Assertion: polyhedron's side | /r/HasAspect | equal length
Facets:
Source sentences:
text: It is clear that a set of polygons that form the pattern of a closed convex polygon satisfies the following conditions: (1) exactly two faces meet at each edge and three or more faces meet at each vertex; (2) the number of vertices, faces, and edges satisfies Euler’s condition; (3) we can go from a polygon to any other polygon by way of adjacent polygons; (4) the sides common to two polygons have equal length; and (5) the sum of the plane angles of the faces at a common vertex is less than 277.
text: It is clear that a set of polygons that form the pattern of a closed convex polygon satisfies the following conditions: (1) exactly two faces meet at each edge and three or more faces meet at each vertex; (2) the number of vertices, faces, and edges satisfies Euler’s condition; (3) we can go from a polygon to any other polygon by way of adjacent polygons; (4) the sides common to two polygons have equal length; and (5) the sum of the plane angles of the faces at a common vertex is less than 277.
text: It is clear that a set of polygons that form the pattern of a closed convex polygon satisfies the following conditions: (1) exactly two faces meet at each edge and three or more faces meet at each vertex; (2) the number of vertices, faces, and edges satisfies Euler’s condition; (3) we can go from a polygon to any other polygon by way of adjacent polygons; (4) the sides common to two polygons have equal length; and (5) the sum of the plane angles of the faces at a common vertex is less than 277.