This document discusses a new rule discovered by the author regarding proportional relationships between planetary motion data. The rule states that the ratio of a planet's diameter to its number of rotation periods in its orbital period equals the ratio of its velocity to another planet's velocity. The author aims to show how this rule proves that motion is transported among the solar planets, demonstrating their interconnected nature. Several examples are given applying the rule to Saturn and Neptune's data. The author believes this rule disproves Newton's theory of gravity and suggests it provides insight into the geometrical structure of the solar system. The paper aims to further analyze implications of this rule by examining topics like the continuum effect on planetary distances, differing rates of time used in planetary motion
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