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Date: Sun, 14 Sep 2014 09:04:33 +0400
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Subject: [lojban-beginners] cripu2 vs. cripu3, vorme vs. vorme3
From: Gleki Arxokuna <gleki.is.my.name@gmail.com>
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{cripu} = x1 is a bridge/span over/across x2 between x3 and x4 [unordered,
typically destination first]. See also bargu, kruca, ragve, kuspe.

What is destination? The direction of the road traffic on the bridge or the
direction the bridge was built in?

Imagine:
{puente} = x1 is a bridge/span over/across points x2 (plural, use {jo'u}).
See also bargu, kruca, ragve, kuspe.

Sometimes bridges can span over more than two points (a more rare case but
still stands).
It looks like {cripu} is describing a more rare case than "bridge" in
general.

A similar question for {vorme3} vs. {vorme4}. Why not merging them into one
"plural" place?

Yet another question is about mosra2 and mosra3. It sounds like mosra3 is
immobilized and mosra2 is rubbing against it.
But here {simxu lo ka ce' ce'u te mosra} would solve the problem.
The same for tavla1/tavla2 (and not casnu1) where the relation isn't equal.

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<div dir=3D"ltr"><div>{cripu} =3D x1 is a bridge/span over/across x2 betwee=
n x3 and x4 [unordered, typically destination first]. See also bargu, kruca=
, ragve, kuspe.</div><div><br></div><div>What is destination? The direction=
 of the road traffic on the bridge or the direction the bridge was built in=
?</div><div><br></div><div>Imagine:</div><div><div>{puente} =3D x1 is a bri=
dge/span over/across points x2 (plural, use {jo&#39;u}). See also bargu, kr=
uca, ragve, kuspe.</div></div><div><br></div><div>Sometimes bridges can spa=
n over more than two points (a more rare case but still stands).</div><div>=
It looks like {cripu} is describing a more rare case than &quot;bridge&quot=
; in general.</div><div><br></div><div>A similar question for {vorme3} vs. =
{vorme4}. Why not merging them into one &quot;plural&quot; place?</div><div=
><br></div><div>Yet another question is about mosra2 and mosra3. It sounds =
like mosra3 is immobilized and mosra2 is rubbing against it.=C2=A0</div><di=
v>But here {simxu lo ka ce&#39; ce&#39;u te mosra} would solve the problem.=
</div><div>The same for tavla1/tavla2 (and not casnu1) where the relation i=
sn&#39;t equal.<br></div></div>

<p></p>

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