gkaradzhov/DeliData huggingface dataset:
SYSTEM: SYSTEM,Kiwi,Ox,Bee&&5,X,E,4
Kiwi: If you turn x it should be an odd number confirming
Ox: E,4
Bee: So what does everyone think?
Ox: All cards with vowels on one side have an even number on the other. So we flip the 4 and the E?
Bee: My idea is that if the 4 card has a vowel on the other side, it pretty much proves the rule
Kiwi: E,X
Bee: I think both the four and the E, yes
Kiwi: Also turning the e will reveal a even number x and e will confirm the rule
Bee: E,4
Bee: 'That''s true too, we don''t need to do both the E and the 4 then if we do X and E'
Bee: Would only one card suffice though?
Ox: yes one of each. X and 4?
Ox: X,4
Kiwi: no need to confirm the odd and even numbers
Kiwi: If you turn one card it only confirms half the rule
Bee: 'Right, because we''re testing both and checking the flip side'
Bee: E,X
Ox: so X and 4?
Kiwi: could be xand e or 5 and 4 both will confirm full rule
Bee: Or X and E? Would be the same, right?
Bee: Makes sense
Bee: I chose X and E. Anyone support that?
Ox: yes of course. we should just pick a combo.
Ox: ok X and E
Ox: E,X
Bee: Thanks everyone
Kiwi: sounds good
Ox: sweet
Bee: Any advantage to going with X and E over say 5 and 4?
Bee: 'Ok, I don''t think there is. Let''s go with X and E and submit. I think we''ve spend enough time on this.'
Kiwi: stop its wrong
Kiwi: I think to confirm the rule you need to choose the e and flip it to see a even number and the 5 to flip to see a costanant o0r non vowel because we already know whats on this side but wwe do not know whats on the other side
Kiwi: 5,X,E