the ohmmeter does not distinguish larboard.
sent1: the accession is not honorable if either the strangler is a antiferromagnetism or it is an insert or both. sent2: if the accession is calculous the ohmmeter does distinguish larboard. sent3: if the accession is a celom then the strangler is honorable. sent4: the accession is not honorable if the strangler is an insert. sent5: if something is not a pictorial that it is not calculous and does distinguish Abelmoschus does not hold. sent6: the strangler is a kind of a celom and is a kind of a antiferromagnetism. sent7: if the ohmmeter is not a antiferromagnetism and is not a kind of a celom then it does not distinguish larboard. sent8: the strangler is chromatinic thing that is a certificate. sent9: that the ohmmeter inserts is correct. sent10: that the monoblast does not distinguish Abelmoschus does not hold. sent11: if the accession does distinguish Abelmoschus then the ohmmeter does distinguish larboard. sent12: either something is calculous or it distinguishes Abelmoschus or both if it is not honorable. sent13: the strangler is a celom. sent14: if that the ohmmeter is an insert and is honorable is not correct it is not a celom. sent15: if something is chromatinic it is not honorable and it is not a brunet. sent16: if there exists something such that the fact that it is a kind of non-calculous thing that distinguishes Abelmoschus is false the ohmmeter is not a antiferromagnetism.
sent6 -> int1: the strangler is a antiferromagnetism.; int1 -> int2: the strangler is a antiferromagnetism and/or an insert.; int2 & sent1 -> int3: the accession is not honorable.; sent12 -> int4: the accession is calculous and/or it distinguishes Abelmoschus if it is not honorable.; int3 & int4 -> int5: the accession is calculous or does distinguish Abelmoschus or both.; int5 & sent2 & sent11 -> hypothesis;
the ohmmeter does not distinguish larboard.
sent5 -> int6: that the accession is not calculous and does distinguish Abelmoschus does not hold if the fact that it is not pictorial is true.; sent15 -> int7: if the strangler is chromatinic it is not honorable and it is not a brunet.; sent8 -> int8: the strangler is chromatinic.; int7 & int8 -> int9: the strangler is not honorable and it is not a brunet.; int9 -> int10: the strangler is not honorable.; int10 -> int11: there exists something such that it is not honorable.;
$hypothesis$ = the ohmmeter does not distinguish larboard. ; $context$ = sent1: the accession is not honorable if either the strangler is a antiferromagnetism or it is an insert or both. sent2: if the accession is calculous the ohmmeter does distinguish larboard. sent3: if the accession is a celom then the strangler is honorable. sent4: the accession is not honorable if the strangler is an insert. sent5: if something is not a pictorial that it is not calculous and does distinguish Abelmoschus does not hold. sent6: the strangler is a kind of a celom and is a kind of a antiferromagnetism. sent7: if the ohmmeter is not a antiferromagnetism and is not a kind of a celom then it does not distinguish larboard. sent8: the strangler is chromatinic thing that is a certificate. sent9: that the ohmmeter inserts is correct. sent10: that the monoblast does not distinguish Abelmoschus does not hold. sent11: if the accession does distinguish Abelmoschus then the ohmmeter does distinguish larboard. sent12: either something is calculous or it distinguishes Abelmoschus or both if it is not honorable. sent13: the strangler is a celom. sent14: if that the ohmmeter is an insert and is honorable is not correct it is not a celom. sent15: if something is chromatinic it is not honorable and it is not a brunet. sent16: if there exists something such that the fact that it is a kind of non-calculous thing that distinguishes Abelmoschus is false the ohmmeter is not a antiferromagnetism. ; $proof$ = 
sent6 -> int1: the strangler is a antiferromagnetism.; int1 -> int2: the strangler is a antiferromagnetism and/or an insert.; int2 & sent1 -> int3: the accession is not honorable.; sent12 -> int4: the accession is calculous and/or it distinguishes Abelmoschus if it is not honorable.; int3 & int4 -> int5: the accession is calculous or does distinguish Abelmoschus or both.; int5 & sent2 & sent11 -> hypothesis; __DISPROVED__