x_{1} (action/event/state) is a result/outcome/conclusion of antecedent x_{2} (event/state/process).

Also: x_{2} gives rise to x_{1} (= selja'e for reordered places); total (general meaning, but also = mekyja'e, pi'irja'e, sujyja'e).
See also se mukti, te zukte, se rinka, se krinu, se nibli, mulno, sumji, pilji, mekso, cmavo list ja'e, ciksi.

- ja'e
- jalge modal, 1st place resultingly; therefore result ...
- ja'enai
- na'e jalge modal, 1st place (event causal); without result ...
- seja'e
- jalge modal, 2nd place (event causal) results because of ...
- seja'enai
- na'e jalge modal, 2nd place (event causal); results regardless of ...

- ciksi
- x
_{1}(person) explains x_{2}(event/state/property) to x_{3}with explanation x_{4}(du'u). - krinu
- x
_{1}(event/state) is a reason/justification/explanation for/causing/permitting x_{2}(event/state). - mekso
- x
_{1}[quantifier/expression] is a mathematical expression interpreted under rules/convention x_{2}. - mukti
- x
_{1}(action/event/state) motivates/is a motive/incentive for action/event x_{2}, per volition of x_{3}. - mulno
- x
_{1}(event) is complete/done/finished; x_{1}(object) has become whole in property x_{2}by standard x_{3}. - nibli
- x
_{1}logically necessitates/entails/implies action/event/state x_{2}under rules/logic system x_{3}. - pilji
- x
_{1}is the product/total/result of factors/multiplicands (x_{2}and x_{3}) x_{2}multiplied by x_{3}. - rinka
- x
_{1}(event/state) effects/physically causes effect x_{2}(event/state) under conditions x_{3}. - sumji
- x
_{1}is a mathematical sum/result/total of x_{2}plus/increased by x_{3}. - zukte
- x
_{1}is a volitional entity employing means/taking action x_{2}for purpose/goal x_{3}/to end x_{3}. - selja'e
- x
_{1}(event) results in x_{2}(event) - selni'i
- n
_{2}logically follows n_{1}under rules/logic system n_{3}. - tolja'e
- The negation of x
_{1}(event/state) is a result/outcome/conclusion of antecedent x_{2}(event/state). x_{1}is prevented by x_{2}. - no'au
- Introduces a bridi relative clause, with the scope of {xoi} and the semantics of {noi}
- ni'anfu
- x
_{1}is an influence on x_{2}; some part of x_{1}causes some part of x_{2}