The projective plane has a point here where parallel lines intersect. In set theory, its smallest values are aleph 0 and omega, a cardinal and ordinal number respectively. The cardinal variety is equal to itself doubled and to its own square. It can 
The projective plane has a point here where parallel lines intersect. In set theory, its smallest values are aleph 0 and omega, a cardinal and ordinal number respectively. The cardinal variety is equal to itself doubled and to its own square. It can be said to be the sum of all terms of the harmonic series, which is equivalent to saying that the natural logarithm tends to this value for very high inputs. FTP, name this quantity that describes the size of the natural numbers and real numbers and is the inverse of zero.          |
The projective plane has a point here where parallel lines intersect.
{Infinity}