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Re: [lojban] tautologies
la pycyn cusku di'e
But I don't yet see a reason for giving it to this usage, other
than "that is how English (and Spanish?) does it." Please make your case.
I don't think English does it quite the same way, and Spanish even
less so.
The equivalence (in
more interesting ways -- grammatical transformation to start with) between
{ijenai} and {ije naku} are fundamental to the language.
Let's put {da'au} (the proposed tautology operator) in
selma'o NA. Why is {ijenai} interestingly equivalent to {ije naku}
but {iju} is not interestingly equivalent to {ije da'auku}? It
seems to me to be exactly parallel.
<I don't see what it is that remains the same for the case
of {ta} but changes for {makau}.>
Remember that {makau} is a cover for whatever happens to be true in the
circumstances.
And {ta} is a cover for whatever you happen to be pointing at in
the circumstances.
So, if ta costs fifty cents, {ta se jdima makau} is {ta se
jdima -50cents} and if it is a dollar, then it is {- 1 dollar} and so on:
And if {ta} is {le ladru}, {ta se jdima makau} is {le ladru cu
se jdima makau}, and if it is {le nanba}, then it is {le nanba
cu se jdima makau}, and so on.
You may say the same thing, but the sentence you utter changes with the
circumstance for all that, so that it is always the true one.
And the same happens to the sentence without {makau}, except
it need not always be true.
You have, in
effect said "I declare the true sentence of the base form {ta se jdima
---}."
What you say is always true, but it is a different thing on each
occasion.
Yes, the particularity of {kau} sentences is that they are always
true, but that they are a different thing on each occasion is not
particular to them.
If {makau} accepts the {no da} answer (and it loks as theough you held the
opposite view on this earlier -- not that I think that would commit you
now),
No, I think I mostly held that the {noda} answer was acceptable.
What we had a row about, if I recall correctly, was the {na'i}
answer.
the clearly {ta se jdima no da} is ok, and so {no da} is an acceptable
replacement, if need -- but note it is never needed, for {lo jdima be ta},
and thus for {da}, if you think that that goes through. This is a feasible
position, but just barely. I prefer saying that some things have a 0 price
and some things an infinite one, both of which cannot be paid.
Ok, that's not really the point here. Let's consider an example
where the {noda} answer is a real possibility. Forget about
prices and consider destinations, or gifts, or whatever.
mu'o mi'e xorxes
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