u/Inevitable_Garage706

TamponBazooka claims that the output of the function (0.999...+n)/(n+1) is equal to the same constant value for all n≠-1.

This means that for all m and n where neither are equal to -1, the following equality is true:

(0.999...+m)/(m+1)=(0.999...+n)/(n+1)

Let's now set m equal to 1 and n equal to 3. As we established, this maintains the equality, as neither m nor n is equal to -1. This gives us the following equation:

(0.999...+1)/(1+1)=(0.999...+3)/(3+1)

Let's do the addition in the denominators now.

(0.999...+1)/2=(0.999...+3)/4

Now, let's multiply both sides by 4.

2(0.999...+1)=0.999...+3

We can turn the left side into the following: 0.999...+0.999...+1+1, as multiplication is just repeated addition.

0.999...+0.999...+1+1=0.999...+3

We can now subtract 1 twice from both sides, leaving us with the following:

0.999...+0.999...=0.999...+1

Now, we can subtract 0.999... from both sides, leaving us with this equality:

0.999...=1

So, TB, any thoughts?

When I first encountered signs like these, I immediately got AI slop vibes from them. They also use the same text font that is often used in AI slop.

I could probably find more examples of signs like these throughout the map if anyone wants them.

Edit: To clarify, I'm pretty sure that these signs were not added to the game until relatively recently, as I do not remember them being here in a previous playthrough of the game.