the brit does not gather ELF.
sent1: the Stoic does not guess Chamaeleo. sent2: if there exists something such that that it is a squiggle and it is not a kind of a hutment is not right the Keynesian is a uniformed. sent3: if something does not gather Keynesian then it is a mugwort or gathers arse or both. sent4: the arse is not a mugwort. sent5: the Keynesian is not a kind of a Arendt or does not gather arse or both if the arse is a Arendt. sent6: if that the Keynesian does not gather arse is not wrong then the cassock does socialize elbow. sent7: if the Keynesian is a uniformed and does gather arse then the brit is not a kind of a Arendt. sent8: something that either does not gather ELF or socializes elbow or both does not gather ELF. sent9: that the Stoic is economics thing that is not a kind of a endameba is not true if it does not guess Chamaeleo. sent10: if the fact that something is not a kind of a Bucharest and it does not joggle is incorrect then it is a Arendt. sent11: that the binary is a kind of a squiggle that is not a hutment is false. sent12: the binary uniforms if the cassock does socialize elbow. sent13: the brit is a kind of non-uniformed thing that does not gather Keynesian if the binary is non-uniformed. sent14: if something is not economics then the cassock does not gather Keynesian. sent15: if something is a kind of non-uniformed thing that does not gather Keynesian the fact that it gathers ELF is not incorrect. sent16: either something does not gather ELF or it does socialize elbow or both if it is not a Arendt. sent17: the Stoic is not economics if the fact that it is economics and it is not a endameba is false. sent18: the fact that the cassock does socialize elbow is true if the fact that the Keynesian is not a Arendt is true. sent19: the fact that the arse is not a Bucharest and it does not joggle is not right if it is not a mugwort.
sent10 -> int1: if that the arse is not a Bucharest and it is not a joggle is not correct it is a Arendt.; sent19 & sent4 -> int2: the fact that the arse is not a kind of a Bucharest and is not a joggle is false.; int1 & int2 -> int3: the arse is a kind of a Arendt.; int3 & sent5 -> int4: either the Keynesian is not a kind of a Arendt or it does not gather arse or both.; int4 & sent18 & sent6 -> int5: the cassock does socialize elbow.; int5 & sent12 -> int6: the binary does uniform.; int6 & sent13 -> int7: the brit is not a kind of a uniformed and it does not gather Keynesian.; sent15 -> int8: the brit gathers ELF if it is not a kind of a uniformed and does not gather Keynesian.; int7 & int8 -> hypothesis;
the brit does not gather ELF.
sent8 -> int9: the brit does not gather ELF if it does not gather ELF and/or it socializes elbow.; sent16 -> int10: the fact that the brit does not gather ELF or socializes elbow or both hold if it is not a Arendt.; sent11 -> int11: there is something such that that it is a squiggle and is not a hutment does not hold.; int11 & sent2 -> int12: the Keynesian is a uniformed.; sent3 -> int13: if the fact that the cassock does not gather Keynesian is not wrong then it is a mugwort or does gather arse or both.; sent9 & sent1 -> int14: that the Stoic is economics and is not a endameba is incorrect.; sent17 & int14 -> int15: the Stoic is not economics.; int15 -> int16: there is something such that it is not economics.; int16 & sent14 -> int17: the cassock does not gather Keynesian.; int13 & int17 -> int18: the cassock is a mugwort and/or it gathers arse.;
$hypothesis$ = the brit does not gather ELF. ; $context$ = sent1: the Stoic does not guess Chamaeleo. sent2: if there exists something such that that it is a squiggle and it is not a kind of a hutment is not right the Keynesian is a uniformed. sent3: if something does not gather Keynesian then it is a mugwort or gathers arse or both. sent4: the arse is not a mugwort. sent5: the Keynesian is not a kind of a Arendt or does not gather arse or both if the arse is a Arendt. sent6: if that the Keynesian does not gather arse is not wrong then the cassock does socialize elbow. sent7: if the Keynesian is a uniformed and does gather arse then the brit is not a kind of a Arendt. sent8: something that either does not gather ELF or socializes elbow or both does not gather ELF. sent9: that the Stoic is economics thing that is not a kind of a endameba is not true if it does not guess Chamaeleo. sent10: if the fact that something is not a kind of a Bucharest and it does not joggle is incorrect then it is a Arendt. sent11: that the binary is a kind of a squiggle that is not a hutment is false. sent12: the binary uniforms if the cassock does socialize elbow. sent13: the brit is a kind of non-uniformed thing that does not gather Keynesian if the binary is non-uniformed. sent14: if something is not economics then the cassock does not gather Keynesian. sent15: if something is a kind of non-uniformed thing that does not gather Keynesian the fact that it gathers ELF is not incorrect. sent16: either something does not gather ELF or it does socialize elbow or both if it is not a Arendt. sent17: the Stoic is not economics if the fact that it is economics and it is not a endameba is false. sent18: the fact that the cassock does socialize elbow is true if the fact that the Keynesian is not a Arendt is true. sent19: the fact that the arse is not a Bucharest and it does not joggle is not right if it is not a mugwort. ; $proof$ = 
sent10 -> int1: if that the arse is not a Bucharest and it is not a joggle is not correct it is a Arendt.; sent19 & sent4 -> int2: the fact that the arse is not a kind of a Bucharest and is not a joggle is false.; int1 & int2 -> int3: the arse is a kind of a Arendt.; int3 & sent5 -> int4: either the Keynesian is not a kind of a Arendt or it does not gather arse or both.; int4 & sent18 & sent6 -> int5: the cassock does socialize elbow.; int5 & sent12 -> int6: the binary does uniform.; int6 & sent13 -> int7: the brit is not a kind of a uniformed and it does not gather Keynesian.; sent15 -> int8: the brit gathers ELF if it is not a kind of a uniformed and does not gather Keynesian.; int7 & int8 -> hypothesis; __DISPROVED__