pilji -pi'i-pilj- gismu

x1 is the product/total/result of factors/multiplicands (x2 and x3) x2 multiplied by x3.

(cf. mekso, sumji, rapli, jalge)

In definition:

selpiljy'efku
x1=efku1=pilji2 is (x2=efku2=pilji1)/x4/x4/x4/.../x4, divided x3=efku3 times, with divisor x4=pilji3; x1 = x2 / (x4^x)

In notes:

cibypi'i
p1 is the triple of p2, p1 is p2 multiplied by 3.
dektefpi'i
x1 is x2 times the x3th power of 10 // x1 = x2 \times 10^x
dzalenypi'i
x1 (li; often but not necessarily an integer) is a multiple of x2 (li; often but not necessarily an integer) by some integer, namely x3 (li; MUST be an integer in the structure; possibly, more than one input may be valid), in algebraic structure x4.
gripi'i
x1 is the product (combined multiplication result) of x2 (plurality of the same type as x1)
jalge
x1 (action/event/state) is a result/outcome/conclusion of antecedent x2 (event/state/process).
mekso
x1 [quantifier/expression] is a mathematical expression interpreted under rules/convention x2.
pi'izma
x1 exceeds x2 is aspect x3 (ka/ni) by factor x4; x1 is/does x3 x4 times as much as x2 is/does.
rapli
x1 [action] repeats/is repeated for a total of x2 (quantity) occurrences.
reltefpi'i
x1 is x2 times the x3th power of 2 // x1 = x2 \times 2^x
selcmipi'i
x1 is the cross product of set x2 and set x3.
sumji
x1 is a mathematical sum/result/total of x2 plus/increased by x3.
tefpi'i
x1 is x2 times the x4th power of x3 // x1 = x2 \times x
vujnu
x1 is the subtraction-difference of x2 and x3 (and x4 etc.); x1 = x2 - x [ - x4 etc.]
zi'au (exp!)
nonexistent/undefining it; the selbri is not applicable when the other terbri are filled in the manner in which they are in this utterance/bridi.