[deleted]
Manual,
The best I can think about it at the moment is the idea of is a piece of fabric made with an infinite number of infinitely long threads. An observer is asked to pull a piece of thread without breaking it and asked to read off the numbers. Before reading the thread the observer must assume that the section of the thread could have any set of numbers, after reading the numbers the observer has reduced the list of possibilities for the values of the thread for the section the pulled on. The log ratio of between what was known before vs after the observer read the numbers is the knowledge gained. However, what if a different observer pulled the same thread at the same location? Would the list of numbers be exactly the same? What about a third or the fourth? One would expect that if they are sufficient accurate, all observers will pull the thread in the same general location. However, their actual list of numbers will vary. When they compare their results they can all develop the same average, to within the same level of precision.
This process can be repeated indefinitely if one demands more and more precision. Quantum mechanics tells us there is a limit to our level of precision, which forces us to converge to some agreed upon average based on the shared knowledge of observers. However, there is a fundamental amount of information associated with uncertainty, where I am using the word information synonymously with uncertainty, it is this uncertainty that is preserved in the universe. However, since this is preserved, there is a limit to us from ever determining a "true value", we are only ever able to gain knowledge by comparing notes with other observers. This improves our level of precision about the world, but even with we polled all observers, we can only ever assume that our "truth" is approximate at best.
Will try to answer additional questions if you have any. Thanks again for reading my essay.