dutso
experimental gismu x_{1} is clockwise/rightturndirection of[/to] x_{2} along/following track x_{3} [path] in frame of reference x_{4} (where the axis is within the region defined by the track as the boundary, as viewed from and defined by view(er) x_{4}; see notes); x_{1} is locally to the right of x_{2}, according to x_{4}, constrained along x_{3}; x_{1} is along a right turn from x_{2} along path x_{3}, as viewed in frame x_{4}. Angular/curling direction: clockwise. he orientation of the path determines x4 but does not factor into consideration for x3. Further glosses: clockwise, locally rightward, rightturning (with no bulk translation) in a way that would be characterized as "negative" by the righthand rule (aligned with and in the direction of a basis vector, at least for a given component). x1 is lefthandedly/clockwise(ly) oriented relative to x2 on/along x3 in frame of reference x4. x1 is lefthanded (one sense) from x2 [more accurately: moving from x2 to x1 requires a(n imaginary) motion that is lefthanded about/along x3 as seen in frame/orientation/perspective x4]. x1 is to the pathfollowing right of x2 (where the path is connected; as such, x1 is also be to the pathfollowing left of x2, although there is an implication that the former is the smaller (or equallength) path). See also: zucna, du'ei (lefthanded vectorial cross product), du'oi (modal). Proposed short rafsi: tso.


zucna
experimental gismu x_{1} is counterclockwise/leftturndirection of[/to] x_{2} along/following track x_{3} [path] in frame of reference x_{4} (where the axis is within the region defined by the track as the boundary, as viewed from and defined by view(er) x_{4}; see notes); x_{1} is locally to the left of x_{2}, according to x_{4}, constrained along x_{3}; x_{1} is along a left turn from x_{2} along path x_{3}, as viewed in frame x_{4}. Angular/curling direction: counterclockwise. The orientation of the path determines x4 but does not factor into consideration for x3. Further glosses: counterclockwise, locally leftward, leftturning (with no bulk translation) in a way that would be characterized as "positive" by the righthand rule (aligned with and in the direction of a basis vector, at least for a given component). x1 is righthandedly/counterclockwise(ly) oriented relative to x2 on/along x3 in frame of reference x4 x1 is righthanded (one sense) from x2 [more accurately: moving from x2 to x1 requires a(n imaginary) motion that is righthanded along x3 as seen in frame/orientation/perspective x4]. x1 is to the pathfollowing left of x2 (where the path is connected; as such, x1 is also be to the pathfollowing right of x2, although there is an implication that the former is the smaller (or equallength) path). See also: dutso, za'ei (vectorial cross product), zu'au (modal). Proposed short rafsi: zuc, zu'a. (If “zn” ever becomes a permissible initial consonant pair, krtisfranks proposes that “zna” become a rafsi of this word it makes zucna and dutso more parallel in lujvo formation, and he is of the opinion that this word is useful and basic enough to warrant such a prized rafsi assignment; after this addition, the current two rafsi proposals can be done away with, reassigned, maintained, vel sim. as desired by the community at the time. In particular, he recognizes that “zu’a” might be confusing as a rafsi for this word while being a modal cmavo for zunle; but he does believe that this word deserves a vowelfinal short rafsi.)
