@ABC90 The problem is that the statistics don't say what they are, so that there are now several suggestions as to what the inconsistent statistics might really mean. I mean, I was just reporting a normal bug. I'd be grateful if it could be just fixed. It happens, fix it, move on. I did this many times.
@ABC90 The problem is that the statistics don't say what they are, so that there are now several suggestions as to what the inconsistent statistics might really mean. I mean, I was just reporting a normal bug. I'd be grateful if it could be just fixed. It happens, fix it, move on. I did this many times.
@androidmarvin
"there are now several suggestions as to what the inconsistent statistics might really mean"...
That is absolutely true whenever there is a doubt about something and the matter is open to debate, but how can you be so sure you were reporting a "normal bug" then? Even if you've reported other bugs in the past, it doesn't necessarily mean you are dealing with a bug in the present case too. I was just suggesting an alternative explanation... Anyway, if it's a bug, I hope somebody will fix it. Good luck with that. Bye!
@androidmarvin
"there are now several suggestions as to what the inconsistent statistics might really mean"...
That is absolutely true whenever there is a doubt about something and the matter is open to debate, but how can you be so sure you were reporting a "normal bug" then? Even if you've reported other bugs in the past, it doesn't necessarily mean you are dealing with a bug in the present case too. I was just suggesting an alternative explanation... Anyway, if it's a bug, I hope somebody will fix it. Good luck with that. Bye!
@androidmarvin Can we at least confirm that we're both talking about the same issue - the ogive versus the density graph?
@androidmarvin Can we at least confirm that we're both talking about the same issue - the ogive versus the density graph?
@Toadofsky The ogive graph is the density graph; the other graph is the distribution function. And the latter seems to be at odds with the percentage of players that it says I'm better than in the phrase above the graph (it reads: "You are better than 75.0% of Blitz players.", even though the yellow graph says that in order to have that strength, I must have a rating of 1775).
@Toadofsky The ogive graph is the density graph; the other graph is the distribution function. And the latter seems to be at odds with the percentage of players that it says I'm better than in the phrase above the graph (it reads: "You are better than 75.0% of Blitz players.", even though the yellow graph says that in order to have that strength, I must have a rating of 1775).
The issue remains unresolved...
The issue remains unresolved...