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	- Actual Distance	- Actual Distance

	The Minkovsky setting has a user definable value (the Exponent button)	The Minkovsky setting has a user definable value (the Exponent button)
	which determines the Minkovsky exponent (``e``) of the distance function ``	which determines the Minkovsky exponent (``e``) of the distance function
	(x``:sup:`e` ``+ y``:sup:`e` ``+ z``:sup:`e` ``)``:sup:`1/e`.	``(x``:sup:`e` ``+ y``:sup:`e` ``+ z``:sup:`e` ``)``:sup:`1/e`.
	A value of one produces the Manhattan distance metric, a value less than one produces stars	A value of one produces the Manhattan distance metric, a value less than one produces stars
	(at 0.5, it gives a Minkovsky 1/2), and higher values produce square cells (at 4.0,	(at 0.5, it gives a Minkovsky 1/2), and higher values produce square cells (at 4.0,
	it gives a Minkovsky 4, at 10.0, a Chebychev).	it gives a Minkovsky 4, at 10.0, a Chebychev).
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	For a more in depth description of the Worley algorithm, see:	For a more in depth description of the Worley algorithm, see:
	`Worley Documentation <http://www.ypoart.com/Downloads/Worley.htm>`__ (dead link).	`Worley Documentation <http://www.ypoart.com/downloads/Worley.htm>`__.
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