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exercises/baffling-birthdays/introduction.md

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@@ -4,7 +4,7 @@ Fresh out of college, you're throwing a huge party to celebrate with friends and
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Over 70 people have shown up, including your mildly eccentric Uncle Ted.
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In one of his usual antics, he bets you £100 that at least two people in the room share the same birthday.
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That sounds ridiculous — there are 365 possible birthdays, so you confidently accept.
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That sounds ridiculous — there are many more possible birthdays, so you confidently accept.
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To your astonishment, after collecting just 32 birthdays, you've already found a match.
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Accepting your loss, you hand Uncle Ted his £100, but something feels off.

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