Karl,
I'm somewhat limited to reading posts, so I might have missed something,
but can you explain why you wanted to avoid the 3rd table solution ?
Because depending on that question, I can offer two other solutions, but
they have their own limitations.
Solution 1: the "2,5nd" table.
you cr
Yeah, I was being somewhat facetious about the colors of a shirt. :)
I agree on the items and attributes drill-down before implementation
though.
There will be more than T-Shirts. Watches, book-covers, etc, etc.
So I need to find a general logic to cover the items and attributes of
each item
Ok, thanks.
On Jan 11, 2012, at 11:53 AM, Peter Lind wrote:
*snip*
How does set() know the difference between say
the first row (1) + the fifth row (5) and the second row (2) +
fouth row (4)
in the bit set? The sum of both are the same.
I am sure I am congfusing something.
Ummm ... if
*snip*
>
> How does set() know the difference between say
> the first row (1) + the fifth row (5) and the second row (2) + fouth row (4)
> in the bit set? The sum of both are the same.
> I am sure I am congfusing something.
>
Ummm ... if you're asking how set figures out how bitmasks differ,
then
On Jan 11, 2012, at 3:29 AM, Karl DeSaulniers wrote:
On Jan 11, 2012, at 12:45 AM, Peter Lind wrote:
On Jan 11, 2012 7:13 AM, "Karl DeSaulniers"
wrote:
On Jan 10, 2012, at 10:49 PM, Karl DeSaulniers wrote:
On Jan 10, 2012, at 9:30 AM, B. Aerts wrote:
On 08/01/12 23:35, Karl DeSauln
On Jan 11, 2012, at 12:45 AM, Peter Lind wrote:
On Jan 11, 2012 7:13 AM, "Karl DeSaulniers"
wrote:
On Jan 10, 2012, at 10:49 PM, Karl DeSaulniers wrote:
On Jan 10, 2012, at 9:30 AM, B. Aerts wrote:
On 08/01/12 23:35, Karl DeSaulniers wrote:
On Jan 8, 2012, at 10:36 AM, Bastien wrot
