that the Ethiopian reproduces but it does not index love-in-winter does not hold.
sent1: the westerly indexes westerly if the fact that it colors quavering is not wrong. sent2: the fact that the Ethiopian does color constrictor is not false if it tops. sent3: if the westerly indexes love-in-winter then that the Ethiopian indexes westerly hold. sent4: if the fact that the westerly does index westerly is not incorrect then it is a generalization. sent5: the westerly does not laicize. sent6: the fact that the onomasticon is a kind of a topped is not false. sent7: that something is a kind of a generalization but it does not laicize is not right if it colors ptyalin. sent8: the Ethiopian does not color quavering. sent9: the Ethiopian does not index love-in-winter. sent10: the Ethiopian laicizes if the westerly is a generalization. sent11: that if the Ethiopian indexes westerly the fact that the onomasticon does color quavering is true is not incorrect. sent12: if the Ethiopian does top the onomasticon laicizes. sent13: the westerly is not non-topped. sent14: if the onomasticon is a factor then the Ethiopian colors ptyalin. sent15: that the onomasticon factors is not false if the westerly does factors. sent16: the commensal cultures Malebranche but it does not laicize. sent17: the westerly does reproduce if the Ethiopian indexes westerly. sent18: The love-in-winter does not index Ethiopian. sent19: if the Ethiopian does not index westerly then it is not topped and it colors quavering. sent20: the fact that the westerly does color quavering is not wrong if the onomasticon is a topped. sent21: that something does reproduce but it does not index love-in-winter does not hold if it is not a topped. sent22: the Ethiopian reproduces if it does laicize.
sent20 & sent6 -> int1: the westerly does color quavering.; int1 & sent1 -> int2: that the westerly does index westerly is true.; int2 & sent4 -> int3: the westerly is a generalization.; int3 & sent10 -> int4: the fact that the Ethiopian does laicize hold.; int4 & sent22 -> int5: the fact that the Ethiopian does not reproduce is not correct.; int5 & sent9 -> hypothesis;
the westerly is a topped.
$hypothesis$ = that the Ethiopian reproduces but it does not index love-in-winter does not hold. ; $context$ = sent1: the westerly indexes westerly if the fact that it colors quavering is not wrong. sent2: the fact that the Ethiopian does color constrictor is not false if it tops. sent3: if the westerly indexes love-in-winter then that the Ethiopian indexes westerly hold. sent4: if the fact that the westerly does index westerly is not incorrect then it is a generalization. sent5: the westerly does not laicize. sent6: the fact that the onomasticon is a kind of a topped is not false. sent7: that something is a kind of a generalization but it does not laicize is not right if it colors ptyalin. sent8: the Ethiopian does not color quavering. sent9: the Ethiopian does not index love-in-winter. sent10: the Ethiopian laicizes if the westerly is a generalization. sent11: that if the Ethiopian indexes westerly the fact that the onomasticon does color quavering is true is not incorrect. sent12: if the Ethiopian does top the onomasticon laicizes. sent13: the westerly is not non-topped. sent14: if the onomasticon is a factor then the Ethiopian colors ptyalin. sent15: that the onomasticon factors is not false if the westerly does factors. sent16: the commensal cultures Malebranche but it does not laicize. sent17: the westerly does reproduce if the Ethiopian indexes westerly. sent18: The love-in-winter does not index Ethiopian. sent19: if the Ethiopian does not index westerly then it is not topped and it colors quavering. sent20: the fact that the westerly does color quavering is not wrong if the onomasticon is a topped. sent21: that something does reproduce but it does not index love-in-winter does not hold if it is not a topped. sent22: the Ethiopian reproduces if it does laicize. ; $proof$ = 
sent20 & sent6 -> int1: the westerly does color quavering.; int1 & sent1 -> int2: that the westerly does index westerly is true.; int2 & sent4 -> int3: the westerly is a generalization.; int3 & sent10 -> int4: the fact that the Ethiopian does laicize hold.; int4 & sent22 -> int5: the fact that the Ethiopian does not reproduce is not correct.; int5 & sent9 -> hypothesis; __DISPROVED__