linji
x1 is a line/among lines (1-dimensional shape/form) defined by set of points x2.
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How do we define a set?
la ky. linji la .abu. .e la .ebu.
Is this correct?
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Can we define the set prior to using linji?
la .abu. .e la .ebu. cmima da goi ko'a
.i la ky. linji ko'a
Is this correct?
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The use case is instructions for geometric construction.
.a'o
{ky. linji .abu. ce .ebu}
There are infinitely many sets that contain A and E (and other
things), some of which do not define lines, so no.
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Using {cmima} precisely winds up being awkward because you have to do something like:
{.i ca'e ro da zo'u da cmima ko'a .i jo da cmima .abu ce .ebu}
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In the first case you need {vu'o} to make the {goi} apply to the whole set. The second one is technically OK, though {du} has its own problems in general.