Ouch! A change for the title wouldn't even suffice 😅
So I'll keep it as is and anyone can read the discussion in the comments we had!
The wiki mentiones this;
(mP = 1.22089(6)×1019GeV/c2)
As the masses being relative to Planck mass.
Wouldn't a ratio derived from the relationship between 2 dimensionful quantities give a dimensionless one? This was my understanding about the non-dimensionalisation process. I just don't know now if that applies to the masses of the particles, but from what you explained it seems not..
And don't worry about ruining anything, I'm pretty sure everyone who reads and is interested in knowing would benefit from this! (This issue isn't limited to my post, there are many sources listing the masses as dimensionless including the wikipedia page[Examples > standard model section])
RE: An Alphabet of the Universe? - The Dimensionless Constants