On Feb 23, 2007, at 16:25, Luca Furini wrote:
Andreas L Delmelle wrote:
If 'minimum' is greater than optimum, it will be treated as if it
had been set to 'optimum'.
If 'maximum' is less than optimum, it will be treated as if it had
been set to 'optimum'."
Specifying only .optimum should lead to a resolved min=opt=max.
... or maybe min=0pt, opt=max?
At least, this is what happens at the moment: the resulting space
can shrink.
It just occurred to me that using only the .minimum component for
positive spaces (resp. the .maximum for negative spaces) will indeed
lead to the problem Luca saw (IIC?)
In that case, since the specified .minimum (.maximum) would be
greater (less) than the implicit optimum, it would set to .optimum,
leading to a resolved: min=opt=max=0
Just thought I'd share.
Cheers,
Andreas
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