the fact that the leaching bed-ground occurs is correct.
sent1: the declaring happens and the asking Chaucer happens if the setup does not occur. sent2: the pyemicness does not occur if that the pyemicness occurs and the altostratus occurs is not correct. sent3: the fact that the impalpableness happens but the casketing landscape does not occur is incorrect if the award does not occur. sent4: that the impalpableness occurs is not false. sent5: the bobsledding happens. sent6: if that the impalpableness but not the casketing landscape happens is not true then the leaching bed-ground happens. sent7: the declaring results in that the casketing goiter does not occur. sent8: that the pyemicness and the altostratus occurs is not true if the impairing does not occur. sent9: the awarding and the leaching bed-ground occurs if the pyemicness does not occur. sent10: the impalpableness and/or that the casketing landscape happens yields that the leaching bed-ground does not occur. sent11: that the multiplying Whitehall but not the impairing occurs is brought about by that the casketing goiter does not occur. sent12: the fact that the casketing landscape does not occur is not false if the leaching bed-ground occurs.
sent4 -> int1: the impalpableness occurs and/or the casketing landscape occurs.; sent10 & int1 -> hypothesis;
the leaching bed-ground occurs.
$hypothesis$ = the fact that the leaching bed-ground occurs is correct. ; $context$ = sent1: the declaring happens and the asking Chaucer happens if the setup does not occur. sent2: the pyemicness does not occur if that the pyemicness occurs and the altostratus occurs is not correct. sent3: the fact that the impalpableness happens but the casketing landscape does not occur is incorrect if the award does not occur. sent4: that the impalpableness occurs is not false. sent5: the bobsledding happens. sent6: if that the impalpableness but not the casketing landscape happens is not true then the leaching bed-ground happens. sent7: the declaring results in that the casketing goiter does not occur. sent8: that the pyemicness and the altostratus occurs is not true if the impairing does not occur. sent9: the awarding and the leaching bed-ground occurs if the pyemicness does not occur. sent10: the impalpableness and/or that the casketing landscape happens yields that the leaching bed-ground does not occur. sent11: that the multiplying Whitehall but not the impairing occurs is brought about by that the casketing goiter does not occur. sent12: the fact that the casketing landscape does not occur is not false if the leaching bed-ground occurs. ; $proof$ = 
sent4 -> int1: the impalpableness occurs and/or the casketing landscape occurs.; sent10 & int1 -> hypothesis; __DISPROVED__