27405
- Guess A:B (guesser)
- 02468 1:2 (Celalta)
- 01247 0:4 (Kerfluffles)
- 72013 0:3 (Kerfluffles)
- 27405 1:2 (Kerfluffles)
90472
- Guess A:B (guesser)
- 02468 1:2 (Celalta)
- 01247 0:4 (Kerfluffles)
- 72013 0:3 (Kerfluffles)
- 27405 1:2 (Kerfluffles)
- 90472 2:2 (Celalta)
I’ve never played it that way. When I play, the reds and whites are placed randomly in their holes.
19402, ninja edits again. Mixed up the placement in my brain.
- Guess A:B (guesser)
- 02468 1:2 (Celalta)
- 01247 0:4 (Kerfluffles)
- 72013 0:3 (Kerfluffles)
- 27405 1:2 (Kerfluffles)
- 90472 2:2 (Celalta)
- 19402 2:3 (Celalta)
20491
- Guess A:B (guesser)
- 02468 1:2 (Celalta)
- 01247 0:4 (Kerfluffles)
- 72013 0:3 (Kerfluffles)
- 27405 1:2 (Kerfluffles)
- 90472 2:2 (Celalta)
- 19402 2:3 (Celalta)
- 20491 2:3 (Kerfluffles)
10429
I believe that the “rules” state that you place the needed number of reds together and then the needed number of whites together. Not exactly random placement, but not (necessarily) matching correct positioning of the reds.
Yeah - that’s probably it. We definitely don’t use them to indicate which of the pegs is in the correct position though.
1 Like
- Guess A:B (guesser)
- 02468 1:2 (Celalta)
- 01247 0:4 (Kerfluffles)
- 72013 0:3 (Kerfluffles)
- 27405 1:2 (Kerfluffles)
- 90472 2:2 (Celalta)
- 19402 2:3 (Celalta)
- 20491 2:3 (Kerfluffles)
- 10429 5:0 (Celalta)
DING DING DING
You are on fire!
Here’s a question: Would 4 digits be easier or harder?
My first thought was easier, but maybe not because it could possibly take a few more guesses to get the right numbers?
Repeated digits is probably (a lot) harder. How would you even score that?
I have a number.
24601
- Guess A:B (guesser)
- 24601 1:1 (soyleche)
25719
- Guess A:B (guesser)
- 24601 1:1 (soyleche)
- 25719 0:4 (soyleche)
I would be annoyed if I was the one who picked the number but I had my kid choose 