AmpBenzScientist @AmpBenzScientist@social.cleverlibre.org

@jessica@mk.absturztau.be Adderall is all that works for me.

@awl Keep stock.

ADHD is R. Kelly disorder. "My mind is telling me no..." I really need to be back on my meds.

@freemo People with degrees in Mathematics too.

@freemo @skells Amphetamine works very well and for ADHD. The pot is a very hard drug that makes me paranoid.

@freemo @skells Vaccine for IBS? They gave me benzos.

@freemo @skells You ever accidentally get into a fight and have to get out because of explosive (bodily function)? : / brb.

@freemo (Correct)
No vaccine and two strains of Covid would be interesting. Will my kids be lizard people? Will the vaccine make super soldiers? Crazy spreads faster than a virus.

@skells @freemo It's holy water, you have to believe.

@freemo I never received the vaccine after I was warned by my pharmacist and doctor to not get it. I contracted Covid-19 twice and was scheduled to take Pfizer two weeks after the second infection. I am control group if government doesn't try to vaccinate the inoculated. 15 months between infections is pretty good.

@PawelK The Pothole aged better too.

@PawelK

@freemo What a weenie hut junior for the block. Lol.

@freemo Equal rights, equal fights will always sound trashy.

@freemo 6. I should have done a lot of drugs. We all die someday.

@PawelK @TechNews @Korgy Now I am much better.

@freemo @math To the latter question.

Wiseass: A real number because addition with imaginary numbers would result in all imaginary numbers.

A rational number because there would be three infinities being multiplied, resulting in infinity as they would be the same type of infinity. See the first question's answer for the sum that approaches but never reaches 1. Perhaps an uncountable infinity would be of great enough magnitude to handle these exceptions.

The set of all numbers generated would be missing the subsets of Imagery Numbers and Irrational Numbers.

@freemo @math Walk half the distance across the room. Continue with half the remaining distance.

Would one reach the other side? (Physics ignored) This is going be what you remember in nearly all of the Calculus you use past Calculus.