Intricational Space

Intricational spaces are multiversal regions that could be called multiverses of conceptionality alternatives. They contain definitional spaces, which are collections of any possible spaces where there could be any different notionalizations of what's in a math. Intricational spaces are the collections of any spaces that share the ability to do any of the functions implied by notionalizing, even if the actual notionalization process is not possible or definable. Intricational spaces are contained by suppositional spaces, which are more general still (in that they contain everything that has the ability to imply functions (e.g. that are of the characteristic of a notionalization). The local intricational space is called Complications.