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Uploaded by on Mar 10, 2008

dead ale wives dnd

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Entertainment

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Uploader Comments (coreydm676)

  • @clawdfrawg no problem, *coughdickwithnosenseofhumorco­ugh*

Top Comments

  • I wish my D&D games were this fun. The only time it was close to that was when I was playing game day last week and I was an invoker "IMGONNAHITJOOWITMAHSTIK!"

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  • Oh god, me and my friends are so bad. We do this but ten times worse, I'm surprised we get stuff done XD

  • this reminds me so much of our D&D sessions back in the 80s. The rule haggling, the goofing around, etc. Hilarious!

  • @Denladouceur It was released in the 1980s/90s.

  • I remember hearing this from my childhood... I don't know where, I don't know how, but I've heard this at a very young age.

  • Why do I love this ??!!xD

  • @coreydm676 megaman x2 was the best one.

  • @coreydm676 I know, I made an algorithm that calculated all dice rolls from 4x1 to 4x6, for each combination of rolls I added the all but the lowest together, so I have taken this into account when calculating the above odds, the totals to 6^4=1296 dice rolls, only one of those combinations lands a 3, where 21 combinations yields a 18, therefore the chance to get all 18 are 1 in (1296/21)^6 = 55 billions, I can upload the script and the result file if you are interested.

  • but when rolling a character in 3.5 you roll 4d6 then take away the lowest number. this eqation isnt a normal one because you have to account for variable change because the lowest one is always taken away. it doesn't mater what the 4th die is it is still taken away .

  • chances of rolling the following with 4d6:

    6x18: 1 in 55 billions

    3x18,2x17,1x16: 1 in 1.8 billions

    and with 5d6

    6x18: 1 in 875,658

    3x18,2x17,1x16: 44,751

    why? chance of rolling 18:

    4d6: 1.6%

    5d6: 10.2%

    conclusion: rolling that high with 4d6 sounds to improbable for me to believe, rolling it with 5d6 sounds amazing but not unbelievable, this was calculated by brute forcing all combinations with a python script (took less than 0.01 sek)

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