How hot the lattice starts, before any cooling begins — higher makes the opening noise look more scrambled and less clustered.
+The coolest the lattice gets on its way down, before the hold and the reveal — lower gives tighter, calmer clusters more time to settle during the dwell.
+How much of the anneal passes at a steady, held temperature before the wordmark starts pulling itself together. This is when the field turns on in the underlying physics, not just a visual cue — reveal start/width below only make sense relative to it.
+How gradually the letterform's pull strengthens after hold length above ends — small snaps to full strength almost immediately, large lets it build slowly across more of the remaining anneal.
+How hard the field pulls lattice cells into the wordmark's shape once it's active — higher makes the letters assert themselves faster and more forcefully over whatever pattern already formed.
+How much thermal noise remains once the field is pulling cells into letters — higher keeps the reveal looking lively and textured instead of freezing into flat, static shapes.
+How many simulation steps the whole scroll covers — more steps means each point of scroll shows a finer-grained slice of the process, including the reveal itself.
+Where in the scroll (0 = top, 1 = bottom) the reveal band begins — together with reveal band width below, this sets the stretch of scrolling during which the wordmark actually appears.
+How much scroll distance the reveal band spans, starting at reveal band start above — narrow snaps the wordmark into place quickly, wide spreads it into a slower, more gradual materialization.
+How sharply the very last bit of scroll decelerates into its final position — 1 is a straight line with no easing; higher values slow down more as they approach the end.
+How far down the scroll before the simulation stops replaying deterministically and starts free-running instead (continuing to sweep at the final temperature and field, so pixels keep churning while the letters hold). Scrolling back up above this line returns to deterministic replay.
+How hot the lattice starts, before any cooling begins — higher makes the opening noise look more scrambled and less clustered.
-The coolest the lattice gets on its way down, before the hold and the reveal — lower gives tighter, calmer clusters more time to settle during the dwell.
-How much of the anneal passes at a steady, held temperature before the wordmark starts pulling itself together. This is when the field turns on in the underlying physics, not just a visual cue — reveal start/width below only make sense relative to it.
-How gradually the letterform's pull strengthens after hold length above ends — small snaps to full strength almost immediately, large lets it build slowly across more of the remaining anneal.
-How hard the field pulls lattice cells into the wordmark's shape once it's active — higher makes the letters assert themselves faster and more forcefully over whatever pattern already formed.
-How much thermal noise remains once the field is pulling cells into letters — higher keeps the reveal looking lively and textured instead of freezing into flat, static shapes.
-How many simulation steps the whole scroll covers — more steps means each point of scroll shows a finer-grained slice of the process, including the reveal itself.
-Where in the scroll (0 = top, 1 = bottom) the reveal band begins — together with reveal band width below, this sets the stretch of scrolling during which the wordmark actually appears.
-How much scroll distance the reveal band spans, starting at reveal band start above — narrow snaps the wordmark into place quickly, wide spreads it into a slower, more gradual materialization.
-How sharply the very last bit of scroll decelerates into its final position — 1 is a straight line with no easing; higher values slow down more as they approach the end.
-How far down the scroll before the simulation stops replaying deterministically and starts free-running instead (continuing to sweep at the final temperature and field, so pixels keep churning while the letters hold). Scrolling back up above this line returns to deterministic replay.
-