A little bit more google of ENWL documents found
this document about ABC cables. On page 15 there is this table which has some maximum diameters of bundled cables (also including the possibility of 50mm2)
Thanks again.
and its interesting how little the diameter of the cable bundle increases for quite big increases in CSA.
Yes, it's the same with multicore cables - unless one does the sums, it's surprising how relatively little the overall cable size increases as CSA increases. However, I though I was 'subconsciously' taking that into account when I made my guesses of the cable CSA's - but I certainly accept that I may have been wrong.
It would be very hard to judge just how big the cable is without actually measuring it, but to my eye though I would say that incoming cable does look a little bit thicker than the others in your photo - it could easily be 50mm2 but I wouldn't even rule out it possibly being 95mm.
Visually (at a distance) it's certainly 'a little bit bigger' (but, I would have said only a 'very little' bit - which is why I thought that 35mm² was the most likely, but 50mm² 'possible'. I would still be surprised if it were 95mm² (or even 70mm², not mentioned in the table, if they use it - but again, I may be wrong!
EDIT: I'd think your incoming cable could well be 35mm2, there is no mention in this document of smaller CSA cables.
Possibly. Without getting a ladder out, I can't tell. The moment the ABC hits my wall, it changes to singles which travel along my wall, and they certainly look like 16mm². I have been up-close on a ladder in my time, and my recollections are that the cores of the ABC looked very similar in size to the (I presume) 16mm² singles - but, yet again I could be wrong. However, they're certainly smaller in external diameter than the modern 25mm² singles which we know and love!
In passing I'm rather interested to see that for 50mm² and 95mm², the footnote to the tables says that the number of strands in each conductor is 19±1. In general, even numbers of strands (e.g. 18 and 20) don't 'pack' all that well/efficiently. There are obviously always 'manufacturing tolerances' for anything (particularly in relation to dimensions, weights etc.) but it seems a little odd to see it being implied that a manufacturing process could get the number of strands wrong, doesn't it?
Kind Regards, John