The body stands on a rope. As long as the combined center of mass (body + pole) remains exactly above the rope, equilibrium is maintained. Tilting the body shifts the COG sideways — the pole tilts in the opposite direction to bring the COG back above the support.
Translation: Translation Direction: 0.0 cm
Resilience reserve: — cm
Status: Equilibrium
Simplified model: The incline of the rod counteracts the center of mass displacement — though this illustrates the principle visually, in reality, a heavy rod would more slowly fall, increasing its moment of inertia.
The classic block-stacking problem: a block is stable until the center of mass of everything on it extends beyond the support edge below it.
Reserve (B+C over A): — cm
Reserve (C over B): — cm
Status: Stable
Half the block width — 60 cm: if the center of mass of what is on top shifts beyond the edge of the support block, it will tip over.