Hazard: Difference between revisions
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'''Hazard''' is a dice game that can be played by [[Ezio Auditore da Firenze]] | '''Hazard''' is a dice game that can be played by [[Ezio Auditore da Firenze]] | ||
== | ==La Volpe Adormentata== | ||
[[File:Rollofthedicemain.png|thumb|324px|Ezio finds Salaì playing Hazard.]]When Ezio Auditore sets out to find [[Leonardo da Vinci|Leonardo]]'s assistant, [[Salai]]. He eventually finds him playing Hazard an La Volpe Adormentata, alongside a group of [[Hermeticists]]. After finding Salai, Ezio can return there anytime to play the game himself.<ref name="The Da Vinci Disappearance">''[[Assassin's Creed: Brotherhood]] - [[The Da Vinci Disappearance]]''</ref> | [[File:Rollofthedicemain.png|thumb|324px|Ezio finds Salaì playing Hazard.]]When Ezio Auditore sets out to find [[Leonardo da Vinci|Leonardo]]'s assistant, [[Salai]]. He eventually finds him playing Hazard an La Volpe Adormentata, alongside a group of [[Hermeticists]]. After finding Salai, Ezio can return there anytime to play the game himself.<ref name="The Da Vinci Disappearance">''[[Assassin's Creed: Brotherhood]] - [[The Da Vinci Disappearance]]''</ref> | ||
Revision as of 12:02, 6 June 2011
Hazard is a dice game that can be played by Ezio Auditore da Firenze
La Volpe Adormentata
When Ezio Auditore sets out to find Leonardo's assistant, Salai. He eventually finds him playing Hazard an La Volpe Adormentata, alongside a group of Hermeticists. After finding Salai, Ezio can return there anytime to play the game himself.[1]
Rules
First Roll
Rolling the Throw In (7 or 11) wins the game with a payout of 1:2.2. Rolling the Throw out (2, 3 or 12) loses the game and your stake. Roll anything else and the number thrown becomes Chance. Roll again for the Chance Roll.
Chance Roll
Rolling the Chance wins the game with a payout that changes depending on what the Chance is. Rolling the Main (7) loses the game and your stake. Keep rolling the dice until the Main or Chance comes up.
Chance Roll Payouts
Chance of 4 or 10 = 1:3.5
Chance of 5 or 9 = 1:3
Chance of 6 or 8 = 1:2.5