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Comments on Puzzle #35648: Alternate Solutions (Read comments)
By Allie Blake (Allie)

peek at solution       solve puzzle
  quality:   difficulty:   solutions: multiple    solvability: much guessing  

Puzzle Description:

Solution: 0000110000 0001001000 0010000100 0100000010 1000110001 1000110001 0100000010 0010000100 0001001000 0000110000

#1: Allie Blake (Allie) on Apr 18, 2022

Description contains solution.

I was very very very bored.
I stumbled a nice alternate solution that I think is worth sharing.
It probably isn't very interesting, but here's the alternate solution.

1100000000
1000000010
0000101000
0000010100
0101101000
0010110100
0001010000
0010100000
0000010001
0000000011

What do you all think? Has anyone else found something like this?
#2: Bill Eisenmann (Bullet) on Apr 19, 2022 [HINT] [SPOILER]
Comment Suppressed:Click below to view hints
#3: Claudia (clau_bolson) on Apr 20, 2022 [SPOILER]
There are many more alternate solutions, here is another one

0110000000
1000010000
1000100000
0001010000
0010110100
0101101000
0000010010
0000100001
0000001001
0000000110
#4: Web Paint-By-Number Robot (webpbn) on Apr 20, 2022
Found to require lots of guessing by gator.
#5: Gator (gator) on Apr 20, 2022 [SPOILER]
I'm not going to count them up, but there are likely 10s or 100s (maybe thousands) of solutions to this.
#6: Joe (infrapinklizzard) on Apr 26, 2022 [SPOILER]
I like this one: https://cdn.discordapp.com/attachments/813557991235518514/968412011937554442/20220426_031914.jpg
#7: Joe (infrapinklizzard) on Apr 26, 2022
There are 1296 solutions if all the 2s are all placed correctly -- but they don't have to be.
So, more. Probably many more.
#8: Joe (infrapinklizzard) on Apr 26, 2022 [SPOILER]
Because this doesn't have a unique solution, there is no need for a solution to be symmetrical. Like so:
https://cdn.discordapp.com/attachments/813557991235518514/968416993759866890/20220426_034242.jpg

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