GW190521 black hole merger total mass calculation and missing mass, how does this happen? I have just read an article about that black hole merge event (it's in Italian):

Sette miliardi di anni fa, due mostri si unirono

What made me curious is that the article tell that a 66 solar mass black hole merge with a 85 solar mass black hole to form a 142 solar mass black hole.
If the datas are correct, that suggests to me that during a merge event, matter inside a black hole is ejected (66+85=151).
Is that (mass ejection) possible? I have always thought that escape form the inside of a black hole is impossible.
I suppose it is somewhat possible if we think about Hawking radiation, but due my amateur knowledge level I have not been able to dig into this very much.
I remember the first time I'd read about a gravitational wave detection and the resulting mass I also stopped when I realized the numbers didn't add up. At first it's shocking. While we might be aware that very tiny changes in mass are associated with huge amounts of energy release, it's absolutely amazing to think of a mass the size of our Sun radiated as energy!
But that's exactly what happens in the mergers of black holes. The fraction of mass converted to energy is much smaller when two normal stars merge, gravitational waves are produced but are small in comparison. But when the objects are extremely dense so that they can orbit very close before the merger, as in the case of neutron stars and black holes, those gravitational waves are powerful and a significant fraction of that mass will radiate away as ripples in space itself.
Answer(s) to Fraction of initial mass lost (radiated) by neutron star mergers compared to black hole mergers? indicate that this fraction can be up to several percent in these cases.
We can convert an absurdly tiny amount of those distortion waves back into other forms of energy as a thought experiment, though not practical. For more on that, see answers to

Does a gravitational wave loses energy over distance?
Transfer of energy from gravity back to other “more familiar” forms of energy?
Does shortening the path length of an excited etalon do work? What about LIGO?