gkaradzhov/DeliData huggingface dataset:
SYSTEM: SYSTEM,Chipmunk,Alpaca,Leopard&&W,U,4,3
Alpaca: hiya
Leopard: is it 4 and u?
Chipmunk: So what do you guys think?
Chipmunk: I think we only need to do 2 right?
Alpaca: I believe the answer is 3 and u.
Leopard: 'I don''t have a 2'
Chipmunk: No I meant like two cards
Chipmunk: 3 and u may be it
Leopard: yes two cards
Leopard: should be even # to show vowel on other side and U, a vowel to show even # on the other side
Chipmunk: That does make sense
Leopard: i think so
Alpaca: but, the only way to falsify the statement is to find an instance of its opposite.
Leopard: 'doesn''t showing rule is correct verify it?'
Chipmunk: Hmmm let me think\
Alpaca: 'say we choose 4 and u. If four has a vowel on the other side, and u an even number we haven''t really proven anything.'
Leopard: 'we''ve proven the rule'
Alpaca: But, what if three has a vowel on the other side too?
Leopard: 'if we turn 3 and it is a odd # and w and it is an odd # then we haven''t proven the rule'
Alpaca: But, if we turn 3 and u we will have.
Chipmunk: We need to find an instance of vowel and odd number right?
Chipmunk: So 3 and U?
Leopard: 'no because we haven''t proven 4 is a vowel'
Chipmunk: 'I think it''s 3 and U'
Alpaca: so the w card is irrelevant
Chipmunk: Yeah I went with 3 and u. It makes sense to me.
Alpaca: 'choosing the 4 and U doesn''t really test the rule'
Alpaca: so we have to choose 3 and U
Leopard: disagree
Alpaca: '4 can''t combine a vowel and odd number'
Alpaca: only a vowel and an even number or a consonant and an even number
Leopard: 4 is an even number if there is a vowel on the backside it and u (if there is an even number on the backside) proves the rule
Leopard: 'we could to 3,4, u or w, 3, 4, u but I''m going with 4, u'
Alpaca: 'you''re suffering from confirmation bias, we''re trying to test the rule by finding the inverse.'
Leopard: 4, u
Leopard: okey 3 u
Leopard: think it is wrong but what the heck
Leopard: 3,U