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Author Topic: Rene's Puzzles  (Read 26050 times)
Rene
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Re: Rene's Puzzles
« Reply #105 on: August 02, 2007, 06:05:34 PM »

If anything, I was expecting one magic method for handling all targets.  Wink

Hey, wasn't it Einstein who said that you have to make the solution as simple as possible - but not simpler  Wink

Excellent solution jnz, no template copiers and very clear. I am surprised that you found a two-case solution. I tried that as well, but could not get the '8' case to work. Seeing your solution, I wonder whether it is possible to use '7F7F7F' as teeth in the monsters mouth afterall. I had that at first, but could not find a solution for it.


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jf
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Re: Rene's Puzzles
« Reply #106 on: August 02, 2007, 06:37:34 PM »

Hey, I used a one-case solution, it could be argued  Wink. It's an interesting question, but I don't know if 7F7F7F is possible because to generate 8 you need at least one penultimate value less than 8 which will always escape left from the last unpacker before you have time to get something out of the middle unpacker to trap it.
« Last Edit: August 02, 2007, 06:42:02 PM by jf » Logged
jnz
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Re: Rene's Puzzles
« Reply #107 on: August 02, 2007, 08:19:42 PM »

Hey, I used a one-case solution, it could be argued  Wink.

If I could figure out how your solution works, I'd probably agree. Smiley

It's an interesting question, but I don't know if 7F7F7F is possible because to generate 8 you need at least one penultimate value less than 8 which will always escape left from the last unpacker before you have time to get something out of the middle unpacker to trap it.

I think you are correct.  The extremes you can produce when subtracting two crates in the range [8-F] are 8-F=9 and F-8=7.  Actually, I don't think you can produce an 8 out of the middle unpacker either (for the same reason).  So really you are limited to the range [9-F] and you can only produce things from 9-F=A to F-9=6.  I made a test machine (gudaryv) which seems to never produce 7, 8, or 9.
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Rene
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Re: Rene's Puzzles
« Reply #108 on: August 02, 2007, 10:00:10 PM »

I think you're both right. But the following should be possible (although I have not made a solution yet):

NEW PUZZLE

Feed the Monster IV: movyzoc

See how many different cases you need now  Wink

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Timbo
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Re: Rene's Puzzles
« Reply #109 on: August 03, 2007, 05:00:09 PM »

I have modified Rene's solution for Feed the Monster III (dyvefex)and created the solution for Feed the Monster IV (movyzoc): puzebir
I need 4 cases and I don't think 3 cases is possible.
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Rene
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Re: Rene's Puzzles
« Reply #110 on: August 07, 2007, 12:29:47 AM »

I have modified Rene's solution for Feed the Monster III (dyvefex)and created the solution for Feed the Monster IV (movyzoc): puzebir
I need 4 cases and I don't think 3 cases is possible.

I did not want to look at your solution before I had my own. Excellent solution, Timbo! I have 4 cases as well, but yours are much simpler.

Here is my solution for Feed the Monster IV (movyzoc): dibavyg
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Rene
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Re: Rene's Puzzles
« Reply #111 on: September 13, 2007, 06:29:21 PM »

NEW PUZZLE

On their way home, the children came through the playground, with a lot of fun swings and stuff. They are now totally enjoying themselves and do not want to continue home. Can you help them on their way?

Bring my babys home: dapugox
« Last Edit: September 13, 2007, 06:33:11 PM by Rene » Logged
jnz
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Re: Rene's Puzzles
« Reply #112 on: September 13, 2007, 08:52:33 PM »

For Bring my babys home (dapugox): tofibit.  I think I'm exploiting a weakness in the shuffle.
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TTTPPP
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Re: Rene's Puzzles
« Reply #113 on: September 13, 2007, 10:18:18 PM »

For "Bring My Babys Home" (dapugox): vanemyc

Also, I don't think I've posted a solution to "Glass Floor" (guhexik), so let's retro it up with gerisec.
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adept
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Re: Rene's Puzzles
« Reply #114 on: September 14, 2007, 07:28:35 PM »

Bring My Babies Home- cigomah
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Rene
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Re: Rene's Puzzles
« Reply #115 on: September 15, 2007, 08:04:07 AM »

For Bring my babys home (dapugox): tofibit.  I think I'm exploiting a weakness in the shuffle.

Yeh.... I found the same just before I posted the puzzle. But I thought I'd post it anyway to see whether I could mislead you guys. I should have know that you're not that easily fooled.
I am working on a harder version, but have not found a solution to that one yet.

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Rene
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Re: Rene's Puzzles
« Reply #116 on: November 17, 2007, 02:40:38 PM »

NEW PUZZLE

Bring the crate from above to below. Looks easy doesn't it?

Switch: xaryxaz
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Bucky
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Re: Rene's Puzzles
« Reply #117 on: November 17, 2007, 05:02:37 PM »

Switch(xaryxaz):tigaget
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That is the most ingenious method of solving an impossible puzzle that I have ever seen.
jnz
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Re: Rene's Puzzles
« Reply #118 on: November 17, 2007, 10:33:28 PM »

For Switch (xaryxaz): bycosus
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Rene
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Re: Rene's Puzzles
« Reply #119 on: November 18, 2007, 06:51:00 PM »


Well done guys!
Here is my own solution for Switch: dadeted
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