That they didn’t? Yeah I’m really glad for that (not kidding)
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When they don’t sing in Spanish, they’re a dissapointment. Sorry not sorry
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i didn’t actually watch it i just broke off laughing after looking it up because i had an inkling they just didnt show up
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It took me a while… but I could proof C2r8 to be a [2].
Check this proof out:
I guess a curse of our production massive screw-up is that Romania will probably have to put even higher expectations to not repeat 2023
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I don’t know why we don’t pull Moldovas, what do they have they can vibe better than us that we can’t do it ourselves?
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(I solved already with the asummption of C8r2 is 2, so no guess needed…)
Omg lol you don’t like spanish J-lo how could you
Not sure how you came to that conclusion, but you can find [4] easily in Box 8 and 9.
Focus on the exclusivity rule, all parity lines, B5C5, and B9R9. Magenta 46 is in B5C5, so it can’t be in B9R9. So the 46 in B9 is yellow. Now: Where does yellow go in B7?
…oh wait. I see what you see now.
Nvm. I don’t see why B2C5 can’t be two of 579.
I dont like jlo either
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Her songs are kind of aged so yeah
The urge to order a new outfit and turn up to some random nightclub that you know nobody at has gotten far stronger than it really should be…
All three numbers on the parity line in B7 are forced in R9 in B8.
(These can’t be the numbers in the B7 5-cage, cause the parity line and the cage are clearly in different places in box 7)
R7c5 see both cage number so it can’t be either of that number. (Including the odd cage number)
By sudoku and exclusivity rule the parity line in box 9 has to have both numbers on it from box 7 5-cage. (And because the exclusivity rule these numbers can’t be on the parity line in box 5)
So the odd number from the seven cage is excluded from c5r5, c5r7 and c5r9. (C5r4, c5r6 and c5r8 are all even numbers)
It leaves the odd cage number only on position either C5r1 or c5r3. (Since it’s a 5-cage it’s either a 1 or a 3, which makes the GW line in box2 into a 279 line)
[I hope you see that R8C2 and R2C5 has to be the same number.]
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Solved in 78 minutes. (With all the proofes and everyithing)
And this time all line names are revealed the same time when the the first part of a line was revealead, so it was definetly the intended solution direction.
I guess the renban line was an afterthought, that it could be solved without those already. (and the maker probably just forgot the remove those numbers from the final puzzle.)
Ah… Yeah, I see it now.
Where can you put the 9 in row 9?
Look once more.
Okay, I ask you differently.
Can you really put the [9] in R9C5?
On which parity line you put the [9], if so?
Nevermind this is the wrong logic. It should be asking about R9c4 and r9c6.
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Ah. I see what you mean.
Questioning R9C5 is correct.
Wait, is it…?