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In the [[Last Chance Saloon]], [[Seth Harper]], [[Ike Clanton]] and [[Phineas Clanton]] wagered on a game of cards while waiting for the appearance of [[Doc Holliday]]. ([[TV]]: ''[[The Gunfighters (TV story)|The Gunfighters]]'') | In the [[Last Chance Saloon]], [[Seth Harper]], [[Ike Clanton]] and [[Phineas Clanton]] wagered on a game of cards while waiting for the appearance of [[Doc Holliday]]. ([[TV]]: ''[[The Gunfighters (TV story)|The Gunfighters]]'') | ||
In [[Venice]], [[Duke]] [[Orsino]] gambled away [[Estella (The Stones of Venice)|Estella]] in a game of cards. ([[AUDIO]]: ''[[The Stones of Venice (audio story)|The Stones of Venice]]'') | In [[Venice]], [[Duke]] [[Orsino (The Stones of Venice)|Orsino]] gambled away [[Estella (The Stones of Venice)|Estella]] in a game of cards. ([[AUDIO]]: ''[[The Stones of Venice (audio story)|The Stones of Venice]]'') | ||
The [[Twelfth Doctor]] gambled in Vegas, winning non-stop; he told Clara that it was simple mathematics. When taken to the owner of the casino to explain how his system worked, the Doctor explained in great detail how he always chooses the most likely probability based on all the factors of rolling dice. ([[COMIC]]: ''[[Gangland (comic story)|Gangland]]'') | The [[Twelfth Doctor]] gambled in Vegas, winning non-stop; he told Clara that it was simple mathematics. When taken to the owner of the casino to explain how his system worked, the Doctor explained in great detail how he always chooses the most likely probability based on all the factors of rolling dice. ([[COMIC]]: ''[[Gangland (comic story)|Gangland]]'') |