I am at fault. I'm joking with a vey terse meme at your expense. The balls of the balling of the ballers are in your balling court. And just there trying to get through your walls of the Waller's making you are unaware surround your temple of dissembling, with a rhyme.
I sense you do not wish to disappoints Cantor's legacy. All I can say is it is essential you do so. For months, mostly in the mathematics stream, I have typed and proved nothing more essential than ■∞=1■. That is Cantor's own premise found in historical quotes!
Everything I claim derives in the useful purpose that Cantor was unable to achieve. If I had all the money in the world in this moment and the devil asked if I would trade to the most loathsome human being alive in return for your generally acquiescing to the sense that the block bracket above can be used axiomatically, more or less easily, to derive equations like ■e^0={(1-∞)/∞}=$ & {(√2)^0}={(∞-1)/∞}=¥■ where $ and ¥ are our symbols to represent the ratios, of respectively, transcendentals and irrational to themselves, I possibly would.
That is if you could make a single logical inference from the inspired submission about non-emptiness logics to the algebra's typed in this comment. I know, big sentences; life is terrible. Or you could search the goodness of your own nature to try verify that ■∞⁕{ϕ-(1/ϕ)}=∞⁕∞=(∞-1)⁕∞+1■ gives ■{ϕ-(1/ϕ)}={(∞-1)/∞}+1/∞}■ then substituting in our understood-by-us 'Yen ratio' that could become understood-by-you-all ■{ϕ-(ϕ/ϕ)}={(1/∞)+(1/∞)}■ and taking the golden ratio esoterically -a word that obtuse humans use to mean rarely- to be the inverse infinite constant -less gobbledygook than we [~scholarly 'I/You'~] might imagine- ■{(ϕ^2-ϕ)/ϕ}={(1/∞)+(1/∞)}■ then eventually -forgive my eyes closing on themselves- we come to ■1={(∞-1)/∞}+{(∞-1)/∞}■.
There is always is some of our 'trick algebra' that we use hopefully because we are NOT a mean human AND genuinely believe will help humanity. Those sums of Yens -a 'some one' has to learn the terms some time & place---may as well be now & here a Lyoll- are essentially without magnitude; think of zero plus minus zero.