EternalHunter
03-10-2005, 04:43 PM
The theory is radical, but it must be defined.
If you sine the line of your arc on my pi
will we segment the sun in triangular flight?
If I parrallel obtuse vectors of inverse symmetry
will we map the equation of solid similarities?
If we distance the slope to correspond in degrees
of pleasure that freezes the radial leaves,
will it rotate the volume of fluid filled trees?
We're looking for proof in perpendicular blades
of shoulders composed of mobius threads;
I will inscribe the tangent where hammer meets nail,
where one will addition the other must fail,
where body joins body concave and convex,
trapazoid theorems of voodoo and hex(...).
If you sine the line of your arc on my pi
will we segment the sun in triangular flight?
If I parrallel obtuse vectors of inverse symmetry
will we map the equation of solid similarities?
If we distance the slope to correspond in degrees
of pleasure that freezes the radial leaves,
will it rotate the volume of fluid filled trees?
We're looking for proof in perpendicular blades
of shoulders composed of mobius threads;
I will inscribe the tangent where hammer meets nail,
where one will addition the other must fail,
where body joins body concave and convex,
trapazoid theorems of voodoo and hex(...).