Proof6.41a -...

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1.2wnds:Windows 954.10FchF C973814960330D973815404120C982874996510D982875338690D982875554500D982876393320C9831 58517190D983158750950newFormat{p=proof{p{s()r{u=uProof;s=proof;}o{c=- 1;s="";l="";}f(t{s(i{r=fol{t="";b()g="";}})r{u=uPremise;s=proof;}o{c=1;s="";l="";}s ()},p{s()r{u=uProof;s=proof;}o{c=-1;s="";l="";}f(t{s(i{r=fol{t="~((A & B) | ~A | ~B)";b()g=@;}})r{u=uPremise;s=proof;}o{c=1;s="";l="";}s()},t{s(i{r=fol{t="";b()g=@; }})r{u="uRule?";s=proof;}o{c=0;s="";l="";}s()},t{s(i{r=fol{t="^";b()g=@;}})r{u="uRu
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Unformatted text preview: le?";s=proof;}o{c=0;s="";l="";}s()})},t{s(i{r=fol{t="(A & B) | ~A | ~B";b()g=@;}})r{u="u\254 Intro";s=fol;}o{c=0;s="";l="";}s(s=1.;)})}g{g(s{g{r=fol{t="(A & B) | ~A | ~B";b()c(l{n="t/f Connectives";a=true;},l{n=Identity;a=true;},l{n=Quantifiers;a=true;},l{n=ExMidd;a=t rue;},l{n=TwoTaut;a=false;},l{n=TautCon;a=false;},l{n="FO Con";a=false;},l{n=BabyAna;a=false;},l{n=TwoMore;a=false;},l{n=AnaCon;a=false;})g=" ";}}r{u=uFOLGoalRule;s=fol;}s()o{c=0;s="";l="";}})}a=false;}}c=80610;...
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This note was uploaded on 09/17/2011 for the course PHILOSOPHY 250 taught by Professor Neiltennant during the Spring '11 term at Ohio State.

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