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So the forces depends on 1/r² – the inverse square.
No deviation from the inverse square law was found.
This elegant construction holds only for inverse square forces.
Gravity in the familiar three-dimensional universe obeys what is called the inverse square law.
This is an example of the "inverse-square law": gravitational force varies as the inverse square of the distance between the two objects.
That works for any distance, and that's where the "square" comes from in "inverse square".
New measurements have failed to detect any deviation from the inverse square law.
That is to say, grad ϕ = −Ar/r3 and describes a field of inverse square form.
Two later experiments over the same range showed no deviation from the inverse square law.
The final result was that no deviation from the inverse square law could be found.
To start with, gravitational attraction goes like the inverse square of distance - it's not an exponential!
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