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Player rating for tournaments across all installments of Heroes.
Exactly. Here's another example (or rather, a counter-example): the same tournament, the same 50 players. The first round took 10 days, the next ones took eleven (or ten players took eleven days, seven took twelve, and the rest took fifteen, so you wouldn't say I'm giving an unrealistic example). What do we have? The players who finished in the same amount of time competed based on a secondary criterion, and someone, having put in the effort, showed their skill and outperformed everyone in their group. The question is, why shouldn't they be eligible for a bonus?
Compare the secondary criterion and give a bonus, but not based on RANK. I told you before that the part of your formula that takes RANK into account plays a dominant role. And in some cases, my contribution isn't even visible. I told you then that maybe you should add some kind of coefficient.
AmberSoler;104178
After all, all players will be sorted by rank, but 2nd place and 11th place will receive the same rating according to the Iron system. This is also unfair.
I've already said this. They played soccer, and it was a draw. It doesn't matter who ran more beautifully. The main criterion for victory is equal - a draw. Is that really so unfair? AmberSoler;104178
The oscillator is the average between the rating by days (the Iron system) and the rating by rank... Two equally valid reference points have found a compromise in this method. Both rank and result influence the rating calculation... Explain to me, dissenting gentlemen, what is so controversial here? Please be objective. Phrases like "the oscillator halves the rating of the last place!" are not serious... This is not a minus, but an incentive to develop and not be at the bottom of the table... And in general, losing 2-3 points won't really bother an outsider, I think... 5 or 3 in the end, it doesn't make a difference. But at least we solve the problem of taking into account the secondary criterion. Iron doesn't take it into account at all. Which is more important?
We're going in circles. I gave you examples before of two matches with a skewed oscillator. Look for them. Or should I explain it objectively again? Do I have to mess around with a calculator again? Or search for these posts here?