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Googlism comments
Dodecahedron is a shadow of the 4
Dodecahedron is the platonic solid composed of 20 vertices
Dodecahedron is by cumulation
Dodecahedron is composed of regular pentagons
Dodecahedron is given by a subset of these six cells
Dodecahedron is a perfect solid with 12 identical sides at the same distance from its center
Dodecahedron is the fifth regular solid of 3
Dodecahedron is a platonic solid composed of twelve pentagonal faces
Dodecahedron is a regular polyhedron having twelve faces
Dodecahedron is a regular 12
Dodecahedron is connected to because
Dodecahedron is connected to the following things
Dodecahedron is the
Dodecahedron is the irrational
Dodecahedron is the platonic solid
Dodecahedron is a rhombic Dodecahedron and octahedron is a truncated
Dodecahedron is simply 12 pentagrams intersected in a special way
Dodecahedron is simply 12 stars
Dodecahedron is to the left of some tetrahedron
Dodecahedron is right out in the open
Dodecahedron is one of the 5 platonic solids
Dodecahedron is twelve sided and there are four basic types
Dodecahedron is called a right
Dodecahedron is a polyhedron with regular faces
Dodecahedron is 12 of these
Dodecahedron is the only polyhedron i know of which is composed entirely of pentagons
Dodecahedron is based on the cube and octahedron
Dodecahedron is twice the
Dodecahedron is even more graceful than the icosahedron
Dodecahedron is the greatest of the two parts in which the edge of the cube is divided by the golden section
Dodecahedron is defined by the 5 cubes
Dodecahedron is an icosahedron
Dodecahedron is an approximate globe
Dodecahedron is twice that of the cube
Dodecahedron is chosen
Dodecahedron is made from 12 pentagons
Dodecahedron is twelve
Dodecahedron is shown with only the frames of the pyramids
Dodecahedron is incorrect
Dodecahedron is illustrated with twelve exocyclic arms
Dodecahedron is composed of 12 pyramids
Dodecahedron is 1 unit long
Dodecahedron is also on the surface of the sphere; therefore the Dodecahedron has been
Dodecahedron is being held in check by a calculator
Dodecahedron is "cd1"
Dodecahedron is made in i
Dodecahedron is not a regular solid
Dodecahedron is a non 0
Dodecahedron is one of the thirteen archimedean solids
Dodecahedron is the dual of
Dodecahedron is dual to the
Dodecahedron is taking shape
Dodecahedron is a platonic solid
Dodecahedron is labeled b and one in
Dodecahedron is the result of one such act
Dodecahedron is constructed from 30 lengths of 1
Dodecahedron is like a triacontrahedron
Dodecahedron is realized as the molecule dodecahedrane c 20 h 20 with the coordination 4 of the carbon atoms
Dodecahedron is a three dimensional shape
Dodecahedron is a cluster with one ball at the center and 12 additional balls tangent to the one at the center
Dodecahedron is polyhedron having 12 faces
Dodecahedron is a polyhedron having 12 faces each of which is a rhombus
Dodecahedron is isomorphic to alt
Dodecahedron is also the
Dodecahedron is formed
Dodecahedron is the first real rhombic solid
Dodecahedron is also given here
Dodecahedron is shown with its edge extensions and the intersections of all the other faces
Dodecahedron is bounded by twelve equal and regular pentagons; the pyritohedron
Dodecahedron is a regular Dodecahedron where as it could be describing any polyhedron with twelve faces
Dodecahedron is a spheric domain of 144 quanta modules in the center
Dodecahedron is a 12
Dodecahedron is in the news again
Dodecahedron is a compound of three identical non regular octahedra
Dodecahedron is one of the 5 platonic solids with 12 pentagonal surfaces
Dodecahedron is made up of twelve pentagonal faces
Dodecahedron is a polyhedron with twelve faces
Dodecahedron is an ordinary Dodecahedron
Dodecahedron is a twelve
Dodecahedron is one of the platonic solids
Dodecahedron is the dual of the icosa it follows that the 5 tetrahedra of the timestar relate to this polyhedron also which has 20 vertices
Dodecahedron is also known as the "fifth platonic solid"
Dodecahedron is bounded by twelve equilateral pentagons
Dodecahedron is now 12
Dodecahedron is one of the five so
Dodecahedron is the icosahedron
Dodecahedron is a pythagorean
Dodecahedron is a most pleasing and intriguing solid
Dodecahedron is smaller than its stellations
Dodecahedron is isomorphic to a
Nickname Dodecahedron
- Dodecahedron (Points: 0)