Currently playing in: Quest for the Shunned City, Coliseum of Conquest, DragonDenn's Dragonlords, Shipwrecked on Fugue, Tomb of Annihilation, Razor's Lost Mine of Phandelver, The Lost Kenku & One Grung Above
Currently DMing: Princes of the Apocalypse, Out of the Abyss, Coliseum of Conquest—The Arena (Sometimes)
Hosted a battle between the Cult of Sedge and the Forum Countershere(Done now). I_Love_Tarrasques has won the fight, scoring a victory for the fiendish Moderators.
Hosted a battle between the Cult of Sedge and the Forum Countershere(Done now). I_Love_Tarrasques has won the fight, scoring a victory for the fiendish Moderators.
This post has potentially manipulated dice roll results.
How many times must a person roll dice,
before they get a super yatzee? ...
14
Rollback Post to RevisionRollBack
In general, I am blunt and to the point. I apologize in advance if I appear mean or rude.
I am an engineer. If there is a problem for which there is no current solution, I may suggest a workaround that accomplishes most of it. It is not that I don't understand the issue, rather, that I am trying to get you closer to what you want.
I have been DMing since shortly after the release of 5E and occasionally have the opportunity to be a player. I also happen to be a L1 Magic Judge.
Technically Chaim it’s possible you could roll any finite number of times and never get one. Because each die roll is independent it will never get to a guarantee. It will always be 1 in 46,656 for a 36. Or 6 in 46,656 for any 6die yahtzee (6,12,18,24,30,36).
That said the likelihood you will have gotten one over time does improve. It trends towards 100% but can never reach it.
The formula for working out likelihood is: 1 - (Chance to not get a super yahtzee)^x Where x is the number of attempts. So the chance to have seen at least one 36 by this post 5354 becomes: 1 - (46655/46656)^5354 = 0.108 or 10.8%.
27
Mega Yahtzee Thread:
Highest 41: brocker2001 (#11,285).
Yahtzee of 2's: Emmber (#36,161).
Lowest 9: JoeltheWalrus (#312), Emmber (#12,505) and Dertinus (#20,953).
19
Check out my Extended signature here
Class Guides: Barbarian, Rogue, Sorcerer, Bard General Guides: PvP
Currently playing in: Quest for the Shunned City, Coliseum of Conquest, DragonDenn's Dragonlords, Shipwrecked on Fugue, Tomb of Annihilation, Razor's Lost Mine of Phandelver, The Lost Kenku & One Grung Above
Currently DMing: Princes of the Apocalypse, Out of the Abyss, Coliseum of Conquest—The Arena (Sometimes)
1322
Subclass Evaluations So Far:
Sorcerer
Warlock
My statblock. Fear me!
Hosted a battle between the Cult of Sedge and the Forum Counters here(Done now). I_Love_Tarrasques has won the fight, scoring a victory for the fiendish Moderators.
2723
24. Is this a 36?
Subclass Evaluations So Far:
Sorcerer
Warlock
My statblock. Fear me!
Hosted a battle between the Cult of Sedge and the Forum Counters here(Done now). I_Love_Tarrasques has won the fight, scoring a victory for the fiendish Moderators.
How many times must a person roll dice,
before they get a super yatzee? ...
14
In general, I am blunt and to the point. I apologize in advance if I appear mean or rude.
I am an engineer. If there is a problem for which there is no current solution, I may suggest a workaround that accomplishes most of it. It is not that I don't understand the issue, rather, that I am trying to get you closer to what you want.
I have been DMing since shortly after the release of 5E and occasionally have the opportunity to be a player. I also happen to be a L1 Magic Judge.
26
Technically Chaim it’s possible you could roll any finite number of times and never get one. Because each die roll is independent it will never get to a guarantee. It will always be 1 in 46,656 for a 36. Or 6 in 46,656 for any 6die yahtzee (6,12,18,24,30,36).
That said the likelihood you will have gotten one over time does improve. It trends towards 100% but can never reach it.
The formula for working out likelihood is:
1 - (Chance to not get a super yahtzee)^x
Where x is the number of attempts. So the chance to have seen at least one 36 by this post 5354 becomes: 1 - (46655/46656)^5354 = 0.108 or 10.8%.
20
Mega Yahtzee Thread:
Highest 41: brocker2001 (#11,285).
Yahtzee of 2's: Emmber (#36,161).
Lowest 9: JoeltheWalrus (#312), Emmber (#12,505) and Dertinus (#20,953).
22
Extended Signature! Yay! https://www.dndbeyond.com/forums/off-topic/adohands-kitchen/3153-extended-signature-thread?page=2#c21
Haven’t used this account in forever. Still a big fan of crawling claws.
16
Mega Yahtzee Thread:
Highest 41: brocker2001 (#11,285).
Yahtzee of 2's: Emmber (#36,161).
Lowest 9: JoeltheWalrus (#312), Emmber (#12,505) and Dertinus (#20,953).
17
Extended Signature! Yay! https://www.dndbeyond.com/forums/off-topic/adohands-kitchen/3153-extended-signature-thread?page=2#c21
Haven’t used this account in forever. Still a big fan of crawling claws.
16
Mega Yahtzee Thread:
Highest 41: brocker2001 (#11,285).
Yahtzee of 2's: Emmber (#36,161).
Lowest 9: JoeltheWalrus (#312), Emmber (#12,505) and Dertinus (#20,953).
I love that the man keeping track has the lowest score :)
29
Extended Signature! Yay! https://www.dndbeyond.com/forums/off-topic/adohands-kitchen/3153-extended-signature-thread?page=2#c21
Haven’t used this account in forever. Still a big fan of crawling claws.
18
Mega Yahtzee Thread:
Highest 41: brocker2001 (#11,285).
Yahtzee of 2's: Emmber (#36,161).
Lowest 9: JoeltheWalrus (#312), Emmber (#12,505) and Dertinus (#20,953).
Not a 36
23
Extended Signature! Yay! https://www.dndbeyond.com/forums/off-topic/adohands-kitchen/3153-extended-signature-thread?page=2#c21
Haven’t used this account in forever. Still a big fan of crawling claws.
21
Mega Yahtzee Thread:
Highest 41: brocker2001 (#11,285).
Yahtzee of 2's: Emmber (#36,161).
Lowest 9: JoeltheWalrus (#312), Emmber (#12,505) and Dertinus (#20,953).
Not a 36
22
Extended Signature! Yay! https://www.dndbeyond.com/forums/off-topic/adohands-kitchen/3153-extended-signature-thread?page=2#c21
Haven’t used this account in forever. Still a big fan of crawling claws.
14
Mega Yahtzee Thread:
Highest 41: brocker2001 (#11,285).
Yahtzee of 2's: Emmber (#36,161).
Lowest 9: JoeltheWalrus (#312), Emmber (#12,505) and Dertinus (#20,953).