-Blue can't be odd as there would be no way to determine blue with just C and E.kostinen wrote: ↑24 December 2023, 19:46 The game I talk about : https://boardgamearena.com/gamereview?table=453737742
My question is simple, how to find the blue number without checking the C verifier ?
-Blue can't be 4 as that would make E redundant.
-The only possibility for C is zero 4's.
-So B can only be 2.
Using the statements above (B=2) and continuing:plotinus__ wrote: ↑01 January 2024, 22:04 I'm new to this game so I'm sure I've misssed something, but how does the opponent know that violet is odd? From the replay it seems that the opponent did not use B verifier.
-P can't be even, because there is no 4, so this makes verifier D useless.
-P has to be odd.
For the first game: https://boardgamearena.com/archive/repl ... =453737742
Yes, I agree my last post was wrong and there are 2 possible answers and Y = P is an option.. This one should(?) be correct.
Consider the attempt as this whole post. You can read the deductions above in this post.
For this, you need to follow all the statements above. We'll continue from P = odd.
-If Y=5 then there is no code. So Y can't be 5 and Y can't be >3.
-Right now, B=2, Y=1/2/3 and P=1/3/5.
-If Y=2, then Y>P leads to 2 codes while Y<P leads to 221. However with 221, verifier B is redundant.
-Verifier E sum must be even since B=2 and Y+P is odd + odd = even.
-P can't be 5. If Y = 1 and Y<P then there are 2 codes 213, 215. If Y = 3 and Y<P then verifier B is redundant (we know it can't be 4).
-Right now, B=2, Y=1/3 , P=1/3.
-If Y=P, on 233, we have verifier B redundant. However, 211 works.
-If Y<P on 213, shown 3 lines above, it shares solution with 215, so it can't be.
-If Y>P on 231, it works.
So the post is proof that it can be done in 1 question. You only need to know if Y=1 or Y=3,