<ul><li>The essay redefines the right angle as a signal expression of dual 90° arcs connected through a rotational bridge, introducing the idea that straight lines can lack action potential but introducing a third point initiates curvature, motion, and intelligence.</li><li>A right angle is viewed as two compressed 90° arcs instead of a static corner, encoding directional transition, rotational potential, and continuity in a curved system.</li><li>The addition of a third point to two points generates curvature and energy, reflecting in various phenomena like Bézier curves, waveform propagation, gravitational arcs, and energetic movement in the body.</li><li>The rotational continuity and local frame reorientation in signal geometry ensure global curvature preservation while maintaining local perception straight, offering design principles that consider motion, continuity, and tension at every junction.</li></ul>

Signal Geometry

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