Player rating for tournaments across all installments of Heroes.

Don't jump to conclusions. If you overtake the same cooperative, it will give you EXACTLY THE SAME number of points! The goal is to strive for the best result, right? That's the essence of the oscillator – it's flexible and reacts not only to the result in days but also to the number of opponents you've overtaken. Why are you only considering half of the scheme when you need to consider the whole thing? Obviously, because the second part doesn't give you any advantages? What will you say next?

I'll say that you continue to confuse people. It's one thing to overtake a bunch of solo players. It's harder to overtake a cooperative that developed a walkthrough collectively. Two heads are good, but two stupid heads are worse :) Whether I overtake them or not is another matter. The player should receive points based on how well they played.

Added 7 minutes later

I'm showing you an example that you're wrong again.
Let's say there's a tournament where, with fair play, AmberSoler should take 1st place, Fireball 2nd, and IronAxe 3rd, with each having a result of 10 days. But Amber and I were still afraid of you and decided to play as a cooperative to be on the safe side. And together we came up with a walkthrough in 9 days. As a result of this collusion, according to your system, you will lose 10 points, and according to the oscillator – 5.

And to hell with your exclusive examples, which are specially selected. You're quite the master at that. Let me give you my example.
Player 1 - 3 days
Player 2 - 4 days
Player 3 - 4 days
Player 4 - 4 days
Player 5 - 5 days
Player 6 - 5 days
Player 7 - 5 days
Me - 5 days
.
.
.
.
end (just clarifying that I didn't come in last)

And don't forget that there are still people after me who were ALSO BEATEN. Amber is like, "So, you should overtake these cooperatives – then you'll get a bonus and be more interested," but he's just spouting nonsense as usual when he realizes he's wrong and can't even use science and formulas to get out of it. I'm laughing. :)

Now, let's calculate what I'll have according to your system and according to yours. K and S are two cooperatives.