Descartes' plenum entails that every body is always in contact with surrounding bodies, making the contiguous neighborhood relation physically exhaustive and thus sufficient for specifying all motions without remainder.

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Descartes: # Descartes René Descartes was a French philosopher and mathematician from the 1600s who fundamentally changed how people think about knowledge and the mind. He's famous for the idea "I think, therefore I am" (cogito ergo sum), which means that the very fact that you can think proves you exist—a foundation for modern philosophy. He also invented the coordinate system used in mathematics (the x and y axes on a graph), which connects geometry and algebra in practical ways we still use today.
Exhaustive(describing the relationship between X1, X2, and X3): A set of options that covers all possibilities with no gaps—like saying a coin must be either heads or tails, with no other outcomes possible.
Sufficient: # Sufficient Something is sufficient when it is enough to achieve a goal or make something true. For example, having a valid driver's license is sufficient to legally drive a car—you don't need anything else. In everyday language, we use "sufficient" to mean "adequate" or "meeting the minimum requirement needed."
Without remainder(describing complete explanation)

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