Re: Donovans Theorem
This WebDNA talk-list message is from 2003
It keeps the original formatting.
numero = 54968
interpreted = N
texte = Ok, I had a few minutes (spent less than 30 on it), so here's my shot at it:http://brainscansoftware.com/test/donovan/index.htmlI've added an interactive form letting you select a PID and a PRODUCT_ID to exclude, and checkboxes for selecting multiple brands and categories, so you can select any combination you want for testing.The results table is built on a single search, with a per-product embedded search to determine the colors available for that product.Key changes to the search context were:* Make all four tests "rq" - any term with a blank value will be ignored, so they "do the right thing"* Changed the CATEGORY and BRAND tests to "wo" so they handle multiple selections from the checkboxes* Added PRODUCT_IDsumm=TYou can see my source by clicking the "page source" link at the bottom of the page.- brianOn Dec 12, 2003, at 3:39 PM, Marc Kaiwi wrote:> > > >
Donovan's Theorem> >-- Brian Fries, BrainScan Software -- http://www.brainscansoftware.com ---------------------------------------------------------------This message is sent to you because you are subscribed to the mailing list
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Ok, I had a few minutes (spent less than 30 on it), so here's my shot at it:http://brainscansoftware.com/test/donovan/index.htmlI've added an interactive form letting you select a PID and a PRODUCT_ID to exclude, and checkboxes for selecting multiple brands and categories, so you can select any combination you want for testing.The results table is built on a single search, with a per-product embedded search to determine the colors available for that product.Key changes to the search context were:* Make all four tests "rq" - any term with a blank value will be ignored, so they "do the right thing"* Changed the CATEGORY and BRAND tests to "wo" so they handle multiple selections from the checkboxes* Added PRODUCT_IDsumm=TYou can see my source by clicking the "page source" link at the bottom of the page.- brianOn Dec 12, 2003, at 3:39 PM, Marc Kaiwi wrote:> > > > Donovan's Theorem> >-- Brian Fries, BrainScan Software -- http://www.brainscansoftware.com ---------------------------------------------------------------This message is sent to you because you are subscribed to the mailing list .To unsubscribe, E-mail to: To switch to the DIGEST mode, E-mail to Web Archive of this list is at: http://webdna.smithmicro.com/
Brian Fries
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