| Index | Recent Threads | Unanswered Threads | Who's Active | Guidelines | Search |
| World Community Grid Forums
|
| No member browsing this thread |
|
Thread Status: Active Total posts in this thread: 361
|
|
| Author |
|
|
Bryn Mawr
Senior Cruncher Joined: Dec 26, 2018 Post Count: 384 Status: Offline Project Badges:
|
No, that’s my answer too.
|
||
|
|
adriverhoef
Master Cruncher The Netherlands Joined: Apr 3, 2009 Post Count: 2346 Status: Offline Project Badges:
|
That was a brilliant extra find using the result of 4^5.
----------------------------------------This weekend's puzzle: What is the value of the question mark? ┏━━━┯━━━┯━━━┓┏━━━┯━━━┯━━━┓┏━━━┯━━━┯━━━┓┏━━━┯━━━┯━━━┓ Adri [Edit 1 times, last edit by adriverhoef at Nov 1, 2025 10:16:15 AM] |
||
|
|
alanb1951
Veteran Cruncher Joined: Jan 20, 2006 Post Count: 1316 Status: Offline Project Badges:
|
Adri,
----------------------------------------Just to let you know that I have looked at this but I've been too busy elsewhere on WCG (as you may have noticed!); I'm obviously suffering from brain-fade as a result, because I can't get a handle on this at all :-) I have several "puzzles" about the puzzle:
Confronted with those confusions, I am getting nowhere fast (and yes, I do realize that when you eventually explain it I'll think some [probably impolite] version of "Oh, yes, of course"...) I'll revisit when I'm not feeling so exhausted, but I doubt I'll do any better then :-( Cheers - Al. [Edit 1 times, last edit by alanb1951 at Nov 2, 2025 9:01:10 PM] |
||
|
|
adriverhoef
Master Cruncher The Netherlands Joined: Apr 3, 2009 Post Count: 2346 Status: Offline Project Badges:
|
This puzzle was meant to be extra hard at first, so I will be giving away one clue:
'x' is START, as in starting point. Adri |
||
|
|
alanb1951
Veteran Cruncher Joined: Jan 20, 2006 Post Count: 1316 Status: Offline Project Badges:
|
Adri.
Thanks for that. It was one of the options I'd considered, but I still hadn't managed to suss out something based on that, especially as a "walk" through the numbers that didn't allow diagonals (or knight's moves?) couldn't visit every number when the x wasn't in the top left corner! (But then, what if it doesn't have to visit every number...???) Still confused, but now in a better position to try to sort it out when I can get to it... You certainly got the "meant to be extra hard at first" bit right, judging by the silence from our other "regulars" ![]() Cheers - Al. |
||
|
|
Sgt.Joe
Ace Cruncher USA Joined: Jul 4, 2006 Post Count: 7844 Status: Offline Project Badges:
|
i can get to the numbers in each of the first three examples, but none of the patterns are the same, nor are the positions of the operations the same. . Given he said the "x" is the start, that implies a route. I presume the routes(?) should follow a pattern. I also presume the patterns are continuous to the location marked "end". I have not found anything promising using this approach, but I have exercised my brain. I have probably gone off to an entirely irrelevant line of inquiry.
----------------------------------------Cheers
Sgt. Joe
*Minnesota Crunchers* |
||
|
|
Bryn Mawr
Senior Cruncher Joined: Dec 26, 2018 Post Count: 384 Status: Offline Project Badges:
|
No, I really don’t see this one :-(
|
||
|
|
adriverhoef
Master Cruncher The Netherlands Joined: Apr 3, 2009 Post Count: 2346 Status: Offline Project Badges:
|
It seems that Sgt. Joe's first steps are on the right track.
Adri |
||
|
|
adriverhoef
Master Cruncher The Netherlands Joined: Apr 3, 2009 Post Count: 2346 Status: Offline Project Badges:
|
Dear puzzle participants,
You may have been waiting for the solution to last weekend's puzzle: What is the value of the question mark? ┏━━━┯━━━┯━━━┓┏━━━┯━━━┯━━━┓┏━━━┯━━━┯━━━┓┏━━━┯━━━┯━━━┓ Answer: 7 Explanation: In each of the four grids, the 'x' marks the beginning of a series and 'END' marks the end. The number below each grid denotes the lowest possible sum of the figures in the grid, moving from beginning to end, where only horizontal and vertical moves are allowed. In the rightmost grid, you can move from 'x' to 4 in the middle, then move down to 3, then move to END: 4 + 3 = 7. That is the lowest possible sum. Thanks for your efforts! Adri |
||
|
|
alanb1951
Veteran Cruncher Joined: Jan 20, 2006 Post Count: 1316 Status: Offline Project Badges:
|
Adri,
Thanks for the explanation. I must admit that I hadn't considered the possibility of the number being a route-based limit rather than a value based on visiting as many cells as possible given a [presumed] vertical/horizontal moves only constraint. I'd already worked out how to get 3, 6 and 4 (as had Sgt. Joe!) but as I wasn't sure that only the addition operator was in play I didn't consider the "minimum" aspect! Nice puzzle, nonetheless; I needed to spend a lot longer on it than I was able to... Cheers - Al. |
||
|
|
|