Drawing Lots

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'''Drawing Lots''' is a [[Bonus Challenge]] that involves luck in ''[[Yoshi's Island: Super Mario World 2]]'' and its remake, ''[[Yoshi's Island: Super Mario Advance 3]]''. This was the only Bonus Challenge that did not appear in ''[[Yoshi's Island DS]]'', due to the fact that the player could not use any items in a [[level]], and only 5 worlds existed in that game as opposed to 6.

Drawing Lots is much like [[Flip Cards]], although the player has one chance to gain an item. The player just has to pick any space, and an item will appear. When choosing, the player might choose a [[Kamek]] card, ~~and they will lose~~. There can either be one Kamek or three Kameks in this game, so the player has a 5/6 or 1/2 chance of getting an item.

Drawing Lots is much like [[Flip Cards]], although the player has one chance to gain an item. The player just has to pick any space, and an item will appear. When choosing, the player might choose a [[Kamek]] card, winning nothing. There can either be one Kamek or three Kameks in this game, so the player has a 5/6 or 1/2 chance of getting an item.

==Names in other languages==

Drawing Lots: Difference between revisions

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 '''Drawing Lots''' is a [[Bonus Challenge]] that involves luck in ''[[Yoshi's Island: Super Mario World 2]]'' and its remake, ''[[Yoshi's Island: Super Mario Advance 3]]''. This was the only Bonus Challenge that did not appear in ''[[Yoshi's Island DS]]'', due to the fact that the player could not use any items in a [[level]], and only 5 worlds existed in that game as opposed to 6.
-Drawing Lots is much like [[Flip Cards]], although the player has one chance to gain an item. The player just has to pick any space, and an item will appear. When choosing, the player might choose a [[Kamek]] card, and they will lose. There can either be one Kamek or three Kameks in this game, so the player has a 5/6 or 1/2 chance of getting an item.
+Drawing Lots is much like [[Flip Cards]], although the player has one chance to gain an item. The player just has to pick any space, and an item will appear. When choosing, the player might choose a [[Kamek]] card, winning nothing. There can either be one Kamek or three Kameks in this game, so the player has a 5/6 or 1/2 chance of getting an item.
 ==Names in other languages==