Very interesting, Oscar. Thanks. I think.
An ordered list should be a sequence of things that have order. Like a recipe.
An unordered list should be things without an order. Like the ingredients in a
recipe that form your shopping list.
The sublists here (a, b, c, ...) do not really seem to have any order to me.
Maybe the one-element sublists vacuously have order?
Maybe the overall numbered list has order? Or maybe not? I could argue either way.
So why have ordered lists at all? I would guess so people using this can say,
"Yes, we do 3(b) in class." So I think a list is being used as a way to get
identifiers? I would think our #outcomes element would be the right place to
start. Which is really just a dressed-up #ol (and #ul, #dl), iirc.
This is definitely not a #tabular in the sense we have tried to restrict its use
to. (Array of data, for ease in locating any one entry.)
And is it a form? Not sure who is ticking off boxes and when. Could the boxes
be replicated on each top-level numbered item? We certainly don't want to be in
the business of making forms.
> does make me think about our oft-requested "list continuation".
It makes me think of my recent rant about proofs, detached proofs, solution
proofs and foonotes. Letting a list ramble all over the place (despite Haris'
good suggestion) is exactly the sort of thing that is going to lead to all sorts
of problems and hard-to-maintain code. "Oft-requested" is a reason to consider
something seriously, but I'm going to try to stick to the simplicity of natural
markup that leads to good code.
Rob
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