Update README.md

README.md

@@ -87,6 +87,7 @@ Topology should be represented as a superposition of two states; rigid and smoot
 * Superposition alignment on topology is effectively anchorable and reproducable.
 * The complexity of smooth far outweighs the usefullness of multispectral analysis, it simply means more for less cost when sampled as a smooth structure with rigid structural behavior.
 * The simplicity and speed of rigid sampling far outweighs the benefits of immediate overanalysis of diffusion and prediction.
+* Fusing the two gives the smooth surface rigid sampling process, essentially enabling the progressive alignment mechanisms to function within tolerance.
 
 ## Continuum topology is powerful, but highly corrosive.
 * The outcomes of utilizing overlapping or singular infinite composite topology defined through bias is both the most powerful tool in my arsenal, and one of the most difficult and useless tools.