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EventHorizon

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About EventHorizon

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  1. EventHorizon

    Miscellaneous logic puzzle from exam

    I looked at that for a while. Though it's not much, here's what I got...
  2. EventHorizon

    Tiling a hexagon

    This puzzle is not quite solved yet. So here's my attempt
  3. EventHorizon

    Help Bob find Alice's P(x)$%^

    Alice is so kinky...
  4. EventHorizon

    Cutting pizza

    Proof for (3)
  5. EventHorizon

    Help me please to solve

    I installed the plus4 app, and it is just a mastermind clone. +x means you have x numbers in the right spot, and -x means you have x numbers right, but they are in the wrong spots. It could be that a guess would result in +2-2, meaning that you have all the right numbers, but two are in the wrong spots.
  6. EventHorizon

    Amoeba evacuation puzzle

    So the best you can do is 00 00 or 0 0 ... 0 0 000...00
  7. EventHorizon

    Amoeba evacuation puzzle

    Looks like I misunderstood the initial configuration. I assumed the x's were already amoeba and not just space to vacate.
  8. EventHorizon

    Amoeba evacuation puzzle

    Example 2 is not looking good. Perhaps it is unsolvable....
  9. EventHorizon

    A Boggle-like Challenge

    Yay for integer sequences (found using your 19355 )... Time to look at 3-regular graphs... which aren't as simple and quite possibly don't have this property. So it looks like we basically just need to find how many 8-regular graphs there are with 26 labeled vertices. It'll be off by a little, but will be a good estimate for N.
  10. EventHorizon

    A Boggle-like Challenge

  11. EventHorizon

    A Boggle-like Challenge

    N is not going to be that simple to calculate. Any given adjacency you find could have multiple possible cycles that could be found within it (So it may incorrectly be counted multiple times). Adjacencies don't need to be as neatly organized as curr3nt's answer was.
  12. EventHorizon

    A Challenged Flight Deck

    I think the bit debt idea will always have situations that produce contradictions, so I'm thinking it should be discarded. I looked over plainglazed's 38, and I think it works. Nice. Edit: I got another 38. It's slightly more complicated (1 more branch needed), but is based on yours, so I won't bother posting it. It uses 6of8's and 5of8's in combinations instead of groups of 5's in a bigger group of 20.
  13. EventHorizon

    A Challenged Flight Deck

    I didn't really explain it too well. Here's a (hopefully) better attempt to show that with 3 bits of information, you can get 4 of the next 5 cards right and still end up with 2 bits after A couple examples Example 2 shows that this method does not work as I thought it did, since I reached a contradiction. So back to the drawing board... hopefully something from this can be salvaged. I think it may still work, but that I can't 'borrow' quite as many bits as I thought. I think there needs to be a 1 bit buffer at all times. Hopefully that solves the issue, but I'll need to look into it.
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