> how much is there really?
The only way to really answer that to the satisfaction of every possible skeptic is to release it all. But that is a mighty risky experiment.
When you play Russian roulette, your odds of survival on the first round are pretty good, exactly 5 in 6. That doesn't mean playing Russian roulette is wise even for one round.
5/6 reading this thread get +1 skepticism when reading your poor arguments.
When playing russian roulette with a glock the chances of death are 1/1 in an idealized case. If the first round is a blank deposited by a would be saboteur then chances of death are 0/1 unless the percussion drops the first goer concussed. There are so many more non-linearities to discuss. But somehow you believe this obviously leads to doom and really offer no explanation for a path to redemption.
It is a fallacy to build skepticism opposed to poor argumentation so depending on your intentions you might cease.
> When playing russian roulette with a glock the chances of death are 1/1 in an idealized case.
Yes, that is the reason Russian roulette is played with a revolver and not a Glock.
> ... your poor arguments.
You might want to make an effort to actually understand the argument before you pass judgement, because you have very clearly missed the point.