I think you are misunderstanding what I’m saying or trying to do.
I did not say, not a single time, that this 31% was out of the realm of possibility. It’s just a report of what I experienced until now. I even did not draw any conclusion, nothing, I just reported the numbers. I’m trying to track and see if the numbers are constantly far to what is considered the “normal” value to see if there could be some kind of issue.
And please, do not take what I said out of the context. The 48 is just a number to show the current gap that exists between my numbers and the numbers we would expect in the best of the worlds, that’s just another way to express the fact that it’s 24% more than expected at this state of the tests, to be sure that everyone gets the idea behind the numbers. This 24% seems to not bother you, so the rest should not since it’s the same thing, just expressed in a different manner. You can call this popularization if you want. This is nothing more than an illustration of the numbers. And this is why I ran 200 tests, and that I plan to run more to see what’s going to happen. This is exactly what I’m saying, I’ll try to add more over the next days to see if the value is decreasing.
This is exactly the purpose of this thread, to see if we reach this point. But since the early results show some kind of similarities, it was worth to ask for more impressions and data. And to be honest, I did not wait for anyone to test this. I’ll share the resource here since it’s in the discussion now.
That’s a little script I created using JavaScript, simulating TDS revival. It’s a simple html file that you can launch in your browser.The only thing you have to change in the file is this line, to change the number of samples.
var maxSamples = 300;
I found that around 1000 samples the numbers were pretty accurate, that’s what I’m trying to replicate here, but 1000 samples is a lot, thus this thread, and thus the initial question. But what if a lot of numbers were going in that direction?
Edit : Forgot this
This makes absolutely no sense to me. Maybe I’m missing something and you could tell me what. But here, you’re taking into account the order in whom the numbers came to calculate a percentage to say that it follows a reducing pattern, while calculating a percentage is unaffected by this. In other words, If the numbers came in a different order, you would not have been able to say this, and thus, this is not a valid argument. Look at these numbers.
That’s the same amount of devour, just in a different order. Am I missing something?