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John, I believe the quoted passage means: A circle (or any other shape) would be represented by rectangularly oriented points. (I guess this means they don't have to be square, though I would expect square orientation suits a circle, non-square perhaps for an ellipse.) Possible representations (in non-proportional font) in two dimensions: ..... ....... ....... ..... .... ........ .......... .......... ........ .... . . . . . . . . . . . . . . . . . . . . . . . . depending on the desired resolution in each direction. I didn't understand what you said about a circular base requiring fewer points. I am sure others can give a more detailed explanation/correction. - David -----Original Message----- From: John Yao [mailto:johnyao@xxxxxxxxxxxxxxxxx] Sent: Thursday, 11 October 2001 1:12 PM To: visad-list@xxxxxxxxxxxxx Subject: gridded3dset Hello, Please excuse my ignorance in VisAD. Suppose I want to generate a shape with say a circular base, is it still possible to use gridded3DSet with a manifold dimension of 2? Since a circular base has less points in a rectangular grid system than a rectangular base with lengthX * lengthY number of points, is it pretty much impossible to generate shapes with non-ractangular base with gridded3dset? I guess didn't understand the documentation very well when it stated that GriddedSets are N-dimensional sets with rectangular topologies but not necessarily rectangular geometries. Thanks in advance. john "The information contained in this email and any files transmitted with it are confidential and intended solely for the use of the individual or entity to whom they are addressed. If you have received this email in error please promptly notify the sender by reply email and then delete the email and destroy any printed copy. Additionally, if you have received this email in error, you must not disclose or use this information in any way." More Information on Egis can be obtained at www.egisconsult.com.au Egis Consulting Australia, Melbourne Phone 61 3 9272 6666 Fax 61 3 9272 6611 http://www.egisconsult.com.au
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