6 King Man wrote:Neon Logic Boy avoids my major contention which is that long term statistical randomness does not indicate anything about short term patterns, want to see a short term pattern, watch me loose 0-2 6 times in a row, that is a pattern which is not random, is it possible, of course, but as I said only 5 chances in 10,000 that it happens, so when I see patterns like that over and over (maybe not quite to that degree, but you get my point) it tells me empirically that the dice are not random, if I won with a 2 against a 15 now and then, then maybe I could square that result, but sorry have not seen it, by the way, you can't defend the fact that the dice are random by referencing the motives of the the web site random.com, ...it must be random because why wouldn't it be is not an argument, well not a defensible one, there can be an infinite number of reasons why the dice are streaky, I have no idea why they are, but when I see a 15 barely beat a 2, and have a sense of deja vu, that's not a good indicator of randomness.
To the other post, yes its 3 vs 2, over and over, go check out your probability and stat's 101 book, the likely hood of that result repeating over and over gets to be lower as you go through more dice rolls
That is because you don't understand the concept of something being random. If you did NOT constantly see horrible dice, that would be a great indicator that the dice ARE random.
If something is random, then stuff like that will happen. Go roll a couple hundred dice in real life and you will notice no difference between them and the game. Seriously, go try it. Or go on any dice generator online and you will find the same streaks occur. Number some cards 1-6 and have a 500 friends each pick one out at random and you will find the same thing.
What you are describing is the exact way something random should work. If the dice were not random, firstly, the long term effect would be far different from the statistical probability. If the dice were not random, then you would not see bad dice at all.
Here is another math lesson:
You have played 1500 games, let's assume they were all on doodle, let's assume they were all 1v1, and let's assume that you never had to attack anything other than your opponent. And let's assume games took 6 rounds. Let's also assume you've won half your rolls.
1500 times (6 territories times 3 troops each plus 18 troops deploy) = 54000 rolls of dice you have performed.
There is a less than 50% chance that you have not had this happen to you:
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
in that order.
There is approximately a 5% chance that this has not happened to you:
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
There is a 0.005% chance that you have not had this happen to you:
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
kill 0 - lose 2
Now, take the last example... 99.995% chance of 7 double losses in a row with the amount of games you played. 0.018% chance of it happening each time you make 7 rolls, so that is about 9 every 50,000 times. You've rolled 54,000 rolls. I have a feeling there is a reason why you get this deja vu...