| Puzzles sharing |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2006.06.30 08:56:16
**Edit**
to see specific proof for specific solution, you need to solve the puzzle and count the number of parallel lines (either horizontal or vertical) in the loop then add that number to the end of the solution link in order to get the correct link.
***Edit***
the above rule has been deleted
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
here're some of my puzzles, play if you have time, tell me if you have another better solution.
[jcsl17] difficulty: very hard
solution
[jcsl27] difficulty: extreme
my solution for this is extremely ugly, so hope for another better solution.
[jcsl12] difficulty: hard
solution
[jcsl15] difficulty: hard
solution
[jcsl25] difficulty: very hard
solution
about my solution, top cross at r1c6, top line at c5r5, top line at c4r5, both of them are explained by the relativity of symmetry.
Last edited by Jankonyex - 2007.12.27 08:55:41 |
foilman
Kwon-Tom Admin
Puzzles: 3624
Best Total: 24m 6s | Posted - 2006.06.30 14:54:49
I couldn't do the extreme one [jcsl27] on paper... just got a few lines and a cross. So I let my puzzle solver have a go at it - it took AGES but got there in the end. So there aren't any other solutions. |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2006.07.03 08:22:02
quite busy, not enough time to write new puzzles.
[jcsl34] difficulty: very hard
solution
[jcsl35] difficulty: normal
solution
Last edited by Jankonyex - 2006.09.09 08:40:52 |
mathmaniac
Kwon-Tom Obsessive
Puzzles: 1293
Best Total: 20m 57s | Posted - 2006.07.03 19:01:01
How many soulutions does this puzzle have?
|
mathmaniac
Kwon-Tom Obsessive
Puzzles: 1293
Best Total: 20m 57s | Posted - 2006.07.03 19:31:48
Is this unique?
|
mathmaniac
Kwon-Tom Obsessive
Puzzles: 1293
Best Total: 20m 57s | Posted - 2006.07.03 19:41:58
I like the solution to this one... That is if it is the only one.
|
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2006.07.04 10:13:58
Quote: Originally Posted by mathmaniac How many soulutions does this puzzle have?
|
with size 6x6 is already very difficult, I don't want to creat similar puzzles with bigger size because I don't think that's for human.
Last edited by Jankonyex - 2006.07.04 10:15:19 |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2006.07.04 15:39:41
A bit like [jcsl34]
[jcsl39] difficulty: hard
solution
Last edited by Jankonyex - 2006.09.09 08:46:34 |
lodenkamper
Kwon-Tom Fan
Puzzles: 21
Best Total: 47m 58s | Posted - 2006.07.05 17:55:02
Quote: Originally Posted by mathmaniac I like the solution to this one... That is if it is the only one. |
This has nine solutions. Numbers can be added at (1,8 ) (3,1) (8,10) (10,3) (these are row, column coordinates) to make the puzzle unique. If these new numbers are all 2s, then the symmetric solution is forced, while various asymmetric solutions can be forced by making some of these new numbers 1s or 3s.
Last edited by lodenkamper - 2006.07.05 19:18:57 |
lodenkamper
Kwon-Tom Fan
Puzzles: 21
Best Total: 47m 58s | Posted - 2006.07.05 18:00:57
Quote: Originally Posted by mathmaniac Is this unique?
|
Unfortunately, it's not unique. There are at least several thousand solutions, but I can't say exactly how many, since my solver can't do the count in a reasonable time. Many numbers have to be added to the puzzle to force a unique solution.
Last edited by lodenkamper - 2006.07.05 19:23:39 |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2006.07.09 15:57:33
[jcsl36-01] difficulty: hard
solution
[jcsl36-02] difficulty: very hard
solution
Last edited by Jankonyex - 2006.09.09 08:49:09 |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2006.07.09 17:55:30
a non-unique puzzle:
Last edited by Jankonyex - 2006.09.09 08:51:58 |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2006.09.08 17:45:19
I took a few minutes to write this when I was at school today:
[jsl10+] difficulty: easy
solution
If anybody have a difficulty in reading my solution, take a look at these:
(these are basic concepts, if you want more, try jsl10+ or read my solution)
deduce that the little "?" is a line.
If one mouth have two points, and big "?"s in each mouth (excepting r4c3) both have at least one "?" is at least "1", then both mouths must be opened, that means none of two points in both mouths can be blocked to form a corner situation. also deduce that there's one line go to r4c3 from pt.r5c3.
Last edited by Jankonyex - 2006.09.09 08:56:46 |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2006.09.09 15:38:51
[jcsl36-03] difficulty: extreme
solution
In my solution, the "2" at r8c5 is partially ignored in the analysis.
Actually you can play directly with the corner 3-n2-3 extreme situation and get a line on the right of the "3" at r6c10, but it's too complicated... I think.
Edit: Kwon-Tom Wrong also: change the "3" at r6c10 into "1".
Last edited by Jankonyex - 2006.09.10 03:00:20 |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2006.09.10 15:44:07
[jcsl03] difficulty: ghost
solution |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2007.03.09 10:41:47
[jcslli01] difficulty: normal
solution
I wrote it in school today,
everything are normal BUT all numbers INSIDE the loop TELL LIES.
so sad,
bad connection lower my result today,
especially the Wrong, it loaded for about 2 minutes to send the result ! T^T |
chairman
Kwon-Tom Obsessive
Puzzles: 1397
Best Total: 17m 32s | Posted - 2007.03.09 15:24:26
A very nice idea. However, the solution seems not to be unique. You can put the south west cornered 1 inside the loop, and all other squares as in your solution, isn't it? |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2007.03.10 02:25:22
Quote: Originally Posted by chairman A very nice idea. However, the solution seems not to be unique. You can put the south west cornered 1 inside the loop, and all other squares as in your solution, isn't it? |
|
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2007.03.10 09:58:16
[jcslsy01] difficulty: easy
solution
[jcslsy02] difficulty: easy
solution
everything are normal BUT the loop is ROTATIONAL SYMMETRIC.
Last edited by Jankonyex - 2007.03.10 10:02:01 |
Jankonyex
Kwon-Tom Obsessive
Puzzles: 5680
Best Total: 9m 35s | Posted - 2007.03.10 17:46:03
[jcslru01] difficulty: easy
solution
Last edited by Jankonyex - 2007.03.10 17:46:52 |
