AmpBenzScientist @AmpBenzScientist@qoto.org

@freemo No I have that too.

Speaking of smell, Covid-19 made chicken smell like diesel and I thought I was going crazy until other people said something about altered tastes/smells from it too.

I have very strong senses which is probably just the tism.

@freemo You should look into No Cow bars, it has protein and is keto friendly. They are pretty tasty for a protein bar. I recommend the double chocolate chip one. Have a bottle of water or two with it.

@freemo What programming languages?

@freemo Myanmar sounds promising.

@thor That's very wholesome.

@freemo I just wonder if SCUBA is going to come back as the cause. It took me a while to write a response because I was trying not to fall for something related to buoyancy. If the calculations and models were correct, they have to be redone for a different buoyancy right?

There's a SCUBA place nearby that's linked to the school in Pensacola. I went in for Zinc plates to mitigate rust on a steel structure and I ended up in a conversation for around an hour. I think the ballast could have been used but it ended up with a 4 person conversation about the best way to dive. It's a more complex hobby than one would think.

@freemo {1,4} and {2,3} are closely related. {2,3,4} existed alongside each other and {1} was at least somewhat common to hear about in the Golden Age of Islam. They could all be considered to be Abrahamic. With {1} it would be difficult to argue that point except for the beliefs and customs of {2,3,4} influencing {1} where it adopts or rejects them. [Just wait for the end.]

In the modern world, {1} is largely a product of {2,3,4} and they should be included in a larger set(foreshadowing). The cultures of all 4 are rich. They have nurtured science in different ways. The idea of a god being an alien isn't explicitly denounced. This would make an argument for {1} being in {2,3,4} as it's not a god but not necessarily as it would be a higher power.

So let's take the set T as {2,3,4}. The Powerset P(T) is {{0},{2},{3},{4},{2,3},{2,4},{3,4},{2,3,4}} and this is the set of all subsets of T. It's Abelian Group(Ignore the numbers) so it contains an identity and the sets are their own inverse when using symmetric difference. The number of subsets is 8 including the null set. Could {1} be considered like the null set? Look at the Elements of T and of P(T). What would a null set be if it's the identity element? So e / a = a and a / a = e. So why does {1} fit the description of the null set. It does essentially because I said so and typed this up for a point.

It's not possible to be proven with Mathematics but the patterns of the Powerset resemble the influence of religions on each other. Some are unchanged and others are combinations. Why the weird Mathematics? The Null Set and it being the identity. In P(T) there is one element that doesn't appear apart from itself. It essentially means that it has nothing in common.

The most interesting thing about {1,2,3,4} is that {1} can be viewed as the null set which it would fit the definition for. This also means the set of all subsets of {2,3,4} would include the null set which would be the identity element. So within the set of religions there would be a non religion sub set.