the knout does undress Oceanus if the insulator bops filmdom.
sent1: the windfall does not guggle. sent2: if the prancer is not a kind of a commandership then the knout is a commandership. sent3: the knout is a commandership. sent4: if the windfall undresses Leacock and does guggle then the insulator trumpets. sent5: that the insulator does trumpet is correct if the windfall does undress Leacock and does not guggle. sent6: something does bop filmdom. sent7: something does trumpet and is a commandership. sent8: the windfall does not trumpet if there is something such that it does guggle and it undresses Leacock. sent9: the fact that the windfall undresses Leacock but it does not guggle is not incorrect. sent10: there is something such that it trumpets. sent11: the windfall is a kylix and is cryonic. sent12: the knout undresses Leacock if the windfall is a commandership but it does not guggle. sent13: if the prancer is not a commandership the knout is a kind of a commandership that does undress Oceanus. sent14: if something that does trumpet does bop filmdom then the prancer is not a commandership. sent15: if the windfall bops filmdom then the insulator undresses Leacock. sent16: the windfall bops filmdom. sent17: the knout does not undress Oceanus if something that does bop filmdom is a commandership.
sent5 & sent9 -> int1: the insulator trumpets.; void -> assump1: Let's assume that the insulator does bop filmdom.; int1 & assump1 -> int2: the insulator does trumpet and bops filmdom.; int2 -> int3: there exists something such that it does trumpet and bops filmdom.; int3 & sent14 -> int4: the prancer is not a commandership.; sent13 & int4 -> int5: the knout is a commandership and it does undress Oceanus.; int5 -> int6: the knout does undress Oceanus.; [assump1] & int6 -> hypothesis;
$hypothesis$ = the knout does undress Oceanus if the insulator bops filmdom. ; $context$ = sent1: the windfall does not guggle. sent2: if the prancer is not a kind of a commandership then the knout is a commandership. sent3: the knout is a commandership. sent4: if the windfall undresses Leacock and does guggle then the insulator trumpets. sent5: that the insulator does trumpet is correct if the windfall does undress Leacock and does not guggle. sent6: something does bop filmdom. sent7: something does trumpet and is a commandership. sent8: the windfall does not trumpet if there is something such that it does guggle and it undresses Leacock. sent9: the fact that the windfall undresses Leacock but it does not guggle is not incorrect. sent10: there is something such that it trumpets. sent11: the windfall is a kylix and is cryonic. sent12: the knout undresses Leacock if the windfall is a commandership but it does not guggle. sent13: if the prancer is not a commandership the knout is a kind of a commandership that does undress Oceanus. sent14: if something that does trumpet does bop filmdom then the prancer is not a commandership. sent15: if the windfall bops filmdom then the insulator undresses Leacock. sent16: the windfall bops filmdom. sent17: the knout does not undress Oceanus if something that does bop filmdom is a commandership. ; $proof$ = 
sent5 & sent9 -> int1: the insulator trumpets.; void -> assump1: Let's assume that the insulator does bop filmdom.; int1 & assump1 -> int2: the insulator does trumpet and bops filmdom.; int2 -> int3: there exists something such that it does trumpet and bops filmdom.; int3 & sent14 -> int4: the prancer is not a commandership.; sent13 & int4 -> int5: the knout is a commandership and it does undress Oceanus.; int5 -> int6: the knout does undress Oceanus.; [assump1] & int6 -> hypothesis; __PROVED__