x_{1} is a member/element of set x_{2}; x_{1} belongs to group x_{2}; x_{1} is amid/among/amongst group x_{2}.

x_{1} may be a complete or incomplete list of members; x_{2} is normally marked by la'i/le'i/lo'i, defining the set in terms of its common property(ies), though it may be a complete enumeration of the membership.
See also ciste, porsi, jbini, girzu, gunma, klesi, cmavo list mei, kampu, lanzu, liste.

- ciste
- x
_{1}(mass) is a system interrelated by structure x_{2}among components x_{3}(set) displaying x_{4}(ka). - girzu
- x
_{1}is group/cluster/team showing common property (ka) x_{2}due to set x_{3}linked by relations x_{4}. - gunma
- x
_{1}is a mass/team/aggregate/whole, together composed of components x_{2}, considered jointly. - jbini
- x
_{1}is between/among set of points/bounds/limits x_{2}(set)/amidst mass x_{2}in property x_{3}(ka). - kampu
- x
_{1}(property - ka) is common/general/universal among members of set x_{2}(complete set). - klesi
- x
_{1}(mass/si'o) is a class/category/subgroup/subset within x_{2}with defining property x_{3}(ka). - lanzu
- x
_{1}(mass) is a family with members including x_{2}bonded/tied/joined according to standard x_{3}. - liste
- x
_{1}(physical object) is a list/catalog/register of sequence/set x_{2}in order x_{3}in medium x_{4}. - porsi
- x
_{1}[ordered set] is sequenced/ordered/listed by comparison/rules x_{2}on unordered set x_{3}. - mei
- convert number to cardinality selbri; x
_{1}is the mass formed from set x_{2}whose n member(s) are x_{3}. - cmibi'o
- b
_{1}=c_{1}becomes a member of group b_{2}=c_{2}under conditions b_{3}. - cmigau
- g
_{1}puts together c_{1}into group c_{2}. - cmisau
- s
_{1}=c_{1}is logged into system/application s_{2}=c_{2}. - cmiveigau
- g
_{1}=v_{3}registers c_{1}as a member of c_{2}, registration preserved in medium x_{3}=v_{4}. - cu'acmi
- cm
_{1}=cu_{1}is a member of electorate cm_{2}, which votes/selects cu_{2}[choice] from set/sequence of alternatives cu_{3}. - selcmi
- x
_{1}is the set whose members are x_{2}; x_{2}are the members of x_{1}. - terporcmi
- x
_{1}is a member of the unordered set x_{2}upon which rules x_{3}are applied in order to produce list x_{4}; x_{1}is a member of the elements constituting list x_{4}. - aigne
- x
_{1}is an eigenvalue (or zero) of linear transformation/square matrix x_{2}, associated with/'owning' all vectors in generalized eigenspace x_{3}(implies neither nondegeneracy nor degeneracy; default includes the zero vector) with 'eigenspace-generalization' power/exponent x_{4}(typically and probably by cultural default will be 1), with algebraic multiplicity (of eigenvalue) x_{5}