}}\) | |
\(\triangle{A^{\prime\prime\prime}_{\mathbf{1b}}}{B^{\prime\prime\prime}_{\mathbf{1b}}}{C^{\prime\prime\prime}_{\mathbf{1b}}}\) | |
\(\triangle{A^*_{\mathbf{1b}}}{B^*_{\mathbf{1b}}}{C^*_{\mathbf{1b}}}\) |