selbri lujvo

x2=b1 (text) is a predicate relationship with relation x1=b2 among arguments x3=b3 (ordered set).

se bridi

In definition:

ba
time tense relation/direction: will [selbri]; after [sumti]; default future tense.
be
sumti link to attach sumti (default x2) to a selbri; used in descriptions.
bei
separates multiple linked sumti within a selbri; used in descriptions.
bu'a
logically quantified predicate variable: some selbri 1.
bu'e
logically quantified predicate variable: some selbri 2.
bu'i
logically quantified predicate variable: some selbri 3.
ca
time tense relation/direction: is [selbri]; during/simultaneous with [sumti]; present tense.
cei
selbri variable assignment; assigns broda series pro-bridi to a selbri.
cu
elidable marker: separates selbri from preceding sumti, allows preceding terminator elision.
cu'o
convert number to probability selbri; event x1 has probability (n) of occurring under cond. x2.
du
identity selbri; = sign; x1 identically equals x2, x3, etc.; attached sumti refer to same thing.
fe'u
elidable terminator: end nonce conversion of selbri to modal; usually elidable.
fi'o
convert selbri to nonce modal/sumti tag.
la
name descriptor: the one(s) called ... ; takes name or selbri description.
la'i
name descriptor: the set of those named ... ; takes name or selbri description.
lai
name descriptor: the mass of individual(s) named ... ; takes name or selbri description.
me
convert sumti to selbri/tanru element; x1 is specific to [sumti] in aspect x2.
me'u
elidable terminator: end sumti that was converted to selbri; usually elidable.
mei
convert number to cardinality selbri; x1 is the mass formed from set x2 whose n member(s) are x3.
mo
pro-bridi: bridi/selbri/brivla question.
moi
convert number to ordinal selbri; x1 is (n)th member of set x2 ordered by rule x3.
na'u
convert selbri to mex operator; used to create less-used operators using le'avla, lujvo, etc.
ni'e
convert selbri to mex operand; used to create new non-numerical quantifiers; e.g. "herd" of oxen.
nu'a
convert mathematical expression (mex) operator to a selbri/tanru component.
pu
time tense relation/direction: did [selbri]; before/prior to [sumti]; default past tense.
si'e
convert number to portion selbri; x1 is an (n)th portion of mass/totality x2; (cf. gunma).
va'e
convert number to scalar selbri; x1 is at (n)th position on scale x2.
zi'o
pro-sumti: fills a sumti place, deleting it from selbri place structure;changes selbri semantics.
bimei
quantifier selbri: convert 8 to cardinal selbri; x1 is a set with the octet of members x2.
bimoi
quantified selbri: convert 8 to ordinal selbri; x1 is eighth among x2 ordered by rule x3.
cimei
quantifier selbri: convert 3 to cardinal selbri; x1 is a set with the trio of members x2.
cimoi
quantified selbri: convert 3 to ordinal selbri; x1 is third among x2 ordered by rule x3.
da'amoi
quantified selbri: converts all-but-(1) to ordinal selbri; x1 is penultimate among x2 by rule x3.
da'aremoi
quantified selbri: converts all-but-2 to ordinal selbri; x1 is antepenult. among x2 by rule x3.
du'emei
quantifier selbri: convert too many to cardinal selbri; x1 is a set with too many members x2.
le jaigau
description: marks description extracting the agentive place of the description selbri.
mumei
quantifier selbri: convert 5 to cardinal selbri; x1 is a set with the quintet of members x2.
mumoi
quantified selbri: convert 5 to ordinal selbri; x1 is fifth among x2 ordered by rule x3.
nago'i
selbri: repeats preceding bridi while denying it as false; pro-assign values are unchanged.
pamei
quantified selbri: convert 1 to cardinal selbri; x1 is a set with single/sole/only member x2.
pamoi
quantified selbri: convert 1 to ordinal selbri; x1 is first among x2 ordered by rule x3.
panomei
quantifier selbri: convert 10 to cardinal selbri; x1 is a set with the decade of members x2.
panomoi
quantified selbri: convert 10 to ordinal selbri; x1 is tenth among x2 ordered by rule x3.
panonomei
quantifier selbri: convert 100 to cardinal selbri; x1 is a set with the century of members x2.
paremei
quantified selbri: convert 12 to cardinal selbri; x1 is a set with a dozen members x2.
pimucu'o
quantified selbri: convert .5 to probability selbri; event x1 has a 50/50 chance under cond. x2.
piresi'e
quantified selbri: convert .2 = 1/5 to portion selbri; x1 is 1/5 of mass/totality x2.
pirosi'e
quantified selbri: converts all-of to portion selbri; x1 is the whole portion of mass x2.
raumei
quantified selbri: converts enough to cardinal; x1 is a set with members x2, enough by std. x3.
raumoi
quantified selbri: converts enough to ordinal; x1 is enoughth among x2, order rule x3.
remei
quantified selbri: convert 2 to cardinal selbri; x1 is a set with the pair of members x2.
remoi
quantified selbri: convert 2 to ordinal selbri; x1 is second among x2 ordered by rule x3.
renomei
quantifier selbri: convert 20 to cardinal selbri; x1 is a set with the score of members x2.
romoi
quantified selbri: is final among; convert all to ordinal selbri; x1 is last among x2, rule x3.
so'imei
quantified selbri: convert many to cardinal; x1 is a set with many members x2 of total set x3.
somoi
quantified selbri: convert 9 to ordinal selbri; x1 is ninth among x2 ordered by rule x3.
su'oremei
quantified selbri: convert at least 2 to cardinal selbri; x1 is a set with plural membership x2.
su'oremoi
quantified selbri: convert at least 2 to ordinal selbri; x1 is at-least-2nd among x2 by rule x3.
vomoi
quantified selbri: convert 4 to ordinal selbri; x1 is fourth among x2 ordered by rule x3.
xamoi
quantified selbri: convert 6 to ordinal selbri; x1 is sixth among x2 ordered by rule x3.
zemoi
quantified selbri: convert 7 to ordinal selbri; x1 is seventh among x2 ordered by rule x3.
xo'i
Extracts selbri from a tag, inverse of fi'o
xoi
1. to the degree of...When prefixed by a number, turns the number into a selbri that expresses some truth value between zero and one, inclusive. 2. it may or may not be the case that ...

In notes:

lo
veridical descriptor: the one(s) that really is(are) ...
brivla
v1 is a morphologically defined predicate word signifying relation b2 in language v3.
suzyterki'i
x1=k3 is the relationship between x2=k1, x3=k2, x3...; x1 is a property of x2.