3-D Modular Origami – Regular and Non-Regular Polyhedra Facts
(I make the following Polyhedra listed below).
1. The Five Regular Platonic Polyhedron Solids
a. Tetrahedron
b. Hexahedron (sometimes know as the Cube)
c. Octahedron
d. Dodecahedron
e. Icosahedron
2. Non-Regular Polyhedra
a. The Great Stellated Dodecahedron
b. Sonobe Small Triambic Icosahedron
c. Phizz-Dodecahedron
d. 120-Unit (star of man) – Dodecahedron
e. Hexahedron variation
f. Polyhedron with 36 faces
g. Octahedron variation
h. Sprung Icosahedron
i. Sprung Octahedron variation
j. MRR inverted Cube
k. MRR Tessellated Octocubohedron
l. 36-Unit Polyhedron
(I make the following Polyhedra listed below).
1. The Five Regular Platonic Polyhedron Solids
a. Tetrahedron
b. Hexahedron (sometimes know as the Cube)
c. Octahedron
d. Dodecahedron
e. Icosahedron
2. Non-Regular Polyhedra
a. The Great Stellated Dodecahedron
b. Sonobe Small Triambic Icosahedron
c. Phizz-Dodecahedron
d. 120-Unit (star of man) – Dodecahedron
e. Hexahedron variation
f. Polyhedron with 36 faces
g. Octahedron variation
h. Sprung Icosahedron
i. Sprung Octahedron variation
j. MRR inverted Cube
k. MRR Tessellated Octocubohedron
l. 36-Unit Polyhedron
Notes:
Every Polyhedron is made from either 3,6,16,30,36,40 or 120 square sheets of Paper. The Geometry of the Polyhedra emits a positive energy derived from the symmetry that they all posses.
Every Polyhedron is made from either 3,6,16,30,36,40 or 120 square sheets of Paper. The Geometry of the Polyhedra emits a positive energy derived from the symmetry that they all posses.
