x_{1} seems/appears to have property(ies) x_{2} to observer x_{3} under conditions x_{4}.

Also: x_{1} seems like it has x_{2} to x_{3}; suggest belief/observation (= mlugau, mluti'i); looks like/resembles (= smimlu, mitmlu).
See also catlu, viska, simsa, zgana, ganse, jarco.

- catlu
- x
_{1}looks at/examines/views/inspects/regards/watches/gazes at x_{2}. - ganse
- x
_{1}[observer] senses/detects/notices stimulus x_{2}(object/nu) by means x_{3}under conditions x_{4}. - jarco
- x
_{1}(agent) shows/exhibits/displays/[reveals]/demonstrates x_{2}(property) to audience x_{3}. - simsa
- x
_{1}is similar/parallel to x_{2}in property/quantity x_{3}(ka/ni); x_{1}looks/appears like x_{2}. - viska
- x
_{1}sees/views/perceives visually x_{2}under conditions x_{3}. - zgana
- x
_{1}observes/[notices]/watches/beholds x_{2}using senses/means x_{3}under conditions x_{4}. - jetmlu
- x
_{1}(du'u) seems true to x_{2}by epistemology x_{3} - mitmlu
- s
_{1}=m_{1}seems to be the same as m_{2}by standard m_{3}to observer s_{3}under conditions s_{4}. - mlujvenarkai
- c
_{1}=s_{1}seems to have property/properties c_{2}=s_{2}to observer s_{3}under conditions s_{4}but it actually does not have that property / these properties. - mrenilglamlu
- x
_{1}(temperature units) is the measured apparent temperature (humidex, wind chill) of x_{2}(location) by standard x_{3} - sezmlugau
- g
_{1}=se_{2}pretends to have property(ies) si_{2}to observer si_{3}under conditions si_{4} - tairjirnycukykruca
- x1 is the conceptualized/ideal/abstract shape of a crescent/concave 'horned' (then convex rounded) form/geometric partially-concave lune formed by/manifested from the intersection x2 (parameters) of two-dimensional circular disks immersed (embedded) in geometry/defined by metric x3
- tairmlunra
- x1 is the conceptualized/ideal/abstract shape of a crescent/concave 'horned' (then convex rounded) form/geometric partially-concave lune formed by/manifested from the intersection x2 (parameters) of two-dimensional circular disks immersed (embedded) in geometry/defined by metric x3
- virtukai
- x
_{1}is virtually / practically / essentially x_{2}(ka) for purpose x_{3}(nu/zu'o); for the purpose of x_{3}, x_{1}might as well be x_{2}