The initiation of vertical propulsion begins with an understanding of Newton's second law, a calculated effort counteracting gravitational pull: F = ma, where F necessitates forward momentum and acceleration is derived from manual input.
As time progresses, the mechanics lose their intended precision. Jumps once defined by statics and vectors become random trajectories. Variables accumulate inefficiencies, motions proliferating yet losing coherence - akin to a series of routine calculations devolving into an endless dance, where every leap becomes an uncertain descent.
Recorded sequences reveal patterns: initial conditions, once uniformly static, gradually acquire an erratic tendency. Longitudinal studies suggest a 37% increase in unpredictability after N iterations. Diagrams on page 9 exhibit kinetic divergence, an illustration of worn mechanical faith.