In geometry, the square truncated trapezohedron is the second in an infinite series of truncated trapezohedra. It has 8 pentagon and 2 square faces. This polyhedron can be constructed by taking a tetragonal trapezohedron and truncating the polar axis vertices. The kite faces of the trapezohedron become pentagons. The vertices exist as 4 squares in four parallel planes, with alternating orientation in the middle creating the pentagons. A truncated trapezohedron has all valence-3 vertices. This means that the dual polyhedrona gyroelongated square dipyramid has all triangular faces.
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| - Kvadrata senpintigita kajtopluredro (eo)
- Truncated square trapezohedron (en)
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| - La kvadrata senpintigita kajtopluredro estas pluredro, la dua en malfinia serio de senpintigitaj kajtopluredroj . Ĝi havas 8 kvinlaterajn kaj 2 kvadratajn edrojn. Ĉi tiu pluredro povas esti konstruita per preno kvarlatera kajtopluredro kaj senpintigo de la polusaj aksaj verticoj. (eo)
- In geometry, the square truncated trapezohedron is the second in an infinite series of truncated trapezohedra. It has 8 pentagon and 2 square faces. This polyhedron can be constructed by taking a tetragonal trapezohedron and truncating the polar axis vertices. The kite faces of the trapezohedron become pentagons. The vertices exist as 4 squares in four parallel planes, with alternating orientation in the middle creating the pentagons. A truncated trapezohedron has all valence-3 vertices. This means that the dual polyhedrona gyroelongated square dipyramid has all triangular faces.
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| - Gyroelongated square bipyramid (en)
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| - Truncated trapezohedronJohnson solid dual (en)
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| - La kvadrata senpintigita kajtopluredro estas pluredro, la dua en malfinia serio de senpintigitaj kajtopluredroj . Ĝi havas 8 kvinlaterajn kaj 2 kvadratajn edrojn. Ĉi tiu pluredro povas esti konstruita per preno kvarlatera kajtopluredro kaj senpintigo de la polusaj aksaj verticoj. (eo)
- In geometry, the square truncated trapezohedron is the second in an infinite series of truncated trapezohedra. It has 8 pentagon and 2 square faces. This polyhedron can be constructed by taking a tetragonal trapezohedron and truncating the polar axis vertices. The kite faces of the trapezohedron become pentagons. The vertices exist as 4 squares in four parallel planes, with alternating orientation in the middle creating the pentagons. A truncated trapezohedron has all valence-3 vertices. This means that the dual polyhedrona gyroelongated square dipyramid has all triangular faces. It represents the dual polyhedron to the Johnson solid, gyroelongated square dipyramid (J17), with specific proportions:
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