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Ilmoita käännösongelmasta
No, but we are allowed to give our opinions on their thread, and I gave mine. I would find it far more interesting to read and debate if the posts were shorter. Posts that are overly long take away from the point they are trying to make. I can understand a long post when appropriate, but when every single one is that long, it just sounds like gibberish after a while.
So yeah, there's my opinion. It's been made, the TC saw it, I will leave it at that unless the TC wants to know why I feel that way in more detail.
I think I was missunderstood. I wanted to say that particular series are having a low probability, of course different by zero. So there is a chance that this particular set will be seen.
6 heads in a row is a particular set of events. Like 6 tails in a row. The probability to get 6 out 6 of the same type is 1.25%. Tossing the coin in series of 6 it will result in a number of times of getting 6 tails out of 6. Say out of 100 series of 6 flips, there will be "n1" times of 6 heads out of 6 . For the next 100 of 6 flips you will get "n2". After running enough numbers of 100x6 flips series, it will be obvious that "n1", "n2"...."nm" are nicely sitting on the most known curve describing normal distributions, Gauss Bell. Which will be obviously centered on the value of ...1.25%.
However, if lady luck is your personal friend you can get like for a number of 100x6 flips "n1"..."nm" around 50%...so any of your 100x6 series is containg some half sets of 6 heads. If lady luck is your mistress...than, what to say, you need heads, flipping the coin will give only heads.
Now take a set with a higher probability like 3:3 heads:tails. Chance to get this set is 25%. Meaning that the same measurement of 100x6 series will show that the values "n1".."nm" are sitting on a Gauss bell centered on 25%.
Coming back to our card games what I wanted to say is that particular sets of events should occur less more times than it actually happens. This does not mean that a particular lucky player will not see these sets much more often than others. Yes he will. Another player will. But not so many.
Practical example for Eternal : say you have a set comprising 4 copies each of 2 cards. Say for a certain game would be nice to have 5 cards in the first 15 out of the group of 4x2 = 8 cards. The probability would be only 0.609%. My practical experience is that I was seeing it to my opponents even 2 every 10 ranked games. 20% is far away from 0.609%% while considering different opponents.Most of the days was happening the same.
I know I was from the beginning off your topic, which was about deck building. However, I think that before touching deck building first one should address the RNG problems.