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Anonymous No. 16112084

With only the information given, without googling anything or using a reference die, solve the problem. I couldn’t figure it out and the answer was not satisfying.

Anonymous No. 16112089

2+3+5+1
+4+5+3
23

Anonymous No. 16112141

>>16112084
Assuming that all the die use the same pattern: We are told that nobody can see 6 on the dark blue die, which means that Angelica can see the three, then, based on the pink die, if the 6 is facing the table, there is 4 to the right, 5 facing her, and 1 facing the cyan die. That means she would see 1 on the cyan, and 2 on the pink die. (4+5+1+2)
If 6 is facing the cyan cube, then she can see 5 facing her, 4 on the bottom, and 1 to the right. Then she can see 3 on the cyan die, and 2 on the pink one. (5+1+2+3)

I triple checked it, and I don't see any mistake, nor way you could tell.

Anonymous No. 16112148

>>16112141
Normal dice are patterned acvording to the second case, by the way, I guess they assume you to know.

Anonymous No. 16112177

>>16112084
But all opposite sides of a die add up to 7 so this problem is trivially easy. If all sides do not add up to 7, then these aren't dice and I refuse to play with cheaters.

Anonymous No. 16112181

>>16112089
Explain how you got this

Anonymous No. 16112185

>>16112141
The answer is 23. You forgot to add the 4,5,3 visible to every party. You got it right otherwise.

Anonymous No. 16112187

Do you have to know dice patterns by heart to solve this question

🗑️ Anonymous No. 16112220

>>16112185
I didn't forget, I described the higgen numbers to show that there are two possible results that can't be disambiguated without firther knowledge about dice as OP requested.

Anonymous No. 16112222

>>16112185
I didn't forget, I described the hidden numbers to show that there are two possible results that can't be disambiguated without further knowledge about dice as OP requested.

Anonymous No. 16112257

>>16112187
Yes, it's a question only for gambling addicts.

Anonymous No. 16112277

Not enough information. While 6-sided dice most commonly have opposite faces totaling to 7, that's not a standard. And we don't see enough of the dice to conclude they follow this standard, with possible arrangements given what we see having different totals.

>>16112257
I feel like that the opposite sides of a die tend to total twice the average (cept for D4s) is fairly common knowledge.

Anonymous No. 16112285

>>16112181
Opposite sides of a die add up to 7. You can use that idea to find all sides except the one on the very right. That one is either a 1 or a 6, the problem says it's not a 6, so it has to be a 1.

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Anonymous No. 16112292

>>16112185
>The answer is 23.

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Anonymous No. 16112516

I just automatically assume any dice problem that doesn't use the word "pip" to not have enough information.