Alright, using some of the most advanced Photoshop and mathematical equation theory techniques known to man, I have constructed a comprehensive post of Variante Della Roggia (that's what the corner is actually called, don't know if it's because of the track marshal who died there in 2000 or whatever) chicane etiquette techniques.
I decided to use the blue rectangle as my guideline for my formula. Because it's actually there to whole time so everyone can see it and stuff.
By using my car as a measuring stick, I was able to figure out roughly that the space between the actual track and the rectangle is about 2 Raybrig's (patent pending). This is also is about the size of the width of the track.
So, with that settled and stuff, I set about drawing up my blueprints. You won't believe how many Photoshop layers this took. The theory is, if x equals Raybrig (patent pending) and r equals rectangle, the sum becomes: r = x² or the amount of Raybrigs it takes to fill up the space of r. What that means to you is, that 2 individual cars can fit in the sum of r without any cutting occurring.
Let's have some practical examples shall we?
As you can see here, the sum of r is is only equal to 1 Raybrig (patent pending), leaving room for the sum to multiplied if need be.
From another angle. Again, note that the 1 Raybrig (patent pending) can be multiplied thus equalling the sum of r.
This equation, while not as perfect as the formula r = x², can still be used as the number of Raybrigs (patent pending) as not exceeded the total sum of r.
However, this formula does not work. It does not work simply because the number of Raybrigs (patent pending) as exceeded the sum of r, and therefore the formula doesn't work, leading to cutting occurring.