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Post by Harry Lillis "Bing" Crosby Jr on Jun 16, 2020 12:59:59 GMT
Saltin , we have reached the last stage of our competition, and would like your help in determining the two winners of the Final Round to receive 1000 in game medals each! We have already assigned numbers to each of the 5 winners, and they shall be picked by the RNG gods, through a simple dice roll!
Saltin, could you post and attach 2 dice rolls? If you roll the same number twice, post again until you get two different numbers. If you roll a six, post again until you get two different numbers from 1-5. After your post, we can round up this entire competition with an announcement in the main ew6:1914 board! We await your post, and of the hands of the RNG deities nevermind then, kanue could you help us instead? If not Erich von Manstein, could you help us as well? We just need a staff member to make the RNG decision for the sake of fairness haha
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Post by kanue on Jun 18, 2020 17:11:58 GMT
Is this what you want?
b|JCC6kF
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Post by kanue on Jun 18, 2020 17:12:20 GMT
Try again
RdRg3njX·
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Post by kanue on Jun 18, 2020 17:13:01 GMT
Hmmmm... I was too lucky...
JKE1TVWC·
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Post by kanue on Jun 18, 2020 17:13:44 GMT
If I get 6 again this time... just let me be the winner... k7QZZL9X·
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Post by kanue on Jun 18, 2020 17:14:39 GMT
OK, the awards go to winner#3 and me
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Post by kanue on Jun 18, 2020 17:14:54 GMT
JBXqIIEi·
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Post by kanue on Jun 18, 2020 17:15:51 GMT
I swear that I roll square and fair
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Post by kanue on Jun 18, 2020 17:16:05 GMT
Again
k66vMpe8·
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Post by kanue on Jun 18, 2020 17:16:16 GMT
Finally !!! The awards go to Winner 1 and Winner 5
PS: in case you are curious... The chance that I get at least one 6 from 2 rolls is 30.59% The chance that I get at least one 6 from 2 rolls 5 times in a row is, 5!/(5!*0!)*(0.3059)^5 *(1 - 0.3059)^0 = 0.2663%
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Post by Harry Lillis "Bing" Crosby Jr on Jun 19, 2020 9:15:53 GMT
Thanks a lot! Rare chance indeed, it was comical scrolling through a mass of posts just to get to the final roll
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