12-21-2022, 12:26 PM
Make a line representing all integers 1-infinity.
Now make a line that is the addition of every number from the first line. No matter how far down the line you go, the second line will always be greater than the first. All the way down to infinity, the second infinity will be greater at the same point, so the first infinite line is limited, and the next one if you make a third line of every number multiplied together. All are infinite, but they will never be the same, and some will be greater than others. A plane stretching infinitely will be greater than a line stretching infinitely,
we may lose sight of the observable universe, we might find a greater universe, we don't know, I still like the idea of everything shrinking, I see it better, oh well
Now make a line that is the addition of every number from the first line. No matter how far down the line you go, the second line will always be greater than the first. All the way down to infinity, the second infinity will be greater at the same point, so the first infinite line is limited, and the next one if you make a third line of every number multiplied together. All are infinite, but they will never be the same, and some will be greater than others. A plane stretching infinitely will be greater than a line stretching infinitely,
we may lose sight of the observable universe, we might find a greater universe, we don't know, I still like the idea of everything shrinking, I see it better, oh well
Peanut butter honey banana sandwiches