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has gloss(noun) a solid figure bounded by plane polygons or faces
polyhedron
has glosseng: A polyhedron (plural polyhedra or polyhedrons) is often defined as a geometric solid with flat faces and straight edges (the word polyhedron comes from the Classical Greek πολύεδρον, from poly-, stem of πολύς, "many," + -edron, form of έδρα, "base", "seat", or "face").
has glosseng: |} A Polyhedron (one polyhedron, many Polyhedra, or Polyhedrons) is a geometrical shape. It has flat faces, and straight edges. Usually it is defined by the number of faces, or edges.
lexicalizationeng: polyhedra
lexicalizationeng: Polyhedron
subclass of(noun) a three-dimensional shape
solid
has subclass(noun) a polyhedron any plane section of which is a convex polygon
convex polyhedron
has subclass(noun) a polyhedron some of whose plane sections are concave polygons
concave polyhedron
has subclass(noun) a polyhedron with two congruent and parallel faces (the bases) and whose lateral faces are parallelograms
prism
has subclass(noun) a polyhedron having a polygonal base and triangular sides with a common vertex
pyramid
has subclass(noun) any polyhedron having four plane faces
tetrahedron
has subclass(noun) any polyhedron having five plane faces
pentahedron
has subclass(noun) any polyhedron having six plane faces
hexahedron
has subclass(noun) any polyhedron having eight plane faces
octahedron
has subclass(noun) any polyhedron having ten plane faces
decahedron
has subclass(noun) any polyhedron having twelve plane faces
dodecahedron
has subclass(noun) any polyhedron having twenty plane faces
icosahedron
has subclass(noun) any one of five solids whose faces are congruent regular polygons and whose polyhedral angles are all congruent
regular convex solid, Platonic body, ideal solid, regular convex polyhedron, Platonic solid, regular polyhedron
has subclass(noun) a polyhedron whose vertices all lie in one or the other of two parallel planes; the faces that lie in those planes are the bases of the prismatoid
prismatoid
has subclass(noun) a polyhedron whose faces are trapeziums
trapezohedron
has subclasse/Archimedean solid
has subclasse/Catalan solid
has subclassc/Chiral polyhedra
has subclassc/Nonconvex polyhedra
has subclassc/Polyhedral compounds
has subclassc/Pyramids and bipyramids
has subclassc/Self-dual polyhedra
has subclassc/Space-filling polyhedra
has subclasse/Figurate number
has subclasse/Honeycomb (geometry)
has subclasse/Johnson solid
has subclasse/Kepler–Poinsot polyhedron
has subclasse/Quasiregular polyhedron
has subclasse/Regular polyhedron
has subclasse/Uniform polyhedron
Note: 484 other instance(s) ommited in the following list
has instancee/600-cell
has instancee/Bitruncated 24-cell
has instancee/Cantellated tesseract
has instancee/Cantitruncated cubic honeycomb
has instancec/Polyhedra templates
has instancee/Cauchy's theorem (geometry)
has instancee/Compound of five cubes
has instancee/Compound of five octahedra
has instancee/Compound of five small rhombicuboctahedra
has instancee/Compound of six pentagrammic crossed antiprisms
has instancee/Compound of six square antiprisms
has instancee/Compound of ten tetrahedra
has instancee/Compound of three square antiprisms
has instancee/Compound of two snub cubes
has instancee/Decagonal trapezohedron
has instancee/Deltahedron
has instancee/Dodecagonal prism
has instancee/Elongated bipyramid
has instancee/Great ditrigonal dodecicosidodecahedron
has instancee/Great ditrigonal icosidodecahedron
has instancee/Great dodecahemicosahedron
has instancee/Great icosahedron
has instancee/List of polygons, polyhedra and polytopes
has instancee/Monostatic polytope
has instancee/Nonconvex great rhombicosidodecahedron
has instancee/Omnitruncated polyhedron
has instancee/Omnitruncated triangular-hexagonal prismatic honeycomb
has instancee/Pentagonal antiprism
has instancee/Prismatic pentagonal tiling
has instancee/Rhombic dodecahedral honeycomb
has instancee/Rhombicuboctahedron
has instancee/Runcitruncated 16-cell
has instancee/Runcitruncated cubic honeycomb
has instancee/Truncated rhombic triacontahedron
has instancee/Truncated square tiling
has instancee/Uniform antiprismatic prism
has instancee/Wedge (geometry)
has instancee/ja/穿孔多面体
has instancee/ru/Ортоцентрический тетраэдр
has instancee/sl/Heksaeder
Meaning
Arabic
has glossara: متعدد سطوح أو متعدد أوجه هو مجسّم مضلع في فضاء ثلاثي الأبعاد ويستخدم حالياً في فضاءات ذات أبعادٍ أكثر. لمتعدد الأوجه أوجه مستوية وحواف مستقيمة.
lexicalizationara: متعدد أوجه
lexicalizationara: متعدد سطوح
lexicalizationara: متعددات الأوجه
Asturian
has glossast: :| class="wikitable" align="right" | | | | | |} Un poliedru ye, nel sen dau pola Xeometría clásica al términu, un cuerpu xeométricu que la so superficie ta compuesta d'una cantidá finita de polígonos planos que zarren un volume finitu y non nulu.
lexicalizationast: Poliedros
lexicalizationast: poliedru
Azerbaijani
lexicalizationaze: Çoxüzlülər
Bosnian
has glossbos: Poliedar je geometrijsko tijelo ograničeno sa ravnim pločama odnosno višeugaonim poligonima. Duži u kojima se sastaju dvije susjedne strane poliedra nazivamo ivice poliedra, a tačke u kojima se sastaju susjedne ivice su vrhovi poliedra. Prostorna dijagonala poliedra je duž koja spaja dva vrha koji ne leže na jednoj stranici poliedra.
lexicalizationbos: poliedar
lexicalizationbos: Poliedri
Bulgarian
has glossbul: Определение Многостен, или още полиедър е всяка затворена повърхнина, съставена от краен брой равнинни многоъгълници, наречени стени. Общите страни на две съседни стени се наричат ръбове на многостена. Точките, в които три или повече стени се срещат, се наричат върхове на многостена. Две са условията, на които един геометричен обект трябва да отговаря, за да бъде многостен: # всяка от страните на многоъгълник или няма обща точка с друг многоъгълник освен връх, или е страна на още само един многоъгълник, # дадените многоъгълници не могат да се разделят на две групи така, че никой многоъгълник от едната група не може да няма обща точка с никой от от многоъгълниците от другата група (т.е. състои се само от една част).
lexicalizationbul: Многостени
lexicalizationbul: многостен
lexicalizationbul: полиедър
Catalan
has glosscat: |} Un políedre és un cos geométric la superfície del qual es composa duna quantitat finita de polígons plans. Els seus elements notables són: cara o faceta que és la porció de pla que limita el cos; aresta on es troben dues cares i vèrtex on es troben tres o més arestes. Encara que sempre sha concebut el políedre com un cos de 3 dimensions, també hi ha semblants topològics en qualsevol dimensió; per exemple el polígon és el semblant topològic de dues dimensións del políedre. Totes aquestes formes són conegudes com a politops.
lexicalizationcat: Poliedre
lexicalizationcat: Políedres
lexicalizationcat: políedre
lexicalizationcat: poliedre
Czech
has glossces: Mnohostěn je trojrozměrné geometrické těleso, jehož povrch se skládá z konečně mnoha stěn tvořených mnohoúhelníky. V moderním smyslu se pojem mnohostěn užívá nejen pro těleso trojrozměrné, ale obecně pro těleso n-rozměrné (speciálním případem n-rozměrného mnohostěnu je n-rozměrný simplex).
lexicalizationces: mnohostěn
Chuvash
has glosschv: Нумай хысаклăх, тĕрĕсрех виçĕ виçеллĕ нумай хысаклăх — аялти никĕссене тивĕçтерекен виçĕ виçеллĕ евклид уçлăхĕнчи вĕçĕмлĕ шутлă тӳрем нумай кĕтеслĕхĕсен пĕрлешĕвĕ: #кирек епле нумай кĕтеслĕхĕн кашни енĕ çав хушăрах урăх (тепĕррин çеç), «çумĕнчи» ятлă нумай кĕтеслĕхĕн енĕ пулать; #(çыхăнуллăх) Нумай хысаклăхăн кирек епле нумай кĕтеслĕхĕнчен çумĕнчисем урлă каçса кирек епле нумай кĕтеслĕхе çитме пулать.
lexicalizationchv: нумай хысаклăх
Central Kurdish
has glossckb: فرەڕوو (ھەروەھا: چەندڕوو؛ بە ئینگلیسی: Polyhedron) زۆرتر وەکوو خۆگرێکی ھەندەسی کە خاوەنی چەن ڕووبەری تەخت و لێواری ڕاستە پێناسە دەکرێت.
lexicalizationckb: فرەڕوو
Mandarin Chinese
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Welsh
lexicalizationcym: polyhedron
Danish
has glossdan: Et polyeder er en rumlig figur. Ordet kommer af Poly = mange eller flere og eder = side og kan oversættes til flersidet. Et polyeder kan bestå af et vilkårligt antal polygoner, dog mindst fire, som hver især kan have en vilkårlig form. Kravet er blot, at fladerne mødes i fælles kanter, så den rumlige figur har en sammenhængende overflade uden huller. En særlig gruppe af polyedre er de platoniske legemer.
lexicalizationdan: polyeder
German
has glossdeu: Ein (dreidimensionales) Polyeder [] (auch Vielflach, Vielflächner oder Ebenflächner; von gr. polýs, „viel“ und hedra, „Sitz“) ist ein Teil des dreidimensionalen Raumes, der ausschließlich von geraden Flächen (Ebenen) begrenzt wird, beispielsweise ein Würfel oder ein Oktant eines dreidimensionalen Koordinatensystems. Man kann den Begriff aber auch auf höhere Dimensionen verallgemeinern.
lexicalizationdeu: Polyeder
lexicalizationdeu: Vielflache
lexicalizationdeu: Vielflächner
Modern Greek (1453-)
lexicalizationell: πολύεδρον
Esperanto
has glossepo: ::::(*) signifas neklara frazo aŭ ridaktinda parto Pluredro estas solido limigita ĉiuflanke per ebenaj edroj. Ĝiaj ĉefaj elementoj estas: edro, vertico kaj latero.
lexicalizationepo: Pluredroj
lexicalizationepo: pluredro
lexicalizationepo: poliedro
Estonian
has glossest: Hulktahukas ehk polüeeder on hulknurkadega piiratud geomeetriline keha.
lexicalizationest: hulktahukas
Basque
has glosseus: Geometrian, poliedroa hiru dimentsioko gorputz bat da, espazioan ebakitzen diren hainbat planok mugatutakoa.
lexicalizationeus: Poliedroak
lexicalizationeus: poliedro
Persian
lexicalizationfas: چندوجهی‌ها
Finnish
has glossfin: Monitahokas on kappale, jota rajoittaa monikulmioista koostuva yksinkertainen suljettu pinta. Monikulmiot ovat monitahokkaan tahkoja. Tahkojen leikkausviivoja kutsutaan särmiksi ja särmien leikkauspisteitä kärjiksi.
lexicalizationfin: monitahokas
lexicalizationfin: Monitahokkaat
lexicalizationfin: tahokas
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French
has glossfra: Un polyèdre est une forme géométrique à trois dimensions ayant des faces planes qui se rencontrent le long d'arêtes droites. Le mot polyèdre provient du grec classique πολυεδρον, à partir de poly-, racine de πολυς, "beaucoup" + -edron, forme de εδρον, "base", "siège" ou "face".
lexicalizationfra: polyèdre
lexicalizationfra: Polyedre
lexicalizationfra: Polyèdre
Galician
lexicalizationglg: poliedro
Hebrew
has glossheb: פאון (או ביוונית: פוליהדרון, באנגלית: Polyhedron) הוא גוף תלת ממדי המורכב מפאות, היוצרות יחד גוף קשיר, חסום וסגור. המונח "פאון" מתייחס גם לגופים בעלי תכונות דומות מממד גבוה יותר (הגם שבאנגלית גוף תלת ממדי נקרא polyhedron, ופאון כללי הוא polytope).
lexicalizationheb: פאון
lexicalizationheb: פאונים
Croatian
has glosshrv: Poliedar (genitiv množine poliedara) geometrijsko je tijelo omeđeno ravnim plohama odnosno poligonima. Te plohe se zovu strane. Dužine u kojima se sastaju dvije susjedne strane poliedra se zovu bridovi poliedra, a točke u kojima se sastaju susjedni bridovi su vrhovi poliedra. Prostorna dijagonala poliedra je dužina koja spaja dva vrha na raznim stranama poliedra.
lexicalizationhrv: poliedar
Hungarian
has glosshun: A poliéder egy olyan térbeli test, amelyet minden oldalról síkok határolnak. Poliéder például a kocka. A poliéder fogalma általánosítható magasabb dimenziójú vektorterekre is.
lexicalizationhun: Poliéderek
lexicalizationhun: poliéder
Ido
has glossido: Poliedro esas tri-dimensiona figuro limitizita da quar, o plu multa, edro (plana) lateri.
lexicalizationido: Poliedro
lexicalizationido: poliedro
Italian
has glossita: |} In matematica, e in particolare in geometria solida e in teoria dei grafi, un poliedro è un solido delimitato da un numero finito di facce piane poligonali. Come primi poliedri da prendere in considerazione, per la loro semplicità, vi sono i cubi, i parallelepipedi, le piramidi e i prismi. Fra i poliedri più complessi occupano un ruolo centrale i cinque solidi platonici, noti fin dall'antica Grecia.
lexicalizationita: Poliedri
lexicalizationita: poliedro
Japanese
has glossjpn: 多面体(ためんたい)は、複数(4つ以上)の平面に囲まれた立体のこと。複数の頂点を結ぶ直線の辺と、その辺に囲まれた面によって構成される。したがって、曲面をもつものは含まず、また、すべての面の境界が直線である場合に限られる。
lexicalizationjpn: 多面体
Georgian
lexicalizationkat: მრავალწახნაგები
Korean
has glosskor: 다면체(多面體)는 간단히 말해 다각형들을 면으로 가지는 입체 도형이다. 현대 수학에서 다면체라 불리는 대상들을 전부 포괄할 수 있는 엄밀한 정의는 존재하지 않으나, 대부분의 정의에서 다면체는 다음의 각 차원별 구성 요소들로 이루어져 있다.
lexicalizationkor: 다면체
Latvian
has glosslav: Daudzskaldnis ir telpiska figūra, ko ierobežo daudzstūri tā, ka jebkuriem ierobežojošiem daudzstūriem vai nu nav kopīgu punktu, vai ir tieši viens kopīgs punkts, vai ir kopīga vismaz viena mala. Ierobežojošos daudzstūrus sauc par daudzskaldņa skaldnēm. Daudzskaldņu piemēri ir kubs, taisnstūra paralēlskaldnis, trijstūra piramīda utt.
lexicalizationlav: Daudzskaldnis
lexicalizationlav: Daudzskaldņi
Lithuanian
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Macedonian
lexicalizationmkd: Полиедри
Maori
lexicalizationmri: whanga mata maha
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Dutch
has glossnld: Een veelvlak, polyeder of polyhedron is een ruimtelijk object dat alleen platte zijvlakken heeft. Cilinders en bollen zijn dus geen veelvlakken, balken en piramides zijn wel veelvlakken. Waar de zijvlakken aan elkaar grenzen, zitten de ribben van het veelvlak, en waar de ribben elkaar tegenkomen, zitten de hoekpunten. In twee dimensies spreken we van een veelhoek.
lexicalizationnld: veelvlak
Norwegian Nynorsk
lexicalizationnno: Polyeder
Norwegian
has glossnor: Et polyeder er et geometrisk objekt med flate overflater og rette kanter.
lexicalizationnor: polyeder
lexicalizationnor: Polyedre
Piemontese
has glosspms: As ciama poliedr lansem dij pont ant lë spassi delimità da quatr o pì polìgon che doi a doi a son disgionzù o a sancontro mach an na banda comun-a, an manera cha-i sia gnun-a banda dun polìgon nen an comun con n'àutr.
lexicalizationpms: poliedr
Polish
has glosspol: Wielościan - bryła geometryczna, ograniczona przez tak zwaną powierzchnię wielościenną, czyli powierzchnię utworzoną z wielokątów o rozłącznych wnętrzach i każdym boku wspólnym dla dwóch wielokątów.
lexicalizationpol: Wielościany
lexicalizationpol: wielościan
Portuguese
has glosspor: Poliedro é um sólido geométrico cuja superfície é composta por um número finito de faces, em que cada uma das faces é um polígono. Os seus elementos mais importantes são as faces, as arestas e os vértices.
lexicalizationpor: Poliedros
lexicalizationpor: poliedro
Quechua
has glossque: Achka t'asla; Achka uya; (kastilla simipi: poliedro)
lexicalizationque: Achka t'asla
Moldavian
has glossron: În matematică, poliedrul (de la cuvintele greceşti poly (multe) şi hedron (bază)) este o formă tridimensională formată din feţe poligonale plane, care se întâlnesc în muchii, care la rândul lor se întâlnesc în vârfuri. Exemple de poliedre sunt cubul, tetraedrul şi paralelipipedul.
lexicalizationron: Poliedre
lexicalizationron: poliedru
Russian
has glossrus: Многогранник — поверхность составленная из многоугольников, а также тело ограниченное такой поверхностью.
lexicalizationrus: Многогранники
lexicalizationrus: многогранник
Slovak
has glossslk: Mnohosten alebo polyéder je teleso ohraničené rovinnými mnohouholníkmi. Mnohosten je trojrozmerné geometrické teleso, ktorého povrch sa skladá z konečného mnžstva stien tvorených pravidelnými alebo nepravidelnými mnohouholníkmi.
lexicalizationslk: mnohosten
Slovenian
has glossslv: |} Poliéder je trirazsežno geometrijsko telo, ki je omejeno z mnogokotniki.
lexicalizationslv: polieder
lexicalizationslv: Poliedri
Castilian
has glossspa: Un poliedro es, en el sentido dado por la geometría clásica al término, un cuerpo geométrico cuyas caras son planas y encierran un volumen finito. La palabra poliedro viene del griego clásico de la palabra πολύεδρον, de poli-muchas y edron-caras.
lexicalizationspa: poliedro
lexicalizationspa: Poliedros
Serbian
has glosssrp: Полиедар је геометријско тело омеђено са четри или више површи и коме су ивице праве дужи. Сама реч је настала као сложеница речи поли (πολυς), што значи много, и речи едрон (εδρον), што значи база, површ, седиште.
lexicalizationsrp: Полиедар
lexicalizationsrp: Полиедри
Swedish
has glossswe: En polyeder (av grekiskans polys, många, och hedra, yta), begränsas av ett ändligt antal plan och har ett antal månghörningar, polygoner, som sidoytor.
lexicalizationswe: polyeder
Thai
has glosstha: ทรงหลายหน้า (อังกฤษ: polyhedron, พหูพจน์: polyhedra) หมายถึง วัตถุทางเรขาคณิตที่ประกอบด้วยหน้าเรียบและขอบตรง
lexicalizationtha: ทรงหลายหน้า
lexicalizationtha: รูปทรงที่มีหลายด้าน
Ukrainian
has glossukr: Багатогра́нник — геометрична фігура, частина простору, обмежена замкненою поверхнею, що складається з певної кількості плоских багатокутників, так званих граней багатогранника.
lexicalizationukr: Багатогранники
lexicalizationukr: багатогранник
lexicalizationukr: многогранник
Chinese
has glosszho: 多面體是指四个或四个以上多边形所围成的立体。 它有三个相关的定义,在传统意义上,它是一个三维的多胞形,而在更新的意义上它是任何维度的多胞形的有界或无界推广。将后者进一步一般化,就得到拓扑多面体。
lexicalizationzho: polyhedron
lexicalizationzho: 多面体
lexicalizationzho: 多面體
Links
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Media
media:img120px-Dodecahedron-slowturn.gif
media:img120px-Hexahedron-slowturn.gif
media:img120px-Icosahedron-slowturn.gif
media:img120px-Octahedron-slowturn.gif
media:img120px-Tetrahedron-slowturn.gif
media:imgAll Gizah Pyramids.jpg
media:imgAragonite Spain.jpg
media:imgBluePlatonicDice.jpg
media:imgCircogoniaicosahedra ekw.jpg
media:imgCompound of five tetrahedra.png
media:imgCube 01.png
media:imgCube Animation.gif
media:imgCubicpyrite.jpg
media:imgCubo tronco.jpg
media:imgCuboctahedron.gif
media:imgCuboctahedron.jpg
media:imgCúpula museu Dali.jpg
media:imgDnD Dice Set.jpg
media:imgDodecaedro disdiakis.jpg
media:imgDodecahedron flat.svg
media:imgDodecahedron.gif
media:imgDodecahedron.jpg
media:imgDodecahedron.svg
media:imgDual Cube-Octahedron.svg
media:imgDualdodecaedre.png
media:imgElongated pentagonal cupola.png
media:imgEpcot07.jpg
media:imgFirst stellation of dodecahedron.png
media:imgFirst stellation of icosahedron.png
media:imgFirst stellation of octahedron.png
media:imgGreat cubicuboctahedron.png
media:imgGreat dodecahedron.png
media:imgGreat icosahedron.png
media:imgGreat stellated dodecahedron.png
media:imgGreatDodecahedron.gif
media:imgGreatDodecahedron.jpg
media:imgGreatIcosahedron.gif
media:imgGreatIcosahedron.jpg
media:imgGreatStellatedDodecahedron.gif
media:imgGreatStellatedDodecahedron.jpg
media:imgHebesphenomegacorona.png
media:imgHexahedron.gif
media:imgHexahedron.jpg
media:imgHexahedron.svg
media:imgIcosahedron.jpg
media:imgIcosahedron.svg
media:imgIcosidodecahedron.gif
media:imgIcosidodecahedron.jpg
media:imgIcosidodecahedron.png
media:imgIcosidodecaëder.png
media:imgKepler-Poinsot solids (cz).svg
media:imgKepler-Poinsot solids (sk).svg
media:imgKepler-Poinsot solids.svg
media:imgMnohosten konvex nekonvex.svg
media:imgMtl. Biosphere in Sept. 2004.jpg
media:imgOctaedro.jpg
media:imgOctagonal prism.png
media:imgOctahedron.jpg
media:imgOctahedron.svg
media:imgPOV-Ray-Dodecahedron.svg
media:imgParallelepipede.png
media:imgPartial cubic honeycomb.png
media:imgPentagonal antiprism.png
media:imgPentagonal cupola.png
media:imgPentagonal frustum.svg
media:imgPentagonal prism.png
media:imgPentagonal pyramid.png
media:imgPentagrammic prism.png
media:imgPeonim.PNG
media:imgPirop, Czechy.jpg
media:imgPiryt, Australia.jpg
media:imgPolyhedron.jpg
media:imgPrisme.gif
media:imgPseudoleucyt, Czechy.jpg
media:imgPyramid irregular 6 no lettes.svg
media:imgPyritOktaeder.jpg
media:imgPyrite cristal.jpg
media:imgRadiolaria3434.JPG
media:imgRhombic dodecahedra.jpg
media:imgRhombicdodecahedron.gif
media:imgRhombicdodecahedron.jpg
media:imgRhombicosidodecahedron.jpg
media:imgRhombictriacontahedron.jpg
media:imgRhombictriacontahedron.svg
media:imgRhombicuboctahedron.jpg
media:imgSecond stellation of dodecahedron.png
media:imgSeventeenth stellation of icosahedron.png
media:imgSixteenth stellation of icosahedron.png
media:imgSmall rhombicosidodecahedron.png
media:imgSmall stellated dodecahedron.png
media:imgSmallStellatedDodecahedron.gif
media:imgSmallStellatedDodecahedron.jpg
media:imgSnub disphenoid.png
media:imgSnub hexahedron.png
media:imgSnubdodecahedronccw.jpg
media:imgSnubhexahedronccw.jpg
media:imgSnubhexahedroncw.jpg
media:imgSquare antiprism.png
media:imgSquare pyramid.png
media:imgStella octangula.png
media:imgSymmetries of the tetrahedron.svg
media:imgTetraOctaHoneycomb-VertexConfig.svg
media:imgTetraedro regolare.png
media:imgTetraedro.jpg
media:imgTetrahedron.jpg
media:imgTetrahedron.svg
media:imgThird stellation of dodecahedron.png
media:imgThree polyhedra.jpg
media:imgToroidal polyhedron.gif
media:imgTrapezohedron5.jpg
media:imgTriangular orthobicupola.png
media:imgTrunc-icosa.jpg
media:imgTruncated hexahedron.png
media:imgTruncated octahedra.jpg
media:imgTruncatedcuboctahedron.jpg
media:imgTruncateddodecahedron.jpg
media:imgTruncatedhexahedron.jpg
media:imgTruncatedicosahedron.jpg
media:imgTruncatedicosidodecahedron.jpg
media:imgTruncatedoctahedron.jpg
media:imgTruncatedtetrahedron.gif
media:imgTruncatedtetrahedron.jpg
media:imgUniform polyhedron-43-t0.png
media:imgUniform polyhedron-43-t01.png
media:imgUniform polyhedron-43-t1.png
media:imgUniform polyhedron-43-t12.png
media:imgUniform polyhedron-43-t2.png
media:imgVeelvlakken-fragment.jpg

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