From A to Z – Business Blog 72 – Solution to the Unsolvable Question

Image Credit Pixabay.com

Solution to the Unsolvable Question

Exciting news from Geneva, Switzerland, from the site of the Large Hadron Collider. A scientist with From A to Z that contributed to the Dark Matter theory has made another breakthrough. Only it must be stated that its compatible with the idea of living inside a blackhole.

Right now, the Holy Grail is an equation that unifies Quantum Physics with the Theory of Relativity. While Quantum Physics can describe things at a small level it doesn’t apply to things we see in outer space. Conversely, while the Theory of Relativity describes celestial objects it cannot be applied to what we see at atomic scales. We are caught in the middle with no idea of how to connect these two worlds, until now.

Through hard work and many hours of dedication a solution to what seemed unsolvable has now been formulated as we await the mathematics to catchup. Once again, using the Law of Size first put forth in Stephen King’s Dark Tower series as the guiding principle to commissioned research, From A to Z has now unlocked the mysteries of the universe.

To summarize, just as we described above the Law of Size states:

“We are all inside an atom inside a purple blade of grass on another planet in a multiverse.”

So, you can see this could be calculated as a universe inside a blackhole. Let us now highlight the work of Leonard Susskind and Observational Theory. From A to Z is introducing new work that builds on and can work with those ideas to help illuminate our reality.

Now for the Company’s scientist on this new revelation:

“While we pretend to understand infinity and even talk about the inability of humans to understand infinity with models and examples, we truly cannot grasp the concept of infinity. In this new work, we delve deeper into the concept of infinity as the premise for new math that attempts to unify Quantum Physics and the Theory of Relativity.

As you count to infinity you grow tired. You decide to sleep and when you awake you have now somehow skipped a couple of numbers. You can continue to count only now there is a void separating the sequential numbers. While it might seem like you only forgot a couple of numbers, or maybe you made a mistake counting such large numbers, these gaps are infinite in size.

You might say that where you last counted is connected to where you begin counting again as a Quantum Entanglement of two particles or a wormhole connecting two blackholes.

Infinity doesn’t need to intersect. There’s no reason to believe that infinity needs to be a sequence of numbers. We get a taste of the quantum realm as we talk about multiverse; we are bringing together the two worlds.

You can try again and while you might make the same mistake at a different digit in the sequence of numbers you are already in a different wave function all together when you began. You can get a computer to do it that runs out of energy and dissolves into nothing before it has even begun to count to infinity.

As you can see, the first number and the last number of infinity you reach before sleep are connected to a node that’s then projected to where you start counting again when you get out of bed. Somewhere in-between there was a dream of all the properties in the universe being turned upside down. You left something behind on that journey that can never be recovered as you advance through time and space.

It could be said to be the same with Quantum Physics and the Theory of Relativity. They connect through the eyes of the observer on a planet spinning in the infinite void. We are a node in the wormhole or in the entanglement. Our scale of size brings these observations together in wonder while the math remains elusive.”

The Company’s Twitter Pitch Project connects to these ideas in that it attempts to find evidence to help verify while at the same time it has no relation at all.

Thank you,
From A to Z

Pandemic Manifesto
https://www.amazon.com/kindle-vella/story/B0BN29PWVQ

I Won’t Give You Up - Almost Here