Nanopublication — Motion After Diffraction — Does the Idea Survive the Crossing?

Context

The form I built is still in motion. From every angle it reads as directional — ascending, released, going somewhere. It has not stopped at the ouverture. It has come through and is continuing. That was a deliberate choice: I wanted the post-diffraction idea to carry kinetic energy, not to be a residue or a remnant. Proposition 10 states that "the wave outlives the emitter if the material survives" — that ideas persist through documentation, preservation, transformability. I read this as a claim about the robustness of the invariant across crossings. What survives diffraction is not the original form — the spiral seam makes that explicit — but something structural, something that allows the wave to keep moving.

What I am uncertain about is the relationship between the form's openness and its capacity to continue. The opening that records the crossing also makes the form aerodynamically unstable in ways a closed form would not be. Whether that instability is a problem — whether an idea that has been fully diffracted is harder to emit again, harder to carry through a second ouverture — is a question the Propositions do not yet address directly. Proposition 17 says a single emission produces N creations across N ouvertures. But what happens to the idea after the first crossing? Does it diffract again from its new form? Does it accumulate crossings? This piece is my attempt to hold that question as an object. I do not have the answer.