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27.08.2022 - 10:31:12 <anon> nii
27.08.2022 - 10:31:14 <anon> vai 25%?
27.08.2022 - 10:31:58 <anon> 50%
27.08.2022 - 10:34:46 <anon> jos 25% on oikea vastaus niin 50%, jos oikea vastaus on joku muu niin 25%
27.08.2022 - 10:41:57 <anon> 33.33333333
27.08.2022 - 10:45:43 <anon> 50%
27.08.2022 - 10:54:24 <anon> -1/12
27.08.2022 - 11:01:06 <anon> 0. A & D are duplicates (obviously) so that spoofs the question, remove one to make it work, and you're left with 3 answers.. So that makes it one in three or 33%, which isn't there, so 0
27.08.2022 - 11:01:41 <anon> 25
27.08.2022 - 11:29:10 <anon> 27.08.2022 - 11:01:06 <—- Good luck winning with your autist logic
27.08.2022 - 11:32:51 <anon> This is a paradox. At random: 1 out of 4 is 25 %. But there are two options of 25 %, therefore it's 2 out of 4, which is 50 %. But if the answer is 50 %, then the right option is again 1 out of 4, which is 25 %, and tadaa, we're back at the start again. Then there's the third option: because it's a paradox, one could argue the chance is therefore 0 %. But because there is only option for 0 %, it's again 1 out of 4, and we're back on the loop.
27.08.2022 - 12:10:07 <anon> Aina vähintään 25 %. Eli 0 se ei ole. 25een olisi 50 % mahdollisuus osua, mutta sen jos valitsee niin sitten vastaus olisikin 25.. Mutta ei se edelleenkään ole nolla se vastaus
27.08.2022 - 12:13:36 <anon> I suppose the right answer is "The house always wins".
27.08.2022 - 12:18:06 <anon> So the chances for distinct options are: 25% for option "0%" (A), 50% for option "25%" (A,D), 25% for option "50%" (C).
27.08.2022 - 12:18:14 <anon> The problem is at the end of the sentence in word "correct". None of the option values has its associated chance equal to value so NONE of them is correct.
27.08.2022 - 12:18:27 <anon> The correct answer would be if there would be option with same value and chance like 25% for option "25%".
27.08.2022 - 12:40:02 <anon> None of the options is correct. So there is 0% chance to be correct, so then answer "0%" (B) is correct with 25% chance, so then option "25%" (A,D) is correct with 50% chance, so then option "50%" (C) is correct with 25% chance, so then option "25%" (A,D) is correct with 50% chance, ... the endless loop.
27.08.2022 - 14:21:55 <anon> neekerit nigeriaan ja jutkut jauhoks
27.08.2022 - 15:26:33 <anon> why wouldn't it be 33%, since A & D are the same and should be considered 1/3 of the lot?
27.08.2022 - 16:23:27 <anon> A and D must be wrong, because they are the same, so 50%
27.08.2022 - 16:28:31 <anon> You choose a, b,c or d randomly. 50% chance you chose a or d so c
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27.08.2022 - 20:26:00 <anon> 50% you morons
27.08.2022 - 23:07:36 <anon> It's a trap!
28.08.2022 - 00:01:43 <anon> 33,3333333333333333333333333333333333333%
28.08.2022 - 02:34:48 <anon> Olettaen, että kysymykseen on yksi oikea vastaus kuten yleensä, niin A.
28.08.2022 - 18:21:05 <anon> Literally 0%
28.08.2022 - 23:05:09 <anon> sadan dollarin kysymys
29.08.2022 - 10:13:27 <anon> u have only 2 options 50% and 25% ... so its one out of two, meaning 50%
07.09.2022 - 12:13:27 <anon> B
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