Format/typo check 2006/sykes1 + update bugs.md
The bugs.md file has some documented features, not bugs. The README.md file has been typo/format checked. This should complete the review of 2006/sykes1.
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@@ -5,6 +5,19 @@ make
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```
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```
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### Bugs and (Mis)features:
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The current status of this entry is:
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```
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STATUS: INABIAF - please **DO NOT** fix
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```
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For more detailed information see [2006 sykes1 in bugs.md](/bugs.md#2006-sykes1).
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## To use:
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## To use:
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```sh
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```sh
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@@ -215,6 +228,7 @@ In the ASCII output care must be taken with drawing the edges of each
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this is taken care of by color, which is graded from the back to the
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this is taken care of by color, which is graded from the back to the
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front to ensure edge visibility.
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front to ensure edge visibility.
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### Notes
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### Notes
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The whole program has just one function - `main()` - which is recursively
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The whole program has just one function - `main()` - which is recursively
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@@ -241,6 +255,7 @@ requirements.
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The program is known to compile and run under gcc and Intel cc, as well
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The program is known to compile and run under gcc and Intel cc, as well
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as PellesC on Windows.
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as PellesC on Windows.
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### Bugs
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### Bugs
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The program is not at all a valid html document, but fortunately
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The program is not at all a valid html document, but fortunately
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@@ -2352,11 +2352,36 @@ challenging and in some systems it will not be possible to fix but you are
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welcome to try and fix it if you wish to!
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welcome to try and fix it if you wish to!
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### STATUS: INABIAF - please **DO NOT** fix
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### STATUS: INABIAF - please **DO NOT** fix
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Incorrect formulas will ungracefully crash the program.
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Incorrect formulas will ungracefully crash the program.
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## 2006 sykes1
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### STATUS: INABIAF - please **DO NOT** fix
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### Source code: [2006/sykes1/sykes1.c](2006/sykes1/sykes1.c)
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### Information: [2006/sykes1/README.md](2006/sykes1/README.md)
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The author stated:
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```
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If you pick a number higher than 19186, the program will return a
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solution but it will be a rotation of one of the first 19186. This is
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because the cross shaped piece fits 48 ways in the 4x4 cube, but only
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2 of those ways are unique - you can rotate one of those to make any
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of the other 46. The algorithm used always places the cross piece
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first, so the first two placings of that piece result in the 19186
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unique solutions.
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If you pick a number higher than 460464 (24x19186) the program will
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return without outputting a solution. If you can wait that long.
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```
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## 2006 toledo2
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## 2006 toledo2
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### STATUS: INABIAF - please **DO NOT** fix
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### STATUS: INABIAF - please **DO NOT** fix
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