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http://dbpedia.org/ontology/abstract In geometry, the rectified truncated octahIn geometry, the rectified truncated octahedron is a convex polyhedron, constructed as a rectified, truncated octahedron. It has 38 faces: 24 isosceles triangles, 6 squares, and 8 hexagons. Topologically, the squares corresponding to the octahedron's vertices are always regular, although the hexagons, while having equal edge lengths, do not have the same edge lengths with the squares, having different but alternating angles, causing the triangles to be isosceles instead.ing the triangles to be isosceles instead. , 在幾何學中,截半截角八面體是一種凸多面體,是一種由截角八面體透過而產生的一種多面體,由於可由正多面體做為種子產生——正八面體→→,因此也是一種康威多面體。它一共有38個面,包含24個等腰三角形、6個正方形及8個正六邊形。
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rdfs:comment 在幾何學中,截半截角八面體是一種凸多面體,是一種由截角八面體透過而產生的一種多面體,由於可由正多面體做為種子產生——正八面體→→,因此也是一種康威多面體。它一共有38個面,包含24個等腰三角形、6個正方形及8個正六邊形。 , In geometry, the rectified truncated octahIn geometry, the rectified truncated octahedron is a convex polyhedron, constructed as a rectified, truncated octahedron. It has 38 faces: 24 isosceles triangles, 6 squares, and 8 hexagons. Topologically, the squares corresponding to the octahedron's vertices are always regular, although the hexagons, while having equal edge lengths, do not have the same edge lengths with the squares, having different but alternating angles, causing the triangles to be isosceles instead.ing the triangles to be isosceles instead.
rdfs:label Rectified truncated octahedron , 截半截角八面體
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