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Which combination is "Same"?
Posted: 09 September 2025, 10:44
by cigma
The combination of "Same" is described as "2 equal values after 2 run sets", but I am not sure what that means. Can you please explain a bit more and give an example? Without fully understanding, it can't be translated correctly.
Re: Which combination is "Same"?
Posted: 09 September 2025, 22:54
by xiongmao1298
Re: Which combination is "Same"?
Posted: 10 September 2025, 10:31
by cigma
Thank you for your fast answer!
xiongmao1298 wrote: ↑09 September 2025, 22:54
It's might be phrased a bit better now.
I don't see any difference in the phrasing yet. It probably needs some update first.
So, if I understand it correctly, 0 + 1 + 2 in red scores as 2; 2 + 3 + 4 in blue scores as 2; and the remaining pair has to be with numbers exactly +1 than the score of these two runs? And the runs have to be of different colours, right? That's not easy to explain in short words!
Also, I find the name "Same" not very helpful to recognize this kind of combination.

Re: Which combination is "Same"?
Posted: 10 September 2025, 16:13
by xiongmao1298
cigma wrote: ↑10 September 2025, 10:31
I don't see any difference in the phrasing yet. It probably needs some update first.
Probably just not synchronized with the translation center yet, in the game it's already displayed.
cigma wrote: ↑10 September 2025, 10:31
So, if I understand it correctly, 0 + 1 + 2 in red scores as 2; 2 + 3 + 4 in blue scores as 2; and the remaining pair has to be with numbers exactly +1 than the score of these two runs? And the runs have to be of different colours, right?
That's correct, except that the values of the sets and the remaining pair don't have to be related to each other. There's only a practical limitation that the only possible pairs values are


,


, or


, otherwise the hand's total would go over 10. So Blue



, Red



, and


is also valid.
It does sound much more natural in original Japanese indeed.

Re: Which combination is "Same"?
Posted: 13 September 2025, 09:54
by xiongmao1298
So apparently I misinterpreted the source, and the correct condition is both red and blue sequence sets resolving to the same number, regardless of the two remaining tiles. Sorry for all the confusion.
