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15TH ANNUAL HARVARD-MIT MATHEMATICS TOURNAMENT, 11 FEBRUARY 2012 GUTS ROUND 21. [131 Let N be a three-digit integer such that the difference between any two positive integer factors of N is divisible by 3. Let d(N) denote the number of positive integers which divide N. Find the maximum possible value of N d(N) 22. 13] For each positive integer n, there is a circle around the origin with radius n. Rainbow Dash starts off somewhere on the plane, but not on a circle. She takes off in some direction in a straight path. She moves 5 units before crossing a circle, then v5 units, then 36 units. What distance will she travel before she crosses another circle? 23. 13] Points X and Y are inside a unit square. The score of a vertex of the square is the minimum distance from that vertex to X or Y. What is the minimum possible sum of the scores of the vertices of the square? 24. [13] Franklin has four bags, numbered 1 through 4. Initially, the first bag contains fifteen balls, numbered 1 through 15, and the other bags are empty. Franklin randomly pulls a pair of balls out of the first bag, throws away the ball with the lower number, and moves the ball with the higher number into the second bag. He does this until there is only one ball left in the first bag. He then repeats this process in the second and third bag until there is exactly one ball in each bag. What is the probability that ball 14 is in one of the bags at the end?

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Origin Entry: My Little Pony: Friendship is Magic

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STARLIGHT! GET IN THE F------ CAR THERES AN EMERGENCY The fate of Equestria is in our hooves Starlight. @Fallout Furret Oh no! is everypony okay??!
YOU FOUND $100,000? I FOUND $100,000. YEA. WHERE? IN THE PARK. WHERE IN THE PARK? BY THE SWING SET. JUST A LOOSE $100,000? IT WAS IN A BAG. DID YOU KNOW IT WAS GOING TO BE THERE? NO. WHY WERE YOU IN THE PARK? I WAS WORKING OUT. OKAY, SO WHAT DID YOU DO WITH THE $100,000? I INVESTED IT AND THEN 1 TURNED IT INTO 16 THOUSAND DOLLARS. BIXELS
NAU
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Taloncusp

There was also a Luna question on there!
"Luna has an infinite supply of red, blue, orange, and green socks. She wants to arrange 2012 socks in a line such that no red sock is adjacent to a blue sock and no orange sock is adjacent to a green sock. How many ways can she do this?"
Also here's one of the winning teams

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Uploaded Mar 10, 2012 at 11:37AM EST

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My Little Pony: Friendship is Magic

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math, mlp, ponies, rainbow dash

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