At the speed-limit boundary, the toy diagram gives the moving leg the whole 5 m/s limit and leaves a quiet leg of 0. That zero leg is a model boundary check: it explains why no finite gamma is assigned there, while real particles are compared to measured speeds below the limit.

The v equals c boundary is represented by a zero quiet leg. Exact arithmetic here means exact results for the stated model inputs; measured inputs still carry uncertainty and significant-figure limits.

highlighted = computed this step

At the limit the quiet leg vanishes

At v equals c, both are 5 m/s and the quiet leg is 0 m/s.

v=c=5q=0v=c=5\quad q=0
Gamma boundaryAt the speed limit the quiet leg is zero.speedno finite gamma

No finite gamma remains

With quiet leg 0, the finite-gamma flag is rejected.

q=0⇒no finite γq=0\Rightarrow \text{no finite } \gamma
Gamma boundaryAt the speed limit the quiet leg is zero.speedno finite gamma