Re-try b

5

If you assumed these were removers and connectors, the output would be five.

But this only works if you never end up with a negative at any point in the equation process. This is because there is no adding and subtracting in subnumerics for numeric values.You are connecting and removing. Also, a girth can’t be negative. Example: you can’t un-drive someplace you have never been…

What is happening in NV is you are seeing a girth. You can’t have negative girth. This is because, in standard math, negative means, “from the original location”. But in subnumerics, there is no original location because then you are including a placeholder.

Also, if the output ends up as a negative, this didn’t work. 

So what’s to stop this from happening at any point?

Questions: Q question A answer

Q. (1) Can I combine NV this way in a row? Why? How? How on paper (I have to show this) ? 

Q. (2) Can I connect and remove a lot of NV at once and why does or does it not work

Q. (3) (Star image on right, created for each NV) Can I create dimensions for each part to see the line that creates the whole (that line is not shown in the image above) — And is there a use to create dimensions… Each dimension has the same ability and therefore there is no use to create them…. Is 

there?

A (3). There is no reason to have a star or dimension change to find an answer.

Q (4). Why is the star useful? 

A (4). By doing the star with every dimension, I can create an output… But each dimension has the same ability. The dimension is just in a different location.