Hi @CAD_CAM_MAN. This is a good place for a good old fashioned test to prove/disprove the theory (because it is very easy to test). My theory is that the tolerance is simply asking for a single numerical value (expecting a number with decimal places, but that may not be necessary) that the coordinates of the first point can be different from the coordinates of the second point and still pass or fail the test, depending on your purpose/need for the test.
For instance/example, you can use the following simple iLogic rule code to test this theory.
Dim oTG As TransientGeometry = ThisApplication.TransientGeometry
Dim oP1 As Point = oTG.CreatePoint(1, 2, 3)
Dim oP2 As Point = oTG.CreatePoint(1.0001, 2.0001, 3.0001)
If oP1.IsEqualTo(oP2, .00001) Then
MsgBox("They are Equal.", , "")
Else
MsgBox("Then are not Equal.", , "")
End If
If ran exactly like this, it will return False (the two points are not equal - not within the specified tolerance). However, if you eliminate 2 of the zeros between the decimal point and the 1 at the end, then run the rule again, the test returns True (the two points are now equal - within the specified tolerance). In the case of this point object, think of the tolerance as a radius dimension around the original point that the second point is either within, or outside of.
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Wesley Crihfield

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