The tree seen in relative macroscopic solidity

If I could touch the inside I'd feel the grain in rings perpendicular to its sagittal. On a rainy day the rain droplets would rush over and off the leaves, slowing their decent before they make their way to a puddle on the ground. The earth accelerating them towards its center before showing the apparently solid nature of the objects at its surface. Like a clock that scales as you move towards it... drawing you in.... then slowing your motion relative to another observer, as the waves from you and the clock interfere and expand past said observer. From the uniformity of a point the smooth expansion of signals, the oscillations of any apparent fields holds these things together... tracing their paths... showing themselves in the overlaying patterns of a slowly changing grain. In transverse, the proximal, the distal appendages, and at a scale in their fractal like extensions.

The tree protrudes from the earth like a clove breaking it's roughly spheroidal symmetry. The tilt of the earth, and presence of the moon and other relevant bodies causing an irregular yet mostly elliptical orbit around a star with its own turbulent nature, which could explain the emergent pattern as well as its apparent divergence. Still their constituents and every point in space should appear to be the same, and those motions and relations that give rise to that divergence you see in step might look that way too. Yet here we are and if you've ever seen anything asymmetric you can expect that it should be quite some time before the interval finishes, and you see that it was never any different. All from objects that are uniform and infinitesimally symmetric. What the f*ck is that about am I right? 😜'''