- Code: Select all
*-----------*
|...|...|...|
|.86|4..|...|
|.7.|.69|.31|
|---+---+---|
|1..|9..|7..|
|84.|1.7|.63|
|..7|..3|..8|
|---+---+---|
|69.|37.|.2.|
|...|..4|57.|
|...|...|...|
*-----------*
Play/Print this puzzle online
November 28, 2018
7 posts
• Page 1 of 1
November 28, 2018
by ArkieTech » Wed Nov 28, 2018 11:31 am
Play/Print this puzzle online
dan
-
ArkieTech - Posts: 3355
- Joined: 29 May 2006
- Location: NW Arkansas USA
Re: November 28, 2018
by SpAce » Wed Nov 28, 2018 12:52 pm
First thing I found, no time to look for better (stte) solutions right now.
9r5c(7=3) - r6c1 = (94)r1c18 - (4=59)r42c8 => -9 r2c7,r6c8; lste
Edit: A shortened version borrowed from eleven's solution:
(9)r6c1 = (9-4)r1c1 = (459)r142c8 => -9 r6c8; lcte
Added: This is certainly not better, but it's stte...
- Code: Select all
.----------------------.--------------------.-------------------.
| c23459 1235 12359 | 7 2358 258 | 6 c48 25 |
| 235 8 6 | 4 1235 125 | 2-9 d5(9) 7 |
| 245 7 25 | 258 6 9 | 48 3 1 |
:----------------------+--------------------+-------------------:
| 1 2356 235 | 9 2458 2568 | 7 d45 25 |
| 8 4 a259 | 1 25 7 | a2(9) 6 3 |
| b259 256 7 | 256 245 3 | 14 145-9 8 |
:----------------------+--------------------+-------------------:
| 6 9 158 | 3 7 158 | 18 2 4 |
| 23 123 1238 | 268 1289 4 | 5 7 69 |
| 7 125 4 | 2568 12589 12568 | 3 18 69 |
'----------------------'--------------------'-------------------'
9r5c(7=3) - r6c1 = (94)r1c18 - (4=59)r42c8 => -9 r2c7,r6c8; lste
Edit: A shortened version borrowed from eleven's solution:
(9)r6c1 = (9-4)r1c1 = (459)r142c8 => -9 r6c8; lcte
Added: This is certainly not better, but it's stte...
- Code: Select all
.---------------------.---------------------.--------------------.
| 23459 1235 12359 | 7 2358 258 | 6 ^(4)8 25 |
| ^235 8 6 | 4 1235 125 | 29 59 7 |
| ^245 7 ^25 | ^258 6 9 | ^48 3 1 |
:---------------------+---------------------+--------------------:
| 1 2356 235 | 9 2458 2568 | 7 5-4 25 |
| 8 4 259 | 1 25 7 | 29 6 3 |
| ^259 256 7 | ^256 245 3 | ^1(4) ^1(4)59 8 |
:---------------------+---------------------+--------------------:
| 6 9 158 | 3 7 158 | 18 2 4 |
| ^23 123 1238 | ^268 1289 4 | 5 7 69 |
| 7 ^125 4 | *2568* 12589 12568 | 3 ^18 69 |
'---------------------'---------------------'--------------------'
Multi Kraken Cell (2568)r9c4
2r9c4 - 2r68c4
|| ||
|| 5r6c4 - 5r6c81
|| || ||
|| || 14r6c87 @
|| || ||
|| || 4r6c8 @
|| || ||
|| || 92r6c81 - (2=3)r8c1 - (3=254)b1p497 - 4b3p(7=2) @
|| ||
|| 68r68c4 - r3c4 = (8,4)b3p72 @
||
5r9c4 - 5r9c2
|| ||
|| 1r9c2 - (1=84)r91c8 @
|| ||
|| 23b7p84 - (3=254)b1p497 - 4b3p(7=2) @
||
6r9c4 - 6r8c4
|| ||
|| 23r8c41 - (3=254)b1p497 - 4b3p(7=2) @
|| ||
|| 8r(8-3)c4 = (8,4)b3p72 @
||
8r(9-3)c4 = (8,4)b3p72 @
=> -4 r4c8; stte
Last edited by SpAce on Wed Nov 28, 2018 11:14 pm, edited 1 time in total.
-SpAce-: Show
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SpAce - Posts: 2671
- Joined: 22 May 2017
Re: November 28, 2018
by eleven » Wed Nov 28, 2018 9:23 pm
- Code: Select all
*-------------------------------------------------------------------------*
| db 3459-2 1235 12359 | 7 2358 258 | 6 g48 25 |
| b 235 8 6 | 4 1235 125 | 29 g59 7 |
| eb 45-2 7 a25 | 258 6 9 | f48 3 1 |
|---------------------------+-------------------------+-------------------|
| 1 2356 235 | 9 2458 2568 | 7 g45 25 |
| 8 4 259 | 1 25 7 | 29 6 3 |
| c 259 256 7 | 256 245 3 | 14 145-9 8 |
|---------------------------+-------------------------+-------------------|
| 6 9 158 | 3 7 158 | 18 2 4 |
| 23 123 1238 | 268 1289 4 | 5 7 69 |
| 7 125 4 | 2568 12589 12568 | 3 18 69 |
*-------------------------------------------------------------------------*
(2=5)r3c3 - r123 = (5-9)r6c1 = (9-4)r1c1 = 4r3c1 - (4=8)r3c7 - (8=9)r124c8 => -2r13c1, -9r6c8; stte
- eleven
- Posts: 3268
- Joined: 10 February 2008
Re: November 28, 2018
by SteveG48 » Wed Nov 28, 2018 10:22 pm
eleven wrote:
- Code: Select all
*-------------------------------------------------------------------------*
| db 3459-2 1235 12359 | 7 2358 258 | 6 g48 25 |
| b 235 8 6 | 4 1235 125 | 29 g59 7 |
| eb 45-2 7 a25 | 258 6 9 | f48 3 1 |
|---------------------------+-------------------------+-------------------|
| 1 2356 235 | 9 2458 2568 | 7 g45 25 |
| 8 4 259 | 1 25 7 | 29 6 3 |
| c 259 256 7 | 256 245 3 | 14 145-9 8 |
|---------------------------+-------------------------+-------------------|
| 6 9 158 | 3 7 158 | 18 2 4 |
| 23 123 1238 | 268 1289 4 | 5 7 69 |
| 7 125 4 | 2568 12589 12568 | 3 18 69 |
*-------------------------------------------------------------------------*
(2=5)r3c3 - r123 = (5-9)r6c1 = (9-4)r1c1 = 4r3c1 - (4=8)r3c7 - (8=9)r124c8 => -2r13c1, -9r6c8; stte
Eleven, I see where you get -9r6c8, and I see where you also get -2r2c1, but I'm missing how you get -2r13c1. Where am I going wrong?
Steve
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SteveG48 - 2019 Supporter
- Posts: 4597
- Joined: 08 November 2013
- Location: Orlando, Florida
Re: November 28, 2018
by eleven » Wed Nov 28, 2018 10:31 pm
If you look at the blue digits, r3c3=2 or r1c1=9 and r3c1=4 (or all are true). In any case 2 cannot be in r13c1.
You could also write (2=5)r3c3 - r123 = (5-9)r6c1 = hp 49r13c1 ... [edit2] ah, you just proposed that
You could also write (2=5)r3c3 - r123 = (5-9)r6c1 = hp 49r13c1 ... [edit2] ah, you just proposed that
Last edited by eleven on Wed Nov 28, 2018 11:12 pm, edited 2 times in total.
- eleven
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Re: November 28, 2018
by SpAce » Wed Nov 28, 2018 11:08 pm
SteveG48 wrote:Eleven, I see where you get -9r6c8, and I see where you also get -2r2c1, but I'm missing how you get -2r13c1. Where am I going wrong?
eleven wrote:If you look at the blue digits, r3c3=2 or r1c1=9 and r3c1=4 (or all are true). In any case 2 cannot be in r13c1.
I wondered the same thing for a while. I think it would have been clearer as a combined node: ...(5-9)r6c1 = (94)r13c1...
A very cool "Hydra" solution anyway! It also made me notice that I'd used an inefficient chain myself
Using eleven's chain my solution would have been:(9)r6c1 = (9-4)r1c1 = (459)r142c8 => -9 r6c8; lcte
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SpAce - Posts: 2671
- Joined: 22 May 2017
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