¶ Spiralinearity
RBF Definitions
Regenerative precession imposes wavilinearity on vectors and tensors. Wavilinearity is spiralinear.
"All actions are spiral because they cannot go through themselves and because there is time. The remote aspect of a spiral is a wave because there are no planes.
“As with coil springs, in tensors and vectors of equal magnitude, the spiralinearity of the vector is shorter in overall spatial extent than is the spiralinearity of the tensor. Compressed lines or rods tend to arcs of diminishing radius; tensed lines or rods tends to arcs of increasing radius.”
¶ Citations
