wait so while studying for my exams, ive found a connection bet one of the topics and gojo's techniques so im gonna be rambling

okay so abt the name "Limitless"
the limit of a function as x approaches "a", when the function is any constant or

any number divided by 0 , is INFINITY. Having infinity as the limit means that the function does not have a real limit, therefore can be said as LIMITLESS.

Q. I thought the limit of the function (any constant or number divided by 0) is infinity, why is it limitless?
- This is because infinity (in gege's term the "unknown") is not a real number, it is an imaginary number (in gege's term, "fantasy")and so when we say that the limit

is infinity, it means that the limit does not exist. (We just have to know if it is infinity because even if all functions that have limits at infinity do not exist, not all limits that do not exist are infinity)

me, looking at the notion of limit: hyperfixates on "getting closer and closer to a but not reaching a"

me: aight i guess imma make it about gojo now

If i pass my exams, im thanking gege
*note i am NOT a math major nor a teacher or whatever im literally at my wit's end as to how to understand this shit if u are one and see smth wrong please tell me i NEED to know

my brain is fried why did i make an effort to write this thread i hate myself