Convex uniform polychora
The 47 convex uniform polychora are the four-dimensional shapes whose cells are all uniform polyhedra and which look the same from every vertex. Each page shows a picture of the shape and counts its vertices, edges, faces and cells, and every shape can be opened in the 4D Viewer.
Regular
Rectified
Rectified Pentachoron
Rectified Tesseract
Rectified Icositetrachoron
Rectified Hecatonicosachoron
Rectified Hexacosichoron
Truncated
Truncated Pentachoron
Truncated Tesseract
Truncated Hexadecachoron
Truncated Icositetrachoron
Truncated Hecatonicosachoron
Truncated Hexacosichoron
Bitruncated
Bitruncated Pentachoron
Bitruncated Tesseract
Bitruncated Icositetrachoron
Bitruncated Hecatonicosachoron
Cantellated
Cantellated Pentachoron
Cantellated Tesseract
Cantellated Icositetrachoron
Cantellated Hecatonicosachoron
Cantellated Hexacosichoron
Cantitruncated
Cantitruncated Pentachoron
Cantitruncated Tesseract
Cantitruncated Icositetrachoron
Cantitruncated Hecatonicosachoron
Cantitruncated Hexacosichoron
Runcinated
Runcinated Pentachoron
Runcinated Tesseract
Runcinated Icositetrachoron
Runcinated Hecatonicosachoron
Runcitruncated
Runcitruncated Pentachoron
Runcitruncated Tesseract
Runcitruncated Hexadecachoron
Runcitruncated Icositetrachoron
Runcitruncated Hecatonicosachoron
Runcitruncated Hexacosichoron
Omnitruncated
Omnitruncated Pentachoron
Omnitruncated Tesseract
Omnitruncated Icositetrachoron
Omnitruncated Hecatonicosachoron