- kevna
- x
_{1}is a cavity/hole/hollow/cavern in x_{2}; x_{1}is concave within x_{2}; x_{2}is hollow at locus x_{1}.

- voi
- non-veridical restrictive clause used to form complicated le-like descriptions using "ke'a".
- si'o ze'ei poi'i
*(comp!)* - abstractor: x
_{1}is x_{2}'s concept of the object bound to {ke'a} and described by [bridi] - fi'oi
- Right-scoping adverbial clause: encloses a bridi and turns it into an adverbial term; the antecedent (ke'a) of the enclosed bridi stands for the outer bridi {lo su'u no'a ku} (the bridi in which this fi'oi term appears), including all the other adverbial terms (tags...) within this bridi located on the right of this fi'oi term (rightward scope).
- lo'oi
*(exp!)* - Description clause: create a sumti from the enclosed bridi, describing the referent of the created sumti as filling the bridi place filled with {ke'a}.
- nau'a
- non-restrictive relative clause; attaches subordinate bridi with incidental information, doesn't contain an implicit reference to its head via {ke'a}.
- ni'ai
*(exp!)* - x
_{1}is a number/value such that the abstraction is true, under mathematical system x_{2}; x_{1}binds to ke'a within the abstraction - noi'a'u
*(exp!)* - PA nonrestrictive/incidental relative clause; attaches to a PA number/numeral/digit with the ke'a referring to that PA number/numeral/digit.
- no'oi
*(exp!)* - Selbri incidental relative clause; attaches to a selbri with the ke'a being 'me'ei the attached selbri'
- poi'a'u
*(exp!)* - PA restrictive relative clause; attaches to a PA number/numeral/digit with the ke'a referring to that PA number/numeral/digit.
- poi'i
*(exp!)* - x
_{1}is such that {poi'i} abstraction is true; x_{1}binds {ke'a} within the abstraction. - po'oi
*(exp!)* - selbri restrictive relative clause; attaches to a selbri with the ke'a being "me'ei the attached-selbri"
- soi'i
- head-final content clause relativizer: it turns the current clause into a subordinate content clause, binds it to the {ke'a} pronoun, and restart the current clause afresh (as if its previous content was erased or moved into a hidden prenex).
- so'oi
- Initiator of subordinating adverbial relative clause with leftwards logical scope. The adverbial clause binds the resumptive pronoun {ke'a} to the outer clause, which becomes irrealis (i.e. not necessarily claimed to be true). Terminator: {se'u}.
- xoi
*(exp!)* - Right-scoping adverbial clause: encloses a bridi and turns it into an adverbial term; the antecedent (ke'a) of the enclosed bridi stands for the outer bridi {lo su'u no'a ku} (the bridi in which this xoi term appears), including all the other adverbial terms (tags...) within this bridi located on the right of this xoi term (rightward scope).

- do'au
*(exp!)* - pro-sumti whose referent's identity may be chosen by the listener
- fai'i
*(exp!)* - marks the next sumti as being removed from the place structure.
- ka'oi'i
*(exp!)* - convert bridi into n-ary property claim: x
_{n}is such that it fills the n-th occurrence of ce'u in [bridi]. - kau'u
- Predicate to variable-binding binary quantifier. The first slot of the predicate must be a property.
- ke'au
*(exp!)* - relative clause prenex: assigns a variable to the object of the relative clause
- kei'au
- mekso operator: finite result set derived from/on set A with/due to operator/function B under ordering of application C
- lo'au
*(exp!)* - presuppositional definite article: the …; the thing(s) which …
- na'au
*(exp!)* - converts an unevaluated mekso expression into a sumti referencing its evaluated result (if sensible/defined)
- nau'o
*(exp!)* - pro-sumti whose referent's identity is unknown to the speaker
- no'au
*(exp!)* - Introduces a bridi relative clause, with the scope of {xoi} and the semantics of {noi}
- noi'au
*(exp!)* - number/interpreted mathematical object non-restrictive clause
- poi'au
*(exp!)* - number/interpreted mathematical object restrictive clause
- ru'oi
*(exp!)* - quantifier: "all" (as opposed to "every")
- se'u'o
*(exp!)* - selbri conversion question
- xe'au
- mekso clausal referent bracket initializer
- faunli
- x
_{1}(nu) happens together with x_{2}(nu); x_{1}happens while x_{2}(one sense) - rolsixu
- For every x in x
_{1}, there exists a y in x_{2}such that x me'au x_{3}y; For every y in x_{2}there exists an x in x_{1}such that x me'au x_{3}y.