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  • cipher - mmm mmmmmmmmm mmmmmmmmmmmmmmmm mmmmmmmm mmmmm . . .
    mmmmmmmmmmmmmmmmmmm mmmmmmmmmmmmmmm mmmmmmmmmmmm mmmmmmmmmmmmmmmmmmmmmm mmmmm mmmmmmmmmmmmmmmmmmmm mmmmmmmm mmmmmmmmm mmmmmmmmmmmmmmmmmmm mmm mmmmmmmmmmmmmmmmmm mmmmmmmmmmmmmmmmmmmmmmmmm mmmmmmmmmm
  • Christmas tree geometry puzzle - Puzzling Stack Exchange
    In the diagram, circles of the same color are the same size Wherever things look tangent, they are tangent Are the red, gold and silver circles all the same size?
  • Cover a cube with hugs and kisses! - Puzzling Stack Exchange
    The total area of the given shapes is 60 square units Therefore, each face of the cube must be 10 square units The edge length is the diagonal of a 1 x 3 rectangle With this in mind, we find this solution: The four hugs share a common vertex which is the center of one cube face With the proper orientation, the four kisses can be wrapped around them to cover the cube as desired
  • mathematics - What percentage of the town drinks liquor? - Puzzling . . .
    In a certain town, 90 percent of the residents drink coffee, 80 percent drink tea, 70 percent drink whiskey, and 60 percent drink gin No one drinks all four What percent of the residents drink li
  • Horizontal to vertical rectangle via dissection and translations
    In general, dissection into fewest pieces is a very hard problem In fact, this paper from some Berkely mathematicians proves it is NP-hard, and hence no known algorithm exists Note their proof is for dissecting simple orthogonal polygons into another, but from the introduction: We prove NP-hardness even when the polygons are restricted to be simple (hole-free) and orthogonal And as the
  • The Animation Story - Puzzling Stack Exchange
    There are a bonus 10 easter eggs clues hidden to be found along the way Enjoy!
  • Killer sudoku: Counting to 30 is hard - Puzzling Stack Exchange
    Look at the cages: The 4-cell 10- and 30-cages are forced to be 1 2 3 4 and 6 7 8 9 respectively These cages force a fair number of quads in rows boxes and columns, so we can do some early low high pencilmarking to get: The break-in is the 1 2 3 4 5 pencil mark in the 3-cell 22-cage Since the other two digits can sum to at most 17 (8 9), this must be a 5 We also find a hidden single 5 in
  • mathematics - Can you get to 8? - Puzzling Stack Exchange
    You and I are playing the funky calculator game In this game, I pick a positive integer N which I then tell you Then you attempt to display the number N on the funky calculator which is initially
  • Lost in a Desolate Hypercube - Puzzling Stack Exchange
    Came up with this problem myself, and to be honest I think the solutions are very pretty, so I hope you folks have fun solving I can tell you whether your answer for task 3 ties or beats my solution, but I want to avoid giving the exact numbers of my solution as a hint since I think it spoils the fun Also, as maybe a small hint, note that you don't actually need some kind of crazy high
  • Chess: Sonneborn-Berger to nth order - Puzzling Stack Exchange
    Merry Xmas, dunno where this belongs Too much math for ChessSE, too little math for MathSE (And it's easily accessible by try-by-hand-or-computer ) Here goes nothing It can happen that in a round-





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