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Roulette: Difference between revisions
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[[Image:Roulette.png|frame|[[Yoshi]] and [[Baby Mario]] playing '''Roulette'''.]] | [[Image:Roulette.png|frame|[[Yoshi]] and [[Baby Mario]] playing '''Roulette'''.]] | ||
'''Roulette''' is a [[Bonus Challenge]] that involves luck in ''[[Super Mario World 2: Yoshi's Island]]'', its remake for the Game Boy Advance, ''[[Super Mario World 2: Yoshi's Island#Yoshi's Island: Super Mario Advance 3|Yoshi's Island: Super Mario Advance 3]]'', and its sequel, ''[[Yoshi's Island DS]]''. Players place a bet on how many lives they wager on the middle of the first circle, and then the two circles have a light that will rotate. One of the circles counts as the equation, which will either be addition or multiplication, while the other one contains numbers ranging from 0-3. Players get the set number of lives depending on the equation they land on. | '''Roulette''' is a [[Bonus Challenge]] that involves luck in ''[[Super Mario World 2: Yoshi's Island]]'', its remake for the [[Game Boy Advance]], ''[[Super Mario World 2: Yoshi's Island#Yoshi's Island: Super Mario Advance 3|Yoshi's Island: Super Mario Advance 3]]'', and its sequel, ''[[Yoshi's Island DS]]''. Players place a bet on how many lives they wager on the middle of the first circle, and then the two circles have a light that will rotate. One of the circles counts as the equation, which will either be addition or multiplication, while the other one contains numbers ranging from 0-3. Players get the set number of lives depending on the equation they land on. | ||
For example, if players bet fifteen lives, and the two circles land on '''X''' and the three, they get a total of forty-five lives ('''15 x 3''' = '''45'''), which are displayed on the middle of the second circle. Of course, anything multiplied by zero equals zero, and the Bonus Challenge will end if that happens. Fortunately, if one of the circles lands on a '''+''', no lives will ever be lost. | For example, if players bet fifteen lives, and the two circles land on '''X''' and the three, they get a total of forty-five lives ('''15 x 3''' = '''45'''), which are displayed on the middle of the second circle. Of course, anything multiplied by zero equals zero, and the Bonus Challenge will end if that happens. Fortunately, if one of the circles lands on a '''+''', no lives will ever be lost. | ||