x_{1} (property with two places for ce'u) is the property according to which members of x_{2} (ordered set with two members) are related to each other in the same way as members of x_{3} (ordered set with two members), or in the same way as members of x_{4} (ordered set with two members), etc. ... (infinite number of places)

This is analogy; the terms in x_{2} are related to one another in the same way as the terms in x_{i}, for any i>1, and that mutual relationship is that of x_{1}. The cardinality and order of the sumti filling every terbri except the first is determined by the number of ce'u's in and the main selbri in abstraction of the first terbri. See also kenmige, cenmige

- cenmige
- members of x
_{1}(ordered set with two members) are related to each other as members of x_{2}(ordered set with two members) or as members of x_{3}(ordered set with two members) ... (infinite number of places)