August 8, 2019

Post puzzles for others to solve here.

August 8, 2019

Postby ArkieTech » Thu Aug 08, 2019 10:29 am

Code: Select all
 *-----------*
 |...|...|43.|
 |...|15.|...|
 |..6|...|27.|
 |---+---+---|
 |.7.|...|..9|
 |.1.|.7.|..8|
 |...|..2|...|
 |---+---+---|
 |4.8|...|1..|
 |2.3|...|...|
 |...|96.|...|
 *-----------*



Play/Print this puzzle online
dan
User avatar
ArkieTech
 
Posts: 3355
Joined: 29 May 2006
Location: NW Arkansas USA

Re: August 8, 2019

Postby SpAce » Thu Aug 08, 2019 12:38 pm

Code: Select all
.-------------.---------------------------.-----------.
| 9    8  1   |    67       2        67   | 4   3   5 |
| 7    2  4   |    1        5        3    | 8   9   6 |
| 5    3  6   | ac(84)      89-4    b89   | 2   7   1 |
:-------------+---------------------------+-----------:
| 368  7  25  |    3568-4  a18[+4]  b18+6 | 56  24  9 |
| 36   1  259 |    356-4    7        69   | 56  24  8 |
| 68   4  59  |    568      89       2    | 7   1   3 |
:-------------+---------------------------+-----------:
| 4    9  8   |    2        3        5    | 1   6   7 |
| 2    6  3   | a(#8)7      18+     b18+7 | 9   5   4 |
| 1    5  7   |    9        6        4    | 3   8   2 |
'-------------'---------------------------'-----------'

UR(18)r48c56 using mixed +internals / #external

(4)r4c5|(48)r38c4 == (618)r483c6 - (8=4)r3c4 => -4 r3c5,r45c4; stte
User avatar
SpAce
 
Posts: 2671
Joined: 22 May 2017

Re: August 8, 2019

Postby SteveG48 » Thu Aug 08, 2019 1:33 pm

Code: Select all
 *--------------------------------------------------------------------*
 | 9      8      1      |a67     2      67     | 4      3      5      |
 | 7      2      4      | 1      5      3      | 8      9      6      |
 | 5      3      6      | 4-8   d489   d89     | 2      7      1      |
 *----------------------+----------------------+----------------------|
 | 368    7      25     | 34568  148    168    | 56     24     9      |
 | 36     1      259    | 3456   7      69     | 56     24     8      |
 | 68     4     b59     |a568   c89     2      | 7      1      3      |
 *----------------------+----------------------+----------------------|
 | 4      9      8      | 2      3      5      | 1      6      7      |
 | 2      6      3      |a78     18     178    | 9      5      4      |
 | 1      5      7      | 9      6      4      | 3      8      2      |
 *--------------------------------------------------------------------*


(8=675)r168c4 - (5=9)r6c3 - 9r6c5 = (98)r3c56 => -8 r3c4 ; stte
Steve
User avatar
SteveG48
2019 Supporter
 
Posts: 4244
Joined: 08 November 2013
Location: Orlando, Florida

Re: August 8, 2019

Postby Ngisa » Thu Aug 08, 2019 2:29 pm

Code: Select all
+-------------------+-----------------------+-----------------+
| 9       8     1   | 67        2       67  | 4      3      5 |
| 7       2     4   | 1         5       3   | 8      9      6 |
| 5       3     6   | 48        489     89  | 2      7      1 |
+-------------------+-----------------------+-----------------+
| c368*   7     25  | 34568    e148    d168 | 56    f24     9 |
| 36      1    g25-9| 3456      7      a6*9 | 56    f24     8 |
| b68     4     59  | b568      89      2   | 7      1      3 |
+-------------------+-----------------------+-----------------+
| 4       9     8   | 2         3       5   | 1      6      7 |
| 2       6     3   | 78        18      178 | 9      5      4 |
| 1       5     7   | 9         6       4   | 3      8      2 |
+-------------------+-----------------------+-----------------+

(9=6*)r5c6 - (68)r6c14 = (8*)r4c1 - (6*8*=1)r4c6 - (18*=4)r4c5 - (42)r45c8 = (2)r5c3 => - 9r5c3; stte

Clement
Ngisa
 
Posts: 1384
Joined: 18 November 2012

Re: August 8, 2019

Postby SpAce » Thu Aug 08, 2019 4:01 pm

Hi Clement,

Ngisa wrote:(9=6*)r5c6 - (68)r6c14 = (8*)r4c1 - (6*8*=1)r4c6 - (18*=4)r4c5 - (42)r45c8 = (2)r5c3 => - 9r5c3; stte

Your chains have improved a lot lately. I haven't seen anything wrong in a while, and you've started using even some advanced styles correctly (for example, (68)r6c14 above). This chain, however, has some problems, partly because you've overstretched that style.

The biggest problem is with the - (42)r45c8. If you write it like that you're saying that 4 and 2 can't be true together in r45c8. Obviously they must be, because there are no other candidates in those cells. You should either use my comma style (4,2)r45c8, which means 4 and 2 can't be true in that order, or probably easier is just to write it normally: (4=2)r4c8 - r5c8 = (2)r5c3.

Secondly, both of these nodes should have the '|': (6*|8*=1)r4c6 - (1|8*=4)r4c5. Nothing new there.

Third, some minor stylistic suggestions to improve the readability of memory chains. It's pretty confusing if the same marker (*) is used for multiple candidates. It would be better if you had, for example, (6*) and (8^) or something else, as long as they're different and have no other common meaning. Also, the receiving end should have the marker on the left side of the affected candidate, and it shouldn't be used when the receiving end is right next to the sending node (that's confusing too because it's a normal link). I've said all of this before, so nothing new there either.

So, with just those changes your chain would look like this:

(9=6*)r5c6 - (68)r6c14 = (8^)r4c1 - (8|*6=1)r4c6 - (1|^8=4)r4c5 - (4=2)r4c8 - r5c8 = (2)r5c3 => -9 r5c3; stte

However, you only need one memory and avoid the problem with the (42) if you use the AALS (124+68)r4c568:

(9=6*)r5c6 - (68)r6c14 = r4c1 - (8|*6=142)r4c568 - r5c8 = (2)r5c8 => -9 r5c3; stte

There. You're welcome. Free of charge.
User avatar
SpAce
 
Posts: 2671
Joined: 22 May 2017

Re: August 8, 2019

Postby SpAce » Thu Aug 08, 2019 5:11 pm

Are all of our MUG experts on vacation? This puzzle looks kind of muggy to me, but I'm no expert in that. Here's a couple of attempts anyway, though I'm not even sure about their correctness. Hope someone corrects me if they have mistakes. Even better if someone finds something neater.

Hidden Text: Show
Code: Select all
.----------------.------------------------.------------.
|  9    8   1    |  *67       2      *67  |  4   3   5 |
|  7    2   4    |   1        5       3   |  8   9   6 |
|  5    3   6    |  *48     a*48[+9]  89  |  2   7   1 |
:----------------+------------------------+------------:
| *368  7   25   | b*34568   *148    *168 | *56  24  9 |
| *36   1   259  | b*356+4    7       69  | *56  24  8 |
| *68   4  c5(9) | b*68+5     8-9     2   |  7   1   3 |
:----------------+------------------------+------------:
|  4    9   8    |   2        3       5   |  1   6   7 |
|  2    6   3    |  *78      *18     *178 |  9   5   4 |
|  1    5   7    |   9        6       4   |  3   8   2 |
'----------------'------------------------'------------'

MUG(134568)+3 using internals

(9)r3c5 == (5)r6c4|(435)r546c4 - (5=9)r6c3 => -9 r6c5; stte

Overlapping URs / BUG-Lites](36)r45c14
(56)r45c47
(68)r46c14
(48)r34c45
(678)r148c46
Code: Select all
.-----------------.---------------------------.-------------.
|   9    8   1    |   67        2       67    |  4    3   5 |
|   7    2   4    |   1         5       3     |  8    9   6 |
|   5    3   6    |   48        489     89    |  2    7   1 |
:-----------------+---------------------------+-------------:
|  *368  7  *25   |  *34568    *148  d*(1)8-6 | *56  *24  9 |
|  *36   1  *25+9 |  *3456      7      a9[#6] | *56  *24  8 |
| b*68   4  c59   | b*8(+5)-6  b89      2     |  7    1   3 |
:-----------------+---------------------------+-------------:
|   4    9   8    |   2         3       5     |  1    6   7 |
|   2    6   3    |   78       c18     c178   |  9    5   4 |
|   1    5   7    |   9         6       4     |  3    8   2 |
'-----------------'---------------------------'-------------'

MUG(234568)+2 using mixed internal/external

(6)r5c6 == (568)r6c415 - (81)r8c56|(5)r6c3 = (15)r4c6,r6c4 => -6 r4c6,r6c4; stte

Overlapping URs / BUG-Lites](36)r45c14
(56)r45c47
(68)r46c14
(245)r45c348

Nope, they weren't MUGs. Many thanks to eleven for taking a break from his break and informing me! I appreciate it. I had my doubts but couldn't know for sure.
User avatar
SpAce
 
Posts: 2671
Joined: 22 May 2017


Return to Puzzles