Ban you are confusing conductors and wires, if you believe that the diagram with the concentric circles is one wire the same as one conductor then why draw circles you should have drawn straight lines.
I've drawn it as a circle.
I've drawn it as a straight line.
I've drawn it as a loop with ends.
I've drawn it as a closed loop.
Spark123 has drawn it as a collection of wires and metal straps.
The only consistent thing running through all this is your complete inability to use your eyes and count the presence of a single circuit conductor, not two circuit conductors.
After all according to your explanation its just one conductor therefore no matter how it is distributed it still consists of one conductor.
If you believe otherwise then show, using Spark123's diagram, that there are two individual cpcs present, and that you could remove every component that makes up cpc #1 and still have a functioning, 543-02-09 compliant cpc #2.
But I have only mentioned wires and cables.
Fine - then draw a diagram like Spark123's but only using wires and cables and show that there are two individual cpcs present, and that you could remove every component that makes up cpc #1 and still have a functioning, 543-02-09 compliant cpc #2.
now tell me how you'll manage to run off a cable from a reel and make it a continuous circular cable? You can't!
I did postulate the existence of some magical molecular welding technique that would allow a continuous circular cable to be made, but that doesn't matter. If it confuses you too much, or if you want to focus on that artifice as a way to avoid having to deal with the nature of the circuit then a bit of choc-block will do just as well. The drawing below shows, at A, a length of copper wire.
At B, C, D etc it shows the wire cut in one or two places, and joined or not in one or two places with a piece of choc-block. For each of B - H could you please state how many conductors there are, and why.
So therefore you are confusing making several cables and links into a conductor of single entity whereas it is a circuit made up of several conductors joined together and even electrically when joined they are not the same conductor as each joint has a minimal resistance but still there.
OK - so how many cpcs does the drawing posted by Spark123 have? Please tell us, and please explain how you arrive at that number, and if and how that number would change in the following circumstances:
a) The addition of another socket.
b) The removal of a socket and the cables connected to it joined with solder/crimps/choc.
c) The removal of a socket and the cables connected to it replaced with a contiguous one.
Then perhaps you'd like to explain your meaning of conductor in the context of the tests that are required for continuity of ring final circuit conductors.
What my argument with you is that you could potentially confuse the DIY'ers that use this forum by suggesting a single cable/wire is at each point when physically there are two T&E cables or two armoureds or two MICC's...... or six singles.
Dunno about DIYers, but you seem totally confused by the notion that a conductor might have more than one wire in it.
Forget high integrity earthing - imagine you are wiring a plain old ordinary ring final circuit using singles. It has 10 socket outlets on it.
By my reckoning the circuit will contain 11 brown-sleeved wires, 11 blue sleeved wires and 11 G/Y sleeved ones. Do you think that means that the circuit has 11 phase conductors, 11 neutral conductors and 11 cpcs?