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lujvo g1=m1 is a mass/team/aggregate/whole, together composed solely/completely/wholly of components x2, considered jointly, by standard m3. From mulno + gunma. Just gunma with a complete specification of members. m2 dropped since the property is always "membership in the mass in question". m3 left in since it seems to do no harm, although its meaning seems a bit unclear here.
lujvo p1 is the fifth closest planet (default is Jupiter if p2 is the Sun) revolving around p2 (default is the Sun), with planetary characteristics p3, orbital parameters p4. Cf. mumplin, pavyplini, relplini etc.; see also terdi, solri, mluni, lunra, plinycma, tarci'e.
lujvo l1=n2 is an Indian lotus/sacred lotus/bean of India (Nelumbo nucifera) [plant/flower/herb], with nuts n1, of strain/cultivar l2 , symbolizing l3 to culture/religion l4. The Linnaean binomial Nelumbo nucifera (Gaertn.) is the currently recognized name for this species, which has been classified under the former names, Nelumbium speciosum (Willd.) and Nymphaea nelumbo, among others. See also latna.
lujvo x1=t1 is boxer shorts/boxer briefs/briefs/jockstrap (male genital underwear), serving purpose x2=t3 Male genitalia/crotch/penis-covering type of underwear. Needn't be worn by male/man/boy but garment need be made for male genitalia/pubic region in some manner (see fetpibyta'u/pibyta'u for female/non-defined counterpart). Cf. nerta'u, taxfrbikini, tatyta'u.
lujvo x1 is any referent of x2 ; x2 has a set of referents, but the difference between the members of the set is not important One possible interpretation of xe'e. (xe'ere lo mu plise) → (re nalvaimenre be lo mu plise); (xe'ere plise) → (re nalvaimenre be ro plise). See le'elkai, itca, menre. Shortening: nalvaime
lujvo x1 is a zero-divisor partnered with element(s) x2 in structure/ring x3, where neither x1 nor x2 is the zero(-like) element in x3 Let structure x3 have commutative group substructure that we name as "additive" and let "0" denote the additive identity thereof in the structure x3. In the set underlying x3 there exist elements x1, x2 ≠ 0 in structure x3 such that x1*x2 = 0 in structure x3; the partnership aforementioned is thusly defined. See also: nonsmipi'i.
lujvo x1=k1=j1 is unable to move/paralyzed in body-part x2=k2=j2=s2, under conditions x3=k3=j3 Transient or permanent (but not pseudo-)paralysis (see sipyjitri'ufri for sleep paralysis). Cf. narte'ugaska'e, narviska'e, nartinka'e, narvu'igaska'e, narsumnyka'e, narka'e.
lujvo x1 (li) exceeds/is greater than/is numerically larger than x2 (li) by amount (ni/li) x3; x1 = x2 + x3 x1, x2, x3 are probably numbers. Ordering is implicit (use se'o'e po'i or fi'o se'o'e poirsi for explicit specification thereof).
lujvo x1=g1=c2 renovates/renews/updates x2=c1, making it new in property x3=c3 by standard x4=c4. In a computer context, a tag such as se la'u or a tanru involving va'e can be used to indicate a version number.
lujvo t1=n1 is a regent/monarch of t2 by standard n2. Cf. nobli, traji, turni, balnoltru, noltruni'u, noltrunau, noltroni'u, noltronau, nolse'u, nolkansa, gugja'a, truralju.
lujvo x1 is the zero(-like)/additive identity of structure/ring x2; often is denoted by ' 0_R ' (for structure/ring R, specified by x2) or by '0' when context is obvious Definition and rules may be specified in the second terbri; this definition does not suppose that the ring is not the 0-ring (the trivial ring) with the mapping of all multiplications to 0 (in which case, the additive identity is also the multiplicative identity). The usage of "additive" and "multiplicative" in this context are defined by the ring. See also: pavysmi
lujvo x1 is a zero-divisor partnered with element(s) x2 in structure/ring x3 x1 and x2 are elements of the set underlying x3 and x1*x2=0 in this structure x3 (where "0" denotes the 'additive' identity of the structure ("addition" merely being (one of) its commutative group operation(s))); the aforementioned partnership is so defined. Unlike many textbook definitions, this definition still allows such 0 to itself be a zero-divisor ((so partnered) with any element in the set underlying x3) in x3. See also: narnonsmikemnonsmipi'i
fu'ivla x1 has relation x2 (binary ka) with everything [that has property x3 (ka)] Usable for "omni-" prefix in tanru or lujvo. e.g. omniscient (= omnyju'o), omnipotent (= omnyka'e), omnipresent (= omnyzva), omniglot (= omnyselbau), omnivore (= omnycti). See ro, roda, roldza
lujvo x1 is an evil counterpart to x2 by moral standard x3, in contrast to x2 having property x4. x4 is implied to be (lo ka vrude) "being good/virtuous", or at the very least (lo ka na'e palci). "being not-evil". See panra, bu'a'a
lujvo c1=t1=p1 is the judicial branch of the government of people/territory/domain/subjects t2. Cf. pajni, turni, ciste, truci'e, zuktruci'e, flatruci'e, flacfatrugri, flazautrugri, vajraifla.
lujvo x1=k1 (mass/si'o) is an equivalence class within/is a substructure of x2 (mathematical structure/object/category/set endowed with operations and properties) with defining characteristic/property/for similarity/under equivalence relation x3=p3, with representative member x4=p1=p2, in geometry/by standard/under paradigm x5=p4 x5 may have some overlap with x2. See also: panra, klesi, terpanryziltolju'i, panryzilbri