👉 In the context of mathematics, "conine" refers to a finite sequence or set of numbers. These sequences are often used in algebraic structures such as groups, rings, and fields, where they can be thought of as collections of elements that satisfy certain properties. Coninities are also important in mathematical analysis, particularly in studying functions defined on the real line. In simpler terms, a conine is a sequence or set of numbers that follows specific rules and criteria. These sequences can be used
