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Topic: hatkirby's Puzzles (Read 32983 times)
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jf
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That's a sharp solution for Volleyball Team, jnz. I had fun putting together an assembly line of devices, but I like your minimalist style. My solution to Volleyball Team ( dekikit): nugadom. Fun puzzle, hatkirby. |
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« Last Edit: August 02, 2007, 06:06:29 PM by jf »
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Rene
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I'm sorry Rene, but that level does not exist. That should have been dytomad |
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Rene
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I have to come up with new tricks for the old physics.  I had the same thing: I am amazed that you have to rethink even something as simple as a down counter. For Volleyball Team ( dekikit): dycobyb |
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jf
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I have to come up with new tricks for the old physics. I had the same thing: I am amazed that you have to rethink even something as simple as a down counter. For Volleyball Team ( dekikit): dycobybThat is a great down counter. You and jnz are getting the old physics to jump through some neat hoops. |
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Bucky
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I feel like a loser for doing this, but: Volleyball Team: dumugev |
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That is the most ingenious method of solving an impossible puzzle that I have ever seen.
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sly
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Okay, think of a number. Now, scratch that number and think of 0. You're thinking of zero, right? FrEaKy
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hatkirby
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I feel like a loser for doing this, but: Volleyball Team: dumugevI send a virtual grunt torwards Bucky and Sly, but other than that, great solutions! Thanks for the complement, jf! Anyway, I've come up with another monstrosity to annoy you: Calibrate - buheryn |
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If you take four, and then add four, and then take away, add, subtract, add, add, multiply by, subtract, raise to the power of, divide by, and add four, and then find the reciprocal, what do you get? Of course, it's obviously 0.058823529411764705882352941176471! Duhhh!
Four is the answer to all!
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Bucky
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Sly's solution doesn't even work if he gets three sevens before his first 8.
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That is the most ingenious method of solving an impossible puzzle that I have ever seen.
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hatkirby
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Sly's solution doesn't even work if he gets three sevens before his first 8.
That is true. Anyway, yet another new puzzle! Christmas Lights - labemev |
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If you take four, and then add four, and then take away, add, subtract, add, add, multiply by, subtract, raise to the power of, divide by, and add four, and then find the reciprocal, what do you get? Of course, it's obviously 0.058823529411764705882352941176471! Duhhh!
Four is the answer to all!
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Bucky
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labemev - I haven't tried to solve it yet, but it looks like it's  trivially solvable by a template copier. |
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That is the most ingenious method of solving an impossible puzzle that I have ever seen.
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hatkirby
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That was great, Rene! I like how it just seems to happen to work! Anyway, here's another key puzzle! Counting Lessons - sokudyb |
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Logged
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If you take four, and then add four, and then take away, add, subtract, add, add, multiply by, subtract, raise to the power of, divide by, and add four, and then find the reciprocal, what do you get? Of course, it's obviously 0.058823529411764705882352941176471! Duhhh!
Four is the answer to all!
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hatkirby
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That's a good one, Rene! It certainly wasn't what I was looking for! Maybe this will yield some interesting results: Counting Lessons 2 - hobalipPhew! I just spent who knows how long converting the long home-page list into a table. I didn't know I had made that many! It turns out I've made 44 puzzles! Horray! Only 6 more until 50! |
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Logged
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If you take four, and then add four, and then take away, add, subtract, add, add, multiply by, subtract, raise to the power of, divide by, and add four, and then find the reciprocal, what do you get? Of course, it's obviously 0.058823529411764705882352941176471! Duhhh!
Four is the answer to all!
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