Re: [xsl] exercise in complex grouping

To:   Geert Bormans  and  David Carlisle
From: Syd
Re:   complex grouping suggestions

Gentlemen --

Thank you so much! As you might guess, it will take me awhile to work
through your suggestions, tweak to match the actual data, and test.
But I'm on it, and very appreciative.
--~----------------------------------------------------------------
XSL-List info and archive: http://www.mulberrytech.com/xsl/xsl-list
EasyUnsubscribe: http://lists.mulberrytech.com/unsub/xsl-list/1167547
or by email: xsl-list-unsub(_at_)lists(_dot_)mulberrytech(_dot_)com
--~--

<Prev in Thread]	Current Thread	[Next in Thread>
[xsl] exercise in complex grouping, Syd Bauman s(_dot_)bauman(_at_)northeastern(_dot_)edu Re: [xsl] exercise in complex grouping, Martin Honnen martin(_dot_)honnen(_at_)gmx(_dot_)de Re: [xsl] exercise in complex grouping, Geert Bormans geert(_at_)gbormans(_dot_)telenet(_dot_)be Re: [xsl] exercise in complex grouping, Geert Bormans geert(_at_)gbormans(_dot_)telenet(_dot_)be Re: [xsl] exercise in complex grouping, Syd Bauman s(_dot_)bauman(_at_)northeastern(_dot_)edu <= Re: [xsl] exercise in complex grouping, Wendell Piez wapiez(_at_)wendellpiez(_dot_)com Re: [xsl] exercise in complex grouping, David Carlisle d(_dot_)p(_dot_)carlisle(_at_)gmail(_dot_)com

Previous by Date:	[xsl] [ANN] Balisage Peer-reviewed Program Announced: late-breaking slots available, B Tommie Usdin btusdin(_at_)mulberrytech(_dot_)com
Next by Date:	*Re: [xsl] A super-efficient way to compute the sum of A[i] B[i] for i=1 to n?*, Dimitre Novatchev dnovatchev(_at_)gmail(_dot_)com*
Previous by Thread:	Re: [xsl] exercise in complex grouping, Geert Bormans geert(_at_)gbormans(_dot_)telenet(_dot_)be
Next by Thread:	Re: [xsl] exercise in complex grouping, Wendell Piez wapiez(_at_)wendellpiez(_dot_)com
Indexes:	[Date] [Thread] [Top] [All Lists]