1 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:map e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:map e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:map e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (N-b{N-aD}:an (\x107 Some (\e108 N-aD:area e108 x107) (\z True)) (\xx109 N-b{N-aD}:an (\x104 Some (\e105 N-aD-bO:image e105 x104 xx109) (\z True)) (\y Equal y x))) (^ (N-b{N-aD}:the (\x112 ^ (Some (\e113 N-aD:earth e113 x112) (\z True)) (Some (\e110 A-aN:usual e110 x112) (\z True))) (\xx109 N-b{N-aD}:an (\x104 Some (\e105 N-aD-bO:image e105 x104 xx109) (\z True)) (\y Equal y x))) (Some (\a113 Equal a113 (\v113 ^ (^ (Some (\e113 N-aD:earth e113 v113) (\z True)) (Some (\e110 A-aN:usual e110 v113) (\z True))) (N-b{N-aD}:an (\x104 Some (\e105 N-aD-bO:image e105 x104 v113) (\z True)) (\y Equal y x)))) (\a113 N-b{N-aD}:the (\x117 ^ (Some (\e118 N-aD:earth e118 x117) (\z True)) (InAnaphorSet 113 x117)) (\xx118 N-bO:part (\x115 ^ (Some (\e110 A-aN:usual e110 xx118) (\z True)) (Equal xx118 x115)) (\xx109 N-b{N-aD}:an (\x104 Some (\e105 N-aD-bO:image e105 x104 xx109) (\z True)) (\y Equal y x)))))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:map e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (^ (N-b{N-aD}:an (\x107 Some (\e108 N-aD:area e108 x107) (\z True)) (\xx109 N-b{N-aD}:an (\x104 Some (\e105 N-aD-bO:image e105 x104 xx109) (\z True)) (\y Equal y v102))) (^ (N-b{N-aD}:the (\x112 ^ (Some (\e113 N-aD:earth e113 x112) (\z True)) (Some (\e110 A-aN:usual e110 x112) (\z True))) (\xx109 N-b{N-aD}:an (\x104 Some (\e105 N-aD-bO:image e105 x104 xx109) (\z True)) (\y Equal y v102))) (Some (\a113 Equal a113 (\v113 ^ (^ (Some (\e113 N-aD:earth e113 v113) (\z True)) (Some (\e110 A-aN:usual e110 v113) (\z True))) (N-b{N-aD}:an (\x104 Some (\e105 N-aD-bO:image e105 x104 v113) (\z True)) (\y Equal y v102)))) (\a113 N-b{N-aD}:the (\x117 ^ (Some (\e118 N-aD:earth e118 x117) (\z True)) (InAnaphorSet 113 x117)) (\xx118 N-bO:part (\x115 ^ (Some (\e110 A-aN:usual e110 xx118) (\z True)) (Equal xx118 x115)) (\xx109 N-b{N-aD}:an (\x104 Some (\e105 N-aD-bO:image e105 x104 xx109) (\z True)) (\y Equal y v102))))))))) (\a102 ^ (N-b{N-aD}:a (\x201 ^ (Some (\e202 N-aD:map e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\x204 Some (\a202 Equal a202 (\v202 ^ (Some (\e202 N-aD:map e202 x204) (\z True)) (InAnaphorSet 102 x204))) (\a202 Some (\e204 ^ (A-aN:different e204 x204) (^ (^ (B-aN-b{A-aN}:be e204) (Some (\e209 A-aN-bV:because e209 e204 (Intension (Some (\z210 ^ (Some (\e210 N:it e210 z210) (\z True)) (InAnaphorSet 202 z210)) (\x211 Some (\z True) (\x212 Some (\e212 B-aN:interpret e212 x212) (\y211 Some (\e211 B-aN-bN:include e211 x211 y211) (\z True))))))) (\z True))) (N-b{N-aD}:an (\x206 ^ (Some (\e208 N-aD:photograph e208 x206) (\z True)) (Some (\e207 A-aN:aerial e207 x206) (\z True))) (\y205 Some (\e205 A-aN-bN:from e205 e204 y205) (\z True))))) (\z True)))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N-aD:map e202 v202) (\z True)) (InAnaphorSet 102 v202)) (Some (\a202 Equal a202 (\v202 ^ (Some (\e202 N-aD:map e202 v202) (\z True)) (InAnaphorSet 102 v202))) (\a202 Some (\e204 ^ (A-aN:different e204 v202) (^ (^ (B-aN-b{A-aN}:be e204) (Some (\e209 A-aN-bV:because e209 e204 (Intension (Some (\z210 ^ (Some (\e210 N:it e210 z210) (\z True)) (InAnaphorSet 202 z210)) (\x211 Some (\z True) (\x212 Some (\e212 B-aN:interpret e212 x212) (\y211 Some (\e211 B-aN-bN:include e211 x211 y211) (\z True))))))) (\z True))) (N-b{N-aD}:an (\x206 ^ (Some (\e208 N-aD:photograph e208 x206) (\z True)) (Some (\e207 A-aN:aerial e207 x206) (\z True))) (\y205 Some (\e205 A-aN-bN:from e205 e204 y205) (\z True))))) (\z True))))) (\a202 ^ (N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD:word e302 x301) (\z True)) (^ (InAnaphorSet 1 x301) (Some (\e304 N:map e304 x301) (\z True)))) (\zz309 Some (\z True) (\x309 Some (\e309 ^ (B-aN-bI:use e309 x309 (Intension (Some (\e311 ^ (B-aN:talk e311 zz309) (N-b{N-aD}:a (\x313 ^ (Some (\e314 N-aD:chart e314 x313) (\z True)) (Some (\e316 N-aD:drawing e316 x313) (\z True))) (\zz315 ^ (Some (\e317 N-rN:that e317 zz315) (\xx317 Some (\x319 ^ (Some (\e319 N-aD:relationship e319 x319) (\z True)) (^ (Some (\x321 Some (\e321 N-aD:idea e321 x321) (\z True)) (\y320 Some (\e320 A-aN-bN:between e320 x319 y320) (\z True))) (^ (Some (\x323 Some (\e323 N-aD:people e323 x323) (\z True)) (\y320 Some (\e320 A-aN-bN:between e320 x319 y320) (\z True))) (^ (Some (\x325 Some (\e325 N-aD:event e325 x325) (\z True)) (\y320 Some (\e320 A-aN-bN:between e320 x319 y320) (\z True))) (Some (\z328 ^ (Some (\e328 N:anything e328 z328) (\z True)) (Some (\e329 A-aN:else e329 z328) (\z True))) (\zz328 ^ (Some (\z330 Some (\e330 N:you e330 z330) (\z True)) (\x332 Some (\e332 ^ (B-aN:think e332 x332) (^ (B-aN-b{B-aN}:can e332) (Some (\e333 A-aN-bN:about e333 e332 zz328) (\z True)))) (\z True))) (Some (\e320 A-aN-bN:between e320 x319 zz328) (\z True)))))))) (\y318 Some (\e318 B-aN-bN:show e318 xx317 y318) (\z True)))) (Some (\e312 A-aN-bN:about e312 e311 zz315) (\z True))))) (\z True)))) (^ (B-aN-b{A-aN}:be e309) (^ (B-aN-b{B-aN}:can e309) (Some (\e307 A-aN:also e307 e309) (\z True))))) (\z True)))) (Some (\a302 Equal a302 (\v302 ^ (^ (Some (\e302 N-aD:word e302 v302) (\z True)) (^ (InAnaphorSet 1 v302) (Some (\e304 N:map e304 v302) (\z True)))) (Some (\z True) (\x309 Some (\e309 ^ (B-aN-bI:use e309 x309 (Intension (Some (\e311 ^ (B-aN:talk e311 v302) (N-b{N-aD}:a (\x313 ^ (Some (\e314 N-aD:chart e314 x313) (\z True)) (Some (\e316 N-aD:drawing e316 x313) (\z True))) (\zz315 ^ (Some (\e317 N-rN:that e317 zz315) (\xx317 Some (\x319 ^ (Some (\e319 N-aD:relationship e319 x319) (\z True)) (^ (Some (\x321 Some (\e321 N-aD:idea e321 x321) (\z True)) (\y320 Some (\e320 A-aN-bN:between e320 x319 y320) (\z True))) (^ (Some (\x323 Some (\e323 N-aD:people e323 x323) (\z True)) (\y320 Some (\e320 A-aN-bN:between e320 x319 y320) (\z True))) (^ (Some (\x325 Some (\e325 N-aD:event e325 x325) (\z True)) (\y320 Some (\e320 A-aN-bN:between e320 x319 y320) (\z True))) (Some (\z328 ^ (Some (\e328 N:anything e328 z328) (\z True)) (Some (\e329 A-aN:else e329 z328) (\z True))) (\zz328 ^ (Some (\z330 Some (\e330 N:you e330 z330) (\z True)) (\x332 Some (\e332 ^ (B-aN:think e332 x332) (^ (B-aN-b{B-aN}:can e332) (Some (\e333 A-aN-bN:about e333 e332 zz328) (\z True)))) (\z True))) (Some (\e320 A-aN-bN:between e320 x319 zz328) (\z True)))))))) (\y318 Some (\e318 B-aN-bN:show e318 xx317 y318) (\z True)))) (Some (\e312 A-aN-bN:about e312 e311 zz315) (\z True))))) (\z True)))) (^ (B-aN-b{A-aN}:be e309) (^ (B-aN-b{B-aN}:can e309) (Some (\e307 A-aN:also e307 e309) (\z True))))) (\z True))))) (\a302 Some (\a309 Equal a309 (\v309 Some (\x301 ^ (Some (\e302 N-aD:word e302 x301) (\z True)) (^ (InAnaphorSet 1 x301) (Some (\e304 N:map e304 x301) (\z True)))) (\zz309 Some (\z True) (\x309 ^ (B-aN-bI:use v309 x309 (Intension (Some (\e311 ^ (B-aN:talk e311 zz309) (N-b{N-aD}:a (\x313 ^ (Some (\e314 N-aD:chart e314 x313) (\z True)) (Some (\e316 N-aD:drawing e316 x313) (\z True))) (\zz315 ^ (Some (\e317 N-rN:that e317 zz315) (\xx317 Some (\x319 ^ (Some (\e319 N-aD:relationship e319 x319) (\z True)) (^ (Some (\x321 Some (\e321 N-aD:idea e321 x321) (\z True)) (\y320 Some (\e320 A-aN-bN:between e320 x319 y320) (\z True))) (^ (Some (\x323 Some (\e323 N-aD:people e323 x323) (\z True)) (\y320 Some (\e320 A-aN-bN:between e320 x319 y320) (\z True))) (^ (Some (\x325 Some (\e325 N-aD:event e325 x325) (\z True)) (\y320 Some (\e320 A-aN-bN:between e320 x319 y320) (\z True))) (Some (\z328 ^ (Some (\e328 N:anything e328 z328) (\z True)) (Some (\e329 A-aN:else e329 z328) (\z True))) (\zz328 ^ (Some (\z330 Some (\e330 N:you e330 z330) (\z True)) (\x332 Some (\e332 ^ (B-aN:think e332 x332) (^ (B-aN-b{B-aN}:can e332) (Some (\e333 A-aN-bN:about e333 e332 zz328) (\z True)))) (\z True))) (Some (\e320 A-aN-bN:between e320 x319 zz328) (\z True)))))))) (\y318 Some (\e318 B-aN-bN:show e318 xx317 y318) (\z True)))) (Some (\e312 A-aN-bN:about e312 e311 zz315) (\z True))))) (\z True)))) (^ (B-aN-b{A-aN}:be v309) (^ (B-aN-b{B-aN}:can v309) (Some (\e307 A-aN:also e307 v309) (\z True)))))))) (\a309 ^ (Some (\z401 ^ (Some (\e401 N:this e401 z401) (\z True)) (^ (B-aN-b{A-aN}:be z401) (InAnaphorSet 309 z401))) (\x Some (\x405 ^ (Some (\e405 N-aD:developer e405 x405) (\z True)) (Some (\e404 N-aD:web e404 x405) (\z True))) (\x406 ^ (B-aN-bA:call x x406 (Intension (Some (\x411 ^ (Some (\e411 N-aD:page e411 x411) (\z True)) (Some (\e410 A-aN:web e410 x411) (\z True))) (\xx411 N-b{N-aD}:a (\x407 ^ (Some (\e408 N-aD-bO:list e408 x407 xx411) (\z True)) (N-b{N-aD}:a (\x413 ^ (Some (\e415 N-aD:site e415 x413) (\z True)) (Some (\e414 A-aN:web e414 x413) (\z True))) (\y412 Some (\e412 A-aN-bN:on e412 x407 y412) (\z True)))) (\x N-b{N-aD}:a (\x416 ^ (Some (\e418 N-aD:map e418 x416) (\z True)) (^ (InAnaphorSet 302 x416) (Some (\e417 N-aD:site e417 x416) (\z True)))) (\y Equal y x)))))) (All (\z True) (\x403 N-b{V-g{R-aN}}:why x403 x))))) (^ (Some (\x501 Some (\e501 N-aD:people e501 x501) (\z True)) (\zz501 ^ (Some (\e502 N-rN:who e502 zz501) (\xx502 Some (\x504 ^ (Some (\e504 N-aD:map e504 x504) (\z True)) (InAnaphorSet 202 x504)) (\y503 Some (\e503 B-aN-bN:make e503 xx502 y503) (\z True)))) (Some (\e506 ^ (A-aN:cartographers e506 zz501) (B-aN-b{A-aN}:be e506)) (\z True)))) (Some (\a504 Equal a504 (\v504 Some (\x501 Some (\e501 N-aD:people e501 x501) (\z True)) (\zz501 ^ (Some (\e502 N-rN:who e502 zz501) (\xx502 ^ (^ (Some (\e504 N-aD:map e504 v504) (\z True)) (InAnaphorSet 202 v504)) (Some (\e503 B-aN-bN:make e503 xx502 v504) (\z True)))) (Some (\e506 ^ (A-aN:cartographers e506 zz501) (B-aN-b{A-aN}:be e506)) (\z True))))) (\a504 Some (\x602 ^ (Some (\e602 N-aD:map e602 x602) (\z True)) (^ (^ (InAnaphorSet 504 x602) (Some (\e603 N:today e603 x602) (\z True))) (Some (\e601 A-aN:many e601 x602) (\z True)))) (\zz605 Some (\z True) (\x605 Some (\e605 ^ (B-aN-bN:make e605 x605 zz605) (^ (B-aN-b{A-aN}:be e605) (Some (\x609 ^ (Some (\e609 N-aD:system e609 x609) (\z True)) (^ (Some (\e607 N-aD:gi e607 x609) (\z True)) (Some (\e608 N-aD:computer e608 x609) (\z True)))) (\y606 Some (\e606 B-aN-bN:use e606 e605 y606) (\z True))))) (\z True)))))))))))))))) 3 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:baltimore e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:baltimore e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:baltimore e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:the (\x103 ^ (^ (Some (\e105 N-aD:city e105 x103) (\z True)) (Some (\z111 Some (\e111 N:maryland e111 z111) (\z True)) (\xx111 N-b{N-aD}:the (\x107 ^ (Some (\e109 N-aD-bO:state e109 x107 xx111) (\z True)) (Some (\e108 N-aD:u.s. e108 x107) (\z True))) (\y106 Some (\e106 A-aN-bN:in e106 x103 y106) (\z True))))) (None (\y104 ^ (Some (\e105 N-aD:city e105 y104) (\z True)) (Some (\z111 Some (\e111 N:maryland e111 z111) (\z True)) (\xx111 N-b{N-aD}:the (\x107 ^ (Some (\e109 N-aD-bO:state e109 x107 xx111) (\z True)) (Some (\e108 N-aD:u.s. e108 x107) (\z True))) (\y106 Some (\e106 A-aN-bN:in e106 y104 y106) (\z True))))) (\y104 More (\z ANSUP-aD-b{N-aD}:big y104 z) (\z ANSUP-aD-b{N-aD}:big x103 z)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:baltimore e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:the (\x103 ^ (^ (Some (\e105 N-aD:city e105 x103) (\z True)) (Some (\z111 Some (\e111 N:maryland e111 z111) (\z True)) (\xx111 N-b{N-aD}:the (\x107 ^ (Some (\e109 N-aD-bO:state e109 x107 xx111) (\z True)) (Some (\e108 N-aD:u.s. e108 x107) (\z True))) (\y106 Some (\e106 A-aN-bN:in e106 x103 y106) (\z True))))) (None (\y104 ^ (Some (\e105 N-aD:city e105 y104) (\z True)) (Some (\z111 Some (\e111 N:maryland e111 z111) (\z True)) (\xx111 N-b{N-aD}:the (\x107 ^ (Some (\e109 N-aD-bO:state e109 x107 xx111) (\z True)) (Some (\e108 N-aD:u.s. e108 x107) (\z True))) (\y106 Some (\e106 A-aN-bN:in e106 y104 y106) (\z True))))) (\y104 More (\z ANSUP-aD-b{N-aD}:big y104 z) (\z ANSUP-aD-b{N-aD}:big x103 z)))) (\y Equal y v101)))) (\a101 ^ (Some (\z203 ^ (Some (\e203 N:it e203 z203) (\z True)) (InAnaphorSet 101 z203)) (\x204 Some (\x207 ^ (Some (\e207 N-aD:people e207 x207) (\z True)) (^ (Some (\e208 ^ (B-aN:live e208 x207) (Some (\e209 A-aN:there e209 e208) (\z True))) (\z True)) (Some (\e206 ^ (A-aN:620,961 e206 x207) (Some (\e205 A-aN:about e205 e206) (\z True))) (\z True)))) (\y204 Some (\e204 ^ (B-aN-bN:have e204 x204 y204) (Some (\z202 Some (\e202 N:2010 e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e204 y201) (\z True)))) (\z True)))) (Some (\a203 Equal a203 (\v203 ^ (^ (Some (\e203 N:it e203 v203) (\z True)) (InAnaphorSet 101 v203)) (Some (\x207 ^ (Some (\e207 N-aD:people e207 x207) (\z True)) (^ (Some (\e208 ^ (B-aN:live e208 x207) (Some (\e209 A-aN:there e209 e208) (\z True))) (\z True)) (Some (\e206 ^ (A-aN:620,961 e206 x207) (Some (\e205 A-aN:about e205 e206) (\z True))) (\z True)))) (\y204 Some (\e204 ^ (B-aN-bN:have e204 v203 y204) (Some (\z202 Some (\e202 N:2010 e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e204 y201) (\z True)))) (\z True))))) (\a203 ^ (AMDL-aN-b{A-aN}:not (\e302 B-aN-b{A-aN}:be e302) (\e Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 203 z301)) (\x304 Some (\a301 Equal a301 (\v301 ^ (Some (\e301 N:it e301 x304) (\z True)) (InAnaphorSet 203 x304))) (\a301 N-b{N-aD}:any (\x305 Some (\e306 N-aD:county e306 x305) (\z True)) (\y304 Some (\e304 ^ (A-aN-bN:in e304 x304 y304) (Equal e304 e)) (\x308 Some (\e308 S-aS-bS:so e308 x308 (Intension (Some (\z309 ^ (Some (\e309 N:it e309 z309) (\z True)) (^ (InAntecedentSet 309 z309) (InAnaphorSet 301 z309))) (\x311 N-b{N-aD}:an (\x312 ^ (Some (\e314 N-aD:city e314 x312) (\z True)) (Some (\e313 A-aN:independent e313 x312) (\z True))) (\y311 Some (\e311 ^ (A-aN-bN:called e311 x311 y311) (B-aN-b{A-aN}:be e311)) (\z True)))))) (\z True))))))) (^ (^ (Some (\z401 ^ (Some (\e401 N:it e401 z401) (\z True)) (InAnaphorSet 309 z401)) (\x403 Some (\e403 ^ (A-aN:next e403 x403) (^ (B-aN-b{A-aN}:be e403) (N-b{N-aD}:the (\x405 ^ (Some (\e407 N-aD:bay e407 x405) (\z True)) (Some (\e406 N-aD:chesapeake e406 x405) (\z True))) (\y404 Some (\e404 A-aN-bN:to e404 e403 y404) (\z True))))) (\z True))) (Some (\z401 ^ (Some (\e401 N:it e401 z401) (\z True)) (^ (^ (B-aN-b{A-aN}:be z401) (B-aN-b{I-aN}:use z401)) (InAnaphorSet 309 z401))) (\x N-b{N-aD}:an (\x412 ^ (Some (\e414 N-aD:port e414 x412) (\z True)) (^ (Some (\e416 ^ (B:trade e416 x416) (Some (\x418 Some (\e418 N-aD:ship e418 x418) (\z True)) (\y417 Some (\e417 A-aN-bN:by e417 e416 y417) (\z True)))) (\y415 Some (\e415 A-aN-bN:for e415 x412 y415) (\z True))) (Some (\e413 A-aN:important e413 x412) (\z True)))) (\y Equal y x)))) (Some (\a401 Equal a401 (\v401 ^ (^ (^ (Some (\e401 N:it e401 v401) (\z True)) (InAnaphorSet 309 v401)) (Some (\e403 ^ (A-aN:next e403 v401) (^ (B-aN-b{A-aN}:be e403) (N-b{N-aD}:the (\x405 ^ (Some (\e407 N-aD:bay e407 x405) (\z True)) (Some (\e406 N-aD:chesapeake e406 x405) (\z True))) (\y404 Some (\e404 A-aN-bN:to e404 e403 y404) (\z True))))) (\z True))) (^ (^ (Some (\e401 N:it e401 v401) (\z True)) (^ (^ (B-aN-b{A-aN}:be v401) (B-aN-b{I-aN}:use v401)) (InAnaphorSet 309 v401))) (N-b{N-aD}:an (\x412 ^ (Some (\e414 N-aD:port e414 x412) (\z True)) (^ (Some (\e416 ^ (B:trade e416 x416) (Some (\x418 Some (\e418 N-aD:ship e418 x418) (\z True)) (\y417 Some (\e417 A-aN-bN:by e417 e416 y417) (\z True)))) (\y415 Some (\e415 A-aN-bN:for e415 x412 y415) (\z True))) (Some (\e413 A-aN:important e413 x412) (\z True)))) (\y Equal y v401))))) (\a401 ^ (^ (N-b{N-aD}:some (\x504 ^ (Some (\e505 N-aD:shipping e505 x504) (\z True)) (^ (B-aN-b{A-aN}:be x504) (Some (\e503 A-aN:still e503 x504) (\z True)))) (\z True)) (N-b{N-aD}:the (\x507 ^ (Some (\e509 N-aD:harbor e509 x507) (\z True)) (Some (\e508 A-aN:inner e508 x507) (\z True))) (\x513 Some (\e513 ^ (A-aN:famous e513 x513) (^ (^ (^ (B-aN-b{A-aN}:be e513) (Some (\e511 A-aN:now e511 e513) (\z True))) (Some (\e512 A-aN:most e512 e513) (\z True))) (^ (^ (Some (\z515 Some (\e515 N:shopping e515 z515) (\z True)) (\y514 Some (\e514 A-aN-bN:for e514 e513 y514) (\z True))) (Some (\x517 Some (\e517 N-aD:restaurant e517 x517) (\z True)) (\y514 Some (\e514 A-aN-bN:for e514 e513 y514) (\z True)))) (^ (N-b{N-aD}:the (\x522 ^ (Some (\e524 N-aD:aquarium e524 x522) (\z True)) (Some (\e523 A-aN:national e523 x522) (\z True))) (\y521 Some (\e521 ^ (A-aN-bN:for e521 e513 y521) (Some (\e520 A-aN:also e520 e521) (\z True))) (\z True))) (Some (\x527 ^ (Some (\e527 N-aD:museum e527 x527) (\z True)) (Some (\e526 A-aN:other e526 x527) (\z True))) (\y521 Some (\e521 ^ (A-aN-bN:for e521 e513 y521) (Some (\e520 A-aN:also e520 e521) (\z True))) (\z True))))))) (\z True)))) (Some (\x601 ^ (Some (\e601 N-aD:baltimore e601 x601) (\z True)) (^ (B-aN-b{A-aN}:be x601) (InAnaphorSet 401 x601))) (\x ^ (Some (\e603 N:home e603 x) (\z True)) (N-b{N-aD}:the (\x605 ^ (^ (Some (\e606 N-aD:raven e606 x605) (\z True)) (^ (^ (Some (\e619 N-aD:team e619 x605) (\z True)) (^ (^ (Some (\e616 ^ (A-aN:both e616 x605) (InAnaphorSet 610 e616)) (\z True)) (Some (\e617 A-aN:professional e617 x605) (\z True))) (Some (\e618 N-aD:sport e618 x605) (\z True)))) (Some (\e608 N-aD:football e608 x605) (\z True)))) (^ (Some (\e611 N-aD:oriole e611 x605) (\z True)) (^ (^ (Some (\e619 N-aD:team e619 x605) (\z True)) (^ (^ (Some (\e616 ^ (A-aN:both e616 x605) (InAnaphorSet 610 e616)) (\z True)) (Some (\e617 A-aN:professional e617 x605) (\z True))) (Some (\e618 N-aD:sport e618 x605) (\z True)))) (Some (\e613 N:baseball e613 x605) (\z True))))) (\y604 Some (\e604 A-aN-bN:to e604 x y604) (\z True))))))))))))))) 4 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:galaxy e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:galaxy e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:galaxy e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\x108 ^ (Some (\e108 N-aD:star e108 x108) (\z True)) (^ (Some (\e110 ^ (A-aN:along e110 x108) (^ (Some (\z112 Some (\e112 N:ga e112 z112) (\z True)) (\y111 Some (\e111 A-aN-bN:with e111 e110 y111) (\z True))) (^ (Some (\z114 Some (\e114 N:dust e114 z114) (\z True)) (\y111 Some (\e111 A-aN-bN:with e111 e110 y111) (\z True))) (Some (\x118 ^ (Some (\e118 N-aD:matter e118 x118) (\z True)) (Some (\e117 A-aN:dark e117 x118) (\z True))) (\y111 Some (\e111 A-aN-bN:with e111 e110 y111) (\z True)))))) (\z True)) (Some (\e107 A-aN:many e107 x108) (\z True)))) (\xx108 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:group e105 x104 xx108) (\z True)) (\y Equal y x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:galaxy e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\x108 ^ (Some (\e108 N-aD:star e108 x108) (\z True)) (^ (Some (\e110 ^ (A-aN:along e110 x108) (^ (Some (\z112 Some (\e112 N:ga e112 z112) (\z True)) (\y111 Some (\e111 A-aN-bN:with e111 e110 y111) (\z True))) (^ (Some (\z114 Some (\e114 N:dust e114 z114) (\z True)) (\y111 Some (\e111 A-aN-bN:with e111 e110 y111) (\z True))) (Some (\x118 ^ (Some (\e118 N-aD:matter e118 x118) (\z True)) (Some (\e117 A-aN:dark e117 x118) (\z True))) (\y111 Some (\e111 A-aN-bN:with e111 e110 y111) (\z True)))))) (\z True)) (Some (\e107 A-aN:many e107 x108) (\z True)))) (\xx108 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:group e105 x104 xx108) (\z True)) (\y Equal y v102))))) (\a102 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e202 N-aD:name e202 x201) (\z True)) (^ (InAnaphorSet 1 x201) (Some (\e204 N:galaxy e204 x201) (\z True)))) (\zz207 Some (\z True) (\x207 Some (\e207 ^ (B-aN-bN:take e207 x207 zz207) (^ (B-aN-b{A-aN}:be e207) (N-b{N-aD}:the (\x209 ^ (Some (\e211 N-aD:word e211 x209) (\z True)) (^ (^ (^ (N-b{N-aD}:a (\x218 ^ (Some (\e219 N-aD:reference e219 x218) (\z True)) (Some (\x223 ^ (Some (\e223 N-aD:galaxy e223 x223) (\z True)) (^ (^ (InAnaphorSet 102 x223) (N-b{N-aD}:the (\x225 ^ (Some (\e227 N-aD:way e227 x225) (\z True)) (Some (\e226 N-aD:milky e226 x225) (\z True))) (\y Equal y x223))) (Some (\e222 A-aN:own e222 x223) (\z True)))) (\y220 Some (\e220 A-aN-bN:to e220 x218 y220) (\z True)))) (\y Equal y x209)) (Some (\z216 Some (\e216 N:milky e216 z216) (\z True)) (\y215 Some (\e215 B-aN-bN:mean e215 x209 y215) (\z True)))) (Some (\e213 N-aD:galaxia e213 x209) (\z True))) (Some (\e210 A-aN:greek e210 x209) (\z True)))) (\y208 Some (\e208 A-aN-bN:from e208 e207 y208) (\z True))))) (\z True)))) (^ (Some (\z301 Some (\e301 N:gravity e301 z301) (\z True)) (\x302 Some (\x303 ^ (Some (\e303 N-aD:galaxy e303 x303) (\z True)) (InAnaphorSet 102 x303)) (\y302 Some (\e302 ^ (B-aN-bN:hold e302 x302 y302) (^ (N-b{N-aD}:the (\x311 Some (\e312 N-aD:universe e312 x311) (\z True)) (\xx312 N-b{N-aD}:the (\x307 Some (\z True) (\x309 ^ (B-aN-bN:expand x307 x309 xx312) (Some (\e308 A-aN:general e308 x307) (\z True)))) (\y306 Some (\e306 A-aN-bN:against e306 e302 y306) (\z True)))) (Some (\e304 A-aN:together e304 e302) (\z True)))) (\z True)))) (Some (\a303 Equal a303 (\v303 Some (\z301 Some (\e301 N:gravity e301 z301) (\z True)) (\x302 ^ (^ (Some (\e303 N-aD:galaxy e303 v303) (\z True)) (InAnaphorSet 102 v303)) (Some (\e302 ^ (B-aN-bN:hold e302 x302 v303) (^ (N-b{N-aD}:the (\x311 Some (\e312 N-aD:universe e312 x311) (\z True)) (\xx312 N-b{N-aD}:the (\x307 Some (\z True) (\x309 ^ (B-aN-bN:expand x307 x309 xx312) (Some (\e308 A-aN:general e308 x307) (\z True)))) (\y306 Some (\e306 A-aN-bN:against e306 e302 y306) (\z True)))) (Some (\e304 A-aN:together e304 e302) (\z True)))) (\z True))))) (\a303 Some (\a309 Equal a309 (\v309 Some (\z301 Some (\e301 N:gravity e301 z301) (\z True)) (\x302 Some (\x303 ^ (Some (\e303 N-aD:galaxy e303 x303) (\z True)) (InAnaphorSet 102 x303)) (\y302 Some (\e302 ^ (B-aN-bN:hold e302 x302 y302) (^ (N-b{N-aD}:the (\x311 Some (\e312 N-aD:universe e312 x311) (\z True)) (\xx312 ^ (Some (\z True) (\x309 ^ (B-aN-bN:expand v309 x309 xx312) (Some (\e308 A-aN:general e308 v309) (\z True)))) (Some (\e306 A-aN-bN:against e306 e302 v309) (\z True)))) (Some (\e304 A-aN:together e304 e302) (\z True)))) (\z True))))) (\a309 ^ (N-b{N-aD}:the (\x407 Some (\e408 N-aD:universe e408 x407) (\z True)) (\xx408 N-b{N-aD}:the (\x404 Some (\z True) (\x405 ^ (B-aN-bN:expand x404 x405 xx408) (InAnaphorSet 309 x404))) (\xx405 Some (\x414 ^ (Some (\e414 N-aD:galaxy e414 x414) (\z True)) (InAnaphorSet 303 x414)) (\xx414 Some (\x412 Some (\e412 N-aD-bO:group e412 x412 xx414) (\z True)) (\xx412 Some (\a412 Equal a412 (\v412 Some (\e412 N-aD-bO:group e412 xx412 xx414) (\z True))) (\a412 Some (\z410 Some (\e410 N:place e410 z410) (\z True)) (\y409 Some (\e409 ^ (B-aN-bN:take e409 xx405 y409) (^ (Some (\z402 Some (\e402 N:effect e402 z402) (\z True)) (\y401 Some (\e401 A-aN-bN:in e401 e409 y401) (\z True))) (^ (Some (\e411 A-aN-bN:between e411 e409 xx412) (\z True)) (RMDL-aN-b{R-aN}:not (\z True) (\e N-b{N-aD}:those (\x418 ^ (Some (\e419 N-aD:group e419 x418) (\z True)) (InAnaphorSet 412 x418)) (\y417 Some (\e417 ^ (A-aN-bN:inside e417 e409 y417) (Equal e417 e)) (\z True))))))) (\z True)))))))) (Some (\a414 Equal a414 (\v414 Some (\x407 Some (\e408 N-aD:universe e408 x407) (\z True)) (\xx408 Some (\x404 Some (\z True) (\x405 ^ (B-aN-bN:expand x404 x405 xx408) (InAnaphorSet 309 x404))) (\xx405 ^ (^ (Some (\e414 N-aD:galaxy e414 v414) (\z True)) (InAnaphorSet 303 v414)) (Some (\x412 Some (\e412 N-aD-bO:group e412 x412 v414) (\z True)) (\xx412 Some (\a412 Equal a412 (\v412 Some (\e412 N-aD-bO:group e412 xx412 v414) (\z True))) (\a412 Some (\z410 Some (\e410 N:place e410 z410) (\z True)) (\y409 Some (\e409 ^ (B-aN-bN:take e409 xx405 y409) (^ (Some (\z402 Some (\e402 N:effect e402 z402) (\z True)) (\y401 Some (\e401 A-aN-bN:in e401 e409 y401) (\z True))) (^ (Some (\e411 A-aN-bN:between e411 e409 xx412) (\z True)) (RMDL-aN-b{R-aN}:not (\z True) (\e N-b{N-aD}:those (\x418 ^ (Some (\e419 N-aD:group e419 x418) (\z True)) (InAnaphorSet 412 x418)) (\y417 Some (\e417 ^ (A-aN-bN:inside e417 e409 y417) (Equal e417 e)) (\z True))))))) (\z True))))))))) (\a414 Some (\a419 Equal a419 (\v419 Some (\x407 Some (\e408 N-aD:universe e408 x407) (\z True)) (\xx408 Some (\x404 Some (\z True) (\x405 ^ (B-aN-bN:expand x404 x405 xx408) (InAnaphorSet 309 x404))) (\xx405 Some (\x414 ^ (Some (\e414 N-aD:galaxy e414 x414) (\z True)) (InAnaphorSet 303 x414)) (\xx414 Some (\x412 Some (\e412 N-aD-bO:group e412 x412 xx414) (\z True)) (\xx412 Some (\a412 Equal a412 (\v412 Some (\e412 N-aD-bO:group e412 xx412 xx414) (\z True))) (\a412 Some (\z410 Some (\e410 N:place e410 z410) (\z True)) (\y409 Some (\e409 ^ (B-aN-bN:take e409 xx405 y409) (^ (Some (\z402 Some (\e402 N:effect e402 z402) (\z True)) (\y401 Some (\e401 A-aN-bN:in e401 e409 y401) (\z True))) (^ (Some (\e411 A-aN-bN:between e411 e409 xx412) (\z True)) (RMDL-aN-b{R-aN}:not (\z True) (\e ^ (^ (Some (\e419 N-aD:group e419 v419) (\z True)) (InAnaphorSet 412 v419)) (Some (\e417 ^ (A-aN-bN:inside e417 e409 v419) (Equal e417 e)) (\z True))))))) (\z True))))))))) (\a419 Some (\a409 Equal a409 (\v409 Some (\x407 Some (\e408 N-aD:universe e408 x407) (\z True)) (\xx408 Some (\x404 Some (\z True) (\x405 ^ (B-aN-bN:expand x404 x405 xx408) (InAnaphorSet 309 x404))) (\xx405 Some (\x414 ^ (Some (\e414 N-aD:galaxy e414 x414) (\z True)) (InAnaphorSet 303 x414)) (\xx414 Some (\x412 Some (\e412 N-aD-bO:group e412 x412 xx414) (\z True)) (\xx412 Some (\a412 Equal a412 (\v412 Some (\e412 N-aD-bO:group e412 xx412 xx414) (\z True))) (\a412 Some (\z410 Some (\e410 N:place e410 z410) (\z True)) (\y409 ^ (B-aN-bN:take v409 xx405 y409) (^ (Some (\z402 Some (\e402 N:effect e402 z402) (\z True)) (\y401 Some (\e401 A-aN-bN:in e401 v409 y401) (\z True))) (^ (Some (\e411 A-aN-bN:between e411 v409 xx412) (\z True)) (RMDL-aN-b{R-aN}:not (\z True) (\e N-b{N-aD}:those (\x418 ^ (Some (\e419 N-aD:group e419 x418) (\z True)) (InAnaphorSet 412 x418)) (\y417 Some (\e417 ^ (A-aN-bN:inside e417 v409 y417) (Equal e417 e)) (\z True)))))))))))))) (\a409 ^ (^ (N-b{N-aD}:a (\x507 ^ (Some (\e508 N-aD:galaxy e508 x507) (\z True)) (InAnaphorSet 414 x507)) (\xx508 Some (\a508 Equal a508 (\v508 ^ (Some (\e508 N-aD:galaxy e508 xx508) (\z True)) (InAnaphorSet 414 xx508))) (\a508 Some (\z501 ^ (Some (\e501 N:this e501 z501) (\z True)) (InAnaphorSet 409 z501)) (\x503 Some (\e503 ^ (A-aN-bV:because e503 x503 (Intension (N-b{N-aD}:the (\x504 ^ (Some (\e505 N-aD:mass-ss0520 e505 x504) (\z True)) (Some (\e506 A-aN-bN:within e506 x504 xx508) (\z True))) (\x509 N-b{N-aD}:the (\x510 ^ (Some (\e511 N-aD:galaxy e511 x510) (\z True)) (^ (InAntecedentSet 511 x510) (InAnaphorSet 508 x510))) (\y509 Some (\e509 ^ (B-aN-bN:hold e509 x509 y509) (Some (\e512 A-aN:together e512 e509) (\z True))) (\z True)))))) (B-aN-b{A-aN}:be e503)) (\z True))))) (N-b{N-aD}:the (\x515 Some (\e516 N-aD:same e516 x515) (\z True)) (\x517 Some (\e517 ^ (B-aN:apply e517 x517) (Some (\x522 ^ (Some (\e522 N-aD:galaxy e522 x522) (\z True)) (InAnaphorSet 511 x522)) (\xx522 N-b{N-aD}:the (\x519 ^ (Some (\e520 N-aD-bO:group e520 x519 xx522) (\z True)) (^ (InAnaphorSet 419 x519) (Some (\x528 ^ (Some (\e528 N-aD:group e528 x528) (\z True)) (Some (\e527 A-aN:local e527 x528) (\z True))) (\y525 Some (\e525 ^ (A-aN-bN:as e525 x519 y525) (Some (\e524 A-aN:such e524 e525) (\z True))) (\z True))))) (\y518 Some (\e518 A-aN-bN:to e518 e517 y518) (\z True))))) (\z True)))) (Some (\a522 Equal a522 (\v522 ^ (Some (\x507 ^ (Some (\e508 N-aD:galaxy e508 x507) (\z True)) (InAnaphorSet 414 x507)) (\xx508 Some (\a508 Equal a508 (\v508 ^ (Some (\e508 N-aD:galaxy e508 xx508) (\z True)) (InAnaphorSet 414 xx508))) (\a508 Some (\z501 ^ (Some (\e501 N:this e501 z501) (\z True)) (InAnaphorSet 409 z501)) (\x503 Some (\e503 ^ (A-aN-bV:because e503 x503 (Intension (N-b{N-aD}:the (\x504 ^ (Some (\e505 N-aD:mass-ss0520 e505 x504) (\z True)) (Some (\e506 A-aN-bN:within e506 x504 xx508) (\z True))) (\x509 N-b{N-aD}:the (\x510 ^ (Some (\e511 N-aD:galaxy e511 x510) (\z True)) (^ (InAntecedentSet 511 x510) (InAnaphorSet 508 x510))) (\y509 Some (\e509 ^ (B-aN-bN:hold e509 x509 y509) (Some (\e512 A-aN:together e512 e509) (\z True))) (\z True)))))) (B-aN-b{A-aN}:be e503)) (\z True))))) (Some (\x515 Some (\e516 N-aD:same e516 x515) (\z True)) (\x517 Some (\e517 ^ (B-aN:apply e517 x517) (^ (^ (Some (\e522 N-aD:galaxy e522 v522) (\z True)) (InAnaphorSet 511 v522)) (N-b{N-aD}:the (\x519 ^ (Some (\e520 N-aD-bO:group e520 x519 v522) (\z True)) (^ (InAnaphorSet 419 x519) (Some (\x528 ^ (Some (\e528 N-aD:group e528 x528) (\z True)) (Some (\e527 A-aN:local e527 x528) (\z True))) (\y525 Some (\e525 ^ (A-aN-bN:as e525 x519 y525) (Some (\e524 A-aN:such e524 e525) (\z True))) (\z True))))) (\y518 Some (\e518 A-aN-bN:to e518 e517 y518) (\z True))))) (\z True))))) (\a522 Some (\a520 Equal a520 (\v520 ^ (Some (\x507 ^ (Some (\e508 N-aD:galaxy e508 x507) (\z True)) (InAnaphorSet 414 x507)) (\xx508 Some (\a508 Equal a508 (\v508 ^ (Some (\e508 N-aD:galaxy e508 xx508) (\z True)) (InAnaphorSet 414 xx508))) (\a508 Some (\z501 ^ (Some (\e501 N:this e501 z501) (\z True)) (InAnaphorSet 409 z501)) (\x503 Some (\e503 ^ (A-aN-bV:because e503 x503 (Intension (N-b{N-aD}:the (\x504 ^ (Some (\e505 N-aD:mass-ss0520 e505 x504) (\z True)) (Some (\e506 A-aN-bN:within e506 x504 xx508) (\z True))) (\x509 N-b{N-aD}:the (\x510 ^ (Some (\e511 N-aD:galaxy e511 x510) (\z True)) (^ (InAntecedentSet 511 x510) (InAnaphorSet 508 x510))) (\y509 Some (\e509 ^ (B-aN-bN:hold e509 x509 y509) (Some (\e512 A-aN:together e512 e509) (\z True))) (\z True)))))) (B-aN-b{A-aN}:be e503)) (\z True))))) (Some (\x515 Some (\e516 N-aD:same e516 x515) (\z True)) (\x517 Some (\e517 ^ (B-aN:apply e517 x517) (Some (\x522 ^ (Some (\e522 N-aD:galaxy e522 x522) (\z True)) (InAnaphorSet 511 x522)) (\xx522 ^ (^ (Some (\e520 N-aD-bO:group e520 v520 xx522) (\z True)) (^ (InAnaphorSet 419 v520) (Some (\x528 ^ (Some (\e528 N-aD:group e528 x528) (\z True)) (Some (\e527 A-aN:local e527 x528) (\z True))) (\y525 Some (\e525 ^ (A-aN-bN:as e525 v520 y525) (Some (\e524 A-aN:such e524 e525) (\z True))) (\z True))))) (Some (\e518 A-aN-bN:to e518 e517 v520) (\z True))))) (\z True))))) (\a520 N-b{N-aD}:a (\x611 ^ (^ (Some (\e612 N-aD:galaxy e612 x611) (\z True)) (InAnaphorSet 522 x611)) (^ (Some (\x616 ^ (Some (\e616 N-aD:galaxy e616 x616) (\z True)) (InAnaphorSet 612 x616)) (\z614 Some (\e614 N-aD-bO:group e614 x611 z614) (\z True))) (InAnaphorSet 520 x611))) (\xx613 N-b{N-aD}:the (\x601 Some (\z True) (\x602 B-aN:gravite x601 x602)) (\zz604 Some (\z True) (\x604 Some (\e604 ^ (B-aN-bN:produce e604 x604 zz604) (^ (B-aN-b{A-aN}:be e604) (N-b{N-aD}:the (\x606 ^ (^ (Some (\e607 N-aD:matter e607 x606) (\z True)) (Some (\e610 A-aN-bN:in e610 x606 xx613) (\z True))) (^ (Some (\e609 N-aD:energy e609 x606) (\z True)) (Some (\e610 A-aN-bN:in e610 x606 xx613) (\z True)))) (\y605 Some (\e605 A-aN-bN:by e605 e604 y605) (\z True))))) (\z True)))))))))))))))))))) 5 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:hawaii e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:hawaii e1 v1) (\z True))) (\a1 ^ (Some (\x101 Some (\e101 N-aD:ĕà e101 x101) (\z True)) (\z True)) (^ (Some (\z201 ^ (Some (\e201 N:hawaii e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 1 z201))) (\x ^ (N-b{N-aD}:a (\x203 ^ (Some (\e205 N-aD:state e205 x203) (\z True)) (Some (\e204 N-aD:u.s. e204 x203) (\z True))) (\y Equal y x)) (N-b{N-aD}:the (\x207 ^ (Some (\e209 N-aD:one e209 x207) (\z True)) (^ (InAnaphorSet 205 x207) (Some (\e208 A-aN:only e208 x207) (\z True)))) (\zz209 ^ (Some (\e210 N-rN:which e210 zz209) (\xx210 Some (\z213 Some (\e213 N:oceania e213 z213) (\z True)) (\y212 Some (\e212 ^ (A-aN-bN:in e212 xx210 y212) (B-aN-b{A-aN}:be e212)) (\z True)))) (Equal zz209 x))))) (Some (\a204 Equal a204 (\v204 Some (\z201 ^ (Some (\e201 N:hawaii e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 1 z201))) (\x ^ (^ (^ (Some (\e205 N-aD:state e205 v204) (\z True)) (Some (\e204 N-aD:u.s. e204 v204) (\z True))) (Equal v204 x)) (^ (^ (Some (\e209 N-aD:one e209 x) (\z True)) (^ (InAnaphorSet 205 x) (Some (\e208 A-aN:only e208 x) (\z True)))) (Some (\e210 N-rN:which e210 x) (\xx210 Some (\z213 Some (\e213 N:oceania e213 z213) (\z True)) (\y212 Some (\e212 ^ (A-aN-bN:in e212 xx210 y212) (B-aN-b{A-aN}:be e212)) (\z True)))))))) (\a204 Some (\a209 Equal a209 (\v209 Some (\z201 ^ (Some (\e201 N:hawaii e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 1 z201))) (\x ^ (^ (Some (\e205 N-aD:state e205 x) (\z True)) (Some (\e204 N-aD:u.s. e204 x) (\z True))) (^ (^ (Some (\e209 N-aD:one e209 v209) (\z True)) (^ (InAnaphorSet 205 v209) (Some (\e208 A-aN:only e208 v209) (\z True)))) (^ (Some (\e210 N-rN:which e210 v209) (\xx210 Some (\z213 Some (\e213 N:oceania e213 z213) (\z True)) (\y212 Some (\e212 ^ (A-aN-bN:in e212 xx210 y212) (B-aN-b{A-aN}:be e212)) (\z True)))) (Equal v209 x)))))) (\a209 ^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (InAnaphorSet 209 z301))) (\x N-b{N-aD}:the (\x303 ^ (Some (\e305 N-aD:state e305 x303) (\z True)) (NNORD-aD-b{N-aD}:lastMinusOne (\y304 Some (\e305 N-aD:state e305 y304) (\z True)) (\y304 Prec x303 y304))) (\zz304 ^ (Some (\e306 N-rN:which e306 zz304) (\xx306 N-b{N-aD}:the (\x308 ^ (Some (\e310 N-aD:state e310 x308) (\z True)) (^ (InAnaphorSet 204 x308) (Some (\z True) (\x309 Some (\e309 B-aN-bN:unite e309 x309 x308) (\z True))))) (\y307 Some (\e307 B-aN-bN:join e307 xx306 y307) (\z True)))) (Equal zz304 x)))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:it e301 v301) (\z True)) (^ (B-aN-b{A-aN}:be v301) (InAnaphorSet 209 v301))) (N-b{N-aD}:the (\x303 ^ (Some (\e305 N-aD:state e305 x303) (\z True)) (NNORD-aD-b{N-aD}:lastMinusOne (\y304 Some (\e305 N-aD:state e305 y304) (\z True)) (\y304 Prec x303 y304))) (\zz304 ^ (Some (\e306 N-rN:which e306 zz304) (\xx306 N-b{N-aD}:the (\x308 ^ (Some (\e310 N-aD:state e310 x308) (\z True)) (^ (InAnaphorSet 204 x308) (Some (\z True) (\x309 Some (\e309 B-aN-bN:unite e309 x309 x308) (\z True))))) (\y307 Some (\e307 B-aN-bN:join e307 xx306 y307) (\z True)))) (Equal zz304 v301))))) (\a301 Some (\a305 Equal a305 (\v305 Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (InAnaphorSet 209 z301))) (\x ^ (^ (Some (\e305 N-aD:state e305 v305) (\z True)) (NNORD-aD-b{N-aD}:lastMinusOne (\y304 Some (\e305 N-aD:state e305 y304) (\z True)) (\y304 Prec v305 y304))) (^ (Some (\e306 N-rN:which e306 v305) (\xx306 N-b{N-aD}:the (\x308 ^ (Some (\e310 N-aD:state e310 x308) (\z True)) (^ (InAnaphorSet 204 x308) (Some (\z True) (\x309 Some (\e309 B-aN-bN:unite e309 x309 x308) (\z True))))) (\y307 Some (\e307 B-aN-bN:join e307 xx306 y307) (\z True)))) (Equal v305 x))))) (\a305 ^ (Some (\z401 ^ (Some (\e401 N:hawaii e401 z401) (\z True)) (InAnaphorSet 301 z401)) (\x402 N-b{N-aD}:a (\x403 Some (\e404 N-aD:state e404 x403) (\z True)) (\y402 Some (\e402 ^ (B-aN-bN:become e402 x402 y402) (Some (\x409 ^ (Some (\e409 N-aD:1959 e409 x409) (\z True)) (^ (Some (\e406 N-aD:august e406 x409) (\z True)) (Some (\e407 A-aN:21 e407 x409) (\z True)))) (\y405 Some (\e405 A-aN-bN:on e405 e402 y405) (\z True)))) (\z True)))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:hawaii e401 v401) (\z True)) (InAnaphorSet 301 v401)) (N-b{N-aD}:a (\x403 Some (\e404 N-aD:state e404 x403) (\z True)) (\y402 Some (\e402 ^ (B-aN-bN:become e402 v401 y402) (Some (\x409 ^ (Some (\e409 N-aD:1959 e409 x409) (\z True)) (^ (Some (\e406 N-aD:august e406 x409) (\z True)) (Some (\e407 A-aN:21 e407 x409) (\z True)))) (\y405 Some (\e405 A-aN-bN:on e405 e402 y405) (\z True)))) (\z True))))) (\a401 ^ (Some (\z501 ^ (Some (\e501 N:it e501 z501) (\z True)) (^ (B-aN-b{A-aN}:be z501) (InAnaphorSet 401 z501))) (\x N-b{N-aD}:the (\x503 ^ (Some (\e505 N-aD:state e505 x503) (\z True)) (^ (^ (InAnaphorSet 305 x503) (Some (\z True) (\x506 Some (\e506 ^ (B-aN-bN:make e506 x506 x503) (Some (\x509 Some (\e509 N-aD:island e509 x509) (\z True)) (\y508 Some (\e508 ^ (A-aN-bN:of e508 e506 y508) (Some (\e507 A-aN:only e507 e508) (\z True))) (\z True)))) (\z True)))) (Some (\e504 A-aN:only e504 x503) (\z True)))) (\y Equal y x))) (Some (\z601 ^ (Some (\e601 N:hawaii e601 z601) (\z True)) (^ (^ (B-aN-b{A-aN}:be z601) (Some (\e603 A-aN:also e603 z601) (\z True))) (InAnaphorSet 1 z601))) (\x N-b{N-aD}:the (\x607 ^ (Some (\e609 N-aD:island e609 x607) (\z True)) (None (\y608 Some (\e609 N-aD:island e609 y608) (\z True)) (\y608 More (\z ANSUP-aD-b{N-aD}:large y608 z) (\z ANSUP-aD-b{N-aD}:large x607 z)))) (\xx608 N-b{N-aD}:the (\x604 Some (\e605 N-aD-bO:name e605 x604 xx608) (\z True)) (\y Equal y x)))))))))))))))) 6 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:lewis e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:lewis e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:lewi e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\z107 ^ (Some (\e107 N:lewi e107 z107) (\z True)) (N-b{N-aD}:the (\x111 ^ (^ (Some (\e113 N-aD:island e113 x111) (\z True)) (^ (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:isle e117 x115) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x115 y123) (\z True))) (Some (\e116 N-aD:western e116 x115) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 x111 y114) (\z True))) (Some (\x121 ^ (Some (\e121 N-aD:hebride e121 x121) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x121 y123) (\z True))) (Some (\e120 N-aD:outer e120 x121) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 x111 y114) (\z True))))) (None (\y112 ^ (Some (\e113 N-aD:island e113 y112) (\z True)) (^ (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:isle e117 x115) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x115 y123) (\z True))) (Some (\e116 N-aD:western e116 x115) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 y112 y114) (\z True))) (Some (\x121 ^ (Some (\e121 N-aD:hebride e121 x121) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x121 y123) (\z True))) (Some (\e120 N-aD:outer e120 x121) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 y112 y114) (\z True))))) (\y112 More (\z ANSUP-aD-b{N-aD}:large y112 z) (\z ANSUP-aD-b{N-aD}:large x111 z)))) (\y Equal y z107))) (\xx108 N-b{N-aD}:the (\x103 ^ (Some (\e105 N-aD-bO:part e105 x103 xx108) (\z True)) (Some (\e104 A-aN:northern e104 x103) (\z True))) (\y Equal y x))) (Some (\z109 ^ (Some (\e109 N:harri e109 z109) (\z True)) (N-b{N-aD}:the (\x111 ^ (^ (Some (\e113 N-aD:island e113 x111) (\z True)) (^ (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:isle e117 x115) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x115 y123) (\z True))) (Some (\e116 N-aD:western e116 x115) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 x111 y114) (\z True))) (Some (\x121 ^ (Some (\e121 N-aD:hebride e121 x121) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x121 y123) (\z True))) (Some (\e120 N-aD:outer e120 x121) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 x111 y114) (\z True))))) (None (\y112 ^ (Some (\e113 N-aD:island e113 y112) (\z True)) (^ (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:isle e117 x115) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x115 y123) (\z True))) (Some (\e116 N-aD:western e116 x115) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 y112 y114) (\z True))) (Some (\x121 ^ (Some (\e121 N-aD:hebride e121 x121) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x121 y123) (\z True))) (Some (\e120 N-aD:outer e120 x121) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 y112 y114) (\z True))))) (\y112 More (\z ANSUP-aD-b{N-aD}:large y112 z) (\z ANSUP-aD-b{N-aD}:large x111 z)))) (\y Equal y z109))) (\xx108 N-b{N-aD}:the (\x103 ^ (Some (\e105 N-aD-bO:part e105 x103 xx108) (\z True)) (Some (\e104 A-aN:northern e104 x103) (\z True))) (\y Equal y x))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:lewi e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (Some (\z107 ^ (Some (\e107 N:lewi e107 z107) (\z True)) (N-b{N-aD}:the (\x111 ^ (^ (Some (\e113 N-aD:island e113 x111) (\z True)) (^ (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:isle e117 x115) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x115 y123) (\z True))) (Some (\e116 N-aD:western e116 x115) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 x111 y114) (\z True))) (Some (\x121 ^ (Some (\e121 N-aD:hebride e121 x121) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x121 y123) (\z True))) (Some (\e120 N-aD:outer e120 x121) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 x111 y114) (\z True))))) (None (\y112 ^ (Some (\e113 N-aD:island e113 y112) (\z True)) (^ (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:isle e117 x115) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x115 y123) (\z True))) (Some (\e116 N-aD:western e116 x115) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 y112 y114) (\z True))) (Some (\x121 ^ (Some (\e121 N-aD:hebride e121 x121) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x121 y123) (\z True))) (Some (\e120 N-aD:outer e120 x121) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 y112 y114) (\z True))))) (\y112 More (\z ANSUP-aD-b{N-aD}:large y112 z) (\z ANSUP-aD-b{N-aD}:large x111 z)))) (\y Equal y z107))) (\xx108 N-b{N-aD}:the (\x103 ^ (Some (\e105 N-aD-bO:part e105 x103 xx108) (\z True)) (Some (\e104 A-aN:northern e104 x103) (\z True))) (\y Equal y v101))) (Some (\z109 ^ (Some (\e109 N:harri e109 z109) (\z True)) (N-b{N-aD}:the (\x111 ^ (^ (Some (\e113 N-aD:island e113 x111) (\z True)) (^ (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:isle e117 x115) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x115 y123) (\z True))) (Some (\e116 N-aD:western e116 x115) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 x111 y114) (\z True))) (Some (\x121 ^ (Some (\e121 N-aD:hebride e121 x121) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x121 y123) (\z True))) (Some (\e120 N-aD:outer e120 x121) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 x111 y114) (\z True))))) (None (\y112 ^ (Some (\e113 N-aD:island e113 y112) (\z True)) (^ (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:isle e117 x115) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x115 y123) (\z True))) (Some (\e116 N-aD:western e116 x115) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 y112 y114) (\z True))) (Some (\x121 ^ (Some (\e121 N-aD:hebride e121 x121) (\z True)) (^ (Some (\z124 Some (\e124 N:scotland e124 z124) (\z True)) (\y123 Some (\e123 A-aN-bN:of e123 x121 y123) (\z True))) (Some (\e120 N-aD:outer e120 x121) (\z True)))) (\y114 Some (\e114 A-aN-bN:in e114 y112 y114) (\z True))))) (\y112 More (\z ANSUP-aD-b{N-aD}:large y112 z) (\z ANSUP-aD-b{N-aD}:large x111 z)))) (\y Equal y z109))) (\xx108 N-b{N-aD}:the (\x103 ^ (Some (\e105 N-aD-bO:part e105 x103 xx108) (\z True)) (Some (\e104 A-aN:northern e104 x103) (\z True))) (\y Equal y v101)))))) (\a101 ^ (Some (\x202 ^ (^ (Some (\e203 N-aD:town e203 x202) (\z True)) (Some (\e208 N-rN:which e208 x202) (\xx208 N-b{N-aD}:a (\x210 Some (\z True) (\x211 ^ (B-aN:populate x210 x211) (Some (\x214 ^ (Some (\e214 N-aD:5000 e214 x214) (\z True)) (Some (\e213 A-aN:over e213 x214) (\z True))) (\y212 Some (\e212 A-aN-bN:of e212 x210 y212) (\z True))))) (\y209 Some (\e209 B-aN-bN:have e209 xx208 y209) (\z True))))) (None (\y202 ^ (Some (\e203 N-aD:town e203 y202) (\z True)) (Some (\e208 N-rN:which e208 y202) (\xx208 N-b{N-aD}:a (\x210 Some (\z True) (\x211 ^ (B-aN:populate x210 x211) (Some (\x214 ^ (Some (\e214 N-aD:5000 e214 x214) (\z True)) (Some (\e213 A-aN:over e213 x214) (\z True))) (\y212 Some (\e212 A-aN-bN:of e212 x210 y212) (\z True))))) (\y209 Some (\e209 B-aN-bN:have e209 xx208 y209) (\z True))))) (\y202 More (\z ANSUP-aD-b{N-aD}:big y202 z) (\z ANSUP-aD-b{N-aD}:big x202 z)))) (\zz205 Some (\z True) (\x205 Some (\e205 ^ (B-aN-bA:call e205 x205 (Intension (Some (\e206 N-aD:stornoway e206 zz205) (\z True)))) (B-aN-b{A-aN}:be e205)) (\z True)))) (^ (Some (\x302 ^ (Some (\e302 N-aD:people e302 x302) (\z True)) (^ (N-b{N-aD}:the (\x304 ^ (Some (\e305 N-aD:island e305 x304) (\z True)) (InAnaphorSet 101 x304)) (\y303 Some (\e303 A-aN-bN:on e303 x302 y303) (\z True))) (Some (\e301 A-aN:most e301 x302) (\z True)))) (\x306 Some (\e306 ^ (B-aN:speak e306 x306) (Some (\e307 N:gaelic e307 e306) (\z True))) (\z True))) (Some (\a305 Equal a305 (\v305 Some (\x302 ^ (Some (\e302 N-aD:people e302 x302) (\z True)) (^ (^ (^ (Some (\e305 N-aD:island e305 v305) (\z True)) (InAnaphorSet 101 v305)) (Some (\e303 A-aN-bN:on e303 x302 v305) (\z True))) (Some (\e301 A-aN:most e301 x302) (\z True)))) (\x306 Some (\e306 ^ (B-aN:speak e306 x306) (Some (\e307 N:gaelic e307 e306) (\z True))) (\z True)))) (\a305 Some (\a307 Equal a307 (\v307 Some (\x302 ^ (Some (\e302 N-aD:people e302 x302) (\z True)) (^ (N-b{N-aD}:the (\x304 ^ (Some (\e305 N-aD:island e305 x304) (\z True)) (InAnaphorSet 101 x304)) (\y303 Some (\e303 A-aN-bN:on e303 x302 y303) (\z True))) (Some (\e301 A-aN:most e301 x302) (\z True)))) (\x306 ^ (B-aN:speak v307 x306) (Some (\e307 N:gaelic e307 v307) (\z True))))) (\a307 N-b{N-aD}:a (\x407 ^ (Some (\e408 N-aD:town e408 x407) (\z True)) (^ (^ (B-aN-b{A-aN}:be x407) (N-b{N-aD}:the (\x402 ^ (Some (\e403 N-aD:island e403 x402) (\z True)) (InAnaphorSet 305 x402)) (\y401 Some (\e401 A-aN-bN:on e401 x407 y401) (\z True)))) (Some (\z True) (\x409 Some (\e409 B-aN-bA:call e409 x409 (Intension (Some (\e410 N:barva e410 x407) (\z True)))) (\z True))))) (\zz408 Some (\e412 N-rN:which e412 zz408) (\xx412 ^ (B-aN-b{A-aN}:be xx412) (N-b{N-aD}:the (\x414 Some (\e415 N-aD:place e415 x414) (\z True)) (\zz415 ^ (Some (\e416 N-rN:which e416 zz415) (\xx416 Some (\x423 ^ (Some (\e423 N-aD:speaker e423 x423) (\z True)) (^ (N-b{N-aD}:the (\x428 Some (\e429 N-aD:people e429 x428) (\z True)) (\xx429 ^ (Some (\e426 N-aD-bO:% e426 x423 xx429) (\z True)) (^ (^ (Some (\e431 N-aD:gaelic e431 x423) (\z True)) (^ (InAnaphorSet 422 x423) (Some (\e430 N-aD:speak e430 x423) (\z True)))) (Some (\e425 A-aN:74.7 e425 x423) (\z True))))) (^ (Some (\e422 N-aD:gaelic e422 x423) (\z True)) (InAnaphorSet 307 x423)))) (\xx423 N-b{N-aD}:the (\x418 ^ (Some (\e420 N-aD-bO:percentage e420 x418 xx423) (\z True)) (None (\y419 Some (\e420 N-aD-bO:percentage e420 y419 xx423) (\z True)) (\y419 More (\z ANSUP-aD-b{N-aD}:big y419 z) (\z ANSUP-aD-b{N-aD}:big x418 z)))) (\y417 Some (\e417 B-aN-bN:have e417 xx416 y417) (\z True))))) (Equal zz415 xx412)))))))))))))) 7 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:crew e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:crew e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:crew e102 x101) (\z True)) (^ (^ (B-aN-b{A-aN}:be x101) (Some (\e103 A-aN:usual e103 x101) (\z True))) (InAnaphorSet 1 x101))) (\x Some (\x108 Some (\e108 N-aD:people e108 x108) (\z True)) (\xx108 N-b{N-aD}:a (\x105 Some (\e106 N-aD-bO:group e106 x105 xx108) (\z True)) (\zz106 ^ (^ (Some (\e110 ^ (B-aN:work e110 zz106) (N-b{N-aD}:a (\x112 Some (\z True) (\x114 ^ (B-aN:organise x112 x114) (Some (\e113 A-aN:common e113 x112) (\z True)))) (\y111 Some (\e111 A-aN-bN:within e111 e110 y111) (\z True)))) (\z True)) (N-b{N-aD}:some (\x119 ^ (Some (\e120 N-aD:activity e120 x119) (\z True)) (Some (\z122 Some (\e122 N:common e122 z122) (\z True)) (\y121 Some (\e121 A-aN-bN:in e121 x119 y121) (\z True)))) (\y118 Some (\e118 B-aN-bN:have e118 zz106 y118) (\z True)))) (Equal zz106 x))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:crew e102 v102) (\z True)) (^ (^ (B-aN-b{A-aN}:be v102) (Some (\e103 A-aN:usual e103 v102) (\z True))) (InAnaphorSet 1 v102))) (Some (\x108 Some (\e108 N-aD:people e108 x108) (\z True)) (\xx108 N-b{N-aD}:a (\x105 Some (\e106 N-aD-bO:group e106 x105 xx108) (\z True)) (\zz106 ^ (^ (Some (\e110 ^ (B-aN:work e110 zz106) (N-b{N-aD}:a (\x112 Some (\z True) (\x114 ^ (B-aN:organise x112 x114) (Some (\e113 A-aN:common e113 x112) (\z True)))) (\y111 Some (\e111 A-aN-bN:within e111 e110 y111) (\z True)))) (\z True)) (N-b{N-aD}:some (\x119 ^ (Some (\e120 N-aD:activity e120 x119) (\z True)) (Some (\z122 Some (\e122 N:common e122 z122) (\z True)) (\y121 Some (\e121 A-aN-bN:in e121 x119 y121) (\z True)))) (\y118 Some (\e118 B-aN-bN:have e118 zz106 y118) (\z True)))) (Equal zz106 v102)))))) (\a102 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e203 N-aD:place e203 x201) (\z True)) (^ (B-aN-b{A-aN}:be x201) (Some (\e202 A-aN:usual e202 x201) (\z True)))) (\zz203 ^ (Some (\x205 ^ (Some (\e205 N-aD:crew e205 x205) (\z True)) (InAnaphorSet 102 x205)) (\zz208 Some (\z True) (\x208 Some (\e208 ^ (B-aN-bN:find e208 x208 zz208) (^ (^ (B-aN-b{A-aN}:be e208) (B-aN-b{B-aN}:can e208)) (Some (\e204 A-aN-rN:where e204 e208 zz203) (\z True)))) (\z True)))) (^ (Some (\e210 N-aD:ship e210 zz203) (\z True)) (Some (\e212 N-aD:airplane e212 zz203) (\z True))))) (Some (\a205 Equal a205 (\v205 Some (\x201 ^ (Some (\e203 N-aD:place e203 x201) (\z True)) (^ (B-aN-b{A-aN}:be x201) (Some (\e202 A-aN:usual e202 x201) (\z True)))) (\zz203 ^ (^ (^ (Some (\e205 N-aD:crew e205 v205) (\z True)) (InAnaphorSet 102 v205)) (Some (\z True) (\x208 Some (\e208 ^ (B-aN-bN:find e208 x208 v205) (^ (^ (B-aN-b{A-aN}:be e208) (B-aN-b{B-aN}:can e208)) (Some (\e204 A-aN-rN:where e204 e208 zz203) (\z True)))) (\z True)))) (^ (Some (\e210 N-aD:ship e210 zz203) (\z True)) (Some (\e212 N-aD:airplane e212 zz203) (\z True)))))) (\a205 ^ (N-b{N-aD}:some (\x307 ^ (Some (\e308 N-aD:function e308 x307) (\z True)) (^ (B-aN-b{A-aN}:be x307) (^ (Some (\x303 ^ (Some (\e303 N-aD:ship e303 x303) (\z True)) (^ (InAnaphorSet 211 x303) (Some (\e302 A-aN:such e302 x303) (\z True)))) (\y301 Some (\e301 A-aN-bN:on e301 x307 y301) (\z True))) (Some (\x305 ^ (Some (\e305 N-aD:aircraft e305 x305) (\z True)) (^ (InAnaphorSet 211 x305) (Some (\e302 A-aN:such e302 x305) (\z True)))) (\y301 Some (\e301 A-aN-bN:on e301 x307 y301) (\z True)))))) (\zz308 ^ (N-b{N-aD}:some (\x309 Some (\e310 N-aD:people e310 x309) (\z True)) (\x311 Some (\e311 B-aN-bN:perform e311 x311 zz308) (\z True))) (^ (Some (\e314 N-aD:special e314 zz308) (\z True)) (Some (\e313 A-aN:very e313 zz308) (\z True))))) (^ (Some (\x406 ^ (Some (\e406 N-aD:crew e406 x406) (\z True)) (InAnaphorSet 205 x406)) (\zz408 Some (\z True) (\x408 Some (\e408 ^ (B-aN-bN:organise e408 x408 zz408) (^ (B-aN-b{A-aN}:be e408) (N-b{N-aD}:a (\x410 Some (\e411 N-aD:hierarchy e411 x410) (\z True)) (\y409 Some (\e409 A-aN-bN:in e409 e408 y409) (\z True))))) (\x404 Some (\e404 ^ (A-aN:common e404 x404) (^ (B-aN-b{A-aN}:be e404) (Some (\e403 A-aN:therefore e403 e404) (\z True)))) (\z True))))) (^ (N-b{N-aD}:every (\x501 Some (\e502 N-aD:person e502 x501) (\z True)) (\x512 Some (\a502 Equal a502 (\v502 Some (\e502 N-aD:person e502 x512) (\z True))) (\a502 N-b{N-aD}:a (\x513 ^ (Some (\e514 N-aD:person e514 x513) (\z True)) (Some (\z516 ^ (Some (\e516 N:them e516 z516) (\z True)) (InAnaphorSet 502 z516)) (\y515 Some (\e515 A-aN-bN:above e515 x513 y515) (\z True)))) (\y512 Some (\e512 ^ (B-aN-bN:have e512 x512 y512) (Some (\e504 ^ (A-aN:except e504 e512) (N-b{N-aD}:the (\x505 ^ (Some (\e506 N-aD:captain e506 x505) (\z True)) (N-b{N-aD}:the (\x509 Some (\e510 N-aD:top e510 x509) (\z True)) (\y508 Some (\e508 A-aN-bN:at e508 x505 y508) (\z True)))) (\y Equal y e504))) (\z True))) (\z True))))) (Some (\a516 Equal a516 (\v516 Some (\x501 Some (\e502 N-aD:person e502 x501) (\z True)) (\x512 Some (\a502 Equal a502 (\v502 Some (\e502 N-aD:person e502 x512) (\z True))) (\a502 Some (\x513 ^ (Some (\e514 N-aD:person e514 x513) (\z True)) (^ (^ (Some (\e516 N:them e516 v516) (\z True)) (InAnaphorSet 502 v516)) (Some (\e515 A-aN-bN:above e515 x513 v516) (\z True)))) (\y512 Some (\e512 ^ (B-aN-bN:have e512 x512 y512) (Some (\e504 ^ (A-aN:except e504 e512) (N-b{N-aD}:the (\x505 ^ (Some (\e506 N-aD:captain e506 x505) (\z True)) (N-b{N-aD}:the (\x509 Some (\e510 N-aD:top e510 x509) (\z True)) (\y508 Some (\e508 A-aN-bN:at e508 x505 y508) (\z True)))) (\y Equal y e504))) (\z True))) (\z True)))))) (\a516 Some (\a514 Equal a514 (\v514 Some (\x501 Some (\e502 N-aD:person e502 x501) (\z True)) (\x512 Some (\a502 Equal a502 (\v502 Some (\e502 N-aD:person e502 x512) (\z True))) (\a502 ^ (^ (Some (\e514 N-aD:person e514 v514) (\z True)) (Some (\z516 ^ (Some (\e516 N:them e516 z516) (\z True)) (InAnaphorSet 502 z516)) (\y515 Some (\e515 A-aN-bN:above e515 v514 y515) (\z True)))) (Some (\e512 ^ (B-aN-bN:have e512 x512 v514) (Some (\e504 ^ (A-aN:except e504 e512) (N-b{N-aD}:the (\x505 ^ (Some (\e506 N-aD:captain e506 x505) (\z True)) (N-b{N-aD}:the (\x509 Some (\e510 N-aD:top e510 x509) (\z True)) (\y508 Some (\e508 A-aN-bN:at e508 x505 y508) (\z True)))) (\y Equal y e504))) (\z True))) (\z True)))))) (\a514 Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 516 z601)) (\x603 Some (\e603 ^ (B-aN:report e603 x603) (^ (B-aN-b{B-aN}:will e603) (N-b{N-aD}:that (\x605 ^ (Some (\e606 N-aD:person e606 x605) (\z True)) (InAnaphorSet 514 x605)) (\y604 Some (\e604 A-aN-bN:to e604 e603 y604) (\z True))))) (\z True)))))))))))))) 8 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:anna e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:anna e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:the (\x101 ^ (Some (\e103 N-aD:anna e103 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (^ (Some (\e102 N-aD:name e102 x101) (\z True)) (InAnaphorSet 1 x101)))) (\x N-b{N-aD}:a (\x105 ^ (Some (\e108 N-aD:name e108 x105) (\z True)) (^ (^ (Some (\x111 ^ (Some (\e111 N-aD:variant e111 x111) (\z True)) (Some (\e110 A-aN:multiple e110 x111) (\z True))) (\y109 Some (\e109 A-aN-bN:with e109 x105 y109) (\z True))) (Some (\e106 A-aN:female e106 x105) (\z True))) (Some (\z True) (\x107 Some (\e107 B-aN-bN:give e107 x107 x105) (\z True))))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e103 N-aD:anna e103 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (^ (Some (\e102 N-aD:name e102 v102) (\z True)) (InAnaphorSet 1 v102)))) (N-b{N-aD}:a (\x105 ^ (Some (\e108 N-aD:name e108 x105) (\z True)) (^ (^ (Some (\x111 ^ (Some (\e111 N-aD:variant e111 x111) (\z True)) (Some (\e110 A-aN:multiple e110 x111) (\z True))) (\y109 Some (\e109 A-aN-bN:with e109 x105 y109) (\z True))) (Some (\e106 A-aN:female e106 x105) (\z True))) (Some (\z True) (\x107 Some (\e107 B-aN-bN:give e107 x107 x105) (\z True))))) (\y Equal y v102)))) (\a102 Some (\a111 Equal a111 (\v111 Some (\x101 ^ (Some (\e103 N-aD:anna e103 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (^ (Some (\e102 N-aD:name e102 x101) (\z True)) (InAnaphorSet 1 x101)))) (\x ^ (Some (\e108 N-aD:name e108 x) (\z True)) (^ (^ (^ (^ (Some (\e111 N-aD:variant e111 v111) (\z True)) (Some (\e110 A-aN:multiple e110 v111) (\z True))) (Some (\e109 A-aN-bN:with e109 x v111) (\z True))) (Some (\e106 A-aN:female e106 x) (\z True))) (Some (\z True) (\x107 Some (\e107 B-aN-bN:give e107 x107 x) (\z True))))))) (\a111 ^ (Some (\z204 ^ (Some (\e204 N:it e204 z204) (\z True)) (InAnaphorSet 102 z204)) (\x205 ^ (Some (\e207 B:favor e207 x207) (\y205 Some (\e205 ^ (B-aN-bN:mean e205 x205 y205) (Some (\z202 Some (\e202 N:hebrew e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e205 y201) (\z True)))) (\z True))) (Some (\z211 Some (\e211 N:grace e211 z211) (\z True)) (\y205 Some (\e205 ^ (B-aN-bN:mean e205 x205 y205) (Some (\z202 Some (\e202 N:hebrew e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e205 y201) (\z True)))) (\z True))))) (^ (N-b{N-aD}:the (\x301 ^ (Some (\e304 N-aD:anne e304 x301) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x301) (Some (\e310 A-aN-bV:although e310 x301 (Intension (Some (\z311 ^ (Some (\e311 N:it e311 z311) (\z True)) (InAnaphorSet 302 z311)) (\x314 Some (\e315 ^ (B:use e315 x315) (Some (\z317 Some (\e317 N:english e317 z317) (\z True)) (\y316 Some (\e316 A-aN-bN:in e316 e315 y316) (\z True)))) (\y314 Some (\e314 ^ (A-aN-bN:in e314 x314 y314) (^ (^ (B-aN-b{A-aN}:be e314) (B-aN-b{L-aN}:have e314)) (Some (\x321 Some (\e321 N-aD:year e321 x321) (\z True)) (\xx321 Some (\x319 Some (\e319 N-aD-bO:hundred e319 x319 xx321) (\z True)) (\y318 Some (\e318 A-aN-bN:for e318 e314 y318) (\z True)))))) (\z True)))))) (\z True))) (Some (\e307 A-aN:original e307 x301) (\z True))) (Some (\e302 ^ (A-aN:variant e302 x301) (InAnaphorSet 111 e302)) (\z True)))) (\x Some (\e308 N:french e308 x) (\z True))) (^ (N-b{N-aD}:the (\x401 ^ (Some (\e403 N-aD:spelling e403 x401) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x401) (Some (\e408 A-aN:original e408 x401) (\z True))) (Some (\e405 N:ann e405 x401) (\z True))) (Some (\e402 ^ (A-aN:variant e402 x401) (InAnaphorSet 111 e402)) (\z True)))) (\x Some (\e409 N:english e409 x) (\z True))) (^ (^ (Some (\x505 ^ (Some (\e505 N-aD:people e505 x505) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x505) (^ (N-b{N-aD}:this (\x511 ^ (Some (\e512 N-aD:name e512 x511) (\z True)) (InAnaphorSet 102 x511)) (\y510 Some (\e510 A-aN-bN:under e510 x505 y510) (\z True))) (Some (\x515 ^ (Some (\e515 N-aD:variant e515 x515) (\z True)) (InAnaphorSet 111 x515)) (\y510 Some (\e510 A-aN-bN:under e510 x505 y510) (\z True))))) (Some (\e503 A-aN:countless e503 x505) (\z True))) (Some (\e504 A-aN:famous e504 x505) (\z True)))) (\z True)) (^ (Some (\x507 ^ (Some (\e507 N-aD:queen e507 x507) (\z True)) (^ (^ (B-aN-b{A-aN}:be x507) (^ (N-b{N-aD}:this (\x511 ^ (Some (\e512 N-aD:name e512 x511) (\z True)) (InAnaphorSet 102 x511)) (\y510 Some (\e510 A-aN-bN:under e510 x507 y510) (\z True))) (Some (\x515 ^ (Some (\e515 N-aD:variant e515 x515) (\z True)) (InAnaphorSet 111 x515)) (\y510 Some (\e510 A-aN-bN:under e510 x507 y510) (\z True))))) (Some (\e503 A-aN:countless e503 x507) (\z True)))) (\z True)) (Some (\x509 ^ (Some (\e509 N-aD:saint e509 x509) (\z True)) (^ (^ (B-aN-b{A-aN}:be x509) (^ (N-b{N-aD}:this (\x511 ^ (Some (\e512 N-aD:name e512 x511) (\z True)) (InAnaphorSet 102 x511)) (\y510 Some (\e510 A-aN-bN:under e510 x509 y510) (\z True))) (Some (\x515 ^ (Some (\e515 N-aD:variant e515 x515) (\z True)) (InAnaphorSet 111 x515)) (\y510 Some (\e510 A-aN-bN:under e510 x509 y510) (\z True))))) (Some (\e503 A-aN:countless e503 x509) (\z True)))) (\z True)))) (Some (\a515 Equal a515 (\v515 ^ (Some (\x505 ^ (Some (\e505 N-aD:people e505 x505) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x505) (^ (N-b{N-aD}:this (\x511 ^ (Some (\e512 N-aD:name e512 x511) (\z True)) (InAnaphorSet 102 x511)) (\y510 Some (\e510 A-aN-bN:under e510 x505 y510) (\z True))) (^ (^ (Some (\e515 N-aD:variant e515 v515) (\z True)) (InAnaphorSet 111 v515)) (Some (\e510 A-aN-bN:under e510 x505 v515) (\z True))))) (Some (\e503 A-aN:countless e503 x505) (\z True))) (Some (\e504 A-aN:famous e504 x505) (\z True)))) (\z True)) (^ (Some (\x507 ^ (Some (\e507 N-aD:queen e507 x507) (\z True)) (^ (^ (B-aN-b{A-aN}:be x507) (^ (N-b{N-aD}:this (\x511 ^ (Some (\e512 N-aD:name e512 x511) (\z True)) (InAnaphorSet 102 x511)) (\y510 Some (\e510 A-aN-bN:under e510 x507 y510) (\z True))) (^ (^ (Some (\e515 N-aD:variant e515 v515) (\z True)) (InAnaphorSet 111 v515)) (Some (\e510 A-aN-bN:under e510 x507 v515) (\z True))))) (Some (\e503 A-aN:countless e503 x507) (\z True)))) (\z True)) (Some (\x509 ^ (Some (\e509 N-aD:saint e509 x509) (\z True)) (^ (^ (B-aN-b{A-aN}:be x509) (^ (N-b{N-aD}:this (\x511 ^ (Some (\e512 N-aD:name e512 x511) (\z True)) (InAnaphorSet 102 x511)) (\y510 Some (\e510 A-aN-bN:under e510 x509 y510) (\z True))) (^ (^ (Some (\e515 N-aD:variant e515 v515) (\z True)) (InAnaphorSet 111 v515)) (Some (\e510 A-aN-bN:under e510 x509 v515) (\z True))))) (Some (\e503 A-aN:countless e503 x509) (\z True)))) (\z True))))) (\a515 N-b{N-aD}:the (\x601 ^ (Some (\e605 N-aD:ana e605 x601) (\z True)) (^ (Some (\e602 A-aN:spanish e602 x601) (\z True)) (^ (Some (\e603 N-aD:variant e603 x601) (\z True)) (InAnaphorSet 515 x601)))) (\zz609 Some (\z True) (\x609 Some (\e609 ^ (B-aN-bN:use e609 x609 zz609) (^ (^ (B-aN-b{A-aN}:be e609) (B-aN-b{L-aN}:have e609)) (Some (\x613 ^ (Some (\e613 N-aD:cyclone e613 x613) (\z True)) (^ (Some (\e611 N-aD:atlantic e611 x613) (\z True)) (Some (\e612 A-aN:tropical e612 x613) (\z True)))) (\y610 Some (\e610 A-aN-bN:for e610 e609 y610) (\z True))))) (\z True)))))))))))))) 9 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:flood e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:flood e1 v1) (\z True))) (\a1 ^ (Some (\x109 ^ (Some (\e109 N-aD:water e109 x109) (\z True)) (Some (\e108 A-aN:extra e108 x109) (\z True))) (\xx109 N-b{N-aD}:a (\x102 Some (\e103 N-aD:river e103 x102) (\z True)) (\x104 N-b{N-aD}:a (\x105 Some (\e106 N-aD-bO:lot e106 x105 xx109) (\z True)) (\y104 Some (\e104 ^ (B-aN-bN:receive e104 x104 y104) (^ (Some (\e101 A-aN:sometimes e101 e104) (\z True)) (^ (Some (\z True) (\x115 Some (\e115 B-aN:rain e115 x115) (\xx115 Some (\x113 Some (\e113 N-aD-bO:lot e113 x113 xx115) (\z True)) (\y112 Some (\e112 ^ (A-aN-bN:from e112 e104 y112) (Some (\e111 A-aN:either e111 e112) (\z True))) (\z True))))) (Some (\x119 ^ (Some (\e119 N-aD:disaster e119 x119) (\z True)) (^ (Some (\e117 A-aN:other e117 x119) (\z True)) (Some (\e118 A-aN:natural e118 x119) (\z True)))) (\y112 Some (\e112 ^ (A-aN-bN:from e112 e104 y112) (Some (\e111 A-aN:either e111 e112) (\z True))) (\z True)))))) (\z True))))) (Some (\a103 Equal a103 (\v103 Some (\x109 ^ (Some (\e109 N-aD:water e109 x109) (\z True)) (Some (\e108 A-aN:extra e108 x109) (\z True))) (\xx109 ^ (Some (\e103 N-aD:river e103 v103) (\z True)) (N-b{N-aD}:a (\x105 Some (\e106 N-aD-bO:lot e106 x105 xx109) (\z True)) (\y104 Some (\e104 ^ (B-aN-bN:receive e104 v103 y104) (^ (Some (\e101 A-aN:sometimes e101 e104) (\z True)) (^ (Some (\z True) (\x115 Some (\e115 B-aN:rain e115 x115) (\xx115 Some (\x113 Some (\e113 N-aD-bO:lot e113 x113 xx115) (\z True)) (\y112 Some (\e112 ^ (A-aN-bN:from e112 e104 y112) (Some (\e111 A-aN:either e111 e112) (\z True))) (\z True))))) (Some (\x119 ^ (Some (\e119 N-aD:disaster e119 x119) (\z True)) (^ (Some (\e117 A-aN:other e117 x119) (\z True)) (Some (\e118 A-aN:natural e118 x119) (\z True)))) (\y112 Some (\e112 ^ (A-aN-bN:from e112 e104 y112) (Some (\e111 A-aN:either e111 e112) (\z True))) (\z True)))))) (\z True)))))) (\a103 Some (\a104 Equal a104 (\v104 Some (\x109 ^ (Some (\e109 N-aD:water e109 x109) (\z True)) (Some (\e108 A-aN:extra e108 x109) (\z True))) (\xx109 Some (\x102 Some (\e103 N-aD:river e103 x102) (\z True)) (\x104 Some (\x105 Some (\e106 N-aD-bO:lot e106 x105 xx109) (\z True)) (\y104 ^ (B-aN-bN:receive v104 x104 y104) (^ (Some (\e101 A-aN:sometimes e101 v104) (\z True)) (^ (Some (\z True) (\x115 Some (\e115 B-aN:rain e115 x115) (\xx115 Some (\x113 Some (\e113 N-aD-bO:lot e113 x113 xx115) (\z True)) (\y112 Some (\e112 ^ (A-aN-bN:from e112 v104 y112) (Some (\e111 A-aN:either e111 e112) (\z True))) (\z True))))) (Some (\x119 ^ (Some (\e119 N-aD:disaster e119 x119) (\z True)) (^ (Some (\e117 A-aN:other e117 x119) (\z True)) (Some (\e118 A-aN:natural e118 x119) (\z True)))) (\y112 Some (\e112 ^ (A-aN-bN:from e112 v104 y112) (Some (\e111 A-aN:either e111 e112) (\z True))) (\z True)))))))))) (\a104 ^ (N-b{N-aD}:the (\x205 Some (\e206 N-aD:water e206 x205) (\z True)) (\x207 Some (\e207 ^ (B-aN:overflow e207 x207) (^ (Some (\x211 ^ (Some (\e211 N-aD:path e211 x211) (\z True)) (^ (N-b{N-aD}:the (\x213 ^ (Some (\e215 N-aD:bed e215 x213) (\z True)) (^ (Some (\e214 N-aD:river e214 x213) (\z True)) (InAnaphorSet 103 x213))) (\y212 Some (\e212 A-aN-bN:in e212 x211 y212) (\z True))) (Some (\e210 A-aN:normal e210 x211) (\z True)))) (\y208 Some (\e208 A-aN-bN:from e208 e207 y208) (\z True))) (Some (\e217 ^ (A-aN:possible e217 e207) (Some (\x220 ^ (Some (\e220 N-aD:land e220 x220) (\z True)) (Some (\e219 A-aN:dry e219 x220) (\z True))) (\y218 Some (\e218 A-aN-bN:onto e218 e217 y218) (\z True)))) (\z True)))) (\zz207 Some (\z202 ^ (Some (\e202 N:this e202 z202) (\z True)) (InAnaphorSet 104 z202)) (\x203 Some (\e203 ^ (B-aN:happen e203 x203) (Some (\e201 A-aN-rN:when e201 e203 zz207) (\z True))) (\z True))))) (Some (\a207 Equal a207 (\v207 Some (\x205 Some (\e206 N-aD:water e206 x205) (\z True)) (\x207 ^ (^ (B-aN:overflow v207 x207) (^ (Some (\x211 ^ (Some (\e211 N-aD:path e211 x211) (\z True)) (^ (N-b{N-aD}:the (\x213 ^ (Some (\e215 N-aD:bed e215 x213) (\z True)) (^ (Some (\e214 N-aD:river e214 x213) (\z True)) (InAnaphorSet 103 x213))) (\y212 Some (\e212 A-aN-bN:in e212 x211 y212) (\z True))) (Some (\e210 A-aN:normal e210 x211) (\z True)))) (\y208 Some (\e208 A-aN-bN:from e208 v207 y208) (\z True))) (Some (\e217 ^ (A-aN:possible e217 v207) (Some (\x220 ^ (Some (\e220 N-aD:land e220 x220) (\z True)) (Some (\e219 A-aN:dry e219 x220) (\z True))) (\y218 Some (\e218 A-aN-bN:onto e218 e217 y218) (\z True)))) (\z True)))) (Some (\z202 ^ (Some (\e202 N:this e202 z202) (\z True)) (InAnaphorSet 104 z202)) (\x203 Some (\e203 ^ (B-aN:happen e203 x203) (Some (\e201 A-aN-rN:when e201 e203 v207) (\z True))) (\z True)))))) (\a207 ^ (Some (\z301 ^ (Some (\e301 N:this e301 z301) (\z True)) (InAnaphorSet 207 z301)) (\zz303 Some (\z True) (\x303 Some (\e303 ^ (B-aN-bA:call e303 x303 (Intension (N-b{N-aD}:a (\x304 ^ (Some (\e305 N-aD:flood e305 x304) (\z True)) (^ (InAntecedentSet 305 x304) (InAnaphorSet 1 x304))) (\y Equal y zz303)))) (B-aN-b{A-aN}:be e303)) (\z True)))) (^ (Some (\x405 Some (\e405 N-aD:people e405 x405) (\z True)) (\xx405 Some (\a405 Equal a405 (\v405 Some (\e405 N-aD:people e405 xx405) (\z True))) (\a405 Some (\x411 ^ (Some (\e413 N-aD:belonging e413 x411) (\z True)) (None (\y411 Some (\e413 N-aD:belonging e413 y411) (\z True)) (\y411 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\e412 ^ (A-aN:precious e412 y411) (Equal z e412)) (\z True)) (\z Some (\e412 ^ (A-aN:precious e412 x411) (Equal z e412)) (\z True))))) (\xx411 ^ (Some (\z408 ^ (Some (\e408 N:themself e408 z408) (\z True)) (InAnaphorSet 405 z408)) (\y407 Some (\e407 ^ (B-aN-bN:move e407 xx405 y407) (^ (^ (^ (B-aN-b{B-aN}:should e407) (N-b{N-aD}:a (\x402 ^ (Some (\e403 N-aD:flood e403 x402) (\z True)) (InAnaphorSet 305 x402)) (\y401 Some (\e401 A-aN-bN:during e401 e407 y401) (\z True)))) (Some (\e417 A-aN:quick e417 e407) (\z True))) (Some (\x415 None (\y415 True) (\y415 More (\z ANSUP-aD-b{N-aD}:high y415 z) (\z ANSUP-aD-b{N-aD}:high x415 z))) (\y414 Some (\e414 A-aN-bN:to e414 e407 y414) (\z True))))) (\z True))) (Some (\e407 ^ (B-aN-bN:move e407 xx405 xx411) (^ (^ (^ (B-aN-b{B-aN}:should e407) (N-b{N-aD}:a (\x402 ^ (Some (\e403 N-aD:flood e403 x402) (\z True)) (InAnaphorSet 305 x402)) (\y401 Some (\e401 A-aN-bN:during e401 e407 y401) (\z True)))) (Some (\e417 A-aN:quick e417 e407) (\z True))) (Some (\x415 None (\y415 True) (\y415 More (\z ANSUP-aD-b{N-aD}:high y415 z) (\z ANSUP-aD-b{N-aD}:high x415 z))) (\y414 Some (\e414 A-aN-bN:to e414 e407 y414) (\z True))))) (\z True)))))) (^ (Some (\x505 Some (\e505 N-aD:home e505 x505) (\z True)) (\x506 Some (\e506 A-aN:behind e506 x506) (\xx506 Some (\z True) (\x504 Some (\e504 ^ (B-aN-bA:leave e504 x504 (Intension (True))) (N-b{N-aD}:a (\x510 ^ (Some (\e512 N-aD:place e512 x510) (\z True)) (Some (\e511 A-aN:safe e511 x510) (\z True))) (\xx512 Some (\e508 B-bO:search e508 xx512) (\y507 Some (\e507 A-aN-bN:in e507 e504 y507) (\z True))))) (\xx504 N-b{N-aD}:the (\x501 Some (\e502 N-aD-bO:process e502 x501 xx504) (\z True)) (\zz514 Some (\z True) (\x514 Some (\e514 ^ (B-aN-bA:call e514 x514 (Intension (B:evacuate zz514 x516))) (B-aN-b{A-aN}:be e514)) (\z True)))))))) (Some (\x601 ^ (Some (\e601 N-aD:pollution e601 x601) (\z True)) (Some (\x604 ^ (Some (\e604 N-aD:water e604 x604) (\z True)) (Some (\e603 N-aD:drinking e603 x604) (\z True))) (\y602 Some (\e602 A-aN-bN:of e602 x601 y602) (\z True)))) (\z True)))))))))))) 10 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:yonne e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:yonne e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:yonne e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:department e104 x103) (\z True)) (Some (\z True) (\x105 Some (\e105 ^ (B-aN-bN:find e105 x105 x103) (^ (N-b{N-aD}:the (\x112 ^ (Some (\e114 N-aD:region e114 x112) (\z True)) (Some (\e113 N-aD:bourgogne e113 x112) (\z True))) (\y111 Some (\e111 A-aN-bN:in e111 e105 y111) (\z True))) (Some (\z110 Some (\e110 N:france e110 z110) (\z True)) (\xx110 N-b{N-aD}:the (\x107 Some (\e108 N-aD-bO:center e108 x107 xx110) (\z True)) (\y106 Some (\e106 A-aN-bN:in e106 e105 y106) (\z True)))))) (\z True)))) (\y Equal y x))) (^ (^ (Some (\x202 ^ (Some (\e202 N-aD:prefecture e202 x202) (\z True)) (B-aN-b{A-aN}:be x202)) (\x Some (\e204 N:auxerre e204 x) (\z True))) (Some (\z206 ^ (Some (\e206 D:its e206 z206) (\z True)) (InAnaphorSet 201 z206)) (\x207 Some (\e207 ^ (B-aN:populate e207 x207) (B-aN-b{A-aN}:be e207)) (\x ^ (Some (\e210 N-aD:341,000 e210 x) (\z True)) (^ (^ (Some (\e212 N:2006 e212 x) (\z True)) (B:estimate x x213)) (Some (\e209 A-aN:about e209 x) (\z True))))))) (Some (\a206 Equal a206 (\v206 ^ (Some (\x202 ^ (Some (\e202 N-aD:prefecture e202 x202) (\z True)) (B-aN-b{A-aN}:be x202)) (\x Some (\e204 N:auxerre e204 x) (\z True))) (^ (^ (Some (\e206 D:its e206 v206) (\z True)) (InAnaphorSet 201 v206)) (Some (\e207 ^ (B-aN:populate e207 v206) (B-aN-b{A-aN}:be e207)) (\x ^ (Some (\e210 N-aD:341,000 e210 x) (\z True)) (^ (^ (Some (\e212 N:2006 e212 x) (\z True)) (B:estimate x x213)) (Some (\e209 A-aN:about e209 x) (\z True)))))))) (\a206 Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (InAnaphorSet 206 z301))) (\x N-b{N-aD}:the (\x305 K:83 (\z True) (\x307 ^ (Some (\e309 N-aD:department e309 x305) (\z True)) (^ (^ (NNORD-aD-b{N-aD}-bK:first x305) (Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:make e310 x310 x305) (N-b{N-aD}:the (\x312 Some (\z True) (\x314 ^ (B-aN:revolve x312 x314) (Some (\e313 A-aN:french e313 x312) (\z True)))) (\y311 Some (\e311 A-aN-bN:during e311 e310 y311) (\z True)))) (\z True)))) (Some (\e308 A-aN:french e308 x305) (\z True))))) (\xx307 N-bO:one (\x303 Equal xx307 x303) (\y Equal y x))))))))) 11 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:saturn e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:saturn e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:saturn e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:the (\x103 ^ (^ (Some (\e105 N-aD:planet e105 x103) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 x103 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 x103 y106) (\z True))))) (NNORD-aD-b{N-aD}:sixthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 y104 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec x103 y104))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:saturn e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:the (\x103 ^ (^ (Some (\e105 N-aD:planet e105 x103) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 x103 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 x103 y106) (\z True))))) (NNORD-aD-b{N-aD}:sixthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 y104 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec x103 y104))) (\y Equal y v101)))) (\a101 Some (\a112 Equal a112 (\v112 Some (\x101 ^ (Some (\e101 N-aD:saturn e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (^ (Some (\e105 N-aD:planet e105 x) (\z True)) (^ (^ (^ (Some (\e112 N-aD:system e112 v112) (\z True)) (Some (\e111 N-aD:solar e111 v112) (\z True))) (Some (\e109 A-aN-bN:in e109 x v112) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 x y106) (\z True))))) (NNORD-aD-b{N-aD}:sixthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (^ (^ (Some (\e112 N-aD:system e112 v112) (\z True)) (Some (\e111 N-aD:solar e111 v112) (\z True))) (Some (\e109 A-aN-bN:in e109 y104 v112) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec x y104))))) (\a112 Some (\a105 Equal a105 (\v105 Some (\x101 ^ (Some (\e101 N-aD:saturn e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (^ (^ (Some (\e105 N-aD:planet e105 v105) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 v105 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 v105 y106) (\z True))))) (NNORD-aD-b{N-aD}:sixthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 y104 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec v105 y104))) (Equal v105 x)))) (\a105 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (^ (^ (B-aN-b{A-aN}:be z201) (Some (\z213 Some (\e213 N:jupiter e213 z213) (\z True)) (\y212 Some (\e212 A-aN-bN:after e212 z201 y212) (\z True)))) (InAnaphorSet 101 z201))) (\x N-b{N-aD}:the (\x203 ^ (^ (Some (\e206 N-aD:planet e206 x203) (\z True)) (^ (N-b{N-aD}:the (\x208 ^ (Some (\e210 N-aD:system e210 x208) (\z True)) (^ (InAnaphorSet 112 x208) (Some (\e209 N-aD:solar e209 x208) (\z True)))) (\y207 Some (\e207 A-aN-bN:in e207 x203 y207) (\z True))) (InAnaphorSet 105 x203))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:secondMinusOne (\y204 ^ (Some (\e206 N-aD:planet e206 y204) (\z True)) (^ (N-b{N-aD}:the (\x208 ^ (Some (\e210 N-aD:system e210 x208) (\z True)) (^ (InAnaphorSet 112 x208) (Some (\e209 N-aD:solar e209 x208) (\z True)))) (\y207 Some (\e207 A-aN-bN:in e207 y204 y207) (\z True))) (InAnaphorSet 105 y204))) (\y204 More (\z204 Some (\e205 ^ (A-aN:largest e205 y204) (Equal z204 e205)) (\z True)) (\z204 Some (\e205 ^ (A-aN:largest e205 x203) (Equal z204 e205)) (\z True))))) (\y Equal y x))) (Some (\a213 Equal a213 (\v213 Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (^ (^ (B-aN-b{A-aN}:be z201) (^ (Some (\e213 N:jupiter e213 v213) (\z True)) (Some (\e212 A-aN-bN:after e212 z201 v213) (\z True)))) (InAnaphorSet 101 z201))) (\x ^ (^ (Some (\e206 N-aD:planet e206 x) (\z True)) (^ (N-b{N-aD}:the (\x208 ^ (Some (\e210 N-aD:system e210 x208) (\z True)) (^ (InAnaphorSet 112 x208) (Some (\e209 N-aD:solar e209 x208) (\z True)))) (\y207 Some (\e207 A-aN-bN:in e207 x y207) (\z True))) (InAnaphorSet 105 x))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:secondMinusOne (\y204 ^ (Some (\e206 N-aD:planet e206 y204) (\z True)) (^ (N-b{N-aD}:the (\x208 ^ (Some (\e210 N-aD:system e210 x208) (\z True)) (^ (InAnaphorSet 112 x208) (Some (\e209 N-aD:solar e209 x208) (\z True)))) (\y207 Some (\e207 A-aN-bN:in e207 y204 y207) (\z True))) (InAnaphorSet 105 y204))) (\y204 More (\z204 Some (\e205 ^ (A-aN:largest e205 y204) (Equal z204 e205)) (\z True)) (\z204 Some (\e205 ^ (A-aN:largest e205 x) (Equal z204 e205)) (\z True))))))) (\a213 Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (^ (^ (B-aN-b{A-aN}:be v201) (Some (\z213 Some (\e213 N:jupiter e213 z213) (\z True)) (\y212 Some (\e212 A-aN-bN:after e212 v201 y212) (\z True)))) (InAnaphorSet 101 v201))) (N-b{N-aD}:the (\x203 ^ (^ (Some (\e206 N-aD:planet e206 x203) (\z True)) (^ (N-b{N-aD}:the (\x208 ^ (Some (\e210 N-aD:system e210 x208) (\z True)) (^ (InAnaphorSet 112 x208) (Some (\e209 N-aD:solar e209 x208) (\z True)))) (\y207 Some (\e207 A-aN-bN:in e207 x203 y207) (\z True))) (InAnaphorSet 105 x203))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:secondMinusOne (\y204 ^ (Some (\e206 N-aD:planet e206 y204) (\z True)) (^ (N-b{N-aD}:the (\x208 ^ (Some (\e210 N-aD:system e210 x208) (\z True)) (^ (InAnaphorSet 112 x208) (Some (\e209 N-aD:solar e209 x208) (\z True)))) (\y207 Some (\e207 A-aN-bN:in e207 y204 y207) (\z True))) (InAnaphorSet 105 y204))) (\y204 More (\z204 Some (\e205 ^ (A-aN:largest e205 y204) (Equal z204 e205)) (\z True)) (\z204 Some (\e205 ^ (A-aN:largest e205 x203) (Equal z204 e205)) (\z True))))) (\y Equal y v201)))) (\a201 ^ (Some (\z308 ^ (Some (\e308 N:it e308 z308) (\z True)) (^ (^ (B-aN-b{A-aN}:be z308) (^ (Some (\z302 ^ (Some (\e302 N:jupiter e302 z302) (\z True)) (InAnaphorSet 213 z302)) (\y301 Some (\e301 A-aN-bN:like e301 z308 y301) (\z True))) (^ (Some (\z304 Some (\e304 N:uranus e304 z304) (\z True)) (\y301 Some (\e301 A-aN-bN:like e301 z308 y301) (\z True))) (Some (\z306 Some (\e306 N:neptune e306 z306) (\z True)) (\y301 Some (\e301 A-aN-bN:like e301 z308 y301) (\z True)))))) (InAnaphorSet 201 z308))) (\x N-b{N-aD}:a (\x310 ^ (Some (\e313 N-aD:giant e313 x310) (\z True)) (Some (\e312 N-aD:ga e312 x310) (\z True))) (\y Equal y x))) (Some (\a308 Equal a308 (\v308 ^ (^ (Some (\e308 N:it e308 v308) (\z True)) (^ (^ (B-aN-b{A-aN}:be v308) (^ (Some (\z302 ^ (Some (\e302 N:jupiter e302 z302) (\z True)) (InAnaphorSet 213 z302)) (\y301 Some (\e301 A-aN-bN:like e301 v308 y301) (\z True))) (^ (Some (\z304 Some (\e304 N:uranus e304 z304) (\z True)) (\y301 Some (\e301 A-aN-bN:like e301 v308 y301) (\z True))) (Some (\z306 Some (\e306 N:neptune e306 z306) (\z True)) (\y301 Some (\e301 A-aN-bN:like e301 v308 y301) (\z True)))))) (InAnaphorSet 201 v308))) (N-b{N-aD}:a (\x310 ^ (Some (\e313 N-aD:giant e313 x310) (\z True)) (Some (\e312 N-aD:ga e312 x310) (\z True))) (\y Equal y v308)))) (\a308 ^ (Some (\x404 ^ (Some (\e404 N-aD:saturn e404 x404) (\z True)) (InAnaphorSet 308 x404)) (\xx404 N-b{N-aD}:the (\x401 ^ (Some (\e402 N-aD-bO:inside e402 x401 xx404) (\z True)) (^ (^ (B-aN-b{A-aN}:be x401) (Some (\z True) (\x419 Some (\e419 ^ (B-aN-bN:surround e419 x419 x401) (^ (Some (\x426 ^ (Some (\e426 N-aD:hydrogen e426 x426) (\z True)) (Some (\e425 N-aD:metallic e425 x426) (\z True))) (\xx426 N-b{N-aD}:a (\x421 ^ (Some (\e423 N-aD-bO:layer e423 x421 xx426) (\z True)) (Some (\e422 A-aN:deep e422 x421) (\z True))) (\y420 Some (\e420 A-aN-bN:by e420 e419 y420) (\z True)))) (^ (^ (Some (\x433 ^ (Some (\e433 N-aD:hydrogen e433 x433) (\z True)) (Some (\e432 A-aN:liquid e432 x433) (\z True))) (\xx434 N-b{N-aD}:a (\x429 ^ (Some (\e430 N-aD-bO:layer e430 x429 xx434) (\z True)) (Some (\e428 A-aN:then e428 x429) (\z True))) (\y420 Some (\e420 A-aN-bN:by e420 e419 y420) (\z True)))) (Some (\x436 ^ (Some (\e436 N-aD:helium e436 x436) (\z True)) (Some (\e435 A-aN:liquid e435 x436) (\z True))) (\xx434 N-b{N-aD}:a (\x429 ^ (Some (\e430 N-aD-bO:layer e430 x429 xx434) (\z True)) (Some (\e428 A-aN:then e428 x429) (\z True))) (\y420 Some (\e420 A-aN-bN:by e420 e419 y420) (\z True))))) (N-b{N-aD}:an (\x440 ^ (Some (\e443 N-aD:layer e443 x440) (\z True)) (^ (^ (Some (\e438 A-aN:finally e438 x440) (\z True)) (Some (\e441 A-aN:outer e441 x440) (\z True))) (Some (\e442 A-aN:gaseous e442 x440) (\z True)))) (\y420 Some (\e420 A-aN-bN:by e420 e419 y420) (\z True)))))) (\z True)))) (Some (\e406 A-aN:probable e406 x401) (\z True)))) (\x Some (\x417 ^ (Some (\e417 N-aD:compound e417 x417) (\z True)) (^ (Some (\e410 N-aD:iron e410 x417) (\z True)) (^ (Some (\e412 N-aD:nickel e412 x417) (\z True)) (^ (Some (\e414 N-aD:silicon e414 x417) (\z True)) (Some (\e416 N-aD:oxygen e416 x417) (\z True)))))) (\xx417 N-b{N-aD}:a (\x407 Some (\e408 N-aD-bO:core e408 x407 xx417) (\z True)) (\y Equal y x))))) (Some (\a404 Equal a404 (\v404 ^ (^ (Some (\e404 N-aD:saturn e404 v404) (\z True)) (InAnaphorSet 308 v404)) (N-b{N-aD}:the (\x401 ^ (Some (\e402 N-aD-bO:inside e402 x401 v404) (\z True)) (^ (^ (B-aN-b{A-aN}:be x401) (Some (\z True) (\x419 Some (\e419 ^ (B-aN-bN:surround e419 x419 x401) (^ (Some (\x426 ^ (Some (\e426 N-aD:hydrogen e426 x426) (\z True)) (Some (\e425 N-aD:metallic e425 x426) (\z True))) (\xx426 N-b{N-aD}:a (\x421 ^ (Some (\e423 N-aD-bO:layer e423 x421 xx426) (\z True)) (Some (\e422 A-aN:deep e422 x421) (\z True))) (\y420 Some (\e420 A-aN-bN:by e420 e419 y420) (\z True)))) (^ (^ (Some (\x433 ^ (Some (\e433 N-aD:hydrogen e433 x433) (\z True)) (Some (\e432 A-aN:liquid e432 x433) (\z True))) (\xx434 N-b{N-aD}:a (\x429 ^ (Some (\e430 N-aD-bO:layer e430 x429 xx434) (\z True)) (Some (\e428 A-aN:then e428 x429) (\z True))) (\y420 Some (\e420 A-aN-bN:by e420 e419 y420) (\z True)))) (Some (\x436 ^ (Some (\e436 N-aD:helium e436 x436) (\z True)) (Some (\e435 A-aN:liquid e435 x436) (\z True))) (\xx434 N-b{N-aD}:a (\x429 ^ (Some (\e430 N-aD-bO:layer e430 x429 xx434) (\z True)) (Some (\e428 A-aN:then e428 x429) (\z True))) (\y420 Some (\e420 A-aN-bN:by e420 e419 y420) (\z True))))) (N-b{N-aD}:an (\x440 ^ (Some (\e443 N-aD:layer e443 x440) (\z True)) (^ (^ (Some (\e438 A-aN:finally e438 x440) (\z True)) (Some (\e441 A-aN:outer e441 x440) (\z True))) (Some (\e442 A-aN:gaseous e442 x440) (\z True)))) (\y420 Some (\e420 A-aN-bN:by e420 e419 y420) (\z True)))))) (\z True)))) (Some (\e406 A-aN:probable e406 x401) (\z True)))) (\x Some (\x417 ^ (Some (\e417 N-aD:compound e417 x417) (\z True)) (^ (Some (\e410 N-aD:iron e410 x417) (\z True)) (^ (Some (\e412 N-aD:nickel e412 x417) (\z True)) (^ (Some (\e414 N-aD:silicon e414 x417) (\z True)) (Some (\e416 N-aD:oxygen e416 x417) (\z True)))))) (\xx417 N-b{N-aD}:a (\x407 Some (\e408 N-aD-bO:core e408 x407 xx417) (\z True)) (\y Equal y x)))))) (\a404 ^ (^ (Some (\x501 ^ (Some (\e501 N-aD:saturn e501 x501) (\z True)) (InAnaphorSet 404 x501)) (\x502 Some (\a501 Equal a501 (\v501 ^ (Some (\e501 N-aD:saturn e501 x502) (\z True)) (InAnaphorSet 404 x502))) (\a501 Some (\x505 ^ (Some (\e505 N-aD:moon e505 x505) (\z True)) (^ (N-b{N-aD}:the (\x507 ^ (Some (\e508 N-aD:planet e508 x507) (\z True)) (InAnaphorSet 501 x507)) (\y506 Some (\e506 B-aN-bN:orbite e506 x505 y506) (\z True))) (Some (\e504 ^ (A-aN:known e504 x505) (Some (\e503 A-aN:62 e503 e504) (\z True))) (\z True)))) (\y502 Some (\e502 B-aN-bN:have e502 x502 y502) (\z True))))) (Some (\a503 Equal a503 (\v503 Some (\x501 ^ (Some (\e501 N-aD:saturn e501 x501) (\z True)) (InAnaphorSet 404 x501)) (\x502 Some (\a501 Equal a501 (\v501 ^ (Some (\e501 N-aD:saturn e501 x502) (\z True)) (InAnaphorSet 404 x502))) (\a501 Some (\x505 ^ (Some (\e505 N-aD:moon e505 x505) (\z True)) (^ (N-b{N-aD}:the (\x507 ^ (Some (\e508 N-aD:planet e508 x507) (\z True)) (InAnaphorSet 501 x507)) (\y506 Some (\e506 B-aN-bN:orbite e506 x505 y506) (\z True))) (Some (\e504 ^ (A-aN:known e504 x505) (A-aN:62 v503 e504)) (\z True)))) (\y502 Some (\e502 B-aN-bN:have e502 x502 y502) (\z True)))))) (\a503 Some (\z510 ^ (Some (\e510 N:53 e510 z510) (\z True)) (InAnaphorSet 503 z510)) (\zz513 Some (\z True) (\x513 Some (\e513 ^ (B-aN-bN:name e513 x513 zz513) (^ (B-aN-b{A-aN}:be e513) (Some (\e512 A-aN:official e512 e513) (\z True)))) (\z True)))))) (Some (\a505 Equal a505 (\v505 ^ (Some (\x501 ^ (Some (\e501 N-aD:saturn e501 x501) (\z True)) (InAnaphorSet 404 x501)) (\x502 Some (\a501 Equal a501 (\v501 ^ (Some (\e501 N-aD:saturn e501 x502) (\z True)) (InAnaphorSet 404 x502))) (\a501 ^ (^ (Some (\e505 N-aD:moon e505 v505) (\z True)) (^ (N-b{N-aD}:the (\x507 ^ (Some (\e508 N-aD:planet e508 x507) (\z True)) (InAnaphorSet 501 x507)) (\y506 Some (\e506 B-aN-bN:orbite e506 v505 y506) (\z True))) (Some (\e504 ^ (A-aN:known e504 v505) (Some (\e503 A-aN:62 e503 e504) (\z True))) (\z True)))) (Some (\e502 B-aN-bN:have e502 x502 v505) (\z True))))) (Some (\a503 Equal a503 (\v503 Some (\x501 ^ (Some (\e501 N-aD:saturn e501 x501) (\z True)) (InAnaphorSet 404 x501)) (\x502 Some (\a501 Equal a501 (\v501 ^ (Some (\e501 N-aD:saturn e501 x502) (\z True)) (InAnaphorSet 404 x502))) (\a501 ^ (^ (Some (\e505 N-aD:moon e505 v505) (\z True)) (^ (N-b{N-aD}:the (\x507 ^ (Some (\e508 N-aD:planet e508 x507) (\z True)) (InAnaphorSet 501 x507)) (\y506 Some (\e506 B-aN-bN:orbite e506 v505 y506) (\z True))) (Some (\e504 ^ (A-aN:known e504 v505) (A-aN:62 v503 e504)) (\z True)))) (Some (\e502 B-aN-bN:have e502 x502 v505) (\z True)))))) (\a503 Some (\z510 ^ (Some (\e510 N:53 e510 z510) (\z True)) (InAnaphorSet 503 z510)) (\zz513 Some (\z True) (\x513 Some (\e513 ^ (B-aN-bN:name e513 x513 zz513) (^ (B-aN-b{A-aN}:be e513) (Some (\e512 A-aN:official e512 e513) (\z True)))) (\z True))))))) (\a505 N-b{N-aD}:the (\x601 ^ (^ (Some (\e603 N-aD:moon e603 x601) (\z True)) (^ (B-aN-b{A-aN}:be x601) (InAnaphorSet 505 x601))) (None (\y602 ^ (Some (\e603 N-aD:moon e603 y602) (\z True)) (^ (B-aN-b{A-aN}:be y602) (InAnaphorSet 505 y602))) (\y602 More (\z ANSUP-aD-b{N-aD}:large y602 z) (\z ANSUP-aD-b{N-aD}:large x601 z)))) (\x ^ (Some (\e605 N:titan e605 x) (\z True)) (Some (\e607 N-rN:which e607 x) (\xx607 Some (\e609 ^ (A-aN:large e609 xx607) (^ (^ (B-aN-b{A-aN}:be e609) (Some (\z611 Some (\e611 N:volume e611 z611) (\z True)) (\y610 Some (\e610 A-aN-bN:in e610 e609 y610) (\z True)))) (N-b{N-aD}:the (\x613 ^ (Some (\e615 N-aD:mercury e615 x613) (\z True)) (Some (\e614 N-aD:planet e614 x613) (\z True))) (\y612 Some (\e612 A-aN-bN:than e612 e609 y612) (\z True))))) (\z True)))))))))))))))))))) 12 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:knight e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:knight e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:knight e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 ^ (Some (\e108 N-aD:soldier e108 x104) (\z True)) (^ (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:age e112 x110) (\z True)) (Some (\e111 N-aD:middle e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 x104 y109) (\z True))) (Some (\e105 A-aN:professional e105 x104) (\z True))) (^ (Some (\e107 N-aD:cavalry e107 x104) (\z True)) (Some (\e106 A-aN:heavy e106 x104) (\z True))))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:knight e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 ^ (Some (\e108 N-aD:soldier e108 x104) (\z True)) (^ (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:age e112 x110) (\z True)) (Some (\e111 N-aD:middle e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 x104 y109) (\z True))) (Some (\e105 A-aN:professional e105 x104) (\z True))) (^ (Some (\e107 N-aD:cavalry e107 x104) (\z True)) (Some (\e106 A-aN:heavy e106 x104) (\z True))))) (\y Equal y v102)))) (\a102 ^ (^ (Some (\z201 ^ (Some (\e201 N:they e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 102 z201))) (\x ^ (Some (\e203 N-aD:soldier e203 x) (\z True)) (N-b{N-aD}:the (\x205 Some (\e206 N-aD:kingdom e206 x205) (\z True)) (\y204 Some (\e204 A-aN-bN:to e204 x y204) (\z True))))) (Some (\a206 Equal a206 (\v206 Some (\z201 ^ (Some (\e201 N:they e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 102 z201))) (\x ^ (Some (\e203 N-aD:soldier e203 x) (\z True)) (^ (Some (\e206 N-aD:kingdom e206 v206) (\z True)) (Some (\e204 A-aN-bN:to e204 x v206) (\z True)))))) (\a206 Some (\z201 ^ (Some (\e201 N:they e201 z201) (\z True)) (InAnaphorSet 102 z201)) (\x209 Some (\z210 ^ (Some (\e210 N:it e210 z210) (\z True)) (InAnaphorSet 206 z210)) (\y209 Some (\e209 B-aN-bN:protect e209 x209 y209) (\z True)))))) (Some (\a201 Equal a201 (\v201 ^ (^ (^ (Some (\e201 N:they e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 102 v201))) (^ (Some (\e203 N-aD:soldier e203 v201) (\z True)) (N-b{N-aD}:the (\x205 Some (\e206 N-aD:kingdom e206 x205) (\z True)) (\y204 Some (\e204 A-aN-bN:to e204 v201 y204) (\z True))))) (Some (\a206 Equal a206 (\v206 ^ (^ (Some (\e201 N:they e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 102 v201))) (^ (Some (\e203 N-aD:soldier e203 v201) (\z True)) (^ (Some (\e206 N-aD:kingdom e206 v206) (\z True)) (Some (\e204 A-aN-bN:to e204 v201 v206) (\z True)))))) (\a206 ^ (^ (Some (\e201 N:they e201 v201) (\z True)) (InAnaphorSet 102 v201)) (Some (\z210 ^ (Some (\e210 N:it e210 z210) (\z True)) (InAnaphorSet 206 z210)) (\y209 Some (\e209 B-aN-bN:protect e209 v201 y209) (\z True))))))) (\a201 ^ (Some (\x301 ^ (Some (\e301 N-aD:knight e301 x301) (\z True)) (InAnaphorSet 201 x301)) (\zz303 Some (\a301 Equal a301 (\v301 ^ (Some (\e301 N-aD:knight e301 zz303) (\z True)) (InAnaphorSet 201 zz303))) (\a301 Some (\z True) (\x303 Some (\e303 ^ (B-aN-bN:vassal e303 x303 zz303) (^ (B-aN-b{A-aN}:be e303) (Some (\x305 Some (\e305 N-aD:lord e305 x305) (\z True)) (\zz305 ^ (Some (\e307 N-rN:who e307 zz305) (\xx307 Some (\a307 Equal a307 (\v307 N-rN:who xx307 zz305)) (\a307 Some (\z311 Some (\e311 N:land e311 z311) (\z True)) (\y309 Some (\z310 ^ (Some (\e310 N:them e310 z310) (\z True)) (InAnaphorSet 301 z310)) (\z309 Some (\a310 Equal a310 (\v310 ^ (Some (\e310 N:them e310 z309) (\z True)) (InAnaphorSet 301 z309))) (\a310 Some (\e309 ^ (B-aN-bN-bN:give e309 xx307 y309 z309) (^ (B-aN-b{B-aN}:would e309) (Some (\e312 A-aN-bV:if e312 e309 (Intension (N-b{N-aD}:the (\x313 ^ (Some (\e314 N-aD:knight e314 x313) (\z True)) (^ (InAntecedentSet 314 x313) (InAnaphorSet 310 x313))) (\x316 Some (\e316 ^ (B-aN:fight e316 x316) (^ (B-aN-b{B-aN}:would e316) (Some (\z318 ^ (Some (\e318 N:them e318 z318) (\z True)) (InAnaphorSet 307 z318)) (\y317 Some (\e317 A-aN-bN:for e317 e316 y317) (\z True))))) (\z True))))) (\z True)))) (\z True))))))) (Some (\e304 A-aN-bN:to e304 e303 zz305) (\z True)))))) (\z True))))) (^ (^ (Some (\x401 ^ (Some (\e401 N-aD:knight e401 x401) (\z True)) (InAnaphorSet 314 x401)) (\x402 Some (\e402 B-aN-bC:think e402 x402 (Intension (Some (\x403 ^ (Some (\e403 N-aD:honour e403 x403) (\z True)) (InAntecedentSet 403 x403)) (\x406 Some (\e406 ^ (A-aN:important e406 x406) (^ (B-aN-b{A-aN}:be e406) (Some (\e405 A-aN:very e405 e406) (\z True)))) (\z True))))) (\z True))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N-aD:knight e401 v401) (\z True)) (InAnaphorSet 314 v401)) (Some (\e402 B-aN-bC:think e402 v401 (Intension (Some (\x403 ^ (Some (\e403 N-aD:honour e403 x403) (\z True)) (InAntecedentSet 403 x403)) (\x406 Some (\e406 ^ (A-aN:important e406 x406) (^ (B-aN-b{A-aN}:be e406) (Some (\e405 A-aN:very e405 e406) (\z True)))) (\z True))))) (\z True)))) (\a401 Some (\z409 ^ (Some (\e409 N:they e409 z409) (\z True)) (InAnaphorSet 401 z409)) (\x410 Some (\z414 ^ (Some (\e414 N:honour e414 z414) (\z True)) (InAnaphorSet 403 z414)) (\xx414 N-b{N-aD}:a (\x411 ^ (Some (\e412 N-aD-bO:code e412 x411 xx414) (\z True)) (Some (\z True) (\x415 Some (\e415 B-aN-bA:call e415 x415 (Intension (Some (\e416 N:chivalry e416 x411) (\z True)))) (\z True)))) (\y410 Some (\e410 B-aN-bN:have e410 x410 y410) (\z True))))))) (Some (\a409 Equal a409 (\v409 ^ (Some (\x401 ^ (Some (\e401 N-aD:knight e401 x401) (\z True)) (InAnaphorSet 314 x401)) (\x402 Some (\e402 B-aN-bC:think e402 x402 (Intension (Some (\x403 ^ (Some (\e403 N-aD:honour e403 x403) (\z True)) (InAntecedentSet 403 x403)) (\x406 Some (\e406 ^ (A-aN:important e406 x406) (^ (B-aN-b{A-aN}:be e406) (Some (\e405 A-aN:very e405 e406) (\z True)))) (\z True))))) (\z True))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N-aD:knight e401 v401) (\z True)) (InAnaphorSet 314 v401)) (Some (\e402 B-aN-bC:think e402 v401 (Intension (Some (\x403 ^ (Some (\e403 N-aD:honour e403 x403) (\z True)) (InAntecedentSet 403 x403)) (\x406 Some (\e406 ^ (A-aN:important e406 x406) (^ (B-aN-b{A-aN}:be e406) (Some (\e405 A-aN:very e405 e406) (\z True)))) (\z True))))) (\z True)))) (\a401 ^ (^ (Some (\e409 N:they e409 v409) (\z True)) (InAnaphorSet 401 v409)) (Some (\z414 ^ (Some (\e414 N:honour e414 z414) (\z True)) (InAnaphorSet 403 z414)) (\xx414 N-b{N-aD}:a (\x411 ^ (Some (\e412 N-aD-bO:code e412 x411 xx414) (\z True)) (Some (\z True) (\x415 Some (\e415 B-aN-bA:call e415 x415 (Intension (Some (\e416 N:chivalry e416 x411) (\z True)))) (\z True)))) (\y410 Some (\e410 B-aN-bN:have e410 v409 y410) (\z True)))))))) (\a409 ^ (Some (\z501 ^ (Some (\e501 N:they e501 z501) (\z True)) (InAnaphorSet 409 z501)) (\x503 Some (\x507 Some (\e507 N-aD:arm e507 x507) (\z True)) (\xx507 N-b{N-aD}:a (\x504 Some (\e505 N-aD-bO:coat e505 x504 xx507) (\z True)) (\y503 Some (\e503 ^ (B-aN-bN:have e503 x503 y503) (Some (\e502 A-aN:always e502 e503) (\z True))) (\z True))))) (Some (\a501 Equal a501 (\v501 ^ (^ (Some (\e501 N:they e501 v501) (\z True)) (InAnaphorSet 409 v501)) (Some (\x507 Some (\e507 N-aD:arm e507 x507) (\z True)) (\xx507 N-b{N-aD}:a (\x504 Some (\e505 N-aD-bO:coat e505 x504 xx507) (\z True)) (\y503 Some (\e503 ^ (B-aN-bN:have e503 v501 y503) (Some (\e502 A-aN:always e502 e503) (\z True))) (\z True)))))) (\a501 N-b{N-aD}:the (\x603 ^ (Some (\e605 N-aD:commonwealth e605 x603) (\z True)) (Some (\e604 A-aN:british e604 x603) (\z True))) (\xx605 Some (\x601 ^ (Some (\e601 N-aD-bO:knight e601 x601 xx605) (\z True)) (InAnaphorSet 501 x601)) (\zz608 Some (\z True) (\x608 Some (\e608 ^ (B-aN-bN:name e608 x608 zz608) (^ (^ (B-aN-b{A-aN}:be e608) (Some (\e606 N:today e606 e608) (\z True))) (Some (\z613 Some (\e613 N:england e613 z613) (\z True)) (\xx613 N-b{N-aD}:the (\x610 Some (\e611 N-aD-bO:queen e611 x610 xx613) (\z True)) (\y609 Some (\e609 A-aN-bN:by e609 e608 y609) (\z True)))))) (\z True)))))))))))))))) 13 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:sales e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:sales e1 v1) (\z True))) (\a1 ^ (Some (\z True) (\x101 Some (\e101 ^ (B-aN:sell e101 x101) (^ (B-aN-b{A-aN}:be e101) (InAnaphorSet 1 e101))) (\x N-b{N-aD}:the (\x103 ^ (Some (\e104 N-aD:activity e104 x103) (\z True)) (Some (\z True) (\x105 Some (\e105 ^ (B-aN-bN:involve e105 x105 x103) (^ (Some (\x108 Some (\e108 N-aD:product e108 x108) (\z True)) (\y107 Some (\e107 ^ (B-aN-bN:sell e107 e105 y107) (^ (A-aN-b{G-aN}:in e107) (Some (\e112 ^ (B:return e112 x112) (^ (Some (\x114 Some (\e114 N-aD:money e114 x114) (\z True)) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True))) (Some (\z True) (\x117 Some (\e117 ^ (B-aN:compensate e117 x117) (Some (\e116 A-aN:other e116 e117) (\z True))) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True)))))) (\y111 Some (\e111 A-aN-bN:in e111 e107 y111) (\z True))))) (\z True))) (Some (\z True) (\x110 Some (\e110 B-aN:serve e110 x110) (\y107 Some (\e107 ^ (B-aN-bN:sell e107 e105 y107) (^ (A-aN-b{G-aN}:in e107) (Some (\e112 ^ (B:return e112 x112) (^ (Some (\x114 Some (\e114 N-aD:money e114 x114) (\z True)) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True))) (Some (\z True) (\x117 Some (\e117 ^ (B-aN:compensate e117 x117) (Some (\e116 A-aN:other e116 e117) (\z True))) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True)))))) (\y111 Some (\e111 A-aN-bN:in e111 e107 y111) (\z True))))) (\z True)))))) (\z True)))) (\y Equal y x)))) (Some (\a101 Equal a101 (\v101 Some (\z True) (\x101 ^ (^ (B-aN:sell v101 x101) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:the (\x103 ^ (Some (\e104 N-aD:activity e104 x103) (\z True)) (Some (\z True) (\x105 Some (\e105 ^ (B-aN-bN:involve e105 x105 x103) (^ (Some (\x108 Some (\e108 N-aD:product e108 x108) (\z True)) (\y107 Some (\e107 ^ (B-aN-bN:sell e107 e105 y107) (^ (A-aN-b{G-aN}:in e107) (Some (\e112 ^ (B:return e112 x112) (^ (Some (\x114 Some (\e114 N-aD:money e114 x114) (\z True)) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True))) (Some (\z True) (\x117 Some (\e117 ^ (B-aN:compensate e117 x117) (Some (\e116 A-aN:other e116 e117) (\z True))) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True)))))) (\y111 Some (\e111 A-aN-bN:in e111 e107 y111) (\z True))))) (\z True))) (Some (\z True) (\x110 Some (\e110 B-aN:serve e110 x110) (\y107 Some (\e107 ^ (B-aN-bN:sell e107 e105 y107) (^ (A-aN-b{G-aN}:in e107) (Some (\e112 ^ (B:return e112 x112) (^ (Some (\x114 Some (\e114 N-aD:money e114 x114) (\z True)) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True))) (Some (\z True) (\x117 Some (\e117 ^ (B-aN:compensate e117 x117) (Some (\e116 A-aN:other e116 e117) (\z True))) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True)))))) (\y111 Some (\e111 A-aN-bN:in e111 e107 y111) (\z True))))) (\z True)))))) (\z True)))) (\y Equal y v101))))) (\a101 Some (\a109 Equal a109 (\v109 Some (\z True) (\x101 Some (\e101 ^ (B-aN:sell e101 x101) (^ (B-aN-b{A-aN}:be e101) (InAnaphorSet 1 e101))) (\x ^ (Some (\e104 N-aD:activity e104 x) (\z True)) (Some (\z True) (\x105 Some (\e105 ^ (B-aN-bN:involve e105 x105 x) (^ (^ (Some (\e108 N-aD:product e108 v109) (\z True)) (Some (\e107 ^ (B-aN-bN:sell e107 e105 v109) (^ (A-aN-b{G-aN}:in e107) (Some (\e112 ^ (B:return e112 x112) (^ (Some (\x114 Some (\e114 N-aD:money e114 x114) (\z True)) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True))) (Some (\z True) (\x117 Some (\e117 ^ (B-aN:compensate e117 x117) (Some (\e116 A-aN:other e116 e117) (\z True))) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True)))))) (\y111 Some (\e111 A-aN-bN:in e111 e107 y111) (\z True))))) (\z True))) (Some (\z True) (\x110 ^ (B-aN:serve v109 x110) (Some (\e107 ^ (B-aN-bN:sell e107 e105 v109) (^ (A-aN-b{G-aN}:in e107) (Some (\e112 ^ (B:return e112 x112) (^ (Some (\x114 Some (\e114 N-aD:money e114 x114) (\z True)) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True))) (Some (\z True) (\x117 Some (\e117 ^ (B-aN:compensate e117 x117) (Some (\e116 A-aN:other e116 e117) (\z True))) (\y113 Some (\e113 A-aN-bN:for e113 e112 y113) (\z True)))))) (\y111 Some (\e111 A-aN-bN:in e111 e107 y111) (\z True))))) (\z True)))))) (\z True))))))) (\a109 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 101 z201))) (\x N-b{N-aD}:a (\x208 ^ (Some (\e210 N-aD:activity e210 x208) (\z True)) (Some (\e209 A-aN:commercial e209 x208) (\z True))) (\xx210 N-bO:completion (\x206 Equal xx210 x206) (\xx206 N-b{N-aD}:an (\x203 Some (\e204 N-aD-bO:act e204 x203 xx206) (\z True)) (\y Equal y x))))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 101 v201))) (N-b{N-aD}:a (\x208 ^ (Some (\e210 N-aD:activity e210 x208) (\z True)) (Some (\e209 A-aN:commercial e209 x208) (\z True))) (\xx210 N-bO:completion (\x206 Equal xx210 x206) (\xx206 N-b{N-aD}:an (\x203 Some (\e204 N-aD-bO:act e204 x203 xx206) (\z True)) (\y Equal y v201)))))) (\a201 N-b{N-aD}:a (\x301 ^ (Some (\e302 N-aD:salesman e302 x301) (\z True)) (B-aN-b{A-aN}:be x301)) (\x ^ (^ (Some (\e304 N:someone e304 x) (\z True)) (Some (\z True) (\x313 Some (\e313 ^ (B-aN:sell e313 x313) (InAnaphorSet 201 e313)) (\y312 Some (\e312 ^ (B-aN-bN:generate e312 x y312) (Some (\e311 A-aN:thus e311 e312) (\z True))) (\z True))))) (Some (\e305 N-rN:who e305 x) (\xx305 ^ (Some (\x307 ^ (Some (\e307 N-aD:product e307 x307) (\z True)) (InAnaphorSet 109 x307)) (\y306 Some (\e306 B-aN-bN:sell e306 xx305 y306) (\z True))) (Some (\z True) (\x309 Some (\e309 ^ (B-aN:serve e309 x309) (InAnaphorSet 109 e309)) (\y306 Some (\e306 B-aN-bN:sell e306 xx305 y306) (\z True))))))))))))))) 14 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:uncle e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:uncle e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:an (\x101 ^ (Some (\e102 N-aD:uncle e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:name e105 x104) (\z True)) (Some (\z True) (\x106 Some (\e106 ^ (B-aN-bN:use e106 x106 x104) (N-b{N-aD}:an (\x108 ^ (Some (\e110 N-aD:family e110 x108) (\z True)) (Some (\e109 A-aN:extended e109 x108) (\z True))) (\y107 Some (\e107 A-aN-bN:in e107 e106 y107) (\z True)))) (\z True)))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:uncle e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:name e105 x104) (\z True)) (Some (\z True) (\x106 Some (\e106 ^ (B-aN-bN:use e106 x106 x104) (N-b{N-aD}:an (\x108 ^ (Some (\e110 N-aD:family e110 x108) (\z True)) (Some (\e109 A-aN:extended e109 x108) (\z True))) (\y107 Some (\e107 A-aN-bN:in e107 e106 y107) (\z True)))) (\z True)))) (\y Equal y v102)))) (\a102 ^ (N-b{N-aD}:a (\x201 ^ (Some (\e202 N-aD:uncle e202 x201) (\z True)) (^ (B-aN-b{A-aN}:be x201) (InAnaphorSet 102 x201))) (\x ^ (Some (\x212 Some (\e212 N-aD:parent e212 x212) (\z True)) (\xx212 N-bO:one (\x208 Equal xx212 x208) (\xx208 N-b{N-aD}:a (\x205 ^ (Some (\e206 N-aD-bO:brother e206 x205 xx208) (\z True)) (Some (\e204 A-aN:either e204 x205) (\z True))) (\y Equal y x)))) (N-b{N-aD}:the (\x214 ^ (Some (\e215 N-aD:husband e215 x214) (\z True)) (^ (Some (\e204 A-aN:either e204 x214) (\z True)) (Some (\x218 Some (\e218 N-aD:aunt e218 x218) (\z True)) (\y216 Some (\e216 A-aN-bN:of e216 x214 y216) (\z True))))) (\y Equal y x)))) (^ (N-b{N-aD}:that (\x301 ^ (Some (\e302 N-aD:person e302 x301) (\z True)) (^ (B-aN-b{A-aN}:be x301) (InAnaphorSet 210 x301))) (\x ^ (^ (Some (\e307 N-aD:nephew e307 x) (\z True)) (Some (\e309 N:male e309 x) (\z True))) (^ (Some (\e312 N-aD:niece e312 x) (\z True)) (Some (\e314 N:female e314 x) (\z True))))) (^ (Some (\x404 ^ (Some (\e404 N-aD:child e404 x404) (\z True)) (B-aN-b{A-aN}:be x404)) (\x N-b{N-aD}:a (\x406 Some (\e407 N-aD:cousin e407 x406) (\z True)) (\y Equal y x))) (^ (N-b{N-aD}:a (\x501 ^ (Some (\e502 N-aD:granduncle e502 x501) (\z True)) (^ (B-aN-b{A-aN}:be x501) (Some (\z True) (\x505 Some (\e505 ^ (B-aN-bN:write e505 x505 x501) (^ (Some (\e504 A-aN:also e504 e505) (\z True)) (^ (Some (\x509 ^ (Some (\e509 N-aD:uncle e509 x509) (\z True)) (Some (\e507 A-aN:great e507 x509) (\z True))) (\y506 Some (\e506 A-aN-bN:as e506 e505 y506) (\z True))) (Some (\x513 ^ (Some (\e513 N-aD:uncle e513 x513) (\z True)) (Some (\e511 A-aN:grand e511 x513) (\z True))) (\y506 Some (\e506 A-aN-bN:as e506 e505 y506) (\z True)))))) (\z True))))) (\x N-b{N-aD}:a (\x525 Some (\e526 N-aD:grandparent e526 x525) (\z True)) (\xx526 N-b{N-aD}:the (\x516 ^ (Some (\e517 N-aD-bO:brother e517 x516 xx526) (\z True)) (^ (Some (\e519 N-aD-bO:brother e519 x516 xx526) (\z True)) (Some (\x523 Some (\e523 N-aD:law e523 x523) (\z True)) (\y521 Some (\e521 A-aN-bN:in e521 x516 y521) (\z True))))) (\y Equal y x)))) (N-b{N-aD}:an (\x604 ^ (Some (\e605 N-aD:uncle e605 x604) (\z True)) (InAnaphorSet 1 x604)) (\zz607 Some (\z True) (\x607 Some (\e607 ^ (B-aN-bA:consider e607 x607 (Intension (N-b{N-aD}:a (\x608 ^ (Some (\e611 N-aD:member e611 x608) (\z True)) (^ (Some (\e609 A-aN:close e609 x608) (\z True)) (Some (\e610 N-aD:family e610 x608) (\z True)))) (\y Equal y zz607)))) (^ (B-aN-b{A-aN}:be e607) (N-b{N-aD}:some (\x602 Some (\e603 N-aD:culture e603 x602) (\z True)) (\y601 Some (\e601 A-aN-bN:in e601 e607 y601) (\z True))))) (\z True)))))))))))) 15 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:solution e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:solution e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x104 Some (\z True) (\x105 ^ (B-aN:solve x104 x105) (^ (^ (B-aN-b{A-aN}:be x104) (Some (\z102 Some (\e102 N:chemistry e102 z102) (\z True)) (\y101 Some (\e101 A-aN-bN:in e101 x104 y101) (\z True)))) (InAnaphorSet 1 x104)))) (\x Some (\x114 ^ (Some (\e114 N-aD:substance e114 x114) (\z True)) (^ (Some (\e111 A-aN:two e111 x114) (\z True)) (Some (\e113 A-aN:more e113 x114) (\z True)))) (\xx114 N-b{N-aD}:a (\x107 ^ (Some (\e109 N-aD-bO:mixture e109 x107 xx114) (\z True)) (Some (\e108 A-aN:homogeneous e108 x107) (\z True))) (\y Equal y x)))) (Some (\a114 Equal a114 (\v114 Some (\x104 Some (\z True) (\x105 ^ (B-aN:solve x104 x105) (^ (^ (B-aN-b{A-aN}:be x104) (Some (\z102 Some (\e102 N:chemistry e102 z102) (\z True)) (\y101 Some (\e101 A-aN-bN:in e101 x104 y101) (\z True)))) (InAnaphorSet 1 x104)))) (\x ^ (^ (Some (\e114 N-aD:substance e114 v114) (\z True)) (^ (Some (\e111 A-aN:two e111 v114) (\z True)) (Some (\e113 A-aN:more e113 v114) (\z True)))) (N-b{N-aD}:a (\x107 ^ (Some (\e109 N-aD-bO:mixture e109 x107 v114) (\z True)) (Some (\e108 A-aN:homogeneous e108 x107) (\z True))) (\y Equal y x))))) (\a114 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e202 N-aD:substance e202 x201) (\z True)) (InAnaphorSet 114 x201)) (\zz202 ^ (Some (\e203 N-rN:that e203 zz202) (\xx203 Some (\z True) (\x205 Some (\e205 ^ (B-aN-bN:dissolve e205 x205 xx203) (B-aN-b{A-aN}:be e205)) (\z True)))) (Some (\z True) (\x207 Some (\e207 ^ (B-aN-bA:name e207 x207 (Intension (^ (Some (\e208 N:solute e208 zz202) (\z True)) (InAntecedentSet 208 zz202)))) (B-aN-b{A-aN}:be e207)) (\z True))))) (^ (N-b{N-aD}:the (\x303 ^ (Some (\e304 N-aD:solute e304 x303) (\z True)) (InAnaphorSet 208 x303)) (\xx304 N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD:substance e302 x301) (\z True)) (InAnaphorSet 114 x301)) (\zz302 ^ (Some (\z True) (\x306 Some (\e306 ^ (B-aN-bN:dissolve e306 x306 xx304) (^ (B-aN-b{A-aN}:be e306) (Some (\e307 A-aN-bN:in e307 e306 zz302) (\z True)))) (\z True))) (Some (\z True) (\x309 Some (\e309 ^ (B-aN-bA:name e309 x309 (Intension (Some (\e311 ^ (A-aN:solvent e311 zz302) (Some (\e310 A-aN:a e310 e311) (\z True))) (\z True)))) (B-aN-b{A-aN}:be e309)) (\z True)))))) (^ (N-b{N-aD}:an (\x401 ^ (Some (\e402 N-aD:example e402 x401) (\z True)) (^ (B-aN-b{A-aN}:be x401) (Some (\x405 ^ (Some (\e405 N-aD:experience e405 x405) (\z True)) (Some (\e404 A-aN:everyday e404 x405) (\z True))) (\y403 Some (\e403 A-aN-bN:from e403 x401 y403) (\z True))))) (\x N-b{N-aD}:a (\x407 ^ (Some (\e408 N-aD:solid e408 x407) (\z True)) (^ (Some (\z True) (\x425 Some (\e425 ^ (B-aN-bN:dissolve e425 x425 x407) (N-b{N-aD}:a (\x427 ^ (Some (\e428 N-aD:liquid e428 x427) (\z True)) (Some (\z431 Some (\e431 N:water e431 z431) (\z True)) (\y430 Some (\e430 A-aN-bN:like e430 x427 y430) (\z True)))) (\y426 Some (\e426 A-aN-bN:in e426 e425 y426) (\z True)))) (\z True))) (^ (Some (\x411 ^ (Some (\e411 N-aD:salt e411 x411) (\z True)) (^ (^ (Some (\e415 N-aD:solid e415 x411) (\z True)) (Some (\e414 A-aN:crystalline e414 x411) (\z True))) (Some (\e417 N-rN:which e417 x411) (\xx417 ^ (Some (\x419 Some (\e419 N-aD:metal e419 x419) (\z True)) (\y418 Some (\e418 B-aN-bN:include e418 xx417 y418) (\z True))) (Some (\x423 ^ (Some (\e423 N-aD:ice e423 x423) (\z True)) (^ (Some (\e421 A-aN:ordinary e421 x423) (\z True)) (Some (\e422 N-aD:water e422 x423) (\z True)))) (\y418 Some (\e418 B-aN-bN:include e418 xx417 y418) (\z True))))))) (\y410 Some (\e410 A-aN-bN:like e410 x407 y410) (\z True))) (Some (\x413 ^ (Some (\e413 N-aD:sugar e413 x413) (\z True)) (^ (^ (Some (\e415 N-aD:solid e415 x413) (\z True)) (Some (\e414 A-aN:crystalline e414 x413) (\z True))) (Some (\e417 N-rN:which e417 x413) (\xx417 ^ (Some (\x419 Some (\e419 N-aD:metal e419 x419) (\z True)) (\y418 Some (\e418 B-aN-bN:include e418 xx417 y418) (\z True))) (Some (\x423 ^ (Some (\e423 N-aD:ice e423 x423) (\z True)) (^ (Some (\e421 A-aN:ordinary e421 x423) (\z True)) (Some (\e422 N-aD:water e422 x423) (\z True)))) (\y418 Some (\e418 B-aN-bN:include e418 xx417 y418) (\z True))))))) (\y410 Some (\e410 A-aN-bN:like e410 x407 y410) (\z True)))))) (\y Equal y x))) (Some (\a428 Equal a428 (\v428 Some (\x401 ^ (Some (\e402 N-aD:example e402 x401) (\z True)) (^ (B-aN-b{A-aN}:be x401) (Some (\x405 ^ (Some (\e405 N-aD:experience e405 x405) (\z True)) (Some (\e404 A-aN:everyday e404 x405) (\z True))) (\y403 Some (\e403 A-aN-bN:from e403 x401 y403) (\z True))))) (\x ^ (Some (\e408 N-aD:solid e408 x) (\z True)) (^ (Some (\z True) (\x425 Some (\e425 ^ (B-aN-bN:dissolve e425 x425 x) (^ (^ (Some (\e428 N-aD:liquid e428 v428) (\z True)) (Some (\z431 Some (\e431 N:water e431 z431) (\z True)) (\y430 Some (\e430 A-aN-bN:like e430 v428 y430) (\z True)))) (Some (\e426 A-aN-bN:in e426 e425 v428) (\z True)))) (\z True))) (^ (Some (\x411 ^ (Some (\e411 N-aD:salt e411 x411) (\z True)) (^ (^ (Some (\e415 N-aD:solid e415 x411) (\z True)) (Some (\e414 A-aN:crystalline e414 x411) (\z True))) (Some (\e417 N-rN:which e417 x411) (\xx417 ^ (Some (\x419 Some (\e419 N-aD:metal e419 x419) (\z True)) (\y418 Some (\e418 B-aN-bN:include e418 xx417 y418) (\z True))) (Some (\x423 ^ (Some (\e423 N-aD:ice e423 x423) (\z True)) (^ (Some (\e421 A-aN:ordinary e421 x423) (\z True)) (Some (\e422 N-aD:water e422 x423) (\z True)))) (\y418 Some (\e418 B-aN-bN:include e418 xx417 y418) (\z True))))))) (\y410 Some (\e410 A-aN-bN:like e410 x y410) (\z True))) (Some (\x413 ^ (Some (\e413 N-aD:sugar e413 x413) (\z True)) (^ (^ (Some (\e415 N-aD:solid e415 x413) (\z True)) (Some (\e414 A-aN:crystalline e414 x413) (\z True))) (Some (\e417 N-rN:which e417 x413) (\xx417 ^ (Some (\x419 Some (\e419 N-aD:metal e419 x419) (\z True)) (\y418 Some (\e418 B-aN-bN:include e418 xx417 y418) (\z True))) (Some (\x423 ^ (Some (\e423 N-aD:ice e423 x423) (\z True)) (^ (Some (\e421 A-aN:ordinary e421 x423) (\z True)) (Some (\e422 N-aD:water e422 x423) (\z True)))) (\y418 Some (\e418 B-aN-bN:include e418 xx417 y418) (\z True))))))) (\y410 Some (\e410 A-aN-bN:like e410 x y410) (\z True)))))))) (\a428 ^ (Some (\x501 Some (\e501 N-aD:gase e501 x501) (\z True)) (\x503 Some (\e503 ^ (B-aN:dissolve e503 x503) (^ (B-aN-b{B-aN}:can e503) (Some (\x505 ^ (Some (\e505 N-aD:liquid e505 x505) (\z True)) (InAnaphorSet 428 x505)) (\y504 Some (\e504 A-aN-bN:in e504 e503 y504) (\z True))))) (\z True))) (N-b{N-aD}:an (\x601 ^ (Some (\e602 N-aD:example e602 x601) (\z True)) (B-aN-b{A-aN}:be x601)) (\x ^ (^ (Some (\e605 N-aD:dioxide e605 x) (\z True)) (^ (Some (\z609 Some (\e609 N:water e609 z609) (\z True)) (\y608 Some (\e608 A-aN-bN:in e608 x y608) (\z True))) (Some (\e604 N-aD:carbon e604 x) (\z True)))) (^ (Some (\e607 N:oxygen e607 x) (\z True)) (Some (\z609 Some (\e609 N:water e609 z609) (\z True)) (\y608 Some (\e608 A-aN-bN:in e608 x y608) (\z True))))))))))))))) 16 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:holiday e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:holiday e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:holiday e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:an (\x104 ^ (Some (\e108 N-aD:day e108 x104) (\z True)) (^ (Some (\e106 ^ (B-aN:reoccur e106 x104) (Some (\e105 A-aN:annual e105 e106) (\z True))) (\z True)) (Some (\e107 A-aN:festive e107 x104) (\z True)))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:holiday e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:an (\x104 ^ (Some (\e108 N-aD:day e108 x104) (\z True)) (^ (Some (\e106 ^ (B-aN:reoccur e106 x104) (Some (\e105 A-aN:annual e105 e106) (\z True))) (\z True)) (Some (\e107 A-aN:festive e107 x104) (\z True)))) (\y Equal y v102)))) (\a102 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e202 N-aD:word e202 x201) (\z True)) (^ (InAnaphorSet 1 x201) (Some (\e204 N:holiday e204 x201) (\z True)))) (\zz207 Some (\z True) (\x207 Some (\e207 ^ (B-aN-bN:derive e207 x207 zz207) (^ (B-aN-b{A-aN}:be e207) (N-b{N-aD}:the (\x209 ^ (Some (\e210 N-aD:word e210 x209) (\z True)) (^ (Some (\e212 N:holy e212 x209) (\z True)) (Some (\e216 N-aD:day e216 x209) (\z True)))) (\y208 Some (\e208 A-aN-bN:from e208 e207 y208) (\z True))))) (\z True)))) (^ (Some (\x302 ^ (Some (\e302 N-aD:holiday e302 x302) (\z True)) (^ (InAnaphorSet 102 x302) (Some (\e301 A-aN:religious e301 x302) (\z True)))) (\z True)) (Some (\a302 Equal a302 (\v302 ^ (Some (\e302 N-aD:holiday e302 v302) (\z True)) (^ (InAnaphorSet 102 v302) (Some (\e301 A-aN:religious e301 v302) (\z True))))) (\a302 ^ (Some (\x404 ^ (Some (\e404 N-aD:holiday e404 x404) (\z True)) (^ (InAnaphorSet 102 x404) (^ (Some (\e401 A-aN:celtic e401 x404) (\z True)) (Some (\e403 A-aN:norse e403 x404) (\z True))))) (\z True)) (^ (Some (\z True) (\x502 N-b{N-aD}:the (\x509 Some (\e510 N-aD:year e510 x509) (\z True)) (\xx510 N-b{N-aD}:the (\x506 Some (\e507 N-aD-bO:wheel e507 x506 xx510) (\z True)) (\xx507 N-b{N-aD}:the (\x503 Some (\z True) (\x504 B-aN-bN:order x503 x504 xx507)) (\y502 Some (\e502 A-aN-bN:in e502 x502 y502) (\z True)))))) (Some (\z601 Some (\e601 N:catholic e601 z601) (\z True)) (\x603 Some (\x606 ^ (Some (\e606 N-aD:day e606 x606) (\z True)) (InAnaphorSet 302 x606)) (\y603 Some (\e603 ^ (B-aN-bN:celebrate e603 x603 y603) (Some (\e602 A-aN:also e602 e603) (\z True))) (\z True))))))))))))) 17 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:trophy e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:trophy e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:trophy e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:an (\x104 ^ (Some (\e105 N-aD:object e105 x104) (\z True)) (Some (\z True) (\x106 Some (\e106 ^ (B-aN-bN:give e106 x106 x104) (^ (N-b{N-aD}:an (\x111 Some (\z True) (\x112 B-aN:accomplish x111 x112)) (\y109 Some (\e109 A-aN-bO:because e109 e106 y109) (\z True))) (Some (\z108 Some (\e108 N:someone e108 z108) (\z True)) (\y107 Some (\e107 A-aN-bN:to e107 e106 y107) (\z True))))) (\z True)))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:trophy e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:an (\x104 ^ (Some (\e105 N-aD:object e105 x104) (\z True)) (Some (\z True) (\x106 Some (\e106 ^ (B-aN-bN:give e106 x106 x104) (^ (N-b{N-aD}:an (\x111 Some (\z True) (\x112 B-aN:accomplish x111 x112)) (\y109 Some (\e109 A-aN-bO:because e109 e106 y109) (\z True))) (Some (\z108 Some (\e108 N:someone e108 z108) (\z True)) (\y107 Some (\e107 A-aN-bN:to e107 e106 y107) (\z True))))) (\z True)))) (\y Equal y v102)))) (\a102 ^ (Some (\z201 ^ (Some (\e201 N:these e201 z201) (\z True)) (InAnaphorSet 102 z201)) (\zz204 Some (\z True) (\x204 Some (\e204 ^ (B-aN-bN:give e204 x204 zz204) (^ (^ (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:often e203 e204) (\z True))) (Some (\x208 ^ (Some (\e208 N-aD:event e208 x208) (\z True)) (Some (\e207 A-aN:sporting e207 x208) (\z True))) (\y206 Some (\e206 A-aN-bN:through e206 e204 y206) (\z True)))) (Some (\e205 A-aN:out e205 e204) (\z True)))) (\z True)))) (^ (N-b{N-aD}:a (\x301 ^ (Some (\e302 N-aD:trophy e302 x301) (\z True)) (InAnaphorSet 102 x301)) (\x305 ^ (N-b{N-aD}:a (\x309 Some (\e310 N-aD:cup e310 x309) (\z True)) (\xx340 N-b{N-aD}:the (\x306 Some (\e307 N-aD-bO:shape e307 x306 xx340) (\z True)) (\y305 Some (\e305 ^ (A-aN-bN:in e305 x305 y305) (^ (B-aN-b{A-aN}:be e305) (B-aN-b{B-aN}:can e305))) (\z True)))) (^ (N-b{N-aD}:a (\x312 Some (\e313 N-aD:bowl e313 x312) (\z True)) (\xx340 N-b{N-aD}:the (\x306 Some (\e307 N-aD-bO:shape e307 x306 xx340) (\z True)) (\y305 Some (\e305 ^ (A-aN-bN:in e305 x305 y305) (^ (B-aN-b{A-aN}:be e305) (B-aN-b{B-aN}:can e305))) (\z True)))) (^ (N-b{N-aD}:a (\x315 Some (\e316 N-aD:plaque e316 x315) (\z True)) (\xx340 N-b{N-aD}:the (\x306 Some (\e307 N-aD-bO:shape e307 x306 xx340) (\z True)) (\y305 Some (\e305 ^ (A-aN-bN:in e305 x305 y305) (^ (B-aN-b{A-aN}:be e305) (B-aN-b{B-aN}:can e305))) (\z True)))) (^ (N-b{N-aD}:a (\x318 Some (\e319 N-aD:mug e319 x318) (\z True)) (\xx340 N-b{N-aD}:the (\x306 Some (\e307 N-aD-bO:shape e307 x306 xx340) (\z True)) (\y305 Some (\e305 ^ (A-aN-bN:in e305 x305 y305) (^ (B-aN-b{A-aN}:be e305) (B-aN-b{B-aN}:can e305))) (\z True)))) (^ (N-b{N-aD}:a (\x330 ^ (Some (\e332 N-aD:shape e332 x330) (\z True)) (^ (N-b{N-aD}:the (\x335 ^ (Some (\e337 N-aD:award e337 x335) (\z True)) (Some (\e336 N-aD:emmy e336 x335) (\z True))) (\y334 Some (\e334 A-aN-bN:like e334 x330 y334) (\z True))) (Some (\e331 A-aN:human e331 x330) (\z True)))) (\xx340 N-b{N-aD}:the (\x306 Some (\e307 N-aD-bO:shape e307 x306 xx340) (\z True)) (\y305 Some (\e305 ^ (A-aN-bN:in e305 x305 y305) (^ (B-aN-b{A-aN}:be e305) (B-aN-b{B-aN}:can e305))) (\z True)))) (N-b{N-aD}:a (\x341 ^ (Some (\e342 N-aD:spaceship e342 x341) (\z True)) (N-b{N-aD}:the (\x345 ^ (Some (\e347 N-aD:award e347 x345) (\z True)) (^ (Some (\x351 ^ (Some (\e351 N-aD:fiction e351 x351) (\z True)) (Some (\e349 N-aD:science e349 x351) (\z True))) (\y348 Some (\e348 A-aN-bN:for e348 x345 y348) (\z True))) (Some (\e346 N-aD:hugo e346 x345) (\z True)))) (\y344 Some (\e344 A-aN-bN:like e344 x341 y344) (\z True)))) (\xx340 N-b{N-aD}:the (\x306 Some (\e307 N-aD-bO:shape e307 x306 xx340) (\z True)) (\y305 Some (\e305 ^ (A-aN-bN:in e305 x305 y305) (^ (B-aN-b{A-aN}:be e305) (B-aN-b{B-aN}:can e305))) (\z True)))))))))) (^ (Some (\z401 ^ (Some (\e401 N:trophy e401 z401) (\z True)) (^ (^ (B-aN-b{A-aN}:be z401) (^ (B-aN-b{B-aN}:can z401) (Some (\e403 A-aN:also e403 z401) (\z True)))) (InAnaphorSet 102 z401))) (\x N-b{N-aD}:an (\x405 ^ (Some (\e407 N-aD:head e407 x405) (\z True)) (Some (\e406 N-aD:animal e406 x405) (\z True))) (\y Equal y x))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:trophy e401 v401) (\z True)) (^ (^ (B-aN-b{A-aN}:be v401) (^ (B-aN-b{B-aN}:can v401) (Some (\e403 A-aN:also e403 v401) (\z True)))) (InAnaphorSet 102 v401))) (N-b{N-aD}:an (\x405 ^ (Some (\e407 N-aD:head e407 x405) (\z True)) (Some (\e406 N-aD:animal e406 x405) (\z True))) (\y Equal y v401)))) (\a401 ^ (Some (\z501 ^ (Some (\e501 N:these e501 z501) (\z True)) (InAnaphorSet 401 z501)) (\zz504 Some (\z True) (\x504 Some (\e504 ^ (B-aN-bN:take e504 x504 zz504) (^ (^ (^ (B-aN-b{A-aN}:be e504) (Some (\e503 A-aN:often e503 e504) (\z True))) (Some (\x508 Some (\e508 N-aD:hunter e508 x508) (\z True)) (\y507 Some (\e507 A-aN-bN:by e507 e504 y507) (\z True)))) (Some (\x506 ^ (Some (\e506 N-aD:trophy e506 x506) (\z True)) (InAnaphorSet 401 x506)) (\y505 Some (\e505 A-aN-bN:as e505 e504 y505) (\z True))))) (\z True)))) (Some (\x601 Some (\e601 N-aD:history e601 x601) (\z True)) (\z True))))))))))) 18 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:fantasy e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:fantasy e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:fantasy e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x Some (\z106 Some (\e106 N:fiction e106 z106) (\z True)) (\xx106 N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD-bO:genre e104 x103 xx106) (\z True)) (Some (\z True) (\z108 Some (\e108 N-aD-bPbelieve:make e108 x103 z108) (\z True)))) (\zz104 ^ (Some (\e111 N-rN:that e111 zz104) (\xx111 ^ (Some (\z116 Some (\e116 N:magic e116 z116) (\z True)) (\xx118 N-b{N-aD}:some (\x113 Some (\e114 N-aD-bO:form e114 x113 xx118) (\z True)) (\y112 Some (\e112 B-aN-bN:show e112 xx111 y112) (\z True)))) (Some (\x120 ^ (Some (\e120 N-aD:force e120 x120) (\z True)) (Some (\e119 A-aN:supernatural e119 x120) (\z True))) (\xx118 N-b{N-aD}:some (\x113 Some (\e114 N-aD-bO:form e114 x113 xx118) (\z True)) (\y112 Some (\e112 B-aN-bN:show e112 xx111 y112) (\z True)))))) (Equal zz104 x))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:fantasy e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (Some (\z106 Some (\e106 N:fiction e106 z106) (\z True)) (\xx106 N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD-bO:genre e104 x103 xx106) (\z True)) (Some (\z True) (\z108 Some (\e108 N-aD-bPbelieve:make e108 x103 z108) (\z True)))) (\zz104 ^ (Some (\e111 N-rN:that e111 zz104) (\xx111 ^ (Some (\z116 Some (\e116 N:magic e116 z116) (\z True)) (\xx118 N-b{N-aD}:some (\x113 Some (\e114 N-aD-bO:form e114 x113 xx118) (\z True)) (\y112 Some (\e112 B-aN-bN:show e112 xx111 y112) (\z True)))) (Some (\x120 ^ (Some (\e120 N-aD:force e120 x120) (\z True)) (Some (\e119 A-aN:supernatural e119 x120) (\z True))) (\xx118 N-b{N-aD}:some (\x113 Some (\e114 N-aD-bO:form e114 x113 xx118) (\z True)) (\y112 Some (\e112 B-aN-bN:show e112 xx111 y112) (\z True)))))) (Equal zz104 v101)))))) (\a101 ^ (Some (\x202 ^ (Some (\e202 N-aD:fantasy e202 x202) (\z True)) (InAnaphorSet 101 x202)) (\x204 Some (\e204 ^ (B-aN-bC:mean e204 x204 (Intension (N-b{N-aD}:the (\x206 Some (\e207 N-aD:story e207 x206) (\z True)) (\x208 Some (\z209 Some (\e209 N:place e209 z209) (\z True)) (\y208 Some (\e208 ^ (B-aN-bN:take e208 x208 y208) (N-b{N-aD}:another (\x211 ^ (Some (\e212 N-aD:world e212 x211) (\z True)) (^ (^ (InAntecedentSet 212 x211) (^ (Some (\x221 ^ (Some (\e221 N-aD:earth e221 x221) (\z True)) (Some (\e219 N-aD:middle e219 x221) (\z True))) (\y218 Some (\e218 A-aN-bN:e.g. e218 x211 y218) (\z True))) (Some (\x223 Some (\e223 N-aD:narnia e223 x223) (\z True)) (\y218 Some (\e218 A-aN-bN:e.g. e218 x211 y218) (\z True))))) (Some (\e213 ^ (A-aN:different e213 x211) (Some (\z215 ^ (Some (\e215 D:our e215 z215) (\z True)) (Some (\e216 A-aN:own e216 z215) (\z True))) (\y214 Some (\e214 A-aN-bN:from e214 e213 y214) (\z True)))) (\z True)))) (\y210 Some (\e210 A-aN-bN:in e210 e208 y210) (\z True)))) (\z True)))))) (^ (Some (\e201 A-aN:often e201 e204) (\z True)) (Some (\e203 A-aN:also e203 e204) (\z True)))) (\z True))) (^ (Some (\z315 ^ (Some (\e315 N:it e315 z315) (\z True)) (InAnaphorSet 303 z315)) (\x318 Some (\x321 ^ (Some (\e321 N-aD:world e321 x321) (\z True)) (^ (^ (InAnaphorSet 212 x321) (Some (\z True) (\x323 Some (\e323 ^ (B-aN-bN:overlap e323 x323 x321) (Some (\x326 ^ (Some (\e326 N-aD:fiction e326 x326) (\z True)) (Some (\e325 N-aD:science e325 x326) (\z True))) (\y324 Some (\e324 A-aN-bN:with e324 e323 y324) (\z True)))) (\z True)))) (Some (\e320 ^ (A-aN:tech e320 x321) (Some (\e319 A-aN:high e319 e320) (\z True))) (\z True)))) (\y318 Some (\e318 ^ (B-aN-bN:depict e318 x318 y318) (^ (^ (B-aN-b{B-aN}:can e318) (^ (Some (\e301 A-aN-bV:although e301 e318 (Intension (N-b{N-aD}:the (\x302 ^ (Some (\e303 N-aD:word e303 x302) (\z True)) (^ (^ (InAntecedentSet 303 x302) (InAnaphorSet 1 x302)) (Some (\e304 N-aD:fantasy e304 x302) (\z True)))) (\zz308 Some (\z True) (\x308 Some (\e308 ^ (B-aN-bN:apply e308 x308 zz308) (^ (^ (B-aN-b{A-aN}:be e308) (Some (\e307 ^ (A-aN:often e307 e308) (Some (\e306 A-aN:most e306 e307) (\z True))) (\z True))) (Some (\x313 ^ (Some (\e313 N-aD:world e313 x313) (\z True)) (^ (InAnaphorSet 212 x313) (Some (\e312 ^ (A-aN:tech e312 x313) (Some (\e310 A-aN:low e310 e312) (\z True))) (\z True)))) (\y309 Some (\e309 A-aN-bN:to e309 e308 y309) (\z True))))) (\z True)))))) (\z True)) (Some (\e316 A-aN:also e316 e318) (\z True)))) (Some (\x330 ^ (Some (\e330 N-aD:war e330 x330) (\z True)) (Some (\e329 N-aD:star e329 x330) (\z True))) (\y328 Some (\e328 A-aN-bN:e.g. e328 e318 y328) (\z True))))) (\z True)))) (Some (\a315 Equal a315 (\v315 ^ (^ (Some (\e315 N:it e315 v315) (\z True)) (InAnaphorSet 303 v315)) (Some (\x321 ^ (Some (\e321 N-aD:world e321 x321) (\z True)) (^ (^ (InAnaphorSet 212 x321) (Some (\z True) (\x323 Some (\e323 ^ (B-aN-bN:overlap e323 x323 x321) (Some (\x326 ^ (Some (\e326 N-aD:fiction e326 x326) (\z True)) (Some (\e325 N-aD:science e325 x326) (\z True))) (\y324 Some (\e324 A-aN-bN:with e324 e323 y324) (\z True)))) (\z True)))) (Some (\e320 ^ (A-aN:tech e320 x321) (Some (\e319 A-aN:high e319 e320) (\z True))) (\z True)))) (\y318 Some (\e318 ^ (B-aN-bN:depict e318 v315 y318) (^ (^ (B-aN-b{B-aN}:can e318) (^ (Some (\e301 A-aN-bV:although e301 e318 (Intension (N-b{N-aD}:the (\x302 ^ (Some (\e303 N-aD:word e303 x302) (\z True)) (^ (^ (InAntecedentSet 303 x302) (InAnaphorSet 1 x302)) (Some (\e304 N-aD:fantasy e304 x302) (\z True)))) (\zz308 Some (\z True) (\x308 Some (\e308 ^ (B-aN-bN:apply e308 x308 zz308) (^ (^ (B-aN-b{A-aN}:be e308) (Some (\e307 ^ (A-aN:often e307 e308) (Some (\e306 A-aN:most e306 e307) (\z True))) (\z True))) (Some (\x313 ^ (Some (\e313 N-aD:world e313 x313) (\z True)) (^ (InAnaphorSet 212 x313) (Some (\e312 ^ (A-aN:tech e312 x313) (Some (\e310 A-aN:low e310 e312) (\z True))) (\z True)))) (\y309 Some (\e309 A-aN-bN:to e309 e308 y309) (\z True))))) (\z True)))))) (\z True)) (Some (\e316 A-aN:also e316 e318) (\z True)))) (Some (\x330 ^ (Some (\e330 N-aD:war e330 x330) (\z True)) (Some (\e329 N-aD:star e329 x330) (\z True))) (\y328 Some (\e328 A-aN-bN:e.g. e328 e318 y328) (\z True))))) (\z True))))) (\a315 Some (\z402 ^ (Some (\e402 N:it e402 z402) (\z True)) (InAnaphorSet 315 z402)) (\zz404 Some (\z True) (\x404 Some (\e404 ^ (B-aN-bN:use e404 x404 zz404) (^ (^ (^ (B-aN-b{A-aN}:be e404) (Some (\e401 A-aN:or e401 e404) (\z True))) (Some (\e409 A-aN-bV:if e409 e404 (Intension (Some (\z410 ^ (Some (\e410 N:it e410 z410) (\z True)) (InAnaphorSet 407 z410)) (\x412 Some (\e412 ^ (A-aN:magical e412 x412) (^ (B-aN-b{A-aN}:be e412) (N-b{N-aD}:some (\x414 Some (\e415 N-aD:way e415 x414) (\z True)) (\y413 Some (\e413 A-aN-bN:in e413 e412 y413) (\z True))))) (\z True))))) (\z True))) (Some (\x407 ^ (Some (\e407 N-aD:fiction e407 x407) (\z True)) (Some (\e406 A-aN:historical e406 x407) (\z True))) (\y405 Some (\e405 A-aN-bN:for e405 e404 y405) (\z True))))) (\z True))))))))))) 19 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:opinion e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:opinion e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:an (\x101 ^ (Some (\e102 N-aD:opinion e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e104 N:something e104 x) (\z True)) (^ (N-b{N-aD}:a (\x105 Some (\e106 N-aD:person e106 x105) (\z True)) (\x112 Some (\e112 B-aN-bN:think e112 x112 x) (\z True))) (Some (\x111 Some (\e111 N-aD:people e111 x111) (\z True)) (\xx111 N-b{N-aD}:a (\x108 Some (\e109 N-aD-bO:group e109 x108 xx111) (\z True)) (\x112 Some (\e112 B-aN-bN:think e112 x112 x) (\z True))))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:opinion e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (^ (Some (\e104 N:something e104 v102) (\z True)) (^ (N-b{N-aD}:a (\x105 Some (\e106 N-aD:person e106 x105) (\z True)) (\x112 Some (\e112 B-aN-bN:think e112 x112 v102) (\z True))) (Some (\x111 Some (\e111 N-aD:people e111 x111) (\z True)) (\xx111 N-b{N-aD}:a (\x108 Some (\e109 N-aD-bO:group e109 x108 xx111) (\z True)) (\x112 Some (\e112 B-aN-bN:think e112 x112 v102) (\z True)))))))) (\a102 Some (\a106 Equal a106 (\v106 Some (\x101 ^ (Some (\e102 N-aD:opinion e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e104 N:something e104 x) (\z True)) (^ (^ (Some (\e106 N-aD:person e106 v106) (\z True)) (Some (\e112 B-aN-bN:think e112 v106 x) (\z True))) (Some (\x111 Some (\e111 N-aD:people e111 x111) (\z True)) (\xx111 Some (\x108 Some (\e109 N-aD-bO:group e109 x108 xx111) (\z True)) (\x112 Some (\e112 B-aN-bN:think e112 x112 x) (\z True)))))))) (\a106 Some (\a111 Equal a111 (\v111 Some (\x101 ^ (Some (\e102 N-aD:opinion e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e104 N:something e104 x) (\z True)) (^ (Some (\x105 Some (\e106 N-aD:person e106 x105) (\z True)) (\x112 Some (\e112 B-aN-bN:think e112 x112 x) (\z True))) (^ (Some (\e111 N-aD:people e111 v111) (\z True)) (N-b{N-aD}:a (\x108 Some (\e109 N-aD-bO:group e109 x108 v111) (\z True)) (\x112 Some (\e112 B-aN-bN:think e112 x112 x) (\z True)))))))) (\a111 ^ (Gen (\z ^ (B-aN-b{A-aN}:be z) (^ (Some (\e205 N-aD:opinion? e205 z) (\z True)) (InAnaphorSet 102 z))) (\x208 Some (\z True) (\x209 Some (\e209 B-aN-bS:say e209 x209 (Intension (Gen (\zz215 Some (\e212 N-iN:what e212 zz215) (\xx212 Some (\z214 ^ (Some (\e214 N:you e214 z214) (\z True)) (InAnaphorSet 204 z214)) (\x215 Some (\e215 ^ (B-aN-bN:think e215 x215 xx212) (^ (B-aN-b{B-aN}:do e215) (Some (\z217 Some (\e217 N:it e217 z217) (\z True)) (\y216 Some (\e216 A-aN-bN:about e216 e215 y216) (\z True))))) (\z True)))) (\z True)))) (\y208 Some (\e208 ^ (A-aN-bN:like e208 x208 y208) (B-aN-b{A-aN}:be e208)) (\z True))))) (^ (N-b{N-aD}:the (\x301 Some (\e302 N-aD:person e302 x301) (\z True)) (\x303 Some (\e303 ^ (D-aN:'s e303 x303) (InAnaphorSet 106 e303)) (\x304 Some (\e304 B-aN:answer e304 x304) (\x306 Some (\e306 ^ (B-aN:start e306 x306) (^ (B-aN-b{B-aN}:might e306) (Some (\z True) (\x310 Some (\x312 ^ (Some (\e312 N-aD:opinion e312 x312) (\z True)) (InAnaphorSet 102 x312)) (\y310 Some (\e310 A-aN-bN:in e310 x310 y310) (\y307 Some (\e307 A-aN-bN:with e307 e306 y307) (\z True))))))) (\z True))))) (^ (Some (\x402 Some (\e402 N-aD:company e402 x402) (\z True)) (\x405 Gen (\z Some (\x408 ^ (Some (\e408 N-aD:people e408 x408) (\z True)) (InAnaphorSet 111 x408)) (\x409 Some (\e409 ^ (B-aN-bN:think e409 x409 z) (Some (\z411 Some (\e411 N:something e411 z411) (\z True)) (\y410 Some (\e410 A-aN-bN:about e410 e409 y410) (\z True)))) (\z True))) (\y405 Some (\a408 Equal a408 (\v408 ^ (^ (Some (\e408 N-aD:people e408 v408) (\z True)) (InAnaphorSet 111 v408)) (Some (\e409 ^ (B-aN-bN:think e409 v408 y405) (Some (\z411 Some (\e411 N:something e411 z411) (\z True)) (\y410 Some (\e410 A-aN-bN:about e410 e409 y410) (\z True)))) (\z True)))) (\a408 Some (\z True) (\z405 Some (\e405 ^ (B-aN-bN-bPout:find e405 x405 y405 z405) (^ (B-aN-b{I-aN}:try e405) (^ (Some (\e401 A-aN:sometimes e401 e405) (\z True)) (Some (\x419 ^ (Some (\e419 N-aD:opinion e419 x419) (\z True)) (InAnaphorSet 102 x419)) (\y413 Some (\x417 ^ (Some (\e417 N-aD:people e417 x417) (\z True)) (InAnaphorSet 408 x417)) (\xx417 N-b{N-aD}:a (\x414 Some (\e415 N-aD-bO:lot e415 x414 xx417) (\z True)) (\z413 Some (\e413 ^ (B-aN-bS-bN:ask e413 e405 y413 z413) (A-aN-b{G-aN}:by e413)) (\z True)))))))) (\z True)))))) (Some (\a402 Equal a402 (\v402 ^ (Some (\e402 N-aD:company e402 v402) (\z True)) (Gen (\z Some (\x408 ^ (Some (\e408 N-aD:people e408 x408) (\z True)) (InAnaphorSet 111 x408)) (\x409 Some (\e409 ^ (B-aN-bN:think e409 x409 z) (Some (\z411 Some (\e411 N:something e411 z411) (\z True)) (\y410 Some (\e410 A-aN-bN:about e410 e409 y410) (\z True)))) (\z True))) (\y405 Some (\a408 Equal a408 (\v408 ^ (^ (Some (\e408 N-aD:people e408 v408) (\z True)) (InAnaphorSet 111 v408)) (Some (\e409 ^ (B-aN-bN:think e409 v408 y405) (Some (\z411 Some (\e411 N:something e411 z411) (\z True)) (\y410 Some (\e410 A-aN-bN:about e410 e409 y410) (\z True)))) (\z True)))) (\a408 Some (\z True) (\z405 Some (\e405 ^ (B-aN-bN-bPout:find e405 v402 y405 z405) (^ (B-aN-b{I-aN}:try e405) (^ (Some (\e401 A-aN:sometimes e401 e405) (\z True)) (Some (\x419 ^ (Some (\e419 N-aD:opinion e419 x419) (\z True)) (InAnaphorSet 102 x419)) (\y413 Some (\x417 ^ (Some (\e417 N-aD:people e417 x417) (\z True)) (InAnaphorSet 408 x417)) (\xx417 N-b{N-aD}:a (\x414 Some (\e415 N-aD-bO:lot e415 x414 xx417) (\z True)) (\z413 Some (\e413 ^ (B-aN-bS-bN:ask e413 e405 y413 z413) (A-aN-b{G-aN}:by e413)) (\z True)))))))) (\z True))))))) (\a402 Some (\a419 Equal a419 (\v419 Some (\x402 Some (\e402 N-aD:company e402 x402) (\z True)) (\x405 Some (\z Some (\x408 ^ (Some (\e408 N-aD:people e408 x408) (\z True)) (InAnaphorSet 111 x408)) (\x409 Some (\e409 ^ (B-aN-bN:think e409 x409 z) (Some (\z411 Some (\e411 N:something e411 z411) (\z True)) (\y410 Some (\e410 A-aN-bN:about e410 e409 y410) (\z True)))) (\z True))) (\y405 Some (\a408 Equal a408 (\v408 ^ (^ (Some (\e408 N-aD:people e408 v408) (\z True)) (InAnaphorSet 111 v408)) (Some (\e409 ^ (B-aN-bN:think e409 v408 y405) (Some (\z411 Some (\e411 N:something e411 z411) (\z True)) (\y410 Some (\e410 A-aN-bN:about e410 e409 y410) (\z True)))) (\z True)))) (\a408 Some (\z True) (\z405 Some (\e405 ^ (B-aN-bN-bPout:find e405 x405 y405 z405) (^ (B-aN-b{I-aN}:try e405) (^ (Some (\e401 A-aN:sometimes e401 e405) (\z True)) (^ (^ (Some (\e419 N-aD:opinion e419 v419) (\z True)) (InAnaphorSet 102 v419)) (Some (\x417 ^ (Some (\e417 N-aD:people e417 x417) (\z True)) (InAnaphorSet 408 x417)) (\xx417 N-b{N-aD}:a (\x414 Some (\e415 N-aD-bO:lot e415 x414 xx417) (\z True)) (\z413 Some (\e413 ^ (B-aN-bS-bN:ask e413 e405 v419 z413) (A-aN-b{G-aN}:by e413)) (\z True)))))))) (\z True))))))) (\a419 Some (\a417 Equal a417 (\v417 Some (\x402 Some (\e402 N-aD:company e402 x402) (\z True)) (\x405 Some (\z Some (\x408 ^ (Some (\e408 N-aD:people e408 x408) (\z True)) (InAnaphorSet 111 x408)) (\x409 Some (\e409 ^ (B-aN-bN:think e409 x409 z) (Some (\z411 Some (\e411 N:something e411 z411) (\z True)) (\y410 Some (\e410 A-aN-bN:about e410 e409 y410) (\z True)))) (\z True))) (\y405 Some (\a408 Equal a408 (\v408 ^ (^ (Some (\e408 N-aD:people e408 v408) (\z True)) (InAnaphorSet 111 v408)) (Some (\e409 ^ (B-aN-bN:think e409 v408 y405) (Some (\z411 Some (\e411 N:something e411 z411) (\z True)) (\y410 Some (\e410 A-aN-bN:about e410 e409 y410) (\z True)))) (\z True)))) (\a408 Some (\z True) (\z405 Some (\e405 ^ (B-aN-bN-bPout:find e405 x405 y405 z405) (^ (B-aN-b{I-aN}:try e405) (^ (Some (\e401 A-aN:sometimes e401 e405) (\z True)) (Some (\x419 ^ (Some (\e419 N-aD:opinion e419 x419) (\z True)) (InAnaphorSet 102 x419)) (\y413 ^ (^ (Some (\e417 N-aD:people e417 v417) (\z True)) (InAnaphorSet 408 v417)) (N-b{N-aD}:a (\x414 Some (\e415 N-aD-bO:lot e415 x414 v417) (\z True)) (\z413 Some (\e413 ^ (B-aN-bS-bN:ask e413 e405 y413 z413) (A-aN-b{G-aN}:by e413)) (\z True)))))))) (\z True))))))) (\a417 Some (\a413 Equal a413 (\v413 Some (\x402 Some (\e402 N-aD:company e402 x402) (\z True)) (\x405 Some (\z Some (\x408 ^ (Some (\e408 N-aD:people e408 x408) (\z True)) (InAnaphorSet 111 x408)) (\x409 Some (\e409 ^ (B-aN-bN:think e409 x409 z) (Some (\z411 Some (\e411 N:something e411 z411) (\z True)) (\y410 Some (\e410 A-aN-bN:about e410 e409 y410) (\z True)))) (\z True))) (\y405 Some (\a408 Equal a408 (\v408 ^ (^ (Some (\e408 N-aD:people e408 v408) (\z True)) (InAnaphorSet 111 v408)) (Some (\e409 ^ (B-aN-bN:think e409 v408 y405) (Some (\z411 Some (\e411 N:something e411 z411) (\z True)) (\y410 Some (\e410 A-aN-bN:about e410 e409 y410) (\z True)))) (\z True)))) (\a408 Some (\z True) (\z405 Some (\e405 ^ (B-aN-bN-bPout:find e405 x405 y405 z405) (^ (B-aN-b{I-aN}:try e405) (^ (Some (\e401 A-aN:sometimes e401 e405) (\z True)) (Some (\x419 ^ (Some (\e419 N-aD:opinion e419 x419) (\z True)) (InAnaphorSet 102 x419)) (\y413 Some (\x417 ^ (Some (\e417 N-aD:people e417 x417) (\z True)) (InAnaphorSet 408 x417)) (\xx417 N-b{N-aD}:a (\x414 Some (\e415 N-aD-bO:lot e415 x414 xx417) (\z True)) (\z413 ^ (B-aN-bS-bN:ask v413 e405 y413 z413) (A-aN-b{G-aN}:by v413)))))))) (\z True))))))) (\a413 ^ (Some (\z501 ^ (Some (\e501 N:this e501 z501) (\z True)) (InAnaphorSet 413 z501)) (\zz503 Some (\z True) (\x503 Some (\e503 ^ (B-aN-bA:call e503 x503 (Intension (N-b{N-aD}:an (\x504 ^ (Some (\e507 N-aD:poll e507 x504) (\z True)) (^ (Some (\e506 N-aD:opinion e506 x504) (\z True)) (InAnaphorSet 419 x504))) (\y Equal y zz503)))) (B-aN-b{A-aN}:be e503)) (\z True)))) (Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 402 z601)) (\x606 Some (\z True) (\y606 Some (\e606 ^ (B-aN-b{V-iN}-bPout:find e606 x606 (Intension (^ (Some (\z609 ^ (Some (\e609 N:they e609 z609) (\z True)) (InAnaphorSet 417 z609)) (\x610 Some (\e610 ^ (B-aN-bC:think e610 x610 (Intension (^ (N-b{N-aD}:the (\x611 Some (\e612 N-aD:government e612 x611) (\z True)) (\x614 Some (\e614 ^ (A-aN:good e614 x614) (B-aN-b{A-aN}:be e614)) (\z True))) (N-b{N-aD}:the (\x611 Some (\e612 N-aD:government e612 x611) (\z True)) (\x616 Some (\e616 ^ (A-aN:bad e616 x616) (B-aN-b{A-aN}:be e616)) (\z True)))))) (Some (\e608 A-aN-iN:whether e608 e610 y606) (\z True))) (\z True))) (Some (\z619 Some (\e619 N:enough e619 z619) (\z True)) (\zz622 Some (\z True) (\x622 Some (\e622 ^ (B-aN-bN:do e622 x622 zz622) (^ (^ (B-aN-b{A-aN}:be e622) (^ (B-aN-b{A-aN}:be e622) (Some (\e618 A-aN-iN:whether e618 e622 y606) (\z True)))) (Some (\z True) (\x625 Some (\e625 ^ (B-aN:warm e625 x625) (Some (\e624 A-aN:global e624 e625) (\z True))) (\y623 Some (\e623 A-aN-bN:about e623 e622 y623) (\z True)))))) (\z True))))))) (^ (B-aN-b{I-aN}:try e606) (^ (B-aN-b{A-aN}:be e606) (B-aN-b{B-aN}:might e606)))) (\z True)))))))))))))))))) 20 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:sodium e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:sodium e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:sodium e101 z101) (\z True)) (^ (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101)) (^ (Some (\e103 N-aD:symbol e103 z101) (\z True)) (^ (N-b{N-aD}:the (\x107 ^ (Some (\e109 N-aD:name e109 x107) (\z True)) (^ (Some (\e111 N-aD:natrium e111 x107) (\z True)) (Some (\e108 N-aD:latin e108 x107) (\z True)))) (\y106 Some (\e106 A-aN-bN:from e106 z101 y106) (\z True))) (Some (\e104 N-aD:na e104 z101) (\z True)))))) (\x N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:element e117 x115) (\z True)) (^ (Some (\x125 Some (\e125 N-aD:element e125 x125) (\z True)) (\xx125 ^ (Some (\e119 N-aD:11 e119 x115) (\z True)) (^ (N-b{N-aD}:the (\x121 ^ (Some (\e123 N-aD-bO:table e123 x121 xx125) (\z True)) (Some (\e122 A-aN:periodic e122 x121) (\z True))) (\y120 Some (\e120 A-aN-bN:in e120 x115 y120) (\z True))) (Some (\e118 N-aD:number e118 x115) (\z True))))) (Some (\e116 N-aD:chemical e116 x115) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:sodium e101 v101) (\z True)) (^ (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101)) (^ (Some (\e103 N-aD:symbol e103 v101) (\z True)) (^ (N-b{N-aD}:the (\x107 ^ (Some (\e109 N-aD:name e109 x107) (\z True)) (^ (Some (\e111 N-aD:natrium e111 x107) (\z True)) (Some (\e108 N-aD:latin e108 x107) (\z True)))) (\y106 Some (\e106 A-aN-bN:from e106 v101 y106) (\z True))) (Some (\e104 N-aD:na e104 v101) (\z True)))))) (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:element e117 x115) (\z True)) (^ (Some (\x125 Some (\e125 N-aD:element e125 x125) (\z True)) (\xx125 ^ (Some (\e119 N-aD:11 e119 x115) (\z True)) (^ (N-b{N-aD}:the (\x121 ^ (Some (\e123 N-aD-bO:table e123 x121 xx125) (\z True)) (Some (\e122 A-aN:periodic e122 x121) (\z True))) (\y120 Some (\e120 A-aN-bN:in e120 x115 y120) (\z True))) (Some (\e118 N-aD:number e118 x115) (\z True))))) (Some (\e116 N-aD:chemical e116 x115) (\z True)))) (\y Equal y v101)))) (\a101 ^ (Some (\z204 ^ (Some (\e204 D:its e204 z204) (\z True)) (InAnaphorSet 101 z204)) (\xx204 Some (\x205 Some (\e205 N-aD:nucleus e205 x205) (\z True)) (\xx205 Some (\a205 Equal a205 (\v205 Some (\e205 N-aD:nucleus e205 xx205) (\z True))) (\a205 ^ (N-aD-b{N-aD}:11 (\x207 Some (\e208 N-aD:proton e208 x207) (\z True)) (\y206 Some (\e206 ^ (B-aN-bN:include e206 xx205 y206) (N-b{N-aD}:the (\x219 ^ (Some (\e221 N-aD:model e221 x219) (\z True)) (^ (Some (\z True) (\x222 Some (\e222 ^ (B-aN-bN:know e222 x222 x219) (Some (\x227 ^ (Some (\e227 N-aD:atom e227 x227) (\z True)) (^ (Some (\e226 N-aD:bohr e226 x227) (\z True)) (Some (\e225 N-aD:niel e225 x227) (\z True)))) (\y223 Some (\e223 A-aN-bN:as e223 e222 y223) (\z True)))) (\z True))) (Some (\z True) (\x220 Some (\e220 B-aN-bN:simplify e220 x220 x219) (\z True))))) (\y217 Some (\e217 B-aN-bOto:accord e217 e206 y217) (\z True)))) (\x202 Some (\e202 B-aN:follow e202 x202) (\z True)))) (N-aD-b{N-aD}:11 (\x211 Some (\e212 N-aD:electron e212 x211) (\z True)) (\x213 Some (\e213 ^ (B-aN:orbit e213 x213) (^ (N-b{N-aD}:the (\x219 ^ (Some (\e221 N-aD:model e221 x219) (\z True)) (^ (Some (\z True) (\x222 Some (\e222 ^ (B-aN-bN:know e222 x222 x219) (Some (\x227 ^ (Some (\e227 N-aD:atom e227 x227) (\z True)) (^ (Some (\e226 N-aD:bohr e226 x227) (\z True)) (Some (\e225 N-aD:niel e225 x227) (\z True)))) (\y223 Some (\e223 A-aN-bN:as e223 e222 y223) (\z True)))) (\z True))) (Some (\z True) (\x220 Some (\e220 B-aN-bN:simplify e220 x220 x219) (\z True))))) (\y217 Some (\e217 B-aN-bOto:accord e217 e213 y217) (\z True))) (Some (\z215 ^ (Some (\e215 N:it e215 z215) (\z True)) (InAnaphorSet 205 z215)) (\y214 Some (\e214 A-aN-bN:around e214 e213 y214) (\z True))))) (\x202 Some (\e202 B-aN:follow e202 x202) (\z True)))))))) (Some (\a204 Equal a204 (\v204 ^ (^ (Some (\e204 D:its e204 v204) (\z True)) (InAnaphorSet 101 v204)) (Some (\x205 Some (\e205 N-aD:nucleus e205 x205) (\z True)) (\xx205 Some (\a205 Equal a205 (\v205 Some (\e205 N-aD:nucleus e205 xx205) (\z True))) (\a205 ^ (N-aD-b{N-aD}:11 (\x207 Some (\e208 N-aD:proton e208 x207) (\z True)) (\y206 Some (\e206 ^ (B-aN-bN:include e206 xx205 y206) (N-b{N-aD}:the (\x219 ^ (Some (\e221 N-aD:model e221 x219) (\z True)) (^ (Some (\z True) (\x222 Some (\e222 ^ (B-aN-bN:know e222 x222 x219) (Some (\x227 ^ (Some (\e227 N-aD:atom e227 x227) (\z True)) (^ (Some (\e226 N-aD:bohr e226 x227) (\z True)) (Some (\e225 N-aD:niel e225 x227) (\z True)))) (\y223 Some (\e223 A-aN-bN:as e223 e222 y223) (\z True)))) (\z True))) (Some (\z True) (\x220 Some (\e220 B-aN-bN:simplify e220 x220 x219) (\z True))))) (\y217 Some (\e217 B-aN-bOto:accord e217 e206 y217) (\z True)))) (\x202 Some (\e202 B-aN:follow e202 x202) (\z True)))) (N-aD-b{N-aD}:11 (\x211 Some (\e212 N-aD:electron e212 x211) (\z True)) (\x213 Some (\e213 ^ (B-aN:orbit e213 x213) (^ (N-b{N-aD}:the (\x219 ^ (Some (\e221 N-aD:model e221 x219) (\z True)) (^ (Some (\z True) (\x222 Some (\e222 ^ (B-aN-bN:know e222 x222 x219) (Some (\x227 ^ (Some (\e227 N-aD:atom e227 x227) (\z True)) (^ (Some (\e226 N-aD:bohr e226 x227) (\z True)) (Some (\e225 N-aD:niel e225 x227) (\z True)))) (\y223 Some (\e223 A-aN-bN:as e223 e222 y223) (\z True)))) (\z True))) (Some (\z True) (\x220 Some (\e220 B-aN-bN:simplify e220 x220 x219) (\z True))))) (\y217 Some (\e217 B-aN-bOto:accord e217 e213 y217) (\z True))) (Some (\z215 ^ (Some (\e215 N:it e215 z215) (\z True)) (InAnaphorSet 205 z215)) (\y214 Some (\e214 A-aN-bN:around e214 e213 y214) (\z True))))) (\x202 Some (\e202 B-aN:follow e202 x202) (\z True))))))))) (\a204 Some (\a215 Equal a215 (\v215 Some (\z204 ^ (Some (\e204 D:its e204 z204) (\z True)) (InAnaphorSet 101 z204)) (\xx204 Some (\x205 Some (\e205 N-aD:nucleus e205 x205) (\z True)) (\xx205 Some (\a205 Equal a205 (\v205 Some (\e205 N-aD:nucleus e205 xx205) (\z True))) (\a205 ^ (Some (\x207 Some (\e208 N-aD:proton e208 x207) (\z True)) (\y206 Some (\e206 ^ (B-aN-bN:include e206 xx205 y206) (N-b{N-aD}:the (\x219 ^ (Some (\e221 N-aD:model e221 x219) (\z True)) (^ (Some (\z True) (\x222 Some (\e222 ^ (B-aN-bN:know e222 x222 x219) (Some (\x227 ^ (Some (\e227 N-aD:atom e227 x227) (\z True)) (^ (Some (\e226 N-aD:bohr e226 x227) (\z True)) (Some (\e225 N-aD:niel e225 x227) (\z True)))) (\y223 Some (\e223 A-aN-bN:as e223 e222 y223) (\z True)))) (\z True))) (Some (\z True) (\x220 Some (\e220 B-aN-bN:simplify e220 x220 x219) (\z True))))) (\y217 Some (\e217 B-aN-bOto:accord e217 e206 y217) (\z True)))) (\x202 Some (\e202 B-aN:follow e202 x202) (\z True)))) (Some (\x211 Some (\e212 N-aD:electron e212 x211) (\z True)) (\x213 Some (\e213 ^ (B-aN:orbit e213 x213) (^ (N-b{N-aD}:the (\x219 ^ (Some (\e221 N-aD:model e221 x219) (\z True)) (^ (Some (\z True) (\x222 Some (\e222 ^ (B-aN-bN:know e222 x222 x219) (Some (\x227 ^ (Some (\e227 N-aD:atom e227 x227) (\z True)) (^ (Some (\e226 N-aD:bohr e226 x227) (\z True)) (Some (\e225 N-aD:niel e225 x227) (\z True)))) (\y223 Some (\e223 A-aN-bN:as e223 e222 y223) (\z True)))) (\z True))) (Some (\z True) (\x220 Some (\e220 B-aN-bN:simplify e220 x220 x219) (\z True))))) (\y217 Some (\e217 B-aN-bOto:accord e217 e213 y217) (\z True))) (^ (^ (Some (\e215 N:it e215 v215) (\z True)) (InAnaphorSet 205 v215)) (Some (\e214 A-aN-bN:around e214 e213 v215) (\z True))))) (\x202 Some (\e202 B-aN:follow e202 x202) (\z True))))))))) (\a215 ^ (Some (\z314 ^ (Some (\e314 N:all e314 z314) (\z True)) (InAnaphorSet 308 z314)) (\x315 Some (\e315 ^ (B-aN:decay e315 x315) (^ (Some (\e302 ^ (A-aN-bV:if e302 e315 (Intension (Some (\x308 ^ (Some (\e308 N-aD:isotope e308 x308) (\z True)) (InAntecedentSet 308 x308)) (\xx308 N-b{N-aD}:a (\x303 ^ (Some (\e306 N-aD-bO:number e306 x303 xx308) (\z True)) (Some (\e305 ^ (A-aN:large e305 x303) (Some (\e304 A-aN:relative e304 e305) (\z True))) (\z True))) (\zz312 Some (\z True) (\x312 Some (\e312 ^ (B-aN-bN:produce e312 x312 zz312) (^ (^ (B-aN-b{A-aN}:be e312) (B-aN-b{B-aN}:can e312)) (Some (\e311 A-aN:artificial e311 e312) (\z True)))) (\z True))))))) (Some (\e301 A-aN:even e301 e302) (\z True))) (\z True)) (N-b{N-aD}:a (\x317 ^ (Some (\e319 N-aD:time e319 x317) (\z True)) (Some (\e318 A-aN:short e318 x317) (\z True))) (\y316 Some (\e316 A-aN-bN:in e316 e315 y316) (\z True))))) (\z True))) (^ (Some (\x405 ^ (Some (\e405 N-aD:sodium e405 x405) (\z True)) (^ (^ (^ (InAnaphorSet 204 x405) (Some (\x413 ^ (Some (\e413 N-aD:water e413 x413) (\z True)) (Some (\e412 N-aD:sea e412 x413) (\z True))) (\y411 Some (\e411 ^ (A-aN-bN:in e411 x405 y411) (Some (\e410 A-aN:main e410 e411) (\z True))) (\z True)))) (Some (\z True) (\x406 Some (\e406 ^ (B-aN-bN:find e406 x406 x405) (Some (\z408 Some (\e408 N:nature e408 z408) (\z True)) (\y407 Some (\e407 A-aN-bN:in e407 e406 y407) (\z True)))) (\z True)))) (Some (\e404 A-aN:all e404 x405) (\z True)))) (\x415 N-b{N-aD}:the (\x416 ^ (Some (\e417 N-aD:composition e417 x416) (\z True)) (Some (\e418 N-aD:na e418 x416) (\z True))) (\y415 Some (\e415 ^ (B-aN-bN:have e415 x415 y415) (^ (N-b{N-aD}:a (\x402 Some (\e403 N-aD:consequence e403 x402) (\z True)) (\y401 Some (\e401 A-aN-bN:as e401 e415 y401) (\z True))) (Some (\e420 B-aN-bC:mean e420 e415 (Intension (N-b{N-aD}:the (\x422 ^ (Some (\e423 N-aD:nucleus e423 x422) (\z True)) (InAnaphorSet 215 x422)) (\x424 Some (\x426 ^ (Some (\e426 N-aD:neutron e426 x426) (\z True)) (Some (\e425 A-aN:12 e425 x426) (\z True))) (\y424 Some (\e424 B-aN-bN:include e424 x424 y424) (\z True)))))) (\z True)))) (\z True)))) (Some (\a405 Equal a405 (\v405 ^ (^ (Some (\e405 N-aD:sodium e405 v405) (\z True)) (^ (^ (^ (InAnaphorSet 204 v405) (Some (\x413 ^ (Some (\e413 N-aD:water e413 x413) (\z True)) (Some (\e412 N-aD:sea e412 x413) (\z True))) (\y411 Some (\e411 ^ (A-aN-bN:in e411 v405 y411) (Some (\e410 A-aN:main e410 e411) (\z True))) (\z True)))) (Some (\z True) (\x406 Some (\e406 ^ (B-aN-bN:find e406 x406 v405) (Some (\z408 Some (\e408 N:nature e408 z408) (\z True)) (\y407 Some (\e407 A-aN-bN:in e407 e406 y407) (\z True)))) (\z True)))) (Some (\e404 A-aN:all e404 v405) (\z True)))) (N-b{N-aD}:the (\x416 ^ (Some (\e417 N-aD:composition e417 x416) (\z True)) (Some (\e418 N-aD:na e418 x416) (\z True))) (\y415 Some (\e415 ^ (B-aN-bN:have e415 v405 y415) (^ (N-b{N-aD}:a (\x402 Some (\e403 N-aD:consequence e403 x402) (\z True)) (\y401 Some (\e401 A-aN-bN:as e401 e415 y401) (\z True))) (Some (\e420 B-aN-bC:mean e420 e415 (Intension (N-b{N-aD}:the (\x422 ^ (Some (\e423 N-aD:nucleus e423 x422) (\z True)) (InAnaphorSet 215 x422)) (\x424 Some (\x426 ^ (Some (\e426 N-aD:neutron e426 x426) (\z True)) (Some (\e425 A-aN:12 e425 x426) (\z True))) (\y424 Some (\e424 B-aN-bN:include e424 x424 y424) (\z True)))))) (\z True)))) (\z True))))) (\a405 ^ (^ (Some (\z505 ^ (Some (\e505 N:sodium e505 z505) (\z True)) (InAnaphorSet 405 z505)) (\xx505 N-b{N-aD}:the (\x501 ^ (Some (\e503 N-aD-bO:mass e503 x501 xx505) (\z True)) (^ (B-aN-b{A-aN}:be x501) (Some (\e502 A-aN:atomic e502 x501) (\z True)))) (\x Some (\e507 N:22.9898 e507 x) (\z True)))) (Some (\a503 Equal a503 (\v503 Some (\z505 ^ (Some (\e505 N:sodium e505 z505) (\z True)) (InAnaphorSet 405 z505)) (\xx505 ^ (^ (Some (\e503 N-aD-bO:mass e503 v503 xx505) (\z True)) (^ (B-aN-b{A-aN}:be v503) (Some (\e502 A-aN:atomic e502 v503) (\z True)))) (Some (\e507 N:22.9898 e507 v503) (\z True))))) (\a503 Some (\z514 ^ (Some (\e514 N:it e514 z514) (\z True)) (^ (^ (B-aN-b{A-aN}:be z514) (^ (B-aN-b{B-aN}:would z514) (Some (\e509 A-aN-bV:if e509 z514 (Intension (Some (\z510 ^ (Some (\e510 N:it e510 z510) (\z True)) (^ (InAntecedentSet 510 z510) (InAnaphorSet 503 z510))) (\x512 Some (\e512 ^ (A-aN:rounded e512 x512) (B-aN-b{A-aN}:be e512)) (\z True))))) (\z True)))) (InAnaphorSet 510 z514))) (\x Some (\e517 N:23 e517 x) (\z True))))) (Some (\x601 Some (\e601 N-aD:property e601 x601) (\z True)) (\z True))))))))))))) 21 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:tea e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:tea e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:tea e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x103 Some (\z True) (\x104 B-aN:drink x103 x104)) (\zz104 ^ (Some (\e105 N-rN:that e105 zz104) (\xx105 Some (\e107 ^ (A-aN:popular e107 xx105) (^ (B-aN-b{A-aN}:be e107) (N-b{N-aD}:the (\x110 Some (\e111 N-aD:world e111 x110) (\z True)) (\y109 Some (\e109 ^ (A-aN-bN:over e109 e107 y109) (Some (\e108 A-aN:all e108 e109) (\z True))) (\z True))))) (\z True))) (Equal zz104 x)))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:tea e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 Some (\z True) (\x104 B-aN:drink x103 x104)) (\zz104 ^ (Some (\e105 N-rN:that e105 zz104) (\xx105 Some (\e107 ^ (A-aN:popular e107 xx105) (^ (B-aN-b{A-aN}:be e107) (N-b{N-aD}:the (\x110 Some (\e111 N-aD:world e111 x110) (\z True)) (\y109 Some (\e109 ^ (A-aN-bN:over e109 e107 y109) (Some (\e108 A-aN:all e108 e109) (\z True))) (\z True))))) (\z True))) (Equal zz104 v101))))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz203 Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:make e203 x203 zz203) (^ (B-aN-b{A-aN}:be e203) (N-b{N-aD}:the (\x212 ^ (Some (\e213 N-aD:plant e213 x212) (\z True)) (^ (Some (\e216 N-aD:sinensi e216 x212) (\z True)) (Some (\e215 N-aD:camellia e215 x212) (\z True)))) (\xx213 N-b{N-aD}:the (\x206 ^ (^ (Some (\e208 N-aD-bO:leaf e208 x206 xx213) (\z True)) (Some (\z True) (\x207 Some (\e207 B-aN-bN:dry e207 x207 x206) (\z True)))) (^ (Some (\e210 N-aD-bO:flower e210 x206 xx213) (\z True)) (Some (\z True) (\x207 Some (\e207 B-aN-bN:dry e207 x207 x206) (\z True))))) (\y205 Some (\e205 ^ (B-aN-bN:soak e205 e203 y205) (^ (A-aN-b{G-aN}:by e205) (Some (\x220 ^ (Some (\e220 N-aD:water e220 x220) (\z True)) (Some (\e219 A-aN:hot e219 x220) (\z True))) (\y218 Some (\e218 A-aN-bN:in e218 e205 y218) (\z True))))) (\z True)))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:make e203 x203 v201) (^ (B-aN-b{A-aN}:be e203) (N-b{N-aD}:the (\x212 ^ (Some (\e213 N-aD:plant e213 x212) (\z True)) (^ (Some (\e216 N-aD:sinensi e216 x212) (\z True)) (Some (\e215 N-aD:camellia e215 x212) (\z True)))) (\xx213 N-b{N-aD}:the (\x206 ^ (^ (Some (\e208 N-aD-bO:leaf e208 x206 xx213) (\z True)) (Some (\z True) (\x207 Some (\e207 B-aN-bN:dry e207 x207 x206) (\z True)))) (^ (Some (\e210 N-aD-bO:flower e210 x206 xx213) (\z True)) (Some (\z True) (\x207 Some (\e207 B-aN-bN:dry e207 x207 x206) (\z True))))) (\y205 Some (\e205 ^ (B-aN-bN:soak e205 e203 y205) (^ (A-aN-b{G-aN}:by e205) (Some (\x220 ^ (Some (\e220 N-aD:water e220 x220) (\z True)) (Some (\e219 A-aN:hot e219 x220) (\z True))) (\y218 Some (\e218 A-aN-bN:in e218 e205 y218) (\z True))))) (\z True)))))) (\z True))))) (\a201 ^ (Some (\x301 ^ (Some (\e301 N-aD:tea e301 x301) (\z True)) (InAnaphorSet 201 x301)) (\x303 Some (\a301 Equal a301 (\v301 ^ (Some (\e301 N-aD:tea e301 x303) (\z True)) (InAnaphorSet 201 x303))) (\a301 Some (\e303 ^ (B-aN-bA:have e303 x303 (Intension (^ (Some (\x305 ^ (Some (\e305 N-aD:herb e305 x305) (\z True)) (^ (Some (\z316 Some (\e316 N:lemon e316 z316) (\z True)) (\y315 Some (\e315 A-aN-bN:like e315 x305 y315) (\z True))) (Some (\e304 A-aN:other e304 x305) (\z True)))) (\x312 Some (\z313 ^ (Some (\e313 N:it e313 z313) (\z True)) (^ (InAntecedentSet 313 z313) (InAnaphorSet 301 z313))) (\y312 Some (\e312 A-aN-bN:in e312 x312 y312) (\z True)))) (^ (Some (\x307 ^ (Some (\e307 N-aD:spice e307 x307) (\z True)) (^ (Some (\z316 Some (\e316 N:lemon e316 z316) (\z True)) (\y315 Some (\e315 A-aN-bN:like e315 x307 y315) (\z True))) (Some (\e304 A-aN:other e304 x307) (\z True)))) (\x312 Some (\z313 ^ (Some (\e313 N:it e313 z313) (\z True)) (^ (InAntecedentSet 313 z313) (InAnaphorSet 301 z313))) (\y312 Some (\e312 A-aN-bN:in e312 x312 y312) (\z True)))) (Some (\x311 ^ (Some (\e311 N-aD:flavour e311 x311) (\z True)) (^ (^ (Some (\z316 Some (\e316 N:lemon e316 z316) (\z True)) (\y315 Some (\e315 A-aN-bN:like e315 x311 y315) (\z True))) (Some (\e304 A-aN:other e304 x311) (\z True))) (Some (\e310 N-aD:fruit e310 x311) (\z True)))) (\x312 Some (\z313 ^ (Some (\e313 N:it e313 z313) (\z True)) (^ (InAntecedentSet 313 z313) (InAnaphorSet 301 z313))) (\y312 Some (\e312 A-aN-bN:in e312 x312 y312) (\z True)))))))) (B-aN-b{B-aN}:can e303)) (\z True)))) (^ (N-b{N-aD}:the (\x402 ^ (Some (\e403 N-aD:word e403 x402) (\z True)) (^ (InAnaphorSet 1 x402) (Some (\e405 N:tea e405 x402) (\z True)))) (\zz408 Some (\z True) (\x408 Some (\e408 ^ (B-aN-bN:use e408 x408 zz408) (^ (^ (B-aN-b{A-aN}:be e408) (Some (\e401 A-aN:sometimes e401 e408) (\z True))) (Some (\z True) (\x411 Some (\e411 ^ (B-aN:drink e411 x411) (^ (^ (Some (\x428 ^ (Some (\e428 N-aD:tea e428 x428) (\z True)) (Some (\e427 A-aN:rosehip e427 x428) (\z True))) (\y425 Some (\e425 A-aN-bN:like e425 e411 y425) (\z True))) (Some (\x433 ^ (Some (\e433 N-aD:tea e433 x433) (\z True)) (Some (\e432 N-aD:camomile e432 x433) (\z True))) (\y425 Some (\e425 A-aN-bN:like e425 e411 y425) (\z True)))) (Some (\e410 A-aN:other e410 e411) (\z True)))) (\zz411 ^ (Some (\e412 N-rN:that e412 zz411) (\xx412 Some (\z True) (\x415 Some (\e415 ^ (B-aN-bN:make e415 x415 xx412) (^ (^ (B-aN-b{A-aN}:be e415) (B-aN-b{L-aN}:have e415)) (^ (Some (\x418 Some (\e418 N-aD:fruit e418 x418) (\z True)) (\y417 Some (\e417 ^ (B-aN-bN:soak e417 e415 y417) (^ (A-aN-b{G-aN}:by e417) (Some (\x423 ^ (Some (\e423 N-aD:water e423 x423) (\z True)) (Some (\e422 A-aN:hot e422 x423) (\z True))) (\y421 Some (\e421 A-aN-bN:in e421 e417 y421) (\z True))))) (\z True))) (Some (\x420 Some (\e420 N-aD:herb e420 x420) (\z True)) (\y417 Some (\e417 ^ (B-aN-bN:soak e417 e415 y417) (^ (A-aN-b{G-aN}:by e417) (Some (\x423 ^ (Some (\e423 N-aD:water e423 x423) (\z True)) (Some (\e422 A-aN:hot e422 x423) (\z True))) (\y421 Some (\e421 A-aN-bN:in e421 e417 y421) (\z True))))) (\z True)))))) (\z True)))) (Some (\e409 A-aN-bN:for e409 e408 zz411) (\z True))))))) (\z True)))) (^ (Some (\x503 ^ (Some (\e503 N-aD:tea e503 x503) (\z True)) (InAnaphorSet 313 x503)) (\xx503 Some (\x501 Some (\e501 N-aD-bO:type e501 x501 xx503) (\z True)) (\z True))) (Some (\a503 Equal a503 (\v503 ^ (^ (Some (\e503 N-aD:tea e503 v503) (\z True)) (InAnaphorSet 313 v503)) (Some (\x501 Some (\e501 N-aD-bO:type e501 x501 v503) (\z True)) (\z True)))) (\a503 Some (\x607 ^ (Some (\e607 N-aD:tea e607 x607) (\z True)) (InAnaphorSet 503 x607)) (\xx607 Some (\x604 ^ (^ (Some (\e605 N-aD-bO:type e605 x604 xx607) (\z True)) (^ (^ (B-aN-b{A-aN}:be x604) (^ (Some (\x610 ^ (Some (\e610 N-aD:tea e610 x610) (\z True)) (Some (\e609 A-aN:black e609 x610) (\z True))) (\y608 Some (\e608 A-aN-bN:: e608 x604 y608) (\z True))) (Some (\x613 ^ (Some (\e613 N-aD:tea e613 x613) (\z True)) (Some (\e612 A-aN:green e612 x613) (\z True))) (\y608 Some (\e608 A-aN-bN:: e608 x604 y608) (\z True))))) (Some (\e603 A-aN:two e603 x604) (\z True)))) (None (\y604 ^ (Some (\e605 N-aD-bO:type e605 y604 xx607) (\z True)) (^ (^ (B-aN-b{A-aN}:be y604) (^ (Some (\x610 ^ (Some (\e610 N-aD:tea e610 x610) (\z True)) (Some (\e609 A-aN:black e609 x610) (\z True))) (\y608 Some (\e608 A-aN-bN:: e608 y604 y608) (\z True))) (Some (\x613 ^ (Some (\e613 N-aD:tea e613 x613) (\z True)) (Some (\e612 A-aN:green e612 x613) (\z True))) (\y608 Some (\e608 A-aN-bN:: e608 y604 y608) (\z True))))) (Some (\e603 A-aN:two e603 y604) (\z True)))) (\y604 More (\z ANSUP-aD-b{N-aD}:main y604 z) (\z ANSUP-aD-b{N-aD}:main x604 z)))) (\z True))))))))))))) 22 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:formal e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:formal e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:formal e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:word e104 x103) (\z True)) (Some (\z True) (\x105 Some (\e105 B-aN-bI:use e105 x105 (Intension (Some (\z108 ^ (Some (\e108 N:anything e108 z108) (\z True)) (InAntecedentSet 108 z108)) (\zz108 ^ (Some (\e109 N-rN:that e109 zz108) (\xx109 ^ (Some (\x111 Some (\e111 N-aD:form e111 x111) (\z True)) (\y110 Some (\e110 B-aN-bN:have e110 xx109 y110) (\z True))) (Some (\z113 Some (\e113 N:structure e113 z113) (\z True)) (\y110 Some (\e110 B-aN-bN:have e110 xx109 y110) (\z True))))) (Some (\e107 B-aN-bN:describe e107 x103 zz108) (\z True)))))) (\z True)))) (\y Equal y x))) (^ (Some (\z202 ^ (Some (\e202 N:it e202 z202) (\z True)) (^ (^ (B-aN-b{A-aN}:be z202) (Some (\e201 A-aN:so e201 z202) (\z True))) (InAnaphorSet 108 z202))) (\x ^ (Some (\e204 N:something e204 x) (\z True)) (Some (\e205 N-rN:which e205 x) (\xx205 ^ (Some (\z True) (\x207 Some (\e207 ^ (B-aN-bN:use e207 x207 xx205) (^ (B-aN-b{A-aN}:be e207) (Some (\z211 ^ (Some (\e211 N:accordance e211 z211) (\z True)) (^ (Some (\z True) (\x213 Some (\e213 B-aN:rule e213 x213) (\y212 Some (\e212 A-aN-bN:with e212 z211 y212) (\z True)))) (Some (\x215 Some (\e215 N-aD:ceremony e215 x215) (\z True)) (\y212 Some (\e212 A-aN-bN:with e212 z211 y212) (\z True))))) (\y210 Some (\e210 A-aN-bN:in e210 e207 y210) (\z True))))) (\z True))) (Some (\z True) (\x209 Some (\e209 ^ (B-aN-bN:do e209 x209 xx205) (^ (B-aN-b{A-aN}:be e209) (Some (\z211 ^ (Some (\e211 N:accordance e211 z211) (\z True)) (^ (Some (\z True) (\x213 Some (\e213 B-aN:rule e213 x213) (\y212 Some (\e212 A-aN-bN:with e212 z211 y212) (\z True)))) (Some (\x215 Some (\e215 N-aD:ceremony e215 x215) (\z True)) (\y212 Some (\e212 A-aN-bN:with e212 z211 y212) (\z True))))) (\y210 Some (\e210 A-aN-bN:in e210 e209 y210) (\z True))))) (\z True))))))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N:it e202 v202) (\z True)) (^ (^ (B-aN-b{A-aN}:be v202) (Some (\e201 A-aN:so e201 v202) (\z True))) (InAnaphorSet 108 v202))) (^ (Some (\e204 N:something e204 v202) (\z True)) (Some (\e205 N-rN:which e205 v202) (\xx205 ^ (Some (\z True) (\x207 Some (\e207 ^ (B-aN-bN:use e207 x207 xx205) (^ (B-aN-b{A-aN}:be e207) (Some (\z211 ^ (Some (\e211 N:accordance e211 z211) (\z True)) (^ (Some (\z True) (\x213 Some (\e213 B-aN:rule e213 x213) (\y212 Some (\e212 A-aN-bN:with e212 z211 y212) (\z True)))) (Some (\x215 Some (\e215 N-aD:ceremony e215 x215) (\z True)) (\y212 Some (\e212 A-aN-bN:with e212 z211 y212) (\z True))))) (\y210 Some (\e210 A-aN-bN:in e210 e207 y210) (\z True))))) (\z True))) (Some (\z True) (\x209 Some (\e209 ^ (B-aN-bN:do e209 x209 xx205) (^ (B-aN-b{A-aN}:be e209) (Some (\z211 ^ (Some (\e211 N:accordance e211 z211) (\z True)) (^ (Some (\z True) (\x213 Some (\e213 B-aN:rule e213 x213) (\y212 Some (\e212 A-aN-bN:with e212 z211 y212) (\z True)))) (Some (\x215 Some (\e215 N-aD:ceremony e215 x215) (\z True)) (\y212 Some (\e212 A-aN-bN:with e212 z211 y212) (\z True))))) (\y210 Some (\e210 A-aN-bN:in e210 e209 y210) (\z True))))) (\z True)))))))) (\a202 Some (\a213 Equal a213 (\v213 Some (\z202 ^ (Some (\e202 N:it e202 z202) (\z True)) (^ (^ (B-aN-b{A-aN}:be z202) (Some (\e201 A-aN:so e201 z202) (\z True))) (InAnaphorSet 108 z202))) (\x ^ (Some (\e204 N:something e204 x) (\z True)) (Some (\e205 N-rN:which e205 x) (\xx205 ^ (Some (\z True) (\x207 Some (\e207 ^ (B-aN-bN:use e207 x207 xx205) (^ (B-aN-b{A-aN}:be e207) (Some (\z211 ^ (Some (\e211 N:accordance e211 z211) (\z True)) (^ (Some (\z True) (\x213 ^ (B-aN:rule v213 x213) (Some (\e212 A-aN-bN:with e212 z211 v213) (\z True)))) (Some (\x215 Some (\e215 N-aD:ceremony e215 x215) (\z True)) (\y212 Some (\e212 A-aN-bN:with e212 z211 y212) (\z True))))) (\y210 Some (\e210 A-aN-bN:in e210 e207 y210) (\z True))))) (\z True))) (Some (\z True) (\x209 Some (\e209 ^ (B-aN-bN:do e209 x209 xx205) (^ (B-aN-b{A-aN}:be e209) (Some (\z211 ^ (Some (\e211 N:accordance e211 z211) (\z True)) (^ (Some (\z True) (\x213 ^ (B-aN:rule v213 x213) (Some (\e212 A-aN-bN:with e212 z211 v213) (\z True)))) (Some (\x215 Some (\e215 N-aD:ceremony e215 x215) (\z True)) (\y212 Some (\e212 A-aN-bN:with e212 z211 y212) (\z True))))) (\y210 Some (\e210 A-aN-bN:in e210 e209 y210) (\z True))))) (\z True)))))))) (\a213 ^ (Some (\x302 ^ (Some (\e302 N-aD:event e302 x302) (\z True)) (^ (InAnaphorSet 202 x302) (Some (\e301 A-aN:formal e301 x302) (\z True)))) (\x303 Some (\z True) (\x304 Some (\e304 ^ (B-aN:rule e304 x304) (InAnaphorSet 213 e304)) (\y303 Some (\e303 B-aN-bN:have e303 x303 y303) (\z True))))) (Some (\a302 Equal a302 (\v302 ^ (^ (Some (\e302 N-aD:event e302 v302) (\z True)) (^ (InAnaphorSet 202 v302) (Some (\e301 A-aN:formal e301 v302) (\z True)))) (Some (\z True) (\x304 Some (\e304 ^ (B-aN:rule e304 x304) (InAnaphorSet 213 e304)) (\y303 Some (\e303 B-aN-bN:have e303 v302 y303) (\z True)))))) (\a302 Some (\a304 Equal a304 (\v304 Some (\x302 ^ (Some (\e302 N-aD:event e302 x302) (\z True)) (^ (InAnaphorSet 202 x302) (Some (\e301 A-aN:formal e301 x302) (\z True)))) (\x303 Some (\z True) (\x304 ^ (^ (B-aN:rule v304 x304) (InAnaphorSet 213 v304)) (Some (\e303 B-aN-bN:have e303 x303 v304) (\z True)))))) (\a304 ^ (Some (\x408 ^ (Some (\e408 N-aD:attire e408 x408) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x408) (InAnaphorSet 202 x408)) (Some (\e405 A-aN:or e405 x408) (\z True))) (Some (\e407 A-aN:formal e407 x408) (\z True)))) (\x Some (\z414 Some (\e414 N:dressing e414 z414) (\z True)) (\xx414 N-b{N-aD}:a (\x411 ^ (Some (\e412 N-aD-bO:way e412 x411 xx414) (\z True)) (N-b{N-aD}:the (\x417 Some (\z True) (\x418 ^ (B-aN:rule x417 x418) (^ (InAnaphorSet 304 x417) (N-b{N-aD}:an (\x420 ^ (Some (\e421 N-aD:event e421 x420) (\z True)) (^ (InAnaphorSet 302 x420) (Some (\e423 ^ (A-aN:such e423 x420) (N-b{N-aD}:a (\x425 ^ (Some (\e426 N-aD:party e426 x425) (\z True)) (Some (\e428 N-aD:wedding e428 x425) (\z True))) (\y424 Some (\e424 A-aN-bN:as e424 e423 y424) (\z True)))) (\z True)))) (\y419 Some (\e419 A-aN-bN:for e419 x417 y419) (\z True)))))) (\y416 Some (\e416 B-aN-bN:meet e416 x411 y416) (\z True)))) (\y Equal y x)))) (Some (\a408 Equal a408 (\v408 ^ (^ (Some (\e408 N-aD:attire e408 v408) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be v408) (InAnaphorSet 202 v408)) (Some (\e405 A-aN:or e405 v408) (\z True))) (Some (\e407 A-aN:formal e407 v408) (\z True)))) (Some (\z414 Some (\e414 N:dressing e414 z414) (\z True)) (\xx414 N-b{N-aD}:a (\x411 ^ (Some (\e412 N-aD-bO:way e412 x411 xx414) (\z True)) (N-b{N-aD}:the (\x417 Some (\z True) (\x418 ^ (B-aN:rule x417 x418) (^ (InAnaphorSet 304 x417) (N-b{N-aD}:an (\x420 ^ (Some (\e421 N-aD:event e421 x420) (\z True)) (^ (InAnaphorSet 302 x420) (Some (\e423 ^ (A-aN:such e423 x420) (N-b{N-aD}:a (\x425 ^ (Some (\e426 N-aD:party e426 x425) (\z True)) (Some (\e428 N-aD:wedding e428 x425) (\z True))) (\y424 Some (\e424 A-aN-bN:as e424 e423 y424) (\z True)))) (\z True)))) (\y419 Some (\e419 A-aN-bN:for e419 x417 y419) (\z True)))))) (\y416 Some (\e416 B-aN-bN:meet e416 x411 y416) (\z True)))) (\y Equal y v408))))) (\a408 ^ (Some (\x503 ^ (Some (\e503 N-aD:attire e503 x503) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x503) (B-aN-b{B-aN}:can x503)) (InAnaphorSet 408 x503)) (Some (\e502 N-aD:formal e502 x503) (\z True)))) (\x ^ (N-b{N-aD}:a (\x507 Some (\z True) (\x508 B-aN:sue x507 x508)) (\y Equal y x)) (^ (N-b{N-aD}:a (\x510 Some (\e511 N-aD:tuxedo e511 x510) (\z True)) (\y Equal y x)) (N-b{N-aD}:a (\x513 Some (\e514 N-aD:dress e514 x513) (\z True)) (\y Equal y x))))) (Some (\a503 Equal a503 (\v503 ^ (^ (Some (\e503 N-aD:attire e503 v503) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be v503) (B-aN-b{B-aN}:can v503)) (InAnaphorSet 408 v503)) (Some (\e502 N-aD:formal e502 v503) (\z True)))) (^ (N-b{N-aD}:a (\x507 Some (\z True) (\x508 B-aN:sue x507 x508)) (\y Equal y v503)) (^ (N-b{N-aD}:a (\x510 Some (\e511 N-aD:tuxedo e511 x510) (\z True)) (\y Equal y v503)) (N-b{N-aD}:a (\x513 Some (\e514 N-aD:dress e514 x513) (\z True)) (\y Equal y v503)))))) (\a503 Some (\x601 ^ (Some (\e601 N-aD:people e601 x601) (\z True)) (N-b{N-aD}:the (\x605 Some (\e606 N-aD:world e606 x605) (\z True)) (\y604 Some (\e604 ^ (A-aN-bN:over e604 x601 y604) (^ (A-aN-b{A-aN}:from e604) (Some (\e603 A-aN:all e603 e604) (\z True)))) (\z True)))) (\x607 Some (\x610 ^ (Some (\e610 N-aD:idea e610 x610) (\z True)) (^ (Some (\x614 ^ (Some (\e614 N-aD:attire e614 x614) (\z True)) (^ (InAnaphorSet 503 x614) (Some (\e613 A-aN:formal e613 x614) (\z True)))) (\y611 Some (\e611 A-aN-bN:about e611 x610 y611) (\z True))) (Some (\e609 A-aN:own e609 x610) (\z True)))) (\y607 Some (\e607 B-aN-bN:have e607 x607 y607) (\z True))))))))))))))))) 23 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:violence e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:violence e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:violence e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x Some (\z104 Some (\e104 N:someone e104 z104) (\z True)) (\x105 Some (\z106 ^ (Some (\e106 N:someone e106 z106) (\z True)) (Some (\e107 A-aN:else e107 z106) (\z True))) (\y105 Some (\a106 Equal a106 (\v106 ^ (Some (\e106 N:someone e106 y105) (\z True)) (Some (\e107 A-aN:else e107 y105) (\z True)))) (\a106 ^ (B-aN-bN:attack x x105 y105) (^ (All (\z True) (\x103 N-b{V-g{R-aN}}:when x103 x)) (Some (\e111 ^ (B-aN-bI:get e111 x (Intension (Some (\z112 ^ (Some (\e112 N:them e112 z112) (\z True)) (^ (InAntecedentSet 112 z112) (InAnaphorSet 106 z112))) (\x114 Some (\z115 Some (\e115 N:something e115 z115) (\z True)) (\zz115 ^ (BMDL-aN-b{B-aN}:not (\e117 B-aN-b{B-aN}:do e117) (\e Some (\z116 ^ (Some (\e116 N:they e116 z116) (\z True)) (^ (InAntecedentSet 116 z116) (InAnaphorSet 112 z116))) (\x121 Some (\e121 ^ (B-aN-bN:do e121 x121 zz115) (^ (B-aN-b{I-aN}:want e121) (Equal e121 e))) (\z True)))) (Some (\e114 B-aN-bN:do e114 x114 zz115) (\z True))))))) (^ (Some (\e109 A-aN:often e109 e111) (\z True)) (Some (\e123 ^ (B-aN-bB:make e123 e111 (Intension (Some (\z124 ^ (Some (\e124 N:them e124 z124) (\z True)) (InAnaphorSet 116 z124)) (\x125 ^ (Some (\x126 Some (\e126 N-aD:pain e126 x126) (\z True)) (\y125 Some (\e125 B-aN-bN:feel e125 x125 y125) (\z True))) (Some (\e128 B:fear e128 x128) (\y125 Some (\e125 B-aN-bN:feel e125 x125 y125) (\z True))))))) (A-aN-b{G-aN}:by e123)) (\z True)))) (\z True)))))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:violence e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (Some (\z104 Some (\e104 N:someone e104 z104) (\z True)) (\x105 Some (\z106 ^ (Some (\e106 N:someone e106 z106) (\z True)) (Some (\e107 A-aN:else e107 z106) (\z True))) (\y105 Some (\a106 Equal a106 (\v106 ^ (Some (\e106 N:someone e106 y105) (\z True)) (Some (\e107 A-aN:else e107 y105) (\z True)))) (\a106 ^ (B-aN-bN:attack v101 x105 y105) (^ (All (\z True) (\x103 N-b{V-g{R-aN}}:when x103 v101)) (Some (\e111 ^ (B-aN-bI:get e111 v101 (Intension (Some (\z112 ^ (Some (\e112 N:them e112 z112) (\z True)) (^ (InAntecedentSet 112 z112) (InAnaphorSet 106 z112))) (\x114 Some (\z115 Some (\e115 N:something e115 z115) (\z True)) (\zz115 ^ (BMDL-aN-b{B-aN}:not (\e117 B-aN-b{B-aN}:do e117) (\e Some (\z116 ^ (Some (\e116 N:they e116 z116) (\z True)) (^ (InAntecedentSet 116 z116) (InAnaphorSet 112 z116))) (\x121 Some (\e121 ^ (B-aN-bN:do e121 x121 zz115) (^ (B-aN-b{I-aN}:want e121) (Equal e121 e))) (\z True)))) (Some (\e114 B-aN-bN:do e114 x114 zz115) (\z True))))))) (^ (Some (\e109 A-aN:often e109 e111) (\z True)) (Some (\e123 ^ (B-aN-bB:make e123 e111 (Intension (Some (\z124 ^ (Some (\e124 N:them e124 z124) (\z True)) (InAnaphorSet 116 z124)) (\x125 ^ (Some (\x126 Some (\e126 N-aD:pain e126 x126) (\z True)) (\y125 Some (\e125 B-aN-bN:feel e125 x125 y125) (\z True))) (Some (\e128 B:fear e128 x128) (\y125 Some (\e125 B-aN-bN:feel e125 x125 y125) (\z True))))))) (A-aN-b{G-aN}:by e123)) (\z True)))) (\z True))))))))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:violence e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x203 Some (\z204 ^ (Some (\e204 N:anything e204 z204) (\z True)) (^ (N-b{N-aD}:a (\x211 ^ (Some (\e212 N-aD:war e212 x211) (\z True)) (N-aD-b{N-aD}:many (\x214 Some (\e215 N-aD:country e215 x214) (\z True)) (\y213 Some (\e213 A-aN-bN:between e213 x211 y213) (\z True)))) (\zz212 ^ (Some (\e216 N-rN:that e216 zz212) (\xx216 Some (\z True) (\x220 Some (\e220 B-aN:die e220 x220) (\xx220 Some (\x218 Some (\e218 N-aD-bO:million e218 x218 xx220) (\z True)) (\y217 Some (\e217 B-aN-bN:cause e217 xx216 y217) (\z True)))))) (Some (\e210 A-aN-bN:to e210 z204 zz212) (\z True)))) (N-aD-b{N-aD}:one (\x206 Some (\e207 N-aD:person e207 x206) (\z True)) (\x208 Some (\z209 Some (\e209 N:another e209 z209) (\z True)) (\y208 Some (\e208 B-aN-bN:hit e208 x208 y208) (\y205 Some (\e205 A-aN-bN:from e205 z204 y205) (\z True))))))) (\y203 Some (\e203 ^ (B-aN-bN:mean e203 x203 y203) (B-aN-b{B-aN}:can e203)) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:violence e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\z204 ^ (Some (\e204 N:anything e204 z204) (\z True)) (^ (N-b{N-aD}:a (\x211 ^ (Some (\e212 N-aD:war e212 x211) (\z True)) (N-aD-b{N-aD}:many (\x214 Some (\e215 N-aD:country e215 x214) (\z True)) (\y213 Some (\e213 A-aN-bN:between e213 x211 y213) (\z True)))) (\zz212 ^ (Some (\e216 N-rN:that e216 zz212) (\xx216 Some (\z True) (\x220 Some (\e220 B-aN:die e220 x220) (\xx220 Some (\x218 Some (\e218 N-aD-bO:million e218 x218 xx220) (\z True)) (\y217 Some (\e217 B-aN-bN:cause e217 xx216 y217) (\z True)))))) (Some (\e210 A-aN-bN:to e210 z204 zz212) (\z True)))) (N-aD-b{N-aD}:one (\x206 Some (\e207 N-aD:person e207 x206) (\z True)) (\x208 Some (\z209 Some (\e209 N:another e209 z209) (\z True)) (\y208 Some (\e208 B-aN-bN:hit e208 x208 y208) (\y205 Some (\e205 A-aN-bN:from e205 z204 y205) (\z True))))))) (\y203 Some (\e203 ^ (B-aN-bN:mean e203 v201 y203) (B-aN-b{B-aN}:can e203)) (\z True))))) (\a201 ^ (Some (\x302 ^ (Some (\e302 N-aD:people e302 x302) (\z True)) (Some (\e301 A-aN:different e301 x302) (\z True))) (\x304 Some (\e304 ^ (B-aN-bAas:see e304 x304 (Intension (Some (\x306 ^ (Some (\e306 N-aD:act e306 x306) (\z True)) (Some (\e305 A-aN:different e305 x306) (\z True))) (\x308 Some (\e308 ^ (A-aN:violent e308 x308) (Aas-aN-b{A-aN}:as e308)) (\z True))))) (B-aN-b{B-aN}:may e304)) (\z True))) (^ (Some (\x401 Some (\e401 N-aD:law e401 x401) (\z True)) (\zz403 Some (\z True) (\x403 Some (\e403 ^ (B-aN-bN:create e403 x403 zz403) (^ (^ (B-aN-b{A-aN}:be e403) (Some (\z407 ^ (Some (\e407 N:violence e407 z407) (\z True)) (InAnaphorSet 201 z407)) (\y406 Some (\e406 B-aN-bN:control e406 e403 y406) (\z True)))) (Some (\e404 A-aN:often e404 e403) (\z True)))) (\z True)))) (Some (\a407 Equal a407 (\v407 Some (\x401 Some (\e401 N-aD:law e401 x401) (\z True)) (\zz403 Some (\z True) (\x403 Some (\e403 ^ (B-aN-bN:create e403 x403 zz403) (^ (^ (B-aN-b{A-aN}:be e403) (^ (^ (Some (\e407 N:violence e407 v407) (\z True)) (InAnaphorSet 201 v407)) (Some (\e406 B-aN-bN:control e406 e403 v407) (\z True)))) (Some (\e404 A-aN:often e404 e403) (\z True)))) (\z True))))) (\a407 Some (\x503 ^ (Some (\e503 N-aD:violence e503 x503) (\z True)) (InAnaphorSet 407 x503)) (\xx503 Some (\x501 Some (\e501 N-aD-bO:type e501 x501 xx503) (\z True)) (\z True)))))))))))) 24 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:napoleon e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:napoleon e1 v1) (\z True))) (\a1 ^ (Some (\x102 ^ (Some (\e102 N-aD:bonaparte e102 x102) (\z True)) (^ (^ (B-aN-b{A-aN}:be x102) (^ (^ (Some (\e104 N-aD:french e104 x102) (\z True)) (^ (^ (Some (\e118 N-aD:15 e118 x102) (\z True)) (^ (^ (Some (\x122 ^ (Some (\e122 N-aD:5 e122 x122) (\z True)) (^ (Some (\e124 N:1821 e124 x122) (\z True)) (Some (\e123 N-aD:may e123 x122) (\z True)))) (\y121 Some (\e121 A-aN-bN:– e121 x102 y121) (\z True))) (Some (\e120 N-aD:1769 e120 x102) (\z True))) (Some (\e119 N-aD:august e119 x102) (\z True)))) (Some (\x108 ^ (Some (\e108 N-aD:bonaparte e108 x108) (\z True)) (Some (\e107 N-aD:napoléon e107 x108) (\z True))) (\y105 Some (\e105 A-aN-bN:: e105 x102 y105) (\z True))))) (^ (Some (\e116 N-aD:buonaparte`` e116 x102) (\z True)) (^ (^ (^ (^ (Some (\e118 N-aD:15 e118 x102) (\z True)) (^ (^ (Some (\x122 ^ (Some (\e122 N-aD:5 e122 x122) (\z True)) (^ (Some (\e124 N:1821 e124 x122) (\z True)) (Some (\e123 N-aD:may e123 x122) (\z True)))) (\y121 Some (\e121 A-aN-bN:– e121 x102 y121) (\z True))) (Some (\e120 N-aD:1769 e120 x102) (\z True))) (Some (\e119 N-aD:august e119 x102) (\z True)))) (Some (\e111 A-aN:italian e111 x102) (\z True))) (Some (\e114 N-aD:napoleone e114 x102) (\z True))) (Some (\e115 N-aD:di e115 x102) (\z True)))))) (^ (Some (\e101 N-aD:napoleon e101 x102) (\z True)) (InAnaphorSet 1 x102)))) (\x Some (\z134 Some (\e134 N:france e134 z134) (\z True)) (\xx134 N-b{N-aD}:a (\x128 ^ (Some (\e132 N-aD-bO:leader e132 x128 xx134) (\z True)) (^ (Some (\e129 A-aN:military e129 x128) (\z True)) (Some (\e131 A-aN:political e131 x128) (\z True)))) (\y Equal y x)))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e102 N-aD:bonaparte e102 v101) (\z True)) (^ (^ (B-aN-b{A-aN}:be v101) (^ (^ (Some (\e104 N-aD:french e104 v101) (\z True)) (^ (^ (Some (\e118 N-aD:15 e118 v101) (\z True)) (^ (^ (Some (\x122 ^ (Some (\e122 N-aD:5 e122 x122) (\z True)) (^ (Some (\e124 N:1821 e124 x122) (\z True)) (Some (\e123 N-aD:may e123 x122) (\z True)))) (\y121 Some (\e121 A-aN-bN:– e121 v101 y121) (\z True))) (Some (\e120 N-aD:1769 e120 v101) (\z True))) (Some (\e119 N-aD:august e119 v101) (\z True)))) (Some (\x108 ^ (Some (\e108 N-aD:bonaparte e108 x108) (\z True)) (Some (\e107 N-aD:napoléon e107 x108) (\z True))) (\y105 Some (\e105 A-aN-bN:: e105 v101 y105) (\z True))))) (^ (Some (\e116 N-aD:buonaparte`` e116 v101) (\z True)) (^ (^ (^ (^ (Some (\e118 N-aD:15 e118 v101) (\z True)) (^ (^ (Some (\x122 ^ (Some (\e122 N-aD:5 e122 x122) (\z True)) (^ (Some (\e124 N:1821 e124 x122) (\z True)) (Some (\e123 N-aD:may e123 x122) (\z True)))) (\y121 Some (\e121 A-aN-bN:– e121 v101 y121) (\z True))) (Some (\e120 N-aD:1769 e120 v101) (\z True))) (Some (\e119 N-aD:august e119 v101) (\z True)))) (Some (\e111 A-aN:italian e111 v101) (\z True))) (Some (\e114 N-aD:napoleone e114 v101) (\z True))) (Some (\e115 N-aD:di e115 v101) (\z True)))))) (^ (Some (\e101 N-aD:napoleon e101 v101) (\z True)) (InAnaphorSet 1 v101)))) (Some (\z134 Some (\e134 N:france e134 z134) (\z True)) (\xx134 N-b{N-aD}:a (\x128 ^ (Some (\e132 N-aD-bO:leader e132 x128 xx134) (\z True)) (^ (Some (\e129 A-aN:military e129 x128) (\z True)) (Some (\e131 A-aN:political e131 x128) (\z True)))) (\y Equal y v101))))) (\a101 Some (\a134 Equal a134 (\v134 Some (\x102 ^ (Some (\e102 N-aD:bonaparte e102 x102) (\z True)) (^ (^ (B-aN-b{A-aN}:be x102) (^ (^ (Some (\e104 N-aD:french e104 x102) (\z True)) (^ (^ (Some (\e118 N-aD:15 e118 x102) (\z True)) (^ (^ (Some (\x122 ^ (Some (\e122 N-aD:5 e122 x122) (\z True)) (^ (Some (\e124 N:1821 e124 x122) (\z True)) (Some (\e123 N-aD:may e123 x122) (\z True)))) (\y121 Some (\e121 A-aN-bN:– e121 x102 y121) (\z True))) (Some (\e120 N-aD:1769 e120 x102) (\z True))) (Some (\e119 N-aD:august e119 x102) (\z True)))) (Some (\x108 ^ (Some (\e108 N-aD:bonaparte e108 x108) (\z True)) (Some (\e107 N-aD:napoléon e107 x108) (\z True))) (\y105 Some (\e105 A-aN-bN:: e105 x102 y105) (\z True))))) (^ (Some (\e116 N-aD:buonaparte`` e116 x102) (\z True)) (^ (^ (^ (^ (Some (\e118 N-aD:15 e118 x102) (\z True)) (^ (^ (Some (\x122 ^ (Some (\e122 N-aD:5 e122 x122) (\z True)) (^ (Some (\e124 N:1821 e124 x122) (\z True)) (Some (\e123 N-aD:may e123 x122) (\z True)))) (\y121 Some (\e121 A-aN-bN:– e121 x102 y121) (\z True))) (Some (\e120 N-aD:1769 e120 x102) (\z True))) (Some (\e119 N-aD:august e119 x102) (\z True)))) (Some (\e111 A-aN:italian e111 x102) (\z True))) (Some (\e114 N-aD:napoleone e114 x102) (\z True))) (Some (\e115 N-aD:di e115 x102) (\z True)))))) (^ (Some (\e101 N-aD:napoleon e101 x102) (\z True)) (InAnaphorSet 1 x102)))) (\x ^ (Some (\e134 N:france e134 v134) (\z True)) (N-b{N-aD}:a (\x128 ^ (Some (\e132 N-aD-bO:leader e132 x128 v134) (\z True)) (^ (Some (\e129 A-aN:military e129 x128) (\z True)) (Some (\e131 A-aN:political e131 x128) (\z True)))) (\y Equal y x))))) (\a134 ^ (Some (\z201 ^ (Some (\e201 N:he e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz204 Some (\z True) (\x204 Some (\e204 ^ (B-aN-bN:emperor e204 x204 zz204) (^ (^ (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:also e203 e204) (\z True))) (Some (\x210 ^ (Some (\e210 N-aD:i e210 x210) (\z True)) (Some (\e209 N-aD:napoleon e209 x210) (\z True))) (\y208 Some (\e208 A-aN-bN:as e208 e204 y208) (\z True)))) (N-b{N-aD}:the (\x206 ^ (Some (\e207 N-aD:french e207 x206) (\z True)) (InAnaphorSet 134 x206)) (\y205 Some (\e205 A-aN-bN:of e205 e204 y205) (\z True))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:he e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\z True) (\x204 Some (\e204 ^ (B-aN-bN:emperor e204 x204 v201) (^ (^ (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:also e203 e204) (\z True))) (Some (\x210 ^ (Some (\e210 N-aD:i e210 x210) (\z True)) (Some (\e209 N-aD:napoleon e209 x210) (\z True))) (\y208 Some (\e208 A-aN-bN:as e208 e204 y208) (\z True)))) (N-b{N-aD}:the (\x206 ^ (Some (\e207 N-aD:french e207 x206) (\z True)) (InAnaphorSet 134 x206)) (\y205 Some (\e205 A-aN-bN:of e205 e204 y205) (\z True))))) (\z True))))) (\a201 Some (\a207 Equal a207 (\v207 Some (\z201 ^ (Some (\e201 N:he e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz204 Some (\z True) (\x204 Some (\e204 ^ (B-aN-bN:emperor e204 x204 zz204) (^ (^ (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:also e203 e204) (\z True))) (Some (\x210 ^ (Some (\e210 N-aD:i e210 x210) (\z True)) (Some (\e209 N-aD:napoleon e209 x210) (\z True))) (\y208 Some (\e208 A-aN-bN:as e208 e204 y208) (\z True)))) (^ (^ (Some (\e207 N-aD:french e207 v207) (\z True)) (InAnaphorSet 134 v207)) (Some (\e205 A-aN-bN:of e205 e204 v207) (\z True))))) (\z True))))) (\a207 ^ (Some (\z301 ^ (Some (\e301 D:his e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x302 Some (\e302 B-aN:act e302 x302) (\x303 Some (\x305 ^ (Some (\e305 N-aD:politics e305 x305) (\z True)) (Some (\e304 A-aN:european e304 x305) (\z True))) (\y303 Some (\e303 ^ (B-aN-bN:shape e303 x303 y303) (N-b{N-aD}:the (\x307 ^ (^ (Some (\e310 N-aD:century e310 x307) (\z True)) (Some (\e308 A-aN:early e308 x307) (\z True))) (NNORD-aD-b{N-aD}:19thMinusOne (\y309 ^ (Some (\e310 N-aD:century e310 y309) (\z True)) (Some (\e308 A-aN:early e308 y309) (\z True))) (\y309 Prec x307 y309))) (\y306 Some (\e306 A-aN-bN:in e306 e303 y306) (\z True)))) (\z True))))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 D:his e301 v301) (\z True)) (InAnaphorSet 201 v301)) (Some (\e302 B-aN:act e302 v301) (\x303 Some (\x305 ^ (Some (\e305 N-aD:politics e305 x305) (\z True)) (Some (\e304 A-aN:european e304 x305) (\z True))) (\y303 Some (\e303 ^ (B-aN-bN:shape e303 x303 y303) (N-b{N-aD}:the (\x307 ^ (^ (Some (\e310 N-aD:century e310 x307) (\z True)) (Some (\e308 A-aN:early e308 x307) (\z True))) (NNORD-aD-b{N-aD}:19thMinusOne (\y309 ^ (Some (\e310 N-aD:century e310 y309) (\z True)) (Some (\e308 A-aN:early e308 y309) (\z True))) (\y309 Prec x307 y309))) (\y306 Some (\e306 A-aN-bN:in e306 e303 y306) (\z True)))) (\z True)))))) (\a301 ^ (Some (\z401 ^ (Some (\e401 N:he e401 z401) (\z True)) (InAnaphorSet 301 z401)) (\zz403 Some (\z True) (\x403 Some (\e403 ^ (B-aN-bN:born e403 x403 zz403) (^ (B-aN-b{A-aN}:be e403) (Some (\z405 Some (\e405 N:corsica e405 z405) (\z True)) (\y404 Some (\e404 A-aN-bN:in e404 e403 y404) (\z True))))) (\z True)))) (^ (Some (\x502 Some (\e502 N-aD:parent e502 x502) (\z True)) (\x504 Some (\z True) (\x507 Some (\e507 ^ (B-aN:bear e507 x507) (^ (Some (\e505 A-aN:noble e505 e507) (\z True)) (Some (\e506 A-aN:italian e506 e507) (\z True)))) (\y504 Some (\e504 ^ (A-aN-bN:of e504 x504 y504) (B-aN-b{A-aN}:be e504)) (\z True))))) (Some (\z601 ^ (Some (\e601 N:he e601 z601) (\z True)) (InAnaphorSet 501 z601)) (\x602 Some (\e602 ^ (B-aN:train e602 x602) (N-b{N-aD}:an (\x604 ^ (Some (\e605 N-aD:officer e605 x604) (\z True)) (Some (\x608 ^ (Some (\e608 N-aD:france e608 x608) (\z True)) (^ (InAnaphorSet 207 x608) (Some (\e607 A-aN:mainland e607 x608) (\z True)))) (\y606 Some (\e606 A-aN-bN:in e606 x604 y606) (\z True)))) (\y603 Some (\e603 A-aN-bN:as e603 e602 y603) (\z True)))) (\z True))))))))))))))) 25 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:plastic e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:plastic e1 v1) (\z True))) (\a1 ^ (^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:plastic e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\e105 N-aD:material e105 x104) (\z True)) (\zz105 ^ (Some (\e106 N-rN:that e106 zz105) (\xx106 Some (\x110 Some (\e110 N-aD:shape e110 x110) (\z True)) (\y108 Some (\e108 ^ (B-aN-bN:change e108 xx106 y108) (B-aN-b{B-aN}:can e108)) (\z True)))) (Equal zz105 x)))) (Some (\x114 ^ (Some (\e114 N-aD:thing e114 x114) (\z True)) (Some (\e113 A-aN:many e113 x114) (\z True))) (\zz117 Some (\z True) (\x117 Some (\e117 ^ (B-aN-bN:make e117 x117 zz117) (^ (^ (B-aN-b{A-aN}:be e117) (B-aN-b{B-aN}:can e117)) (Some (\z119 ^ (Some (\e119 N:plastic e119 z119) (\z True)) (InAnaphorSet 109 z119)) (\y118 Some (\e118 A-aN-bN:of e118 e117 y118) (\z True))))) (\z True))))) (Some (\a119 Equal a119 (\v119 ^ (Some (\x101 ^ (Some (\e102 N-aD:plastic e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e105 N-aD:material e105 x) (\z True)) (Some (\e106 N-rN:that e106 x) (\xx106 Some (\x110 Some (\e110 N-aD:shape e110 x110) (\z True)) (\y108 Some (\e108 ^ (B-aN-bN:change e108 xx106 y108) (B-aN-b{B-aN}:can e108)) (\z True)))))) (Some (\x114 ^ (Some (\e114 N-aD:thing e114 x114) (\z True)) (Some (\e113 A-aN:many e113 x114) (\z True))) (\zz117 Some (\z True) (\x117 Some (\e117 ^ (B-aN-bN:make e117 x117 zz117) (^ (^ (B-aN-b{A-aN}:be e117) (B-aN-b{B-aN}:can e117)) (^ (^ (Some (\e119 N:plastic e119 v119) (\z True)) (InAnaphorSet 109 v119)) (Some (\e118 A-aN-bN:of e118 e117 v119) (\z True))))) (\z True)))))) (\a119 ^ (Some (\z206 ^ (Some (\e206 N:plastic e206 z206) (\z True)) (InAnaphorSet 119 z206)) (\xx206 Some (\x204 ^ (Some (\e204 N-aD-bO:type e204 x204 xx206) (\z True)) (^ (B-aN-b{A-aN}:be x204) (Some (\e203 A-aN:many e203 x204) (\z True)))) (\z True))) (Some (\a206 Equal a206 (\v206 ^ (^ (Some (\e206 N:plastic e206 v206) (\z True)) (InAnaphorSet 119 v206)) (Some (\x204 ^ (Some (\e204 N-aD-bO:type e204 x204 v206) (\z True)) (^ (B-aN-b{A-aN}:be x204) (Some (\e203 A-aN:many e203 x204) (\z True)))) (\z True)))) (\a206 Some (\a204 Equal a204 (\v204 Some (\z206 ^ (Some (\e206 N:plastic e206 z206) (\z True)) (InAnaphorSet 119 z206)) (\xx206 ^ (Some (\e204 N-aD-bO:type e204 v204 xx206) (\z True)) (^ (B-aN-b{A-aN}:be v204) (Some (\e203 A-aN:many e203 v204) (\z True)))))) (\a204 ^ (^ (Some (\z301 ^ (Some (\e301 N:some e301 z301) (\z True)) (InAnaphorSet 204 z301)) (\zz304 Some (\a301 Equal a301 (\v301 ^ (Some (\e301 N:some e301 zz304) (\z True)) (InAnaphorSet 204 zz304))) (\a301 Some (\z True) (\x304 Some (\e304 ^ (B-aN-bN:shape e304 x304 zz304) (^ (B-aN-b{A-aN}:be e304) (B-aN-b{B-aN}:can e304))) (\zz304 Some (\z307 ^ (Some (\e307 N:they e307 z307) (\z True)) (InAnaphorSet 301 z307)) (\zz310 Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:make e310 x310 zz310) (^ (^ (^ (B-aN-b{A-aN}:be e310) (Some (\e305 A-aN:only e305 e310) (\z True))) (Some (\e306 A-aN-rN:when e306 e310 zz304) (\z True))) (Some (\e309 A-aN:fresh e309 e310) (\z True)))) (\z True)))))))) (Some (\a307 Equal a307 (\v307 Some (\z301 ^ (Some (\e301 N:some e301 z301) (\z True)) (InAnaphorSet 204 z301)) (\zz304 Some (\a301 Equal a301 (\v301 ^ (Some (\e301 N:some e301 zz304) (\z True)) (InAnaphorSet 204 zz304))) (\a301 Some (\z True) (\x304 Some (\e304 ^ (B-aN-bN:shape e304 x304 zz304) (^ (B-aN-b{A-aN}:be e304) (B-aN-b{B-aN}:can e304))) (\zz304 ^ (^ (Some (\e307 N:they e307 v307) (\z True)) (InAnaphorSet 301 v307)) (Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:make e310 x310 v307) (^ (^ (^ (B-aN-b{A-aN}:be e310) (Some (\e305 A-aN:only e305 e310) (\z True))) (Some (\e306 A-aN-rN:when e306 e310 zz304) (\z True))) (Some (\e309 A-aN:fresh e309 e310) (\z True)))) (\z True))))))))) (\a307 Some (\z313 ^ (Some (\e313 N:they e313 z313) (\z True)) (InAnaphorSet 307 z313)) (\x315 Some (\e315 ^ (A-aN:hard e315 x315) (^ (B-aN-b{A-aN}:become e315) (^ (Some (\e312 A-aN:then e312 e315) (\z True)) (Some (\e316 A-aN:afterwards e316 e315) (\z True))))) (\z True))))) (^ (Some (\x401 ^ (Some (\e401 N-aD:other e401 x401) (\z True)) (InAnaphorSet 204 x401)) (\zz404 Some (\a401 Equal a401 (\v401 ^ (Some (\e401 N-aD:other e401 zz404) (\z True)) (InAnaphorSet 204 zz404))) (\a401 Some (\z True) (\x404 Some (\e404 ^ (B-aN-bN:change e404 x404 zz404) (^ (^ (B-aN-b{A-aN}:be e404) (B-aN-b{B-aN}:can e404)) (^ (Some (\z True) (\y406 Some (\z407 ^ (Some (\e407 N:them e407 z407) (\z True)) (InAnaphorSet 401 z407)) (\z406 Some (\e406 ^ (B-aN-bPup-bN:heat e406 e404 y406 z406) (A-aN-b{G-aN}:by e406)) (\z True)))) (Some (\z413 ^ (Some (\e413 N:them e413 z413) (\z True)) (InAnaphorSet 401 z413)) (\y412 Some (\e412 ^ (B-aN-bN:melt e412 e404 y412) (^ (A-aN-b{G-aN}:by e412) (Some (\e410 A-aN:even e410 e412) (\z True)))) (\z True)))))) (\z True))))) (^ (^ (Some (\x502 ^ (Some (\e502 N-aD:plastics e502 x502) (\z True)) (^ (^ (B-aN-b{A-aN}:be x502) (InAnaphorSet 206 x502)) (Some (\e501 A-aN:most e501 x502) (\z True)))) (\x ^ (Some (\e504 N:man e504 x) (\z True)) (Some (\z True) (\x506 Some (\e506 B-aN-bN:make e506 x506 x) (\z True))))) (Some (\a502 Equal a502 (\v502 ^ (^ (Some (\e502 N-aD:plastics e502 v502) (\z True)) (^ (^ (B-aN-b{A-aN}:be v502) (InAnaphorSet 206 v502)) (Some (\e501 A-aN:most e501 v502) (\z True)))) (^ (Some (\e504 N:man e504 v502) (\z True)) (Some (\z True) (\x506 Some (\e506 B-aN-bN:make e506 x506 v502) (\z True)))))) (\a502 BMDL-aN-b{B-aN}:not (\e509 B-aN-b{B-aN}:do e509) (\e Some (\z508 ^ (Some (\e508 N:they e508 z508) (\z True)) (InAnaphorSet 502 z508)) (\x511 Some (\e511 ^ (B-aN:occur e511 x511) (^ (Equal e511 e) (Some (\z513 Some (\e513 N:nature e513 z513) (\z True)) (\y512 Some (\e512 A-aN-bN:in e512 e511 y512) (\z True))))) (\z True)))))) (Some (\a508 Equal a508 (\v508 ^ (Some (\x502 ^ (Some (\e502 N-aD:plastics e502 x502) (\z True)) (^ (^ (B-aN-b{A-aN}:be x502) (InAnaphorSet 206 x502)) (Some (\e501 A-aN:most e501 x502) (\z True)))) (\x ^ (Some (\e504 N:man e504 x) (\z True)) (Some (\z True) (\x506 Some (\e506 B-aN-bN:make e506 x506 x) (\z True))))) (Some (\a502 Equal a502 (\v502 ^ (^ (Some (\e502 N-aD:plastics e502 v502) (\z True)) (^ (^ (B-aN-b{A-aN}:be v502) (InAnaphorSet 206 v502)) (Some (\e501 A-aN:most e501 v502) (\z True)))) (^ (Some (\e504 N:man e504 v502) (\z True)) (Some (\z True) (\x506 Some (\e506 B-aN-bN:make e506 x506 v502) (\z True)))))) (\a502 Some (\e509 B-aN-b{B-aN}:do e509) (\e ^ (^ (Some (\e508 N:they e508 v508) (\z True)) (InAnaphorSet 502 v508)) (Some (\e511 ^ (B-aN:occur e511 v508) (^ (Equal e511 e) (Some (\z513 Some (\e513 N:nature e513 z513) (\z True)) (\y512 Some (\e512 A-aN-bN:in e512 e511 y512) (\z True))))) (\z True))))))) (\a508 Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 508 z601)) (\zz604 Some (\z True) (\x604 Some (\e604 ^ (B-aN-bN:make e604 x604 zz604) (^ (^ (B-aN-b{A-aN}:be e604) (Some (\e603 A-aN:often e603 e604) (\z True))) (Some (\x606 Some (\e606 N-aD:oil e606 x606) (\z True)) (\zz606 ^ (Some (\e607 N-rN:that e607 zz606) (\xx607 Some (\e608 ^ (B-aN:come e608 xx607) (N-b{N-aD}:the (\x611 Some (\e612 N-aD:ground e612 x611) (\z True)) (\y609 Some (\e609 A-aN-bO:out e609 e608 y609) (\z True)))) (\z True))) (Some (\e605 A-aN-bN:from e605 e604 zz606) (\z True)))))) (\z True))))))))))))))) 26 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:armenia e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:armenia e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:armenia e101 z101) (\z True)) (^ (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101)) (Some (\z108 Some (\e108 N:armenia e108 z108) (\z True)) (\xx108 N-b{N-aD}:the (\x105 Some (\e106 N-aD-bO:republic e106 x105 xx108) (\z True)) (\y104 Some (\e104 ^ (A-aN-bN:called e104 z101 y104) (Some (\e103 A-aN:official e103 e104) (\z True))) (\z True)))))) (\x N-b{N-aD}:a (\x111 ^ (Some (\e112 N-aD:country e112 x111) (\z True)) (Some (\z114 Some (\e114 N:asia e114 z114) (\z True)) (\y113 Some (\e113 A-aN-bN:in e113 x111 y113) (\z True)))) (\y Equal y x))) (^ (Some (\x203 ^ (Some (\e203 N-aD:city e203 x203) (\z True)) (^ (B-aN-b{A-aN}:be x203) (Some (\e202 N-aD:capital e202 x203) (\z True)))) (\x Some (\e205 N:yerevan e205 x) (\z True))) (^ (Some (\z301 ^ (Some (\e301 N:armenia e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x302 Some (\x304 Some (\e304 N-aD:independence e304 x304) (\z True)) (\y302 Some (\e302 ^ (B-aN-bN:receive e302 x302 y302) (N-b{N-aD}:the (\x306 Some (\z True) (\x308 ^ (B-aN:unite x306 x308) (^ (Some (\z310 Some (\e310 N:1991 e310 z310) (\z True)) (\y309 Some (\e309 A-aN-bN:in e309 x306 y309) (\z True))) (Some (\e307 N-aD:soviet e307 x306) (\z True))))) (\y305 Some (\e305 A-aN-bN:from e305 e302 y305) (\z True)))) (\z True)))) (^ (Some (\z401 ^ (Some (\e401 N:armenia e401 z401) (\z True)) (InAnaphorSet 303 z401)) (\x402 ^ (Some (\z403 Some (\e403 N:turkey e403 z403) (\z True)) (\y402 Some (\e402 B-aN-bN:touch e402 x402 y402) (\z True))) (^ (Some (\z405 Some (\e405 N:georgia e405 z405) (\z True)) (\y402 Some (\e402 B-aN-bN:touch e402 x402 y402) (\z True))) (^ (Some (\z407 Some (\e407 N:azerbaijan e407 z407) (\z True)) (\y402 Some (\e402 B-aN-bN:touch e402 x402 y402) (\z True))) (Some (\z410 Some (\e410 N:iran e410 z410) (\z True)) (\y402 Some (\e402 B-aN-bN:touch e402 x402 y402) (\z True))))))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:armenia e401 v401) (\z True)) (InAnaphorSet 303 v401)) (^ (Some (\z403 Some (\e403 N:turkey e403 z403) (\z True)) (\y402 Some (\e402 B-aN-bN:touch e402 v401 y402) (\z True))) (^ (Some (\z405 Some (\e405 N:georgia e405 z405) (\z True)) (\y402 Some (\e402 B-aN-bN:touch e402 v401 y402) (\z True))) (^ (Some (\z407 Some (\e407 N:azerbaijan e407 z407) (\z True)) (\y402 Some (\e402 B-aN-bN:touch e402 v401 y402) (\z True))) (Some (\z410 Some (\e410 N:iran e410 z410) (\z True)) (\y402 Some (\e402 B-aN-bN:touch e402 v401 y402) (\z True)))))))) (\a401 ^ (^ (N-b{N-aD}:some (\x503 ^ (Some (\e504 N-aD:minority e504 x503) (\z True)) (^ (^ (B-aN-b{A-aN}:be x503) (Some (\e509 ^ (A-aN:such e509 x503) (^ (Some (\z511 Some (\e511 N:greek e511 z511) (\z True)) (\y510 Some (\e510 A-aN-bN:as e510 e509 y510) (\z True))) (^ (Some (\z513 Some (\e513 N:russian e513 z513) (\z True)) (\y510 Some (\e510 A-aN-bN:as e510 e509 y510) (\z True))) (Some (\x517 ^ (Some (\e517 N-aD:minority e517 x517) (\z True)) (^ (InAnaphorSet 504 x517) (Some (\e516 A-aN:other e516 x517) (\z True)))) (\y510 Some (\e510 A-aN-bN:as e510 e509 y510) (\z True)))))) (\z True))) (Some (\e505 ^ (B-aN:live e505 x503) (Some (\z507 ^ (Some (\e507 N:armenia e507 z507) (\z True)) (InAnaphorSet 401 z507)) (\y506 Some (\e506 A-aN-bN:in e506 e505 y506) (\z True)))) (\z True)))) (\z True)) (N-b{N-aD}:the (\x525 Some (\e526 N-aD:people e526 x525) (\z True)) (\xx526 Some (\x523 ^ (Some (\e523 N-aD-bO:% e523 x523 xx526) (\z True)) (^ (B-aN-b{A-aN}:be x523) (Some (\e522 ^ (A-aN:90 e522 x523) (^ (Some (\e520 A-aN:more e520 e522) (\z True)) (Some (\e521 A-aN:than e521 e522) (\z True)))) (\z True)))) (\x ^ (Some (\e529 N-aD:armenian e529 x) (\z True)) (Some (\e528 A-aN:ethnic e528 x) (\z True)))))) (Some (\a507 Equal a507 (\v507 ^ (Some (\x503 ^ (Some (\e504 N-aD:minority e504 x503) (\z True)) (^ (^ (B-aN-b{A-aN}:be x503) (Some (\e509 ^ (A-aN:such e509 x503) (^ (Some (\z511 Some (\e511 N:greek e511 z511) (\z True)) (\y510 Some (\e510 A-aN-bN:as e510 e509 y510) (\z True))) (^ (Some (\z513 Some (\e513 N:russian e513 z513) (\z True)) (\y510 Some (\e510 A-aN-bN:as e510 e509 y510) (\z True))) (Some (\x517 ^ (Some (\e517 N-aD:minority e517 x517) (\z True)) (^ (InAnaphorSet 504 x517) (Some (\e516 A-aN:other e516 x517) (\z True)))) (\y510 Some (\e510 A-aN-bN:as e510 e509 y510) (\z True)))))) (\z True))) (Some (\e505 ^ (B-aN:live e505 x503) (^ (^ (Some (\e507 N:armenia e507 v507) (\z True)) (InAnaphorSet 401 v507)) (Some (\e506 A-aN-bN:in e506 e505 v507) (\z True)))) (\z True)))) (\z True)) (Some (\x525 Some (\e526 N-aD:people e526 x525) (\z True)) (\xx526 Some (\x523 ^ (Some (\e523 N-aD-bO:% e523 x523 xx526) (\z True)) (^ (B-aN-b{A-aN}:be x523) (Some (\e522 ^ (A-aN:90 e522 x523) (^ (Some (\e520 A-aN:more e520 e522) (\z True)) (Some (\e521 A-aN:than e521 e522) (\z True)))) (\z True)))) (\x ^ (Some (\e529 N-aD:armenian e529 x) (\z True)) (Some (\e528 A-aN:ethnic e528 x) (\z True))))))) (\a507 N-b{N-aD}:the (\x603 ^ (Some (\e606 N-aD:church e606 x603) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x603) (Some (\e601 A-aN:also e601 x603) (\z True))) (Some (\e604 A-aN:armenian e604 x603) (\z True))) (Some (\e605 N-aD:apostolic e605 x603) (\z True)))) (\x N-b{N-aD}:the (\x611 ^ (^ (Some (\e613 N-aD:religion e613 x611) (\z True)) (^ (N-b{N-aD}:the (\x615 ^ (Some (\e616 N-aD:country e616 x615) (\z True)) (InAnaphorSet 507 x615)) (\y614 Some (\e614 A-aN-bN:in e614 x611 y614) (\z True))) (Some (\z True) (\y609 Some (\e609 R-aN-bPfar:by e609 x611 y609) (\z True))))) (None (\y612 ^ (Some (\e613 N-aD:religion e613 y612) (\z True)) (^ (N-b{N-aD}:the (\x615 ^ (Some (\e616 N-aD:country e616 x615) (\z True)) (InAnaphorSet 507 x615)) (\y614 Some (\e614 A-aN-bN:in e614 y612 y614) (\z True))) (Some (\z True) (\y609 Some (\e609 R-aN-bPfar:by e609 y612 y609) (\z True))))) (\y612 More (\z ANSUP-aD-b{N-aD}:large y612 z) (\z ANSUP-aD-b{N-aD}:large x611 z)))) (\y Equal y x)))))))))))) 27 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:spirit e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:spirit e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:spirit e102 x101) (\z True)) (InAnaphorSet 1 x101)) (\zz104 Some (\z True) (\x104 Some (\e104 ^ (B-aN-bI:consider e104 x104 (Intension (^ (B-aN-b{A-aN}:be zz104) (N-b{N-aD}:a (\x110 Some (\e111 N-aD:being e111 x110) (\z True)) (\xx111 N-b{N-aD}:the (\x107 Some (\e108 N-aD-bO:part e108 x107 xx111) (\z True)) (\zz108 ^ (Some (\e112 N-rN:that e112 zz108) (\xx112 AMDL-aN-b{A-aN}:not (\e113 B-aN-b{A-aN}:be e113) (\e ^ (Equal xx112 e) (N-b{N-aD}:the (\x115 ^ (Some (\e116 N-aD:body e116 x115) (\z True)) (InAntecedentSet 116 x115)) (\y Equal y xx112))))) (Equal zz108 zz104))))))) (B-aN-b{A-aN}:be e104)) (\z True)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:spirit e102 v102) (\z True)) (InAnaphorSet 1 v102)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bI:consider e104 x104 (Intension (^ (B-aN-b{A-aN}:be v102) (N-b{N-aD}:a (\x110 Some (\e111 N-aD:being e111 x110) (\z True)) (\xx111 N-b{N-aD}:the (\x107 Some (\e108 N-aD-bO:part e108 x107 xx111) (\z True)) (\zz108 ^ (Some (\e112 N-rN:that e112 zz108) (\xx112 AMDL-aN-b{A-aN}:not (\e113 B-aN-b{A-aN}:be e113) (\e ^ (Equal xx112 e) (N-b{N-aD}:the (\x115 ^ (Some (\e116 N-aD:body e116 x115) (\z True)) (InAntecedentSet 116 x115)) (\y Equal y xx112))))) (Equal zz108 v102))))))) (B-aN-b{A-aN}:be e104)) (\z True))))) (\a102 ^ (^ (Some (\x202 ^ (Some (\e202 N-aD:word e202 x202) (\z True)) (^ (N-b{N-aD}:the (\x204 ^ (Some (\e206 N-aD:meaning e206 x204) (\z True)) (^ (InAnaphorSet 102 x204) (Some (\e205 A-aN:same e205 x204) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 x202 y203) (\z True))) (Some (\e201 A-aN:other e201 x202) (\z True)))) (\x208 Some (\e208 ^ (A-aN:soul e208 x208) (B-aN-b{A-aN}:be e208)) (\z True))) (Some (\x202 ^ (Some (\e202 N-aD:word e202 x202) (\z True)) (^ (N-b{N-aD}:the (\x204 ^ (Some (\e206 N-aD:meaning e206 x204) (\z True)) (^ (InAnaphorSet 102 x204) (Some (\e205 A-aN:same e205 x204) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 x202 y203) (\z True))) (Some (\e201 A-aN:other e201 x202) (\z True)))) (\x210 Some (\e210 ^ (A-aN:ghost e210 x210) (B-aN-b{A-aN}:be e210)) (\z True)))) (^ (Some (\z307 ^ (Some (\e307 N:it e307 z307) (\z True)) (InAnaphorSet 303 z307)) (\x308 Some (\a307 Equal a307 (\v307 ^ (Some (\e307 N:it e307 x308) (\z True)) (InAnaphorSet 303 x308))) (\a307 N-b{N-aD}:a (\x309 ^ (Some (\e310 N-aD:spirit e310 x309) (\z True)) (^ (InAnaphorSet 102 x309) (Some (\z312 ^ (Some (\e312 N:it e312 z312) (\z True)) (InAnaphorSet 307 z312)) (\y311 Some (\e311 A-aN-bN:in e311 x309 y311) (\z True))))) (\y308 Some (\e308 B-aN-bN:have e308 x308 y308) (\zz308 N-b{N-aD}:a (\x302 ^ (Some (\e303 N-aD:body e303 x302) (\z True)) (InAnaphorSet 116 x302)) (\x305 Some (\e305 ^ (A-aN:alive e305 x305) (^ (B-aN-b{A-aN}:be e305) (Some (\e301 A-aN-rN:when e301 e305 zz308) (\z True)))) (\z True))))))) (Some (\a312 Equal a312 (\v312 Some (\z307 ^ (Some (\e307 N:it e307 z307) (\z True)) (InAnaphorSet 303 z307)) (\x308 Some (\a307 Equal a307 (\v307 ^ (Some (\e307 N:it e307 x308) (\z True)) (InAnaphorSet 303 x308))) (\a307 Some (\x309 ^ (Some (\e310 N-aD:spirit e310 x309) (\z True)) (^ (InAnaphorSet 102 x309) (^ (^ (Some (\e312 N:it e312 v312) (\z True)) (InAnaphorSet 307 v312)) (Some (\e311 A-aN-bN:in e311 x309 v312) (\z True))))) (\y308 Some (\e308 B-aN-bN:have e308 x308 y308) (\zz308 Some (\x302 ^ (Some (\e303 N-aD:body e303 x302) (\z True)) (InAnaphorSet 116 x302)) (\x305 Some (\e305 ^ (A-aN:alive e305 x305) (^ (B-aN-b{A-aN}:be e305) (Some (\e301 A-aN-rN:when e301 e305 zz308) (\z True)))) (\z True)))))))) (\a312 Some (\a310 Equal a310 (\v310 Some (\z307 ^ (Some (\e307 N:it e307 z307) (\z True)) (InAnaphorSet 303 z307)) (\x308 Some (\a307 Equal a307 (\v307 ^ (Some (\e307 N:it e307 x308) (\z True)) (InAnaphorSet 303 x308))) (\a307 ^ (^ (Some (\e310 N-aD:spirit e310 v310) (\z True)) (^ (InAnaphorSet 102 v310) (Some (\z312 ^ (Some (\e312 N:it e312 z312) (\z True)) (InAnaphorSet 307 z312)) (\y311 Some (\e311 A-aN-bN:in e311 v310 y311) (\z True))))) (Some (\e308 B-aN-bN:have e308 x308 v310) (\zz308 N-b{N-aD}:a (\x302 ^ (Some (\e303 N-aD:body e303 x302) (\z True)) (InAnaphorSet 116 x302)) (\x305 Some (\e305 ^ (A-aN:alive e305 x305) (^ (B-aN-b{A-aN}:be e305) (Some (\e301 A-aN-rN:when e301 e305 zz308) (\z True)))) (\z True)))))))) (\a310 ^ (Some (\e401 ^ (B:die e401 x401) (B-aN-b{A-aN}:be e401)) (\x N-b{N-aD}:the (\x404 ^ (Some (\e405 N-aD:spirit e405 x404) (\z True)) (InAnaphorSet 310 x404)) (\x406 ^ (B-aN:separate x x406) (^ (All (\z True) (\x403 N-b{V-g{R-aN}}:when x403 x)) (N-b{N-aD}:the (\x408 ^ (Some (\e409 N-aD:body e409 x408) (\z True)) (InAnaphorSet 312 x408)) (\y407 Some (\e407 A-aN-bN:from e407 x y407) (\z True))))))) (Some (\a405 Equal a405 (\v405 Some (\e401 ^ (B:die e401 x401) (B-aN-b{A-aN}:be e401)) (\x ^ (^ (Some (\e405 N-aD:spirit e405 v405) (\z True)) (InAnaphorSet 310 v405)) (^ (B-aN:separate x v405) (^ (All (\z True) (\x403 N-b{V-g{R-aN}}:when x403 x)) (N-b{N-aD}:the (\x408 ^ (Some (\e409 N-aD:body e409 x408) (\z True)) (InAnaphorSet 312 x408)) (\y407 Some (\e407 A-aN-bN:from e407 x y407) (\z True)))))))) (\a405 ^ (Some (\x501 Some (\e501 N-aD:christian e501 x501) (\z True)) (\x502 Some (\e502 B-aN-bC:believe e502 x502 (Intension (Some (\x504 ^ (Some (\e504 N-aD:spirit e504 x504) (\z True)) (InAnaphorSet 405 x504)) (\x505 Some (\e505 ^ (B-aN:exist e505 x505) (^ (Some (\z507 Some (\e507 N:heaven e507 z507) (\z True)) (\y506 Some (\e506 A-aN-bN:in e506 e505 y506) (\z True))) (Some (\z509 Some (\e509 N:hell e509 z509) (\z True)) (\y506 Some (\e506 A-aN-bN:in e506 e505 y506) (\z True))))) (\z True))))) (\z True))) (Some (\z True) (\x602 Some (\x603 ^ (Some (\e603 N-aD:1 e603 x603) (\z True)) (^ (Some (\e604 N-aD:timothy e604 x603) (\z True)) (^ (Some (\e605 N-aD:16 e605 x603) (\z True)) (Some (\e607 N-aD:1 e607 x603) (\z True))))) (\y602 Some (\e602 B-aN-bN:see e602 x602 y602) (\z True))))))))))))))) 28 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:gray e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:gray e1 v1) (\z True))) (\a1 ^ (^ (Some (\x101 ^ (Some (\e101 N-aD:gray e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\x112 ^ (Some (\e112 N-aD:together e112 x112) (\z True)) (^ (^ (Some (\e108 A-aN:black e108 x112) (\z True)) (Some (\e110 A-aN:white e110 x112) (\z True))) (Some (\e111 A-aN:mixed e111 x112) (\z True)))) (\xx112 N-b{N-aD}:the (\x105 Some (\e106 N-aD-bO:color e106 x105 xx112) (\z True)) (\y Equal y x)))) (Some (\z103 ^ (Some (\e103 N:grey e103 z103) (\z True)) (^ (B-aN-b{A-aN}:be z103) (InAnaphorSet 1 z103))) (\x Some (\x112 ^ (Some (\e112 N-aD:together e112 x112) (\z True)) (^ (^ (Some (\e108 A-aN:black e108 x112) (\z True)) (Some (\e110 A-aN:white e110 x112) (\z True))) (Some (\e111 A-aN:mixed e111 x112) (\z True)))) (\xx112 N-b{N-aD}:the (\x105 Some (\e106 N-aD-bO:color e106 x105 xx112) (\z True)) (\y Equal y x))))) (Some (\a102 Equal a102 (\v102 ^ (^ (^ (Some (\e101 N-aD:gray e101 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\x112 ^ (Some (\e112 N-aD:together e112 x112) (\z True)) (^ (^ (Some (\e108 A-aN:black e108 x112) (\z True)) (Some (\e110 A-aN:white e110 x112) (\z True))) (Some (\e111 A-aN:mixed e111 x112) (\z True)))) (\xx112 N-b{N-aD}:the (\x105 Some (\e106 N-aD-bO:color e106 x105 xx112) (\z True)) (\y Equal y v102)))) (^ (^ (Some (\e103 N:grey e103 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\x112 ^ (Some (\e112 N-aD:together e112 x112) (\z True)) (^ (^ (Some (\e108 A-aN:black e108 x112) (\z True)) (Some (\e110 A-aN:white e110 x112) (\z True))) (Some (\e111 A-aN:mixed e111 x112) (\z True)))) (\xx112 N-b{N-aD}:the (\x105 Some (\e106 N-aD-bO:color e106 x105 xx112) (\z True)) (\y Equal y v102)))))) (\a102 Some (\a108 Equal a108 (\v108 ^ (Some (\x101 ^ (Some (\e101 N-aD:gray e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\x112 ^ (Some (\e112 N-aD:together e112 x112) (\z True)) (^ (^ (A-aN:black v108 x112) (Some (\e110 A-aN:white e110 x112) (\z True))) (Some (\e111 A-aN:mixed e111 x112) (\z True)))) (\xx112 Some (\e106 N-aD-bO:color e106 x xx112) (\z True)))) (Some (\z103 ^ (Some (\e103 N:grey e103 z103) (\z True)) (^ (B-aN-b{A-aN}:be z103) (InAnaphorSet 1 z103))) (\x Some (\x112 ^ (Some (\e112 N-aD:together e112 x112) (\z True)) (^ (^ (A-aN:black v108 x112) (Some (\e110 A-aN:white e110 x112) (\z True))) (Some (\e111 A-aN:mixed e111 x112) (\z True)))) (\xx112 Some (\e106 N-aD-bO:color e106 x xx112) (\z True)))))) (\a108 ^ (Some (\z201 ^ (Some (\e201 N:gray e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 102 z201))) (\x ^ (N-b{N-aD}:an (\x206 Some (\e207 N-aD:elephant e207 x206) (\z True)) (\xx214 N-b{N-aD}:the (\x203 Some (\e204 N-aD-bO:color e204 x203 xx214) (\z True)) (\y Equal y x))) (^ (Some (\z209 Some (\e209 N:cement e209 z209) (\z True)) (\xx214 N-b{N-aD}:the (\x203 Some (\e204 N-aD-bO:color e204 x203 xx214) (\z True)) (\y Equal y x))) (^ (Some (\x212 ^ (Some (\e212 N-aD:writing e212 x212) (\z True)) (Some (\e211 N-aD:pencil e211 x212) (\z True))) (\xx214 N-b{N-aD}:the (\x203 Some (\e204 N-aD-bO:color e204 x203 xx214) (\z True)) (\y Equal y x))) (Some (\x216 ^ (Some (\e216 N-aD:cloud e216 x216) (\z True)) (Some (\e215 N-aD:rainy e215 x216) (\z True))) (\xx214 N-b{N-aD}:the (\x203 Some (\e204 N-aD-bO:color e204 x203 xx214) (\z True)) (\y Equal y x))))))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:gray e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 102 v201))) (^ (N-b{N-aD}:an (\x206 Some (\e207 N-aD:elephant e207 x206) (\z True)) (\xx214 N-b{N-aD}:the (\x203 Some (\e204 N-aD-bO:color e204 x203 xx214) (\z True)) (\y Equal y v201))) (^ (Some (\z209 Some (\e209 N:cement e209 z209) (\z True)) (\xx214 N-b{N-aD}:the (\x203 Some (\e204 N-aD-bO:color e204 x203 xx214) (\z True)) (\y Equal y v201))) (^ (Some (\x212 ^ (Some (\e212 N-aD:writing e212 x212) (\z True)) (Some (\e211 N-aD:pencil e211 x212) (\z True))) (\xx214 N-b{N-aD}:the (\x203 Some (\e204 N-aD-bO:color e204 x203 xx214) (\z True)) (\y Equal y v201))) (Some (\x216 ^ (Some (\e216 N-aD:cloud e216 x216) (\z True)) (Some (\e215 N-aD:rainy e215 x216) (\z True))) (\xx214 N-b{N-aD}:the (\x203 Some (\e204 N-aD-bO:color e204 x203 xx214) (\z True)) (\y Equal y v201)))))))) (\a201 ^ (Some (\z301 ^ (Some (\e301 N:gray e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x303 Some (\e303 ^ (B-aN:look e303 x303) (^ (Some (\e302 A-aN:often e302 e303) (\z True)) (Some (\e304 A-aN-bV:like e304 e303 (Intension (Some (\z305 Some (\e305 N:someone e305 z305) (\z True)) (\x306 Some (\e306 B-aN-bA:make e306 x306 (Intension (^ (Some (\z307 ^ (Some (\e307 N:black e307 z307) (\z True)) (^ (InAntecedentSet 307 z307) (InAnaphorSet 108 z307))) (\x308 Some (\e308 A-aN:light e308 x308) (\z True))) (AMDL-aN-b{A-aN}:not (\z True) (\e Some (\z307 ^ (Some (\e307 N:black e307 z307) (\z True)) (^ (InAntecedentSet 307 z307) (InAnaphorSet 108 z307))) (\x312 Some (\e312 ^ (A-aN-bC-b{A-aN}:so e312 x312 (Intension (Some (\e313 A-aN:light e313 x312) (\z True)))) (Equal e312 e)) (\z True))))))) (\z True))))) (\z True)))) (\z True))) (^ (N-b{N-aD}:this (\x429 ^ (Some (\e430 N-aD:word e430 x429) (\z True)) (InAnaphorSet 1 x429)) (\zz432 Some (\z True) (\x432 Some (\e432 ^ (B-aN-bA:spel e432 x432 (Intension (Some (\e433 N-aD:grey e433 zz432) (\z True)))) (^ (B-aN-b{A-aN}:be e432) (^ (^ (N-b{N-aD}:the (\x402 ^ (Some (\e404 N-aD:kingdom e404 x402) (\z True)) (Some (\z True) (\x403 Some (\e403 B-aN-bN:unite e403 x403 x402) (\z True)))) (\y401 Some (\e401 A-aN-bN:in e401 e432 y401) (\z True))) (^ (Some (\z406 Some (\e406 N:canada e406 z406) (\z True)) (\y401 Some (\e401 A-aN-bN:in e401 e432 y401) (\z True))) (^ (Some (\z408 Some (\e408 N:australia e408 z408) (\z True)) (\y401 Some (\e401 A-aN-bN:in e401 e432 y401) (\z True))) (^ (Some (\x411 ^ (Some (\e411 N-aD:africa e411 x411) (\z True)) (Some (\e410 N-aD:south e410 x411) (\z True))) (\y401 Some (\e401 A-aN-bN:in e401 e432 y401) (\z True))) (^ (Some (\z413 Some (\e413 N:india e413 z413) (\z True)) (\y401 Some (\e401 A-aN-bN:in e401 e432 y401) (\z True))) (^ (Some (\z415 Some (\e415 N:ireland e415 z415) (\z True)) (\y401 Some (\e401 A-aN-bN:in e401 e432 y401) (\z True))) (Some (\x419 ^ (Some (\e419 N-aD:zealand e419 x419) (\z True)) (Some (\e418 N-aD:new e418 x419) (\z True))) (\y401 Some (\e401 A-aN-bN:in e401 e432 y401) (\z True))))))))) (N-b{N-aD}:a (\x424 ^ (Some (\e427 N-aD:country e427 x424) (\z True)) (^ (Some (\e425 A-aN:few e425 x424) (\z True)) (Some (\e426 A-aN:other e426 x424) (\z True)))) (\y401 Some (\e401 A-aN-bN:in e401 e432 y401) (\z True)))))) (\z True)))) (^ (Some (\z506 ^ (Some (\e506 N:it e506 z506) (\z True)) (InAnaphorSet 1 z506)) (\zz508 Some (\z True) (\x508 Some (\e508 ^ (B-aN-bA:spel e508 x508 (Intension (^ (Some (\e509 N-aD:gray e509 zz508) (\z True)) (InAntecedentSet 509 zz508)))) (^ (B-aN-b{A-aN}:be e508) (N-b{N-aD}:the (\x502 ^ (Some (\e504 N-aD:state e504 x502) (\z True)) (Some (\z True) (\x503 Some (\e503 B-aN-bN:unite e503 x503 x502) (\z True)))) (\y501 Some (\e501 A-aN-bN:in e501 e508 y501) (\z True))))) (\z True)))) (Some (\z607 ^ (Some (\e607 N:gray e607 z607) (\z True)) (InAnaphorSet 509 z607)) (\xx607 N-b{N-aD}:the (\x601 ^ (Some (\z True) (\x604 ^ (B-aN-bN:use x601 x604 xx607) (^ (N-b{N-aD}:a (\x610 ^ (Some (\e612 N-aD:name e612 x610) (\z True)) (^ (Some (\z614 Some (\e614 N:english e614 z614) (\z True)) (\y613 Some (\e613 A-aN-bN:in e613 x610 y613) (\z True))) (Some (\e611 A-aN:color e611 x610) (\z True)))) (\y609 Some (\e609 A-aN-bN:as e609 x601 y609) (\z True))) (Some (\z True) (\x603 Some (\e603 B-aN-bN:record e603 x603 x601) (\z True)))))) (NNORD-aD-b{N-aD}:firstMinusOne (\y602 Some (\z True) (\x604 ^ (B-aN-bN:use y602 x604 xx607) (^ (N-b{N-aD}:a (\x610 ^ (Some (\e612 N-aD:name e612 x610) (\z True)) (^ (Some (\z614 Some (\e614 N:english e614 z614) (\z True)) (\y613 Some (\e613 A-aN-bN:in e613 x610 y613) (\z True))) (Some (\e611 A-aN:color e611 x610) (\z True)))) (\y609 Some (\e609 A-aN-bN:as e609 y602 y609) (\z True))) (Some (\z True) (\x603 Some (\e603 B-aN-bN:record e603 x603 y602) (\z True)))))) (\y602 Prec x601 y602))) (\x616 Some (\z617 Some (\e617 N:700 e617 z617) (\z True)) (\y616 Some (\e616 ^ (A-aN-bN:in e616 x616 y616) (B-aN-b{A-aN}:be e616)) (\z True))))))))))))))) 29 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:jerusalem e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:jerusalem e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:jerusalem e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:the (\x105 ^ (^ (Some (\e107 N-aD:city e107 x105) (\z True)) (N-b{N-aD}:the (\x109 Some (\e110 N-aD:world e110 x109) (\z True)) (\y108 Some (\e108 A-aN-bN:in e108 x105 y108) (\z True)))) (None (\y106 ^ (Some (\e107 N-aD:city e107 y106) (\z True)) (N-b{N-aD}:the (\x109 Some (\e110 N-aD:world e110 x109) (\z True)) (\y108 Some (\e108 A-aN-bN:in e108 y106 y108) (\z True)))) (\y106 More (\z ANSUP-aD-b{N-aD}:old y106 z) (\z ANSUP-aD-b{N-aD}:old x105 z)))) (\zz106 ^ (Some (\e111 N-rN:that e111 zz106) (\xx111 Some (\x112 Some (\e112 N-aD:people e112 x112) (\z True)) (\x114 Some (\e114 ^ (B-aN:live e114 x114) (^ (^ (B-aN-b{L-aN}:have e114) (Some (\e116 A-aN:continuous e116 e114) (\z True))) (Some (\e115 A-aN-bN:in e115 e114 xx111) (\z True)))) (\z True)))) (N-bO:one (\x103 Equal zz106 x103) (\y Equal y x))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:jerusalem e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:the (\x105 ^ (^ (Some (\e107 N-aD:city e107 x105) (\z True)) (N-b{N-aD}:the (\x109 Some (\e110 N-aD:world e110 x109) (\z True)) (\y108 Some (\e108 A-aN-bN:in e108 x105 y108) (\z True)))) (None (\y106 ^ (Some (\e107 N-aD:city e107 y106) (\z True)) (N-b{N-aD}:the (\x109 Some (\e110 N-aD:world e110 x109) (\z True)) (\y108 Some (\e108 A-aN-bN:in e108 y106 y108) (\z True)))) (\y106 More (\z ANSUP-aD-b{N-aD}:old y106 z) (\z ANSUP-aD-b{N-aD}:old x105 z)))) (\zz106 ^ (Some (\e111 N-rN:that e111 zz106) (\xx111 Some (\x112 Some (\e112 N-aD:people e112 x112) (\z True)) (\x114 Some (\e114 ^ (B-aN:live e114 x114) (^ (^ (B-aN-b{L-aN}:have e114) (Some (\e116 A-aN:continuous e116 e114) (\z True))) (Some (\e115 A-aN-bN:in e115 e114 xx111) (\z True)))) (\z True)))) (N-bO:one (\x103 Equal zz106 x103) (\y Equal y v101)))))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x203 Some (\e203 ^ (A-aN:important e203 x203) (^ (B-aN-b{A-aN}:be e203) (Some (\x207 ^ (Some (\e207 N-aD:religion e207 x207) (\z True)) (^ (Some (\e205 A-aN:many e205 x207) (\z True)) (Some (\e206 A-aN:major e206 x207) (\z True)))) (\y204 Some (\e204 A-aN-bN:to e204 e203 y204) (\z True))))) (\z True))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\e203 ^ (A-aN:important e203 v201) (^ (B-aN-b{A-aN}:be e203) (Some (\x207 ^ (Some (\e207 N-aD:religion e207 x207) (\z True)) (^ (Some (\e205 A-aN:many e205 x207) (\z True)) (Some (\e206 A-aN:major e206 x207) (\z True)))) (\y204 Some (\e204 A-aN-bN:to e204 e203 y204) (\z True))))) (\z True)))) (\a201 ^ (Some (\x301 Some (\e301 N-aD:jew e301 x301) (\z True)) (\x302 Some (\e302 ^ (B-aN-bA:consider e302 x302 (Intension (Some (\z303 ^ (Some (\e303 N:jerusalem e303 z303) (\z True)) (^ (InAntecedentSet 303 z303) (InAnaphorSet 201 z303))) (\x N-b{N-aD}:a (\x304 ^ (Some (\e306 N-aD:city e306 x304) (\z True)) (Some (\e305 A-aN:holy e305 x304) (\z True))) (\y Equal y x))))) (Some (\e307 A-aN-bV:because e307 e302 (Intension (Some (\z308 ^ (Some (\e308 N:it e308 z308) (\z True)) (^ (^ (B-aN-b{A-aN}:be z308) (InAntecedentSet 308 z308)) (InAnaphorSet 303 z308))) (\x ^ (^ (Some (\e314 N-aD:center e314 x) (\z True)) (^ (Some (\x317 ^ (Some (\e317 N-aD:time e317 x317) (\z True)) (Some (\e316 N-aD:biblical e316 x317) (\z True))) (\y315 Some (\e315 A-aN-bN:during e315 x y315) (\z True))) (^ (Some (\e311 A-aN:religious e311 x) (\z True)) (Some (\e313 A-aN:political e313 x) (\z True))))) (N-b{N-aD}:the (\x319 Some (\e320 N-aD:place e320 x319) (\z True)) (\zz320 ^ (Some (\z325 Some (\e325 N:god e325 z325) (\z True)) (\xx325 N-b{N-aD}:the (\x322 Some (\e323 N-aD-bO:temple e323 x322 xx325) (\z True)) (\x326 Some (\e326 ^ (B-aN:stand e326 x326) (Some (\e321 A-aN-rN:where e321 e326 zz320) (\z True))) (\z True)))) (Equal zz320 x))))))) (\z True))) (\z True))) (^ (Some (\x401 Some (\e401 N-aD:christian e401 x401) (\z True)) (\x402 Some (\e402 ^ (B-aN-bA:consider e402 x402 (Intension (Some (\z403 ^ (Some (\e403 N:jerusalem e403 z403) (\z True)) (^ (InAntecedentSet 403 z403) (InAnaphorSet 308 z403))) (\x404 Some (\e404 A-aN:holy e404 x404) (\z True))))) (Some (\e405 A-aN-bV:because e405 e402 (Intension (Some (\x407 ^ (Some (\e407 N-aD:event e407 x407) (\z True)) (^ (Some (\x413 ^ (Some (\e413 N-aD:christ e413 x413) (\z True)) (Some (\e412 N-aD:jesus e412 x413) (\z True))) (\xx413 N-b{N-aD}:the (\x409 Some (\z True) (\x410 B-aN-bN:live x409 x410 xx413)) (\y408 Some (\e408 A-aN-bN:in e408 x407 y408) (\z True)))) (Some (\e406 A-aN:many e406 x407) (\z True)))) (\x414 Some (\z415 Some (\e415 N:place e415 z415) (\z True)) (\y414 Some (\e414 ^ (B-aN-bN:take e414 x414 y414) (Some (\e416 ^ (A-aN:there e416 e414) (^ (InAntecedentSet 416 e416) (InAnaphorSet 403 e416))) (\z True))) (\z True)))))) (\z True))) (\z True))) (^ (Some (\z501 Some (\e501 N:muslim e501 z501) (\z True)) (\x502 Some (\e502 B-aN-bC:believe e502 x502 (Intension (N-b{N-aD}:the (\x504 ^ (Some (\e506 N-aD:muhammad e506 x504) (\z True)) (Some (\e505 N-aD:prophet e505 x504) (\z True))) (\x507 Some (\e507 ^ (B-aN:rise e507 x507) (^ (Some (\z511 ^ (Some (\e511 N:there e511 z511) (\z True)) (^ (InAntecedentSet 511 z511) (InAnaphorSet 416 z511))) (\y510 Some (\e510 A-aN-bN:from e510 e507 y510) (\z True))) (Some (\z509 Some (\e509 N:heaven e509 z509) (\z True)) (\y508 Some (\e508 A-aN-bN:to e508 e507 y508) (\z True))))) (\z True))))) (\z True))) (^ (Some (\z602 ^ (Some (\e602 N:israel e602 z602) (\z True)) (Some (\e601 A-aN:both e601 z602) (\z True))) (\x605 Some (\z606 ^ (Some (\e606 N:jerusalem e606 z606) (\z True)) (InAnaphorSet 511 z606)) (\y605 Some (\e605 ^ (B-aN-bN:claim e605 x605 y605) (Some (\x610 ^ (Some (\e610 N-aD:capital e610 x610) (\z True)) (Some (\e609 A-aN:national e609 x610) (\z True))) (\y607 Some (\e607 A-aN-bN:as e607 e605 y607) (\z True)))) (\z True)))) (Some (\x604 ^ (Some (\e604 N-aD:palestine e604 x604) (\z True)) (Some (\e601 A-aN:both e601 x604) (\z True))) (\x605 Some (\z606 ^ (Some (\e606 N:jerusalem e606 z606) (\z True)) (InAnaphorSet 511 z606)) (\y605 Some (\e605 ^ (B-aN-bN:claim e605 x605 y605) (Some (\x610 ^ (Some (\e610 N-aD:capital e610 x610) (\z True)) (Some (\e609 A-aN:national e609 x610) (\z True))) (\y607 Some (\e607 A-aN-bN:as e607 e605 y607) (\z True)))) (\z True)))))))))))))) 30 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:sentence e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:sentence e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:sentence e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\x107 Some (\e107 N-aD:word e107 x107) (\z True)) (\xx107 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:group e105 x104 xx107) (\z True)) (\zz105 ^ (Some (\e108 N-rN:that e108 zz105) (\xx108 Some (\z True) (\x110 Some (\e110 ^ (B-aN-bA:put e110 x110 (Intension (Some (\e111 A-aN:together e111 xx108) (\z True)))) (^ (B-aN-b{A-aN}:be e110) (Some (\z114 Some (\e114 N:something e114 z114) (\z True)) (\y113 Some (\e113 B-aN-bN:mean e113 e110 y113) (\z True))))) (\z True)))) (Equal zz105 x))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:sentence e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\x107 Some (\e107 N-aD:word e107 x107) (\z True)) (\xx107 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:group e105 x104 xx107) (\z True)) (\zz105 ^ (Some (\e108 N-rN:that e108 zz105) (\xx108 Some (\z True) (\x110 Some (\e110 ^ (B-aN-bA:put e110 x110 (Intension (Some (\e111 A-aN:together e111 xx108) (\z True)))) (^ (B-aN-b{A-aN}:be e110) (Some (\z114 Some (\e114 N:something e114 z114) (\z True)) (\y113 Some (\e113 B-aN-bN:mean e113 e110 y113) (\z True))))) (\z True)))) (Equal zz105 v102)))))) (\a102 ^ (N-b{N-aD}:a (\x201 ^ (Some (\e202 N-aD:sentence e202 x201) (\z True)) (^ (B-aN-b{A-aN}:be x201) (InAnaphorSet 102 x201))) (\x Some (\z208 Some (\e208 N:language e208 z208) (\z True)) (\xx208 N-b{N-aD}:the (\x204 ^ (Some (\e206 N-aD-bO:unit e206 x204 xx208) (\z True)) (Some (\e205 A-aN:basic e205 x204) (\z True))) (\zz206 ^ (Some (\e209 N-rN:which e209 zz206) (\xx209 N-b{N-aD}:a (\x211 Some (\z True) (\x213 ^ (B-aN:think x211 x213) (Some (\e212 A-aN:complete e212 x211) (\z True)))) (\y210 Some (\e210 B-aN-bN:express e210 xx209 y210) (\z True)))) (Equal zz206 x))))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e202 N-aD:sentence e202 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 102 v201))) (Some (\z208 Some (\e208 N:language e208 z208) (\z True)) (\xx208 N-b{N-aD}:the (\x204 ^ (Some (\e206 N-aD-bO:unit e206 x204 xx208) (\z True)) (Some (\e205 A-aN:basic e205 x204) (\z True))) (\zz206 ^ (Some (\e209 N-rN:which e209 zz206) (\xx209 N-b{N-aD}:a (\x211 Some (\z True) (\x213 ^ (B-aN:think x211 x213) (Some (\e212 A-aN:complete e212 x211) (\z True)))) (\y210 Some (\e210 B-aN-bN:express e210 xx209 y210) (\z True)))) (Equal zz206 v201)))))) (\a201 Some (\a213 Equal a213 (\v213 Some (\x201 ^ (Some (\e202 N-aD:sentence e202 x201) (\z True)) (^ (B-aN-b{A-aN}:be x201) (InAnaphorSet 102 x201))) (\x Some (\z208 Some (\e208 N:language e208 z208) (\z True)) (\xx208 ^ (^ (Some (\e206 N-aD-bO:unit e206 x xx208) (\z True)) (Some (\e205 A-aN:basic e205 x) (\z True))) (Some (\e209 N-rN:which e209 x) (\xx209 ^ (Some (\z True) (\x213 ^ (B-aN:think v213 x213) (Some (\e212 A-aN:complete e212 v213) (\z True)))) (Some (\e210 B-aN-bN:express e210 xx209 v213) (\z True)))))))) (\a213 ^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x302 Some (\z303 Some (\e303 N:this e303 z303) (\z True)) (\y302 Some (\e302 ^ (B-aN-bN:do e302 x302 y302) (Some (\z310 Some (\e310 N:syntax e310 z310) (\z True)) (\xx310 N-b{N-aD}:the (\x306 Some (\z True) (\x308 ^ (B-aN-bN:rule x306 x308 xx310) (Some (\e307 A-aN:grammatical e307 x306) (\z True)))) (\y305 Some (\e305 ^ (B-aN-bN:follow e305 e302 y305) (A-aN-b{G-aN}:by e305)) (\z True))))) (\z True)))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:it e301 v301) (\z True)) (InAnaphorSet 201 v301)) (Some (\z303 Some (\e303 N:this e303 z303) (\z True)) (\y302 Some (\e302 ^ (B-aN-bN:do e302 v301 y302) (Some (\z310 Some (\e310 N:syntax e310 z310) (\z True)) (\xx310 N-b{N-aD}:the (\x306 Some (\z True) (\x308 ^ (B-aN-bN:rule x306 x308 xx310) (Some (\e307 A-aN:grammatical e307 x306) (\z True)))) (\y305 Some (\e305 ^ (B-aN-bN:follow e305 e302 y305) (A-aN-b{G-aN}:by e305)) (\z True))))) (\z True))))) (\a301 ^ (N-b{N-aD}:a (\x401 ^ (Some (\e403 N-aD:sentence e403 x401) (\z True)) (^ (InAnaphorSet 301 x401) (Some (\e402 A-aN:complete e402 x401) (\z True)))) (\x404 ^ (N-b{N-aD}:a (\x407 ^ (Some (\e408 N-aD:subject e408 x407) (\z True)) (Some (\e406 ^ (A-aN:least e406 x407) (A-aN-b{A-aN}:at e406)) (\z True))) (\y404 Some (\e404 ^ (B-aN-bN:have e404 x404 y404) (^ (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y414 Some (\e414 B-aN-bN:state e414 e404 y414) (\z True))) (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y416 Some (\e416 B-aN-bN:declare e416 e404 y416) (\z True))))) (\z True))) (N-b{N-aD}:a (\x410 ^ (Some (\e412 N-aD:verb e412 x410) (\z True)) (^ (Some (\e406 ^ (A-aN:least e406 x410) (A-aN-b{A-aN}:at e406)) (\z True)) (Some (\e411 A-aN:main e411 x410) (\z True)))) (\y404 Some (\e404 ^ (B-aN-bN:have e404 x404 y404) (^ (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y414 Some (\e414 B-aN-bN:state e414 e404 y414) (\z True))) (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y416 Some (\e416 B-aN-bN:declare e416 e404 y416) (\z True))))) (\z True))))) (Some (\a408 Equal a408 (\v408 Some (\x401 ^ (Some (\e403 N-aD:sentence e403 x401) (\z True)) (^ (InAnaphorSet 301 x401) (Some (\e402 A-aN:complete e402 x401) (\z True)))) (\x404 ^ (^ (^ (Some (\e408 N-aD:subject e408 v408) (\z True)) (Some (\e406 ^ (A-aN:least e406 v408) (A-aN-b{A-aN}:at e406)) (\z True))) (Some (\e404 ^ (B-aN-bN:have e404 x404 v408) (^ (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y414 Some (\e414 B-aN-bN:state e414 e404 y414) (\z True))) (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y416 Some (\e416 B-aN-bN:declare e416 e404 y416) (\z True))))) (\z True))) (Some (\x410 ^ (Some (\e412 N-aD:verb e412 x410) (\z True)) (^ (Some (\e406 ^ (A-aN:least e406 x410) (A-aN-b{A-aN}:at e406)) (\z True)) (Some (\e411 A-aN:main e411 x410) (\z True)))) (\y404 Some (\e404 ^ (B-aN-bN:have e404 x404 y404) (^ (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y414 Some (\e414 B-aN-bN:state e414 e404 y414) (\z True))) (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y416 Some (\e416 B-aN-bN:declare e416 e404 y416) (\z True))))) (\z True)))))) (\a408 Some (\a412 Equal a412 (\v412 Some (\x401 ^ (Some (\e403 N-aD:sentence e403 x401) (\z True)) (^ (InAnaphorSet 301 x401) (Some (\e402 A-aN:complete e402 x401) (\z True)))) (\x404 ^ (Some (\x407 ^ (Some (\e408 N-aD:subject e408 x407) (\z True)) (Some (\e406 ^ (A-aN:least e406 x407) (A-aN-b{A-aN}:at e406)) (\z True))) (\y404 Some (\e404 ^ (B-aN-bN:have e404 x404 y404) (^ (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y414 Some (\e414 B-aN-bN:state e414 e404 y414) (\z True))) (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y416 Some (\e416 B-aN-bN:declare e416 e404 y416) (\z True))))) (\z True))) (^ (^ (Some (\e412 N-aD:verb e412 v412) (\z True)) (^ (Some (\e406 ^ (A-aN:least e406 v412) (A-aN-b{A-aN}:at e406)) (\z True)) (Some (\e411 A-aN:main e411 v412) (\z True)))) (Some (\e404 ^ (B-aN-bN:have e404 x404 v412) (^ (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y414 Some (\e414 B-aN-bN:state e414 e404 y414) (\z True))) (N-b{N-aD}:a (\x418 Some (\z True) (\x420 ^ (B-aN:think x418 x420) (^ (InAnaphorSet 213 x418) (Some (\e419 A-aN:complete e419 x418) (\z True))))) (\y416 Some (\e416 B-aN-bN:declare e416 e404 y416) (\z True))))) (\z True)))))) (\a412 ^ (Some (\x502 ^ (Some (\e502 N-aD:example e502 x502) (\z True)) (Some (\e501 A-aN:short e501 x502) (\z True))) (\x503 Some (\x505 Some (\e505 N-aD:walker e505 x505) (\z True)) (\x506 Some (\e506 B-aN:walk e506 x506) (\y503 Some (\e503 A-aN-bN:: e503 x503 y503) (\z True))))) (N-b{N-aD}:a (\x601 ^ (Some (\e602 N-aD:subject e602 x601) (\z True)) (^ (B-aN-b{A-aN}:be x601) (InAnaphorSet 408 x601))) (\x N-b{N-aD}:the (\x604 Some (\e605 N-aD:noun e605 x604) (\z True)) (\zz605 ^ (Some (\e606 N-rN:that e606 zz605) (\xx606 N-b{N-aD}:the (\x609 ^ (Some (\e611 N-aD:verb e611 x609) (\z True)) (^ (InAnaphorSet 412 x609) (Some (\e610 A-aN:main e610 x609) (\z True)))) (\y608 Some (\e608 ^ (B-aN-bN:do e608 xx606 y608) (B-aN-b{A-aN}:be e608)) (\z True)))) (Equal zz605 x))))))))))))))))) 31 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:vandalism e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:vandalism e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:vandalism e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 Some (\e104 N-aD:crime e104 x103) (\z True)) (\zz104 ^ (Some (\e105 N-rN:that e105 zz104) (\xx105 Some (\z True) (\x107 Some (\e107 ^ (B-aN-bN:do e107 x107 xx105) (^ (B-aN-b{A-aN}:be e107) (^ (N-b{N-aD}:the (\x112 ^ (Some (\e113 N-aD:property e113 x112) (\z True)) (Some (\z115 Some (\e115 N:another e115 z115) (\z True)) (\y114 Some (\e114 A-aN-bN:of e114 x112 y114) (\z True)))) (\y109 Some (\e109 ^ (B-aN-bN:destroy e109 e107 y109) (A-aN-b{G-aN}:by e109)) (\z True))) (N-b{N-aD}:the (\x112 ^ (Some (\e113 N-aD:property e113 x112) (\z True)) (Some (\z115 Some (\e115 N:another e115 z115) (\z True)) (\y114 Some (\e114 A-aN-bN:of e114 x112 y114) (\z True)))) (\y111 Some (\e111 ^ (B-aN-bN:damage e111 e107 y111) (A-aN-b{G-aN}:by e111)) (\z True)))))) (\z True)))) (Equal zz104 x)))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:vandalism e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 Some (\e104 N-aD:crime e104 x103) (\z True)) (\zz104 ^ (Some (\e105 N-rN:that e105 zz104) (\xx105 Some (\z True) (\x107 Some (\e107 ^ (B-aN-bN:do e107 x107 xx105) (^ (B-aN-b{A-aN}:be e107) (^ (N-b{N-aD}:the (\x112 ^ (Some (\e113 N-aD:property e113 x112) (\z True)) (Some (\z115 Some (\e115 N:another e115 z115) (\z True)) (\y114 Some (\e114 A-aN-bN:of e114 x112 y114) (\z True)))) (\y109 Some (\e109 ^ (B-aN-bN:destroy e109 e107 y109) (A-aN-b{G-aN}:by e109)) (\z True))) (N-b{N-aD}:the (\x112 ^ (Some (\e113 N-aD:property e113 x112) (\z True)) (Some (\z115 Some (\e115 N:another e115 z115) (\z True)) (\y114 Some (\e114 A-aN-bN:of e114 x112 y114) (\z True)))) (\y111 Some (\e111 ^ (B-aN-bN:damage e111 e107 y111) (A-aN-b{G-aN}:by e111)) (\z True)))))) (\z True)))) (Equal zz104 v101))))) (\a101 ^ (N-b{N-aD}:a (\x201 Some (\e202 N-aD:person e202 x201) (\z True)) (\zz202 ^ (Some (\e203 N-rN:that e203 zz202) (\xx203 Some (\z205 ^ (Some (\e205 N:this e205 z205) (\z True)) (InAnaphorSet 101 z205)) (\y204 Some (\e204 B-aN-bN:do e204 xx203 y204) (\z True)))) (Some (\z True) (\x207 Some (\e207 ^ (B-aN-bA:call e207 x207 (Intension (N-b{N-aD}:a (\x208 ^ (Some (\e210 N-aD:vandal e210 x208) (\z True)) (InAntecedentSet 210 x208)) (\y Equal y zz202)))) (B-aN-b{A-aN}:be e207)) (\z True))))) (Some (\a205 Equal a205 (\v205 Some (\x201 Some (\e202 N-aD:person e202 x201) (\z True)) (\zz202 ^ (Some (\e203 N-rN:that e203 zz202) (\xx203 ^ (^ (Some (\e205 N:this e205 v205) (\z True)) (InAnaphorSet 101 v205)) (Some (\e204 B-aN-bN:do e204 xx203 v205) (\z True)))) (Some (\z True) (\x207 Some (\e207 ^ (B-aN-bA:call e207 x207 (Intension (N-b{N-aD}:a (\x208 ^ (Some (\e210 N-aD:vandal e210 x208) (\z True)) (InAntecedentSet 210 x208)) (\y Equal y zz202)))) (B-aN-b{A-aN}:be e207)) (\z True)))))) (\a205 ^ (Some (\z301 ^ (Some (\e301 N:this e301 z301) (\z True)) (InAnaphorSet 205 z301)) (\x303 ^ (Some (\z304 Some (\e304 N:graffiti e304 z304) (\z True)) (\y303 Some (\e303 ^ (B-aN-bN:include e303 x303 y303) (B-aN-b{B-aN}:can e303)) (\z True))) (Some (\x307 ^ (Some (\e307 N-aD:damage e307 x307) (\z True)) (Some (\e306 N-aD:website e306 x307) (\z True))) (\y303 Some (\e303 ^ (B-aN-bN:include e303 x303 y303) (B-aN-b{B-aN}:can e303)) (\z True))))) (^ (Some (\z401 ^ (Some (\e401 N:this e401 z401) (\z True)) (InAnaphorSet 205 z401)) (\x404 Some (\e404 ^ (A-aN:illegal e404 x404) (^ (B-aN-b{A-aN}:be e404) (Some (\e403 A-aN:usual e403 e404) (\z True)))) (\z True))) (^ (Some (\x501 Some (\e501 N-aD:history e501 x501) (\z True)) (\z True)) (N-b{N-aD}:the (\x601 ^ (Some (\e602 N-aD:name e602 x601) (\z True)) (^ (InAnaphorSet 210 x601) (Some (\e604 N:vandal e604 x601) (\z True)))) (\x607 N-b{N-aD}:the (\x608 ^ (Some (\e609 N-aD:vandal e609 x608) (\z True)) (N-b{N-aD}:a (\x611 Some (\e612 N-aD:tribe e612 x611) (\z True)) (\zz612 ^ (Some (\e613 N-rN:that e613 zz612) (\xx613 ^ (Some (\z620 Some (\e620 N:rome e620 z620) (\z True)) (\xx620 N-b{N-aD}:the (\x617 Some (\e618 N-aD-bO:city e618 x617 xx620) (\z True)) (\y614 Some (\e614 ^ (B-aN-bN:attack e614 xx613 y614) (N-b{N-aD}:the (\x622 ^ (Some (\e624 N-aD:ce e624 x622) (\z True)) (Some (\e623 A-aN:455 e623 x622) (\z True))) (\y621 Some (\e621 A-aN-bN:in e621 e614 y621) (\z True)))) (\z True)))) (Some (\z620 Some (\e620 N:rome e620 z620) (\z True)) (\xx620 N-b{N-aD}:the (\x617 Some (\e618 N-aD-bO:city e618 x617 xx620) (\z True)) (\y616 Some (\e616 ^ (B-aN-bN:damage e616 xx613 y616) (N-b{N-aD}:the (\x622 ^ (Some (\e624 N-aD:ce e624 x622) (\z True)) (Some (\e623 A-aN:455 e623 x622) (\z True))) (\y621 Some (\e621 A-aN-bN:in e621 e616 y621) (\z True)))) (\z True)))))) (Equal zz612 x608)))) (\y607 Some (\e607 ^ (A-aN-bN:from e607 x607 y607) (B-aN-b{A-aN}:be e607)) (\z True))))))))))))) 32 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:twin e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:twin e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:twin e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (^ (Some (\e109 N-aD:offspring e109 x) (\z True)) (^ (Some (\e103 A-aN:two e103 x) (\z True)) (^ (Some (\e104 N-aD:animal e104 x) (\z True)) (Some (\x107 Some (\e107 N-aD:human e107 x107) (\z True)) (\y106 Some (\e106 B-aN-bN:include e106 x y106) (\z True)))))) (Some (\e110 N-rN:that e110 x) (\xx110 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:born e112 x112 xx110) (^ (B-aN-b{A-aN}:be e112) (N-b{N-aD}:the (\x114 ^ (Some (\e116 N-aD:pregnancy e116 x114) (\z True)) (Some (\e115 A-aN:same e115 x114) (\z True))) (\y113 Some (\e113 A-aN-bN:from e113 e112 y113) (\z True))))) (\z True)))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:twin e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (^ (Some (\e109 N-aD:offspring e109 v101) (\z True)) (^ (Some (\e103 A-aN:two e103 v101) (\z True)) (^ (Some (\e104 N-aD:animal e104 v101) (\z True)) (Some (\x107 Some (\e107 N-aD:human e107 x107) (\z True)) (\y106 Some (\e106 B-aN-bN:include e106 v101 y106) (\z True)))))) (Some (\e110 N-rN:that e110 v101) (\xx110 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:born e112 x112 xx110) (^ (B-aN-b{A-aN}:be e112) (N-b{N-aD}:the (\x114 ^ (Some (\e116 N-aD:pregnancy e116 x114) (\z True)) (Some (\e115 A-aN:same e115 x114) (\z True))) (\y113 Some (\e113 A-aN-bN:from e113 e112 y113) (\z True))))) (\z True))))))) (\a101 Some (\a116 Equal a116 (\v116 Some (\x101 ^ (Some (\e101 N-aD:twin e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (^ (Some (\e109 N-aD:offspring e109 x) (\z True)) (^ (Some (\e103 A-aN:two e103 x) (\z True)) (^ (Some (\e104 N-aD:animal e104 x) (\z True)) (Some (\x107 Some (\e107 N-aD:human e107 x107) (\z True)) (\y106 Some (\e106 B-aN-bN:include e106 x y106) (\z True)))))) (Some (\e110 N-rN:that e110 x) (\xx110 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:born e112 x112 xx110) (^ (B-aN-b{A-aN}:be e112) (^ (^ (Some (\e116 N-aD:pregnancy e116 v116) (\z True)) (Some (\e115 A-aN:same e115 v116) (\z True))) (Some (\e113 A-aN-bN:from e113 e112 v116) (\z True))))) (\z True))))))) (\a116 ^ (^ (Some (\x203 ^ (Some (\e203 N-aD:twin e203 x203) (\z True)) (^ (^ (B-aN-b{A-aN}:be x203) (InAnaphorSet 101 x203)) (Some (\e202 N-aD:human e202 x203) (\z True)))) (\x ^ (^ (Some (\e207 N-aD:people e207 x) (\z True)) (Some (\e206 A-aN:two e206 x) (\z True))) (Some (\e208 N-rN:that e208 x) (\xx208 N-b{N-aD}:the (\x210 Some (\e211 N-aD:uterus e211 x210) (\z True)) (\y209 Some (\e209 ^ (B-aN-bN:share e209 xx208 y209) (N-b{N-aD}:a (\x213 ^ (Some (\e215 N-aD:pregnancy e215 x213) (\z True)) (^ (InAnaphorSet 116 x213) (Some (\e214 A-aN:single e214 x213) (\z True)))) (\y212 Some (\e212 A-aN-bN:during e212 e209 y212) (\z True)))) (\z True)))))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e203 N-aD:twin e203 v202) (\z True)) (^ (^ (B-aN-b{A-aN}:be v202) (InAnaphorSet 101 v202)) (Some (\e202 N-aD:human e202 v202) (\z True)))) (^ (^ (Some (\e207 N-aD:people e207 v202) (\z True)) (Some (\e206 A-aN:two e206 v202) (\z True))) (Some (\e208 N-rN:that e208 v202) (\xx208 N-b{N-aD}:the (\x210 Some (\e211 N-aD:uterus e211 x210) (\z True)) (\y209 Some (\e209 ^ (B-aN-bN:share e209 xx208 y209) (N-b{N-aD}:a (\x213 ^ (Some (\e215 N-aD:pregnancy e215 x213) (\z True)) (^ (InAnaphorSet 116 x213) (Some (\e214 A-aN:single e214 x213) (\z True)))) (\y212 Some (\e212 A-aN-bN:during e212 e209 y212) (\z True)))) (\z True))))))) (\a202 Some (\z218 ^ (Some (\e218 N:one e218 z218) (\z True)) (InAnaphorSet 207 z218)) (\zz221 Some (\z True) (\x221 Some (\e221 ^ (B-aN-bN:born e221 x221 zz221) (^ (^ (B-aN-b{A-aN}:be e221) (Some (\e220 A-aN:normal e220 e221) (\z True))) (Some (\e222 ^ (A-aN:quick e222 e221) (N-b{N-aD}:the (\x224 ^ (Some (\e225 N-aD:first e225 x224) (\z True)) (InAnaphorSet 202 x224)) (\y223 Some (\e223 A-aN-bN:after e223 e222 y223) (\z True)))) (\z True)))) (\z True)))))) (Some (\a211 Equal a211 (\v211 ^ (Some (\x203 ^ (Some (\e203 N-aD:twin e203 x203) (\z True)) (^ (^ (B-aN-b{A-aN}:be x203) (InAnaphorSet 101 x203)) (Some (\e202 N-aD:human e202 x203) (\z True)))) (\x ^ (^ (Some (\e207 N-aD:people e207 x) (\z True)) (Some (\e206 A-aN:two e206 x) (\z True))) (Some (\e208 N-rN:that e208 x) (\xx208 ^ (Some (\e211 N-aD:uterus e211 v211) (\z True)) (Some (\e209 ^ (B-aN-bN:share e209 xx208 v211) (N-b{N-aD}:a (\x213 ^ (Some (\e215 N-aD:pregnancy e215 x213) (\z True)) (^ (InAnaphorSet 116 x213) (Some (\e214 A-aN:single e214 x213) (\z True)))) (\y212 Some (\e212 A-aN-bN:during e212 e209 y212) (\z True)))) (\z True)))))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e203 N-aD:twin e203 v202) (\z True)) (^ (^ (B-aN-b{A-aN}:be v202) (InAnaphorSet 101 v202)) (Some (\e202 N-aD:human e202 v202) (\z True)))) (^ (^ (Some (\e207 N-aD:people e207 v202) (\z True)) (Some (\e206 A-aN:two e206 v202) (\z True))) (Some (\e208 N-rN:that e208 v202) (\xx208 ^ (Some (\e211 N-aD:uterus e211 v211) (\z True)) (Some (\e209 ^ (B-aN-bN:share e209 xx208 v211) (N-b{N-aD}:a (\x213 ^ (Some (\e215 N-aD:pregnancy e215 x213) (\z True)) (^ (InAnaphorSet 116 x213) (Some (\e214 A-aN:single e214 x213) (\z True)))) (\y212 Some (\e212 A-aN-bN:during e212 e209 y212) (\z True)))) (\z True))))))) (\a202 Some (\z218 ^ (Some (\e218 N:one e218 z218) (\z True)) (InAnaphorSet 207 z218)) (\zz221 Some (\z True) (\x221 Some (\e221 ^ (B-aN-bN:born e221 x221 zz221) (^ (^ (B-aN-b{A-aN}:be e221) (Some (\e220 A-aN:normal e220 e221) (\z True))) (Some (\e222 ^ (A-aN:quick e222 e221) (N-b{N-aD}:the (\x224 ^ (Some (\e225 N-aD:first e225 x224) (\z True)) (InAnaphorSet 202 x224)) (\y223 Some (\e223 A-aN-bN:after e223 e222 y223) (\z True)))) (\z True)))) (\z True))))))) (\a211 ^ (Some (\x310 ^ (Some (\e310 N-aD:pregnancy e310 x310) (\z True)) (Some (\e309 A-aN:multiple e309 x310) (\z True))) (\x315 N-b{N-aD}:the (\x316 ^ (Some (\e319 N-aD:week e319 x316) (\z True)) (^ (Some (\e317 A-aN:full e317 x316) (\z True)) (Some (\e318 A-aN:38 e318 x316) (\z True)))) (\y315 Some (\e315 ^ (B-aN-bN:last e315 x315 y315) (^ (A-aN-b{I-aN}:likely e315) (^ (^ (B-aN-b{A-aN}:be e315) (N-b{N-aD}:the (\x306 ^ (Some (\e307 N-aD:uterus e307 x306) (\z True)) (InAnaphorSet 211 x306)) (\xx307 N-b{N-aD}:the (\x303 Some (\e304 N-aD-bO:size e304 x303 xx307) (\z True)) (\y302 Some (\e302 ^ (A-aN-bN:of e302 e315 y302) (Some (\e301 A-aN:because e301 e302) (\z True))) (\z True))))) (N-b{N-aD}:most (\x321 ^ (Some (\e324 N-aD:pregnancy e324 x321) (\z True)) (Some (\z True) (\x323 ^ (B-aN:bear x321 x323) (Some (\e322 A-aN:single e322 x321) (\z True))))) (\y320 Some (\e320 A-aN-bN:than e320 e315 y320) (\z True)))))) (\z True)))) (Some (\a310 Equal a310 (\v310 ^ (^ (Some (\e310 N-aD:pregnancy e310 v310) (\z True)) (Some (\e309 A-aN:multiple e309 v310) (\z True))) (N-b{N-aD}:the (\x316 ^ (Some (\e319 N-aD:week e319 x316) (\z True)) (^ (Some (\e317 A-aN:full e317 x316) (\z True)) (Some (\e318 A-aN:38 e318 x316) (\z True)))) (\y315 Some (\e315 ^ (B-aN-bN:last e315 v310 y315) (^ (A-aN-b{I-aN}:likely e315) (^ (^ (B-aN-b{A-aN}:be e315) (N-b{N-aD}:the (\x306 ^ (Some (\e307 N-aD:uterus e307 x306) (\z True)) (InAnaphorSet 211 x306)) (\xx307 N-b{N-aD}:the (\x303 Some (\e304 N-aD-bO:size e304 x303 xx307) (\z True)) (\y302 Some (\e302 ^ (A-aN-bN:of e302 e315 y302) (Some (\e301 A-aN:because e301 e302) (\z True))) (\z True))))) (N-b{N-aD}:most (\x321 ^ (Some (\e324 N-aD:pregnancy e324 x321) (\z True)) (Some (\z True) (\x323 ^ (B-aN:bear x321 x323) (Some (\e322 A-aN:single e322 x321) (\z True))))) (\y320 Some (\e320 A-aN-bN:than e320 e315 y320) (\z True)))))) (\z True))))) (\a310 ^ (Some (\z404 ^ (Some (\e404 N:they e404 z404) (\z True)) (InAnaphorSet 310 z404)) (\x405 Some (\e405 ^ (B-aN:last e405 x405) (^ (Some (\z402 Some (\e402 N:average e402 z402) (\z True)) (\y401 Some (\e401 A-aN-bN:on e401 e405 y401) (\z True))) (^ (Some (\e407 N-aD:week e407 e405) (\z True)) (Some (\e406 A-aN:35 e406 e405) (\z True))))) (\z True))) (Some (\a405 Equal a405 (\v405 Some (\z404 ^ (Some (\e404 N:they e404 z404) (\z True)) (InAnaphorSet 310 z404)) (\x405 ^ (B-aN:last v405 x405) (^ (Some (\z402 Some (\e402 N:average e402 z402) (\z True)) (\y401 Some (\e401 A-aN-bN:on e401 v405 y401) (\z True))) (^ (Some (\e407 N-aD:week e407 v405) (\z True)) (Some (\e406 A-aN:35 e406 v405) (\z True))))))) (\a405 ^ (Some (\z501 ^ (Some (\e501 N:this e501 z501) (\z True)) (InAnaphorSet 405 z501)) (\x503 Some (\e503 ^ (B-aN-bC:mean e503 x503 (Intension (Some (\x508 ^ (Some (\e508 N-aD:twin e508 x508) (\z True)) (InAnaphorSet 203 x508)) (\xx508 Some (\x506 ^ (Some (\e506 N-aD-bO:% e506 x506 xx508) (\z True)) (Some (\e505 ^ (A-aN:50 e505 x506) (Some (\e504 A-aN:about e504 e505) (\z True))) (\z True))) (\zz510 Some (\z True) (\x510 Some (\e510 ^ (B-aN-bN:born e510 x510 zz510) (^ (B-aN-b{A-aN}:be e510) (Some (\e511 A-aN:premature e511 e510) (\z True)))) (\z True))))))) (Some (\e502 A-aN:also e502 e503) (\z True))) (\z True))) (Some (\x603 ^ (Some (\e603 N-aD:twin e603 x603) (\z True)) (InAnaphorSet 203 x603)) (\xx603 Some (\x601 Some (\e601 N-aD-bO:type e601 x601 xx603) (\z True)) (\z True))))))))))))))) 33 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:florence e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:florence e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:florence e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\z117 Some (\e117 N:tuscany e117 z117) (\z True)) (\xx117 N-b{N-aD}:the (\x114 ^ (Some (\e115 N-aD-bO:region e115 x114 xx117) (\z True)) (^ (Some (\z125 Some (\e125 N:italy e125 z125) (\z True)) (\y124 Some (\e124 A-aN-bN:in e124 x114 y124) (\z True))) (Some (\e120 N:toscana e120 x114) (\z True)))) (\xx115 N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD-bO:city e112 x110 xx115) (\z True)) (Some (\e111 N-aD:capital e111 x110) (\z True))) (\y Equal y x))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:florence e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (Some (\z117 Some (\e117 N:tuscany e117 z117) (\z True)) (\xx117 N-b{N-aD}:the (\x114 ^ (Some (\e115 N-aD-bO:region e115 x114 xx117) (\z True)) (^ (Some (\z125 Some (\e125 N:italy e125 z125) (\z True)) (\y124 Some (\e124 A-aN-bN:in e124 x114 y124) (\z True))) (Some (\e120 N:toscana e120 x114) (\z True)))) (\xx115 N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD-bO:city e112 x110 xx115) (\z True)) (Some (\e111 N-aD:capital e111 x110) (\z True))) (\y Equal y v101)))))) (\a101 Some (\a125 Equal a125 (\v125 Some (\x101 ^ (Some (\e101 N-aD:florence e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\z117 Some (\e117 N:tuscany e117 z117) (\z True)) (\xx117 Some (\x114 ^ (Some (\e115 N-aD-bO:region e115 x114 xx117) (\z True)) (^ (^ (Some (\e125 N:italy e125 v125) (\z True)) (Some (\e124 A-aN-bN:in e124 x114 v125) (\z True))) (Some (\e120 N:toscana e120 x114) (\z True)))) (\xx115 ^ (Some (\e112 N-aD-bO:city e112 x xx115) (\z True)) (Some (\e111 N-aD:capital e111 x) (\z True))))))) (\a125 ^ (N-b{N-aD}:the (\x205 ^ (Some (\e206 N-aD:city e206 x205) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x205) (^ (Some (\z202 Some (\e202 N:1865 e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:from e201 x205 y201) (\z True))) (Some (\z204 Some (\e204 N:1870 e204 z204) (\z True)) (\y203 Some (\e203 A-aN-bN:to e203 x205 y203) (\z True))))) (Some (\e208 A-aN:also e208 x205) (\z True))) (InAnaphorSet 101 x205))) (\x N-b{N-aD}:the (\x212 ^ (Some (\e213 N-aD:kingdom e213 x212) (\z True)) (Some (\z215 ^ (Some (\e215 N:italy e215 z215) (\z True)) (InAnaphorSet 125 z215)) (\y214 Some (\e214 A-aN-bN:of e214 x212 y214) (\z True)))) (\xx213 N-b{N-aD}:the (\x209 Some (\e210 N-aD-bO:capital e210 x209 xx213) (\z True)) (\y Equal y x)))) (Some (\a206 Equal a206 (\v206 ^ (^ (Some (\e206 N-aD:city e206 v206) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be v206) (^ (Some (\z202 Some (\e202 N:1865 e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:from e201 v206 y201) (\z True))) (Some (\z204 Some (\e204 N:1870 e204 z204) (\z True)) (\y203 Some (\e203 A-aN-bN:to e203 v206 y203) (\z True))))) (Some (\e208 A-aN:also e208 v206) (\z True))) (InAnaphorSet 101 v206))) (N-b{N-aD}:the (\x212 ^ (Some (\e213 N-aD:kingdom e213 x212) (\z True)) (Some (\z215 ^ (Some (\e215 N:italy e215 z215) (\z True)) (InAnaphorSet 125 z215)) (\y214 Some (\e214 A-aN-bN:of e214 x212 y214) (\z True)))) (\xx213 N-b{N-aD}:the (\x209 Some (\e210 N-aD-bO:capital e210 x209 xx213) (\z True)) (\y Equal y v206))))) (\a206 ^ (Some (\z301 ^ (Some (\e301 N:florence e301 z301) (\z True)) (InAnaphorSet 206 z301)) (\x303 N-b{N-aD}:the (\x304 ^ (Some (\e306 N-aD:river e306 x304) (\z True)) (Some (\e305 N-aD:arno e305 x304) (\z True))) (\y303 Some (\e303 ^ (A-aN-bN:on e303 x303 y303) (B-aN-b{A-aN}:be e303)) (\z True)))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:florence e301 v301) (\z True)) (InAnaphorSet 206 v301)) (N-b{N-aD}:the (\x304 ^ (Some (\e306 N-aD:river e306 x304) (\z True)) (Some (\e305 N-aD:arno e305 x304) (\z True))) (\y303 Some (\e303 ^ (A-aN-bN:on e303 v301 y303) (B-aN-b{A-aN}:be e303)) (\z True))))) (\a301 ^ (N-b{N-aD}:the (\x401 ^ (Some (\e402 N-aD:city e402 x401) (\z True)) (InAnaphorSet 301 x401)) (\x403 ^ (Some (\x409 ^ (Some (\e409 N-aD:people e409 x409) (\z True)) (Some (\e408 ^ (A-aN:400,000 e408 x409) (Some (\e407 A-aN:around e407 e408) (\z True))) (\z True))) (\xx409 N-b{N-aD}:a (\x404 Some (\z True) (\x405 B-aN-bN:populate x404 x405 xx409)) (\y403 Some (\e403 B-aN-bN:have e403 x403 y403) (\z True)))) (Some (\x418 ^ (Some (\e418 N-aD:person e418 x418) (\z True)) (Some (\e417 ^ (A-aN:2,000,000 e417 x418) (Some (\e416 A-aN:over e416 e417) (\z True))) (\z True))) (\xx418 N-b{N-aD}:a (\x412 Some (\z True) (\x414 ^ (B-aN-bN:populate x412 x414 xx418) (Some (\e413 A-aN:suburban e413 x412) (\z True)))) (\y403 Some (\e403 B-aN-bN:have e403 x403 y403) (\z True)))))) (Some (\a402 Equal a402 (\v402 ^ (^ (Some (\e402 N-aD:city e402 v402) (\z True)) (InAnaphorSet 301 v402)) (^ (Some (\x409 ^ (Some (\e409 N-aD:people e409 x409) (\z True)) (Some (\e408 ^ (A-aN:400,000 e408 x409) (Some (\e407 A-aN:around e407 e408) (\z True))) (\z True))) (\xx409 N-b{N-aD}:a (\x404 Some (\z True) (\x405 B-aN-bN:populate x404 x405 xx409)) (\y403 Some (\e403 B-aN-bN:have e403 v402 y403) (\z True)))) (Some (\x418 ^ (Some (\e418 N-aD:person e418 x418) (\z True)) (Some (\e417 ^ (A-aN:2,000,000 e417 x418) (Some (\e416 A-aN:over e416 e417) (\z True))) (\z True))) (\xx418 N-b{N-aD}:a (\x412 Some (\z True) (\x414 ^ (B-aN-bN:populate x412 x414 xx418) (Some (\e413 A-aN:suburban e413 x412) (\z True)))) (\y403 Some (\e403 B-aN-bN:have e403 v402 y403) (\z True))))))) (\a402 ^ (N-b{N-aD}:the (\x501 ^ (Some (\e503 N-aD:area e503 x501) (\z True)) (Some (\e502 A-aN:great e502 x501) (\z True))) (\x504 N-b{N-aD}:some (\x505 ^ (Some (\e507 N-aD:people e507 x505) (\z True)) (Some (\e506 A-aN:956,000 e506 x505) (\z True))) (\y504 Some (\e504 B-aN-bN:have e504 x504 y504) (\z True)))) (N-b{N-aD}:the (\x601 ^ (Some (\e602 N-aD:city e602 x601) (\z True)) (^ (B-aN-b{A-aN}:be x601) (InAnaphorSet 402 x601))) (\x ^ (Some (\z True) (\x609 Some (\e609 ^ (B-aN:trade e609 x609) (Some (\e608 ^ (A-aN:european e608 e609) (Some (\e607 R-aN:medieval e607 e608) (\z True))) (\z True))) (\xx610 N-b{N-aD}:a (\x604 Some (\e605 N-aD-bO:center e605 x604 xx610) (\z True)) (\y Equal y x)))) (Some (\z True) (\x611 Some (\e611 ^ (B-aN:finance e611 x611) (Some (\e608 ^ (A-aN:european e608 e611) (Some (\e607 R-aN:medieval e607 e608) (\z True))) (\z True))) (\xx610 N-b{N-aD}:a (\x604 Some (\e605 N-aD-bO:center e605 x604 xx610) (\z True)) (\y Equal y x)))))))))))))))))) 34 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:constant e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:constant e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:constant e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e104 N:something e104 x) (\z True)) (Some (\e105 N-rN:that e105 x) (\xx105 BMDL-aN-b{B-aN}:not (\e106 B-aN-b{B-aN}:do e106) (\e Some (\e108 ^ (B-aN:change e108 xx105) (Equal e108 e)) (\z True)))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:constant e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (^ (Some (\e104 N:something e104 v102) (\z True)) (Some (\e105 N-rN:that e105 v102) (\xx105 BMDL-aN-b{B-aN}:not (\e106 B-aN-b{B-aN}:do e106) (\e Some (\e108 ^ (B-aN:change e108 xx105) (Equal e108 e)) (\z True))))))) (\a102 ^ (Some (\z201 ^ (Some (\e201 N:constant e201 z201) (\z True)) (^ (InAnaphorSet 102 z201) (Some (\e203 N-aD:number e203 z201) (\z True)))) (\zz206 Some (\z True) (\x206 Some (\e206 ^ (B-aN-bN:use e206 x206 zz206) (^ (B-aN-b{A-aN}:be e206) (^ (Some (\x208 Some (\e208 N-aD:math e208 x208) (\z True)) (\y207 Some (\e207 A-aN-bN:in e207 e206 y207) (\z True))) (Some (\x211 ^ (Some (\e211 N-aD:programming e211 x211) (\z True)) (Some (\e210 N-aD:computer e210 x211) (\z True))) (\y207 Some (\e207 A-aN-bN:in e207 e206 y207) (\z True)))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:constant e201 v201) (\z True)) (^ (InAnaphorSet 102 v201) (Some (\e203 N-aD:number e203 v201) (\z True)))) (Some (\z True) (\x206 Some (\e206 ^ (B-aN-bN:use e206 x206 v201) (^ (B-aN-b{A-aN}:be e206) (^ (Some (\x208 Some (\e208 N-aD:math e208 x208) (\z True)) (\y207 Some (\e207 A-aN-bN:in e207 e206 y207) (\z True))) (Some (\x211 ^ (Some (\e211 N-aD:programming e211 x211) (\z True)) (Some (\e210 N-aD:computer e210 x211) (\z True))) (\y207 Some (\e207 A-aN-bN:in e207 e206 y207) (\z True)))))) (\z True))))) (\a201 ^ (N-b{N-aD}:an (\x301 ^ (Some (\e303 N-aD:fact e303 x301) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x301) (Some (\z307 Some (\e307 N:calculus e307 z307) (\z True)) (\y306 Some (\e306 A-aN-bN:in e306 x301 y306) (\z True)))) (Some (\e305 B-aN:remember e305 x301) (\z True))) (Some (\e302 A-aN:important e302 x301) (\z True)))) (\x N-b{N-aD}:a (\x313 ^ (Some (\e314 N-aD:constant e314 x313) (\z True)) (InAnaphorSet 201 x313)) (\xx314 N-b{N-aD}:the (\x310 ^ (Some (\e311 N-aD-bO:derivative e311 x310 xx314) (\z True)) (^ (B-aN-b{A-aN}:be x310) (Some (\e316 A-aN:always e316 x310) (\z True)))) (\x ^ (Some (\e317 N:zero e317 x) (\z True)) (Some (\e309 N-bV:that e309 x) (\z True)))))) (Some (\z401 ^ (Some (\e401 N:f' e401 z401) (\z True)) (Some (\e403 N:constant e403 z401) (\z True))) (\x405 Some (\z406 Some (\e406 N:0 e406 z406) (\z True)) (\y405 Some (\e405 B-aN-bN:= e405 x405 y405) (\z True))))))))))) 35 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:clay e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:clay e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:clay e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e108 N-aD:mineral e108 x103) (\z True)) (^ (^ (Some (\z True) (\x109 Some (\e109 B-aN-bN:make e109 x109 x103) (\zz109 Some (\x111 Some (\e111 N-aD:rock e111 x111) (\z True)) (\x112 Some (\z True) (\y112 Some (\e112 ^ (B-aN-bPdown:break e112 x112 y112) (Some (\e110 A-aN-rN:when e110 e112 zz109) (\z True))) (\z True)))))) (Some (\e106 ^ (A-aN:grained e106 x103) (Some (\e104 A-aN:fine e104 e106) (\z True))) (\z True))) (Some (\e107 A-aN:silicate e107 x103) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:clay e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e108 N-aD:mineral e108 x103) (\z True)) (^ (^ (Some (\z True) (\x109 Some (\e109 B-aN-bN:make e109 x109 x103) (\zz109 Some (\x111 Some (\e111 N-aD:rock e111 x111) (\z True)) (\x112 Some (\z True) (\y112 Some (\e112 ^ (B-aN-bPdown:break e112 x112 y112) (Some (\e110 A-aN-rN:when e110 e112 zz109) (\z True))) (\z True)))))) (Some (\e106 ^ (A-aN:grained e106 x103) (Some (\e104 A-aN:fine e104 e106) (\z True))) (\z True))) (Some (\e107 A-aN:silicate e107 x103) (\z True)))) (\y Equal y v101)))) (\a101 ^ (^ (Some (\x204 ^ (Some (\e204 N-aD:clay e204 x204) (\z True)) (InAnaphorSet 101 x204)) (\x205 N-b{N-aD}:a (\x206 ^ (Some (\e208 N-aD:quality e208 x206) (\z True)) (Some (\e207 N-aD:plastic e207 x206) (\z True))) (\y205 Some (\e205 B-aN-bN:have e205 x205 y205) (\zz210 Some (\z True) (\x202 Some (\e202 ^ (A-aN:wet e202 x202) (Some (\e201 A-aN-rN:when e201 e202 zz210) (\z True))) (\z True)))))) (Some (\x204 ^ (Some (\e204 N-aD:clay e204 x204) (\z True)) (InAnaphorSet 101 x204)) (\zz213 Some (\z True) (\x213 Some (\e213 ^ (B-aN-bN:use e213 x213 zz213) (^ (^ (B-aN-b{A-aN}:be e213) (B-aN-b{B-aN}:can e213)) (^ (Some (\x216 Some (\e216 N-aD:pottery e216 x216) (\z True)) (\y215 Some (\e215 B-aN-bN:make e215 e213 y215) (\z True))) (^ (Some (\x218 Some (\e218 N-aD:brick e218 x218) (\z True)) (\y215 Some (\e215 B-aN-bN:make e215 e213 y215) (\z True))) (Some (\x221 ^ (Some (\e221 N-aD:thing e221 x221) (\z True)) (Some (\e220 A-aN:other e220 x221) (\z True))) (\y215 Some (\e215 B-aN-bN:make e215 e213 y215) (\z True))))))) (\zz210 Some (\z True) (\x202 Some (\e202 ^ (A-aN:wet e202 x202) (Some (\e201 A-aN-rN:when e201 e202 zz210) (\z True))) (\z True))))))) (Some (\a204 Equal a204 (\v204 ^ (^ (^ (Some (\e204 N-aD:clay e204 v204) (\z True)) (InAnaphorSet 101 v204)) (N-b{N-aD}:a (\x206 ^ (Some (\e208 N-aD:quality e208 x206) (\z True)) (Some (\e207 N-aD:plastic e207 x206) (\z True))) (\y205 Some (\e205 B-aN-bN:have e205 v204 y205) (\zz210 Some (\z True) (\x202 Some (\e202 ^ (A-aN:wet e202 x202) (Some (\e201 A-aN-rN:when e201 e202 zz210) (\z True))) (\z True)))))) (^ (^ (Some (\e204 N-aD:clay e204 v204) (\z True)) (InAnaphorSet 101 v204)) (Some (\z True) (\x213 Some (\e213 ^ (B-aN-bN:use e213 x213 v204) (^ (^ (B-aN-b{A-aN}:be e213) (B-aN-b{B-aN}:can e213)) (^ (Some (\x216 Some (\e216 N-aD:pottery e216 x216) (\z True)) (\y215 Some (\e215 B-aN-bN:make e215 e213 y215) (\z True))) (^ (Some (\x218 Some (\e218 N-aD:brick e218 x218) (\z True)) (\y215 Some (\e215 B-aN-bN:make e215 e213 y215) (\z True))) (Some (\x221 ^ (Some (\e221 N-aD:thing e221 x221) (\z True)) (Some (\e220 A-aN:other e220 x221) (\z True))) (\y215 Some (\e215 B-aN-bN:make e215 e213 y215) (\z True))))))) (\zz210 Some (\z True) (\x202 Some (\e202 ^ (A-aN:wet e202 x202) (Some (\e201 A-aN-rN:when e201 e202 zz210) (\z True))) (\z True)))))))) (\a204 Some (\a216 Equal a216 (\v216 ^ (Some (\x204 ^ (Some (\e204 N-aD:clay e204 x204) (\z True)) (InAnaphorSet 101 x204)) (\x205 Some (\x206 ^ (Some (\e208 N-aD:quality e208 x206) (\z True)) (Some (\e207 N-aD:plastic e207 x206) (\z True))) (\y205 Some (\e205 B-aN-bN:have e205 x205 y205) (\zz210 Some (\z True) (\x202 Some (\e202 ^ (A-aN:wet e202 x202) (Some (\e201 A-aN-rN:when e201 e202 zz210) (\z True))) (\z True)))))) (Some (\x204 ^ (Some (\e204 N-aD:clay e204 x204) (\z True)) (InAnaphorSet 101 x204)) (\zz213 Some (\z True) (\x213 Some (\e213 ^ (B-aN-bN:use e213 x213 zz213) (^ (^ (B-aN-b{A-aN}:be e213) (B-aN-b{B-aN}:can e213)) (^ (^ (Some (\e216 N-aD:pottery e216 v216) (\z True)) (Some (\e215 B-aN-bN:make e215 e213 v216) (\z True))) (^ (Some (\x218 Some (\e218 N-aD:brick e218 x218) (\z True)) (\y215 Some (\e215 B-aN-bN:make e215 e213 y215) (\z True))) (Some (\x221 ^ (Some (\e221 N-aD:thing e221 x221) (\z True)) (Some (\e220 A-aN:other e220 x221) (\z True))) (\y215 Some (\e215 B-aN-bN:make e215 e213 y215) (\z True))))))) (\zz210 Some (\z True) (\x202 Some (\e202 ^ (A-aN:wet e202 x202) (Some (\e201 A-aN-rN:when e201 e202 zz210) (\z True))) (\z True)))))))) (\a216 ^ (Some (\z301 ^ (Some (\e301 N:pottery e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (InAnaphorSet 216 z301))) (\x Some (\x304 ^ (Some (\e304 N-aD:clay e304 x304) (\z True)) (InAnaphorSet 204 x304)) (\zz309 ^ (Some (\z True) (\x305 ^ (B-aN-bN:use x x305 zz309) (^ (All (\z True) (\x303 N-b{V-g{R-aN}}:when x303 x)) (Some (\x308 Some (\e308 N-aD:shape e308 x308) (\z True)) (\y307 Some (\e307 B-aN-bN:model e307 x y307) (\z True)))))) (Some (\z True) (\x311 ^ (B-aN-bN:fire x x311 zz309) (^ (^ (All (\z True) (\x303 N-b{V-g{R-aN}}:when x303 x)) (Some (\e310 A-aN:then e310 x) (\z True))) (N-b{N-aD}:a (\x313 Some (\e314 N-aD:kiln e314 x313) (\z True)) (\y312 Some (\e312 A-aN-bN:in e312 x y312) (\z True))))))))) (^ (Some (\x401 ^ (Some (\e401 N-aD:clay e401 x401) (\z True)) (InAnaphorSet 204 x401)) (\x403 N-b{N-aD}:some (\x404 Some (\e405 N-aD:water e405 x404) (\z True)) (\y403 Some (\a405 Equal a405 (\v405 Some (\e405 N-aD:water e405 y403) (\z True))) (\a405 Some (\e403 ^ (B-aN-bN:contain e403 x403 y403) (^ (Some (\e402 A-aN:often e402 e403) (\z True)) (Some (\e406 A-aN-bV:because e406 e403 (Intension (N-b{N-aD}:the (\x407 ^ (Some (\e409 N-aD:molecule e409 x407) (\z True)) (^ (Some (\e408 N-aD:water e408 x407) (\z True)) (InAnaphorSet 405 x407))) (\x410 Some (\e410 ^ (B-aN:stick e410 x410) (N-b{N-aD}:the (\x412 ^ (Some (\e414 N-aD:grain e414 x412) (\z True)) (Some (\e413 A-aN:tiny e413 x412) (\z True))) (\y411 Some (\e411 A-aN-bN:to e411 e410 y411) (\z True)))) (\z True))))) (\z True)))) (\z True))))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N-aD:clay e401 v401) (\z True)) (InAnaphorSet 204 v401)) (N-b{N-aD}:some (\x404 Some (\e405 N-aD:water e405 x404) (\z True)) (\y403 Some (\a405 Equal a405 (\v405 Some (\e405 N-aD:water e405 y403) (\z True))) (\a405 Some (\e403 ^ (B-aN-bN:contain e403 v401 y403) (^ (Some (\e402 A-aN:often e402 e403) (\z True)) (Some (\e406 A-aN-bV:because e406 e403 (Intension (N-b{N-aD}:the (\x407 ^ (Some (\e409 N-aD:molecule e409 x407) (\z True)) (^ (Some (\e408 N-aD:water e408 x407) (\z True)) (InAnaphorSet 405 x407))) (\x410 Some (\e410 ^ (B-aN:stick e410 x410) (N-b{N-aD}:the (\x412 ^ (Some (\e414 N-aD:grain e414 x412) (\z True)) (Some (\e413 A-aN:tiny e413 x412) (\z True))) (\y411 Some (\e411 A-aN-bN:to e411 e410 y411) (\z True)))) (\z True))))) (\z True)))) (\z True)))))) (\a401 N-b{N-aD}:some (\x505 ^ (Some (\e507 N-aD:material e507 x505) (\z True)) (^ (^ (B-aN-b{A-aN}:be x505) (^ (^ (B-aN-b{B-aN}:may x505) (Some (\e503 A-aN:also e503 x505) (\z True))) (N-b{N-aD}:the (\x509 ^ (Some (\e510 N-aD:clay e510 x509) (\z True)) (InAnaphorSet 401 x509)) (\y508 Some (\e508 A-aN-bN:in e508 x505 y508) (\z True))))) (Some (\e506 A-aN:organic e506 x505) (\z True)))) (\z True)))))))))))) 36 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:orthodox e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:orthodox e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:orthodox e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:word e104 x103) (\z True)) (Some (\z106 Some (\e106 N:belief e106 z106) (\z True)) (\y105 Some (\e105 A-aN-bN:about e105 x103 y105) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:orthodox e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:word e104 x103) (\z True)) (Some (\z106 Some (\e106 N:belief e106 z106) (\z True)) (\y105 Some (\e105 A-aN-bN:about e105 x103 y105) (\z True)))) (\y Equal y v101)))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz203 Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:make e203 x203 zz203) (^ (B-aN-b{A-aN}:be e203) (^ (Some (\x208 ^ (Some (\e208 N-aD:word e208 x208) (\z True)) (^ (^ (Some (\e205 A-aN:two e205 x208) (\z True)) (Some (\e206 N-aD:ancient e206 x208) (\z True))) (Some (\e207 A-aN:greek e207 x208) (\z True)))) (\y204 Some (\e204 A-aN-bN:from e204 e203 y204) (\z True))) (^ (Some (\x210 ^ (Some (\e210 N-aD:ὀρθός e210 x210) (\z True)) (^ (Some (\e212 N-aD:orthó e212 x210) (\z True)) (^ (Some (\e215 N-aD:correct e215 x210) (\z True)) (Some (\e217 N-aD:straight e217 x210) (\z True))))) (\y204 Some (\e204 A-aN-bN:from e204 e203 y204) (\z True))) (Some (\x220 ^ (Some (\e220 N-aD:δόξα e220 x220) (\z True)) (^ (Some (\e227 N-aD:worship e227 x220) (\z True)) (^ (Some (\e222 N-aD:dóxa e222 x220) (\z True)) (Some (\e225 N-aD:teaching e225 x220) (\z True))))) (\y204 Some (\e204 A-aN-bN:from e204 e203 y204) (\z True))))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:make e203 x203 v201) (^ (B-aN-b{A-aN}:be e203) (^ (Some (\x208 ^ (Some (\e208 N-aD:word e208 x208) (\z True)) (^ (^ (Some (\e205 A-aN:two e205 x208) (\z True)) (Some (\e206 N-aD:ancient e206 x208) (\z True))) (Some (\e207 A-aN:greek e207 x208) (\z True)))) (\y204 Some (\e204 A-aN-bN:from e204 e203 y204) (\z True))) (^ (Some (\x210 ^ (Some (\e210 N-aD:ὀρθός e210 x210) (\z True)) (^ (Some (\e212 N-aD:orthó e212 x210) (\z True)) (^ (Some (\e215 N-aD:correct e215 x210) (\z True)) (Some (\e217 N-aD:straight e217 x210) (\z True))))) (\y204 Some (\e204 A-aN-bN:from e204 e203 y204) (\z True))) (Some (\x220 ^ (Some (\e220 N-aD:δόξα e220 x220) (\z True)) (^ (Some (\e227 N-aD:worship e227 x220) (\z True)) (^ (Some (\e222 N-aD:dóxa e222 x220) (\z True)) (Some (\e225 N-aD:teaching e225 x220) (\z True))))) (\y204 Some (\e204 A-aN-bN:from e204 e203 y204) (\z True))))))) (\z True))))) (\a201 ^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\zz303 Some (\z True) (\x303 Some (\e303 ^ (L-aN-bN:used e303 x303 zz303) (^ (V-aN-b{A-aN}:s e303) (Some (\e305 ^ (B-aN:talk e305 e303) (N-b{N-aD}:a (\x307 Some (\e308 N-aD:teaching e308 x307) (\z True)) (\zz308 ^ (Some (\e309 N-rN:that e309 zz308) (\xx309 Some (\z True) (\x311 Some (\e311 ^ (B-aN-bI:suppose e311 x311 (Intension (Some (\e314 ^ (A-aN:close e314 xx309) (^ (B-aN-b{A-aN}:be e314) (N-b{N-aD}:the (\x316 Some (\e317 N-aD:original e317 x316) (\z True)) (\y315 Some (\e315 A-aN-bN:to e315 e314 y315) (\z True))))) (\z True)))) (B-aN-b{A-aN}:be e311)) (\z True)))) (Some (\e306 A-aN-bN:about e306 e305 zz308) (\z True))))) (\z True)))) (\z True)))) (^ (Some (\z True) (\x402 Some (\e402 ^ (A-aN:particular e402 x402) (A-aN-b{A-aN}:in e402)) (\z True))) (^ (Some (\z True) (\x501 Some (\x502 Some (\e502 N-aD:christianity e502 x502) (\z True)) (\y501 Some (\e501 A-aN-bN:in e501 x501 y501) (\z True)))) (Some (\z True) (\x601 Some (\x602 Some (\e602 N-aD:judaism e602 x602) (\z True)) (\y601 Some (\e601 A-aN-bN:in e601 x601 y601) (\z True))))))))))))) 37 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:flower e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:flower e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:flower e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x107 Some (\e108 N-aD:plant e108 x107) (\z True)) (\xx108 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:part e105 x104 xx108) (\z True)) (\y Equal y x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:flower e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x107 Some (\e108 N-aD:plant e108 x107) (\z True)) (\xx108 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:part e105 x104 xx108) (\z True)) (\y Equal y v102))))) (\a102 Some (\a108 Equal a108 (\v108 Some (\x101 ^ (Some (\e102 N-aD:flower e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e108 N-aD:plant e108 v108) (\z True)) (N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:part e105 x104 v108) (\z True)) (\y Equal y x))))) (\a108 ^ (Some (\x201 ^ (Some (\e201 N-aD:flower e201 x201) (\z True)) (InAnaphorSet 102 x201)) (\x204 N-b{N-aD}:the (\x205 ^ (^ (Some (\e206 N-aD:bloom e206 x205) (\z True)) (N-b{N-aD}:a (\x210 ^ (Some (\e211 N-aD:plant e211 x210) (\z True)) (InAnaphorSet 108 x210)) (\y209 Some (\e209 A-aN-bN:of e209 x205 y209) (\z True)))) (^ (Some (\e208 N-aD:blossom e208 x205) (\z True)) (N-b{N-aD}:a (\x210 ^ (Some (\e211 N-aD:plant e211 x210) (\z True)) (InAnaphorSet 108 x210)) (\y209 Some (\e209 A-aN-bN:of e209 x205 y209) (\z True))))) (\y204 Some (\e204 ^ (A-aN-bN:called e204 x204 y204) (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:also e203 e204) (\z True)))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N-aD:flower e201 v201) (\z True)) (InAnaphorSet 102 v201)) (N-b{N-aD}:the (\x205 ^ (^ (Some (\e206 N-aD:bloom e206 x205) (\z True)) (N-b{N-aD}:a (\x210 ^ (Some (\e211 N-aD:plant e211 x210) (\z True)) (InAnaphorSet 108 x210)) (\y209 Some (\e209 A-aN-bN:of e209 x205 y209) (\z True)))) (^ (Some (\e208 N-aD:blossom e208 x205) (\z True)) (N-b{N-aD}:a (\x210 ^ (Some (\e211 N-aD:plant e211 x210) (\z True)) (InAnaphorSet 108 x210)) (\y209 Some (\e209 A-aN-bN:of e209 x205 y209) (\z True))))) (\y204 Some (\e204 ^ (A-aN-bN:called e204 v201 y204) (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:also e203 e204) (\z True)))) (\z True))))) (\a201 Some (\a211 Equal a211 (\v211 Some (\x201 ^ (Some (\e201 N-aD:flower e201 x201) (\z True)) (InAnaphorSet 102 x201)) (\x204 Some (\x205 ^ (^ (Some (\e206 N-aD:bloom e206 x205) (\z True)) (^ (^ (Some (\e211 N-aD:plant e211 v211) (\z True)) (InAnaphorSet 108 v211)) (Some (\e209 A-aN-bN:of e209 x205 v211) (\z True)))) (^ (Some (\e208 N-aD:blossom e208 x205) (\z True)) (^ (^ (Some (\e211 N-aD:plant e211 v211) (\z True)) (InAnaphorSet 108 v211)) (Some (\e209 A-aN-bN:of e209 x205 v211) (\z True))))) (\y204 Some (\e204 ^ (A-aN-bN:called e204 x204 y204) (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:also e203 e204) (\z True)))) (\z True))))) (\a211 ^ (N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD:plant e302 x301) (\z True)) (InAnaphorSet 211 x301)) (\x303 Some (\e303 ^ (B-aN:grow e303 x303) (N-b{N-aD}:a (\x305 ^ (Some (\e306 N-aD:stalk e306 x305) (\z True)) (N-b{N-aD}:a (\x308 ^ (Some (\e310 N-aD:node e310 x308) (\z True)) (Some (\e309 A-aN:thin e309 x308) (\z True))) (\y Equal y x305))) (\zz306 ^ (Some (\e312 N-rN:which e312 zz306) (\xx312 N-b{N-aD}:the (\x314 ^ (Some (\e315 N-aD:flower e315 x314) (\z True)) (InAnaphorSet 201 x314)) (\y313 Some (\e313 B-aN-bN:support e313 xx312 y313) (\z True)))) (Some (\e304 A-aN-bN:on e304 e303 zz306) (\z True))))) (\z True))) (Some (\a302 Equal a302 (\v302 ^ (^ (Some (\e302 N-aD:plant e302 v302) (\z True)) (InAnaphorSet 211 v302)) (Some (\e303 ^ (B-aN:grow e303 v302) (N-b{N-aD}:a (\x305 ^ (Some (\e306 N-aD:stalk e306 x305) (\z True)) (N-b{N-aD}:a (\x308 ^ (Some (\e310 N-aD:node e310 x308) (\z True)) (Some (\e309 A-aN:thin e309 x308) (\z True))) (\y Equal y x305))) (\zz306 ^ (Some (\e312 N-rN:which e312 zz306) (\xx312 N-b{N-aD}:the (\x314 ^ (Some (\e315 N-aD:flower e315 x314) (\z True)) (InAnaphorSet 201 x314)) (\y313 Some (\e313 B-aN-bN:support e313 xx312 y313) (\z True)))) (Some (\e304 A-aN-bN:on e304 e303 zz306) (\z True))))) (\z True)))) (\a302 Some (\a315 Equal a315 (\v315 Some (\x301 ^ (Some (\e302 N-aD:plant e302 x301) (\z True)) (InAnaphorSet 211 x301)) (\x303 Some (\e303 ^ (B-aN:grow e303 x303) (N-b{N-aD}:a (\x305 ^ (Some (\e306 N-aD:stalk e306 x305) (\z True)) (N-b{N-aD}:a (\x308 ^ (Some (\e310 N-aD:node e310 x308) (\z True)) (Some (\e309 A-aN:thin e309 x308) (\z True))) (\y Equal y x305))) (\zz306 ^ (Some (\e312 N-rN:which e312 zz306) (\xx312 ^ (^ (Some (\e315 N-aD:flower e315 v315) (\z True)) (InAnaphorSet 201 v315)) (Some (\e313 B-aN-bN:support e313 xx312 v315) (\z True)))) (Some (\e304 A-aN-bN:on e304 e303 zz306) (\z True))))) (\z True)))) (\a315 ^ (Some (\x401 ^ (Some (\e401 N-aD:flower e401 x401) (\z True)) (InAnaphorSet 315 x401)) (\x402 Some (\x403 Some (\e403 N-aD:petal e403 x403) (\z True)) (\y402 Some (\e402 B-aN-bN:have e402 x402 y402) (\z True)))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N-aD:flower e401 v401) (\z True)) (InAnaphorSet 315 v401)) (Some (\x403 Some (\e403 N-aD:petal e403 x403) (\z True)) (\y402 Some (\e402 B-aN-bN:have e402 v401 y402) (\z True))))) (\a401 Some (\a403 Equal a403 (\v403 Some (\x401 ^ (Some (\e401 N-aD:flower e401 x401) (\z True)) (InAnaphorSet 315 x401)) (\x402 ^ (Some (\e403 N-aD:petal e403 v403) (\z True)) (Some (\e402 B-aN-bN:have e402 x402 v403) (\z True))))) (\a403 ^ (N-b{N-aD}:the (\x505 Some (\e506 N-aD:part e506 x505) (\z True)) (\zz506 ^ (Some (\e507 N-rN:which e507 zz506) (\xx507 Some (\x509 Some (\e509 N-aD:seed e509 x509) (\z True)) (\y508 Some (\e508 B-aN-bN:produce e508 xx507 y508) (\z True)))) (N-b{N-aD}:the (\x502 ^ (Some (\e503 N-aD:petal e503 x502) (\z True)) (InAnaphorSet 403 x502)) (\y501 Some (\e501 A-aN-bN:inside e501 zz506 y501) (\z True))))) (Some (\x601 ^ (Some (\e601 N-aD:flower e601 x601) (\z True)) (^ (B-aN-b{A-aN}:be x601) (InAnaphorSet 401 x601))) (\x Some (\x608 ^ (Some (\e608 N-aD:plant e608 x608) (\z True)) (^ (InAnaphorSet 302 x608) (Some (\e607 B-aN:flower e607 x608) (\z True)))) (\zz608 ^ (Some (\e610 N-rN:which e610 zz608) (\xx610 Some (\x612 Some (\e612 N-aD:plant e612 x612) (\z True)) (\y613 N-b{N-aD}:the (\x614 Some (\z True) (\x615 ^ (B-aN:divide x614 x615) (^ (Some (\e616 N:magnoliophyta e616 x614) (\z True)) (Some (\z True) (\x619 Some (\e619 ^ (B-aN-bA:call e619 x619 (Intension (N-b{N-aD}:the (\x620 Some (\e621 N-aD:angiosperm e621 x620) (\z True)) (\y Equal y x614)))) (Some (\e618 A-aN:also e618 e619) (\z True))) (\z True)))))) (\z613 Some (\e613 ^ (A-aN-aN-bN:of e613 xx610 y613 z613) (B-aN-b{A-aN}:be e613)) (\z True))))) (N-b{N-aD}:the (\x603 ^ (Some (\e605 N-aD-bO:structure e605 x603 zz608) (\z True)) (Some (\e604 A-aN:reproductive e604 x603) (\z True))) (\y Equal y x)))))))))))))))))))) 38 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:license e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:license e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (^ (Some (\e102 N-aD:license e102 x101) (\z True)) (InAnaphorSet 1 x101)) (Some (\e105 N-aD:licence e105 x101) (\z True))) (\x107 Some (\e107 B-aN-bI:allow e107 x107 (Intension (N-b{N-aD}:a (\x108 ^ (^ (Some (\e109 N-aD:person e109 x108) (\z True)) (^ (InAntecedentSet 110 x108) (InAntecedentSet 109 x108))) (^ (Some (\e111 N-aD:company e111 x108) (\z True)) (InAntecedentSet 110 x108))) (\x113 Some (\z114 Some (\e114 N:something e114 z114) (\z True)) (\zz114 ^ (Some (\e115 N-rN:that e115 zz114) (\xx115 AMDL-aN-b{A-aN}:not (\e118 ^ (B-aN-b{A-aN}:be e118) (Some (\e117 A-aN:otherwise e117 e118) (\z True))) (\e Some (\z116 ^ (Some (\e116 N:they e116 z116) (\z True)) (InAnaphorSet 110 z116)) (\zz120 Some (\z True) (\x120 Some (\e120 ^ (B-aN-bI:allow e120 x120 (Intension (Some (\e122 B-aN-bN:do e122 zz120 xx115) (\z True)))) (Equal e120 e)) (\z True)))))) (Some (\e113 B-aN-bN:do e113 x113 zz114) (\z True))))))) (\z True))) (Some (\a102 Equal a102 (\v102 ^ (^ (^ (Some (\e102 N-aD:license e102 v102) (\z True)) (InAnaphorSet 1 v102)) (Some (\e105 N-aD:licence e105 v102) (\z True))) (Some (\e107 B-aN-bI:allow e107 v102 (Intension (N-b{N-aD}:a (\x108 ^ (^ (Some (\e109 N-aD:person e109 x108) (\z True)) (^ (InAntecedentSet 110 x108) (InAntecedentSet 109 x108))) (^ (Some (\e111 N-aD:company e111 x108) (\z True)) (InAntecedentSet 110 x108))) (\x113 Some (\z114 Some (\e114 N:something e114 z114) (\z True)) (\zz114 ^ (Some (\e115 N-rN:that e115 zz114) (\xx115 AMDL-aN-b{A-aN}:not (\e118 ^ (B-aN-b{A-aN}:be e118) (Some (\e117 A-aN:otherwise e117 e118) (\z True))) (\e Some (\z116 ^ (Some (\e116 N:they e116 z116) (\z True)) (InAnaphorSet 110 z116)) (\zz120 Some (\z True) (\x120 Some (\e120 ^ (B-aN-bI:allow e120 x120 (Intension (Some (\e122 B-aN-bN:do e122 zz120 xx115) (\z True)))) (Equal e120 e)) (\z True)))))) (Some (\e113 B-aN-bN:do e113 x113 zz114) (\z True))))))) (\z True)))) (\a102 ^ (^ (N-b{N-aD}:a (\x201 ^ (Some (\e202 N-aD:person e202 x201) (\z True)) (InAnaphorSet 109 x201)) (\x206 N-b{N-aD}:some (\x207 Some (\e208 N-aD:money e208 x207) (\z True)) (\y206 Some (\e206 ^ (B-aN-bN:pay e206 x206 y206) (^ (^ (B-aN-b{I-aN}:have e206) (Some (\e203 A-aN:usual e203 e206) (\z True))) (N-b{N-aD}:a (\x217 ^ (Some (\e218 N-aD:license e218 x217) (\z True)) (InAnaphorSet 102 x217)) (\y216 Some (\e216 B-aN-bN:get e216 e206 y216) (\z True))))) (\z True)))) (N-b{N-aD}:a (\x201 ^ (Some (\e202 N-aD:person e202 x201) (\z True)) (InAnaphorSet 109 x201)) (\x212 N-b{N-aD}:a (\x213 Some (\e214 N-aD:test e214 x213) (\z True)) (\y212 Some (\e212 ^ (B-aN-bN:pass e212 x212 y212) (^ (^ (^ (B-aN-b{I-aN}:have e212) (Some (\e203 A-aN:usual e203 e212) (\z True))) (N-b{N-aD}:a (\x217 ^ (Some (\e218 N-aD:license e218 x217) (\z True)) (InAnaphorSet 102 x217)) (\y216 Some (\e216 B-aN-bN:get e216 e212 y216) (\z True)))) (Some (\e211 A-aN:maybe e211 e212) (\z True)))) (\z True))))) (Some (\a202 Equal a202 (\v202 ^ (^ (^ (Some (\e202 N-aD:person e202 v202) (\z True)) (InAnaphorSet 109 v202)) (N-b{N-aD}:some (\x207 Some (\e208 N-aD:money e208 x207) (\z True)) (\y206 Some (\e206 ^ (B-aN-bN:pay e206 v202 y206) (^ (^ (B-aN-b{I-aN}:have e206) (Some (\e203 A-aN:usual e203 e206) (\z True))) (N-b{N-aD}:a (\x217 ^ (Some (\e218 N-aD:license e218 x217) (\z True)) (InAnaphorSet 102 x217)) (\y216 Some (\e216 B-aN-bN:get e216 e206 y216) (\z True))))) (\z True)))) (^ (^ (Some (\e202 N-aD:person e202 v202) (\z True)) (InAnaphorSet 109 v202)) (N-b{N-aD}:a (\x213 Some (\e214 N-aD:test e214 x213) (\z True)) (\y212 Some (\e212 ^ (B-aN-bN:pass e212 v202 y212) (^ (^ (^ (B-aN-b{I-aN}:have e212) (Some (\e203 A-aN:usual e203 e212) (\z True))) (N-b{N-aD}:a (\x217 ^ (Some (\e218 N-aD:license e218 x217) (\z True)) (InAnaphorSet 102 x217)) (\y216 Some (\e216 B-aN-bN:get e216 e212 y216) (\z True)))) (Some (\e211 A-aN:maybe e211 e212) (\z True)))) (\z True)))))) (\a202 ^ (^ (N-b{N-aD}:a (\x301 ^ (Some (\e302 N-aD:license e302 x301) (\z True)) (InAnaphorSet 102 x301)) (\zz305 Some (\z True) (\x305 Some (\e305 ^ (B-aN-bN:write e305 x305 zz305) (^ (B-aN-b{A-aN}:be e305) (Some (\e304 A-aN:usual e304 e305) (\z True)))) (\z True)))) (BMDL-aN-b{B-aN}:not (\e308 B-aN-b{B-aN}:do e308) (\e True))) (^ (Some (\x404 ^ (Some (\e404 N-aD:license e404 x404) (\z True)) (InAnaphorSet 102 x404)) (\xx404 Some (\a404 Equal a404 (\v404 ^ (Some (\e404 N-aD:license e404 xx404) (\z True)) (InAnaphorSet 102 xx404))) (\a404 Some (\x402 ^ (Some (\e402 N-aD-bO:kind e402 x402 xx404) (\z True)) (Some (\e401 A-aN:most e401 x402) (\z True))) (\zz408 Some (\z True) (\x408 Some (\e408 ^ (B-aN-bN:use e408 x408 zz408) (^ (^ (B-aN-b{A-aN}:be e408) (^ (B-aN-b{B-aN}:can e408) (Some (\e406 A-aN:only e406 e408) (\z True)))) (N-b{N-aD}:the (\x410 ^ (Some (\e411 N-aD:person e411 x410) (\z True)) (InAnaphorSet 202 x410)) (\zz411 ^ (Some (\z412 ^ (Some (\e412 N:they e412 z412) (\z True)) (InAnaphorSet 404 z412)) (\zz414 Some (\z True) (\x414 Some (\e414 ^ (B-aN-bN:give e414 x414 zz414) (^ (B-aN-b{A-aN}:be e414) (Some (\e415 A-aN-bN:to e415 e414 zz411) (\z True)))) (\z True)))) (Some (\e409 A-aN-bN:by e409 e408 zz411) (\z True)))))) (\z True)))))) (^ (^ (Some (\x501 ^ (Some (\e501 N-aD:license e501 x501) (\z True)) (InAnaphorSet 102 x501)) (\x504 Some (\e504 ^ (A-aN:temporary e504 x504) (^ (B-aN-b{A-aN}:be e504) (B-aN-b{B-aN}:may e504))) (\z True))) (Some (\x501 ^ (Some (\e501 N-aD:license e501 x501) (\z True)) (InAnaphorSet 102 x501)) (\x506 Some (\e506 ^ (A-aN:permanent e506 x506) (^ (B-aN-b{A-aN}:be e506) (B-aN-b{B-aN}:may e506))) (\z True)))) (Some (\a501 Equal a501 (\v501 ^ (^ (^ (Some (\e501 N-aD:license e501 v501) (\z True)) (InAnaphorSet 102 v501)) (Some (\e504 ^ (A-aN:temporary e504 v501) (^ (B-aN-b{A-aN}:be e504) (B-aN-b{B-aN}:may e504))) (\z True))) (^ (^ (Some (\e501 N-aD:license e501 v501) (\z True)) (InAnaphorSet 102 v501)) (Some (\e506 ^ (A-aN:permanent e506 v501) (^ (B-aN-b{A-aN}:be e506) (B-aN-b{B-aN}:may e506))) (\z True))))) (\a501 N-b{N-aD}:some (\x601 ^ (Some (\e602 N-aD:license e602 x601) (\z True)) (InAnaphorSet 501 x601)) (\xx602 Some (\a602 Equal a602 (\v602 ^ (Some (\e602 N-aD:license e602 xx602) (\z True)) (InAnaphorSet 501 xx602))) (\a602 BMDL-aN-b{B-aN}:not (\e603 B-aN-b{B-aN}:can e603) (\e Some (\z True) (\x606 Some (\e606 ^ (B-aN-bN:take e606 x606 xx602) (^ (^ (^ (B-aN-b{A-aN}:be e606) (Equal e606 e)) (Some (\e608 A-aN-bV:once e608 e606 (Intension (Some (\z609 ^ (Some (\e609 N:they e609 z609) (\z True)) (InAnaphorSet 602 z609)) (\zz611 Some (\z True) (\x611 Some (\e611 ^ (B-aN-bN:give e611 x611 zz611) (B-aN-b{A-aN}:be e611)) (\z True)))))) (\z True))) (Some (\e607 A-aN:away e607 e606) (\z True)))) (\z True)))))))))))))))) 39 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:suffolk e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:suffolk e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:suffolk e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:county e104 x103) (\z True)) (Some (\x106 Some (\e106 N-aD:england e106 x106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:suffolk e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:county e104 x103) (\z True)) (Some (\x106 Some (\e106 N-aD:england e106 x106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y v101)))) (\a101 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e202 N-aD:county e202 x201) (\z True)) (^ (B-aN-b{A-aN}:be x201) (Some (\x204 ^ (Some (\e204 N-aD:suffolk e204 x204) (\z True)) (InAnaphorSet 101 x204)) (\y203 Some (\e203 A-aN-bN:around e203 x201 y203) (\z True))))) (\x ^ (^ (Some (\e206 N-aD:norfolk e206 x) (\z True)) (N-b{N-aD}:the (\x208 Some (\e209 N-aD:north e209 x208) (\z True)) (\y207 Some (\e207 A-aN-bN:to e207 x y207) (\z True)))) (^ (^ (Some (\e211 N-aD:cambridgeshire e211 x) (\z True)) (N-b{N-aD}:the (\x213 Some (\e214 N-aD:west e214 x213) (\z True)) (\y212 Some (\e212 A-aN-bN:to e212 x y212) (\z True)))) (^ (Some (\e216 N-aD:essex e216 x) (\z True)) (N-b{N-aD}:the (\x218 Some (\e219 N-aD:south e219 x218) (\z True)) (\y217 Some (\e217 A-aN-bN:to e217 x y217) (\z True))))))) (^ (N-b{N-aD}:the (\x301 ^ (Some (\e303 N-aD:sea e303 x301) (\z True)) (Some (\e302 N-aD:north e302 x301) (\z True))) (\x305 N-b{N-aD}:the (\x306 Some (\e307 N-aD:east e307 x306) (\z True)) (\y305 Some (\e305 ^ (A-aN-bN:on e305 x305 y305) (B-aN-b{A-aN}:be e305)) (\z True)))) (^ (^ (N-b{N-aD}:the (\x401 ^ (Some (\e403 N-aD:town e403 x401) (\z True)) (^ (B-aN-b{A-aN}:be x401) (Some (\e402 N-aD:county e402 x401) (\z True)))) (\x Some (\e405 N:ipswich e405 x) (\z True))) (Some (\x409 ^ (Some (\e409 N-aD:town e409 x409) (\z True)) (^ (Some (\e407 A-aN:other e407 x409) (\z True)) (Some (\e408 A-aN:big e408 x409) (\z True)))) (\x410 ^ (Some (\x411 Some (\e411 N-aD:lowestoft e411 x411) (\z True)) (\y410 Some (\e410 B-aN-bN:include e410 x410 y410) (\z True))) (Some (\x415 ^ (Some (\e415 N-aD:edmund e415 x415) (\z True)) (^ (Some (\e413 N-aD:bury e413 x415) (\z True)) (Some (\e414 N-aD:st e414 x415) (\z True)))) (\y410 Some (\e410 B-aN-bN:include e410 x410 y410) (\z True)))))) (Some (\a409 Equal a409 (\v409 ^ (Some (\x401 ^ (Some (\e403 N-aD:town e403 x401) (\z True)) (^ (B-aN-b{A-aN}:be x401) (Some (\e402 N-aD:county e402 x401) (\z True)))) (\x Some (\e405 N:ipswich e405 x) (\z True))) (^ (^ (Some (\e409 N-aD:town e409 v409) (\z True)) (^ (Some (\e407 A-aN:other e407 v409) (\z True)) (Some (\e408 A-aN:big e408 v409) (\z True)))) (^ (Some (\x411 Some (\e411 N-aD:lowestoft e411 x411) (\z True)) (\y410 Some (\e410 B-aN-bN:include e410 v409 y410) (\z True))) (Some (\x415 ^ (Some (\e415 N-aD:edmund e415 x415) (\z True)) (^ (Some (\e413 N-aD:bury e413 x415) (\z True)) (Some (\e414 N-aD:st e414 x415) (\z True)))) (\y410 Some (\e410 B-aN-bN:include e410 v409 y410) (\z True))))))) (\a409 ^ (Some (\z501 ^ (Some (\e501 N:felixstowe e501 z501) (\z True)) (^ (B-aN-b{A-aN}:be z501) (InAnaphorSet 409 z501))) (\x N-b{N-aD}:the (\x505 ^ (^ (Some (\e508 N-aD:port e508 x505) (\z True)) (^ (Some (\z510 Some (\e510 N:europe e510 z510) (\z True)) (\y509 Some (\e509 A-aN-bN:in e509 x505 y509) (\z True))) (Some (\e507 N-aD:container e507 x505) (\z True)))) (None (\y506 ^ (Some (\e508 N-aD:port e508 y506) (\z True)) (^ (Some (\z510 Some (\e510 N:europe e510 z510) (\z True)) (\y509 Some (\e509 A-aN-bN:in e509 y506 y509) (\z True))) (Some (\e507 N-aD:container e507 y506) (\z True)))) (\y506 More (\z ANSUP-aD-b{N-aD}:large y506 z) (\z ANSUP-aD-b{N-aD}:large x505 z)))) (\xx506 N-bO:one (\x503 Equal xx506 x503) (\y Equal y x)))) (Some (\x601 Some (\e601 N-aD:geography e601 x601) (\z True)) (\z True))))))))))) 40 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:iraq e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:iraq e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:iraq e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:country e104 x103) (\z True)) (Some (\x107 ^ (Some (\e107 N-aD:asia e107 x107) (\z True)) (Some (\e106 A-aN:southwestern e106 x107) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:iraq e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:country e104 x103) (\z True)) (Some (\x107 ^ (Some (\e107 N-aD:asia e107 x107) (\z True)) (Some (\e106 A-aN:southwestern e106 x107) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y v101)))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:iraq e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x202 Some (\e202 ^ (B-aN:border e202 x202) (^ (^ (Some (\x205 ^ (Some (\e205 N-aD:arabia e205 x205) (\z True)) (^ (N-b{N-aD}:the (\x209 Some (\e210 N-aD:south e210 x209) (\z True)) (\y208 Some (\e208 A-aN-bN:to e208 x205 y208) (\z True))) (Some (\e204 N-aD:saudi e204 x205) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True))) (Some (\x207 ^ (Some (\e207 N-aD:kuwait e207 x207) (\z True)) (N-b{N-aD}:the (\x209 Some (\e210 N-aD:south e210 x209) (\z True)) (\y208 Some (\e208 A-aN-bN:to e208 x207 y208) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True)))) (^ (Some (\x212 ^ (Some (\e212 N-aD:turkey e212 x212) (\z True)) (N-b{N-aD}:the (\x214 Some (\e215 N-aD:north e215 x214) (\z True)) (\y213 Some (\e213 A-aN-bN:to e213 x212 y213) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True))) (^ (Some (\x217 ^ (Some (\e217 N-aD:syria e217 x217) (\z True)) (N-b{N-aD}:the (\x219 ^ (Some (\e222 N-aD:west e222 x219) (\z True)) (Some (\e220 N-aD:north e220 x219) (\z True))) (\y218 Some (\e218 A-aN-bN:to e218 x217 y218) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True))) (^ (Some (\x224 ^ (Some (\e224 N-aD:jordan e224 x224) (\z True)) (N-b{N-aD}:the (\x226 Some (\e227 N-aD:west e227 x226) (\z True)) (\y225 Some (\e225 A-aN-bN:to e225 x224 y225) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True))) (Some (\x230 ^ (Some (\e230 N-aD:iran e230 x230) (\z True)) (N-b{N-aD}:the (\x232 Some (\e233 N-aD:east e233 x232) (\z True)) (\y231 Some (\e231 A-aN-bN:to e231 x230 y231) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True)))))))) (\z True))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:iraq e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\e202 ^ (B-aN:border e202 v201) (^ (^ (Some (\x205 ^ (Some (\e205 N-aD:arabia e205 x205) (\z True)) (^ (N-b{N-aD}:the (\x209 Some (\e210 N-aD:south e210 x209) (\z True)) (\y208 Some (\e208 A-aN-bN:to e208 x205 y208) (\z True))) (Some (\e204 N-aD:saudi e204 x205) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True))) (Some (\x207 ^ (Some (\e207 N-aD:kuwait e207 x207) (\z True)) (N-b{N-aD}:the (\x209 Some (\e210 N-aD:south e210 x209) (\z True)) (\y208 Some (\e208 A-aN-bN:to e208 x207 y208) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True)))) (^ (Some (\x212 ^ (Some (\e212 N-aD:turkey e212 x212) (\z True)) (N-b{N-aD}:the (\x214 Some (\e215 N-aD:north e215 x214) (\z True)) (\y213 Some (\e213 A-aN-bN:to e213 x212 y213) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True))) (^ (Some (\x217 ^ (Some (\e217 N-aD:syria e217 x217) (\z True)) (N-b{N-aD}:the (\x219 ^ (Some (\e222 N-aD:west e222 x219) (\z True)) (Some (\e220 N-aD:north e220 x219) (\z True))) (\y218 Some (\e218 A-aN-bN:to e218 x217 y218) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True))) (^ (Some (\x224 ^ (Some (\e224 N-aD:jordan e224 x224) (\z True)) (N-b{N-aD}:the (\x226 Some (\e227 N-aD:west e227 x226) (\z True)) (\y225 Some (\e225 A-aN-bN:to e225 x224 y225) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True))) (Some (\x230 ^ (Some (\e230 N-aD:iran e230 x230) (\z True)) (N-b{N-aD}:the (\x232 Some (\e233 N-aD:east e233 x232) (\z True)) (\y231 Some (\e231 A-aN-bN:to e231 x230 y231) (\z True)))) (\y203 Some (\e203 A-aN-bN:with e203 e202 y203) (\z True)))))))) (\z True)))) (\a201 ^ (Some (\z304 ^ (Some (\e304 N:iraq e304 z304) (\z True)) (InAnaphorSet 201 z304)) (\xx304 N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD-bO:capital e302 x301 xx304) (\z True)) (B-aN-b{A-aN}:be x301)) (\x Some (\e306 N:baghdad e306 x) (\z True)))) (Some (\a304 Equal a304 (\v304 ^ (^ (Some (\e304 N:iraq e304 v304) (\z True)) (InAnaphorSet 201 v304)) (N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD-bO:capital e302 x301 v304) (\z True)) (B-aN-b{A-aN}:be x301)) (\x Some (\e306 N:baghdad e306 x) (\z True))))) (\a304 ^ (^ (Some (\z401 ^ (Some (\e401 N:iraq e401 z401) (\z True)) (InAnaphorSet 304 z401)) (\zz404 Some (\z True) (\x404 Some (\e404 ^ (B-aN-bN:know e404 x404 zz404) (^ (^ (B-aN-b{A-aN}:be e404) (B-aN-b{L-aN}:have e404)) (N-b{N-aD}:the (\x406 ^ (Some (\e408 N-aD:name e408 x406) (\z True)) (^ (Some (\e409 N-aD:mesopotamia e409 x406) (\z True)) (Some (\e407 N-aD:greek e407 x406) (\z True)))) (\zz408 ^ (Some (\e410 N-rN:which e410 zz408) (\xx410 Some (\x414 ^ (Some (\e414 N-aD:land e414 x414) (\z True)) (N-b{N-aD}:the (\x416 Some (\e417 N-aD:river e417 x416) (\z True)) (\y415 Some (\e415 A-aN-bN:between e415 x414 y415) (\z True)))) (\y411 Some (\e411 B-aN-bN:mean e411 xx410 y411) (\z True)))) (Some (\e405 A-aN-bN:by e405 e404 zz408) (\z True)))))) (\z True)))) (Some (\z401 ^ (Some (\e401 N:iraq e401 z401) (\z True)) (^ (^ (B-aN-b{A-aN}:be z401) (^ (B-aN-b{L-aN}:have z401) (N-b{N-aD}:the (\x429 ^ (^ (Some (\e432 N-aD:bc e432 x429) (\z True)) (Some (\e431 A-aN:millennium e431 x429) (\z True))) (NNORD-aD-b{N-aD}:6thMinusOne (\y430 ^ (Some (\e432 N-aD:bc e432 y430) (\z True)) (Some (\e431 A-aN:millennium e431 y430) (\z True))) (\y430 Prec x429 y430))) (\y428 Some (\e428 A-aN-bN:since e428 z401 y428) (\z True))))) (InAnaphorSet 304 z401))) (\x ^ (Some (\e423 N:home e423 x) (\z True)) (Some (\z True) (\x425 Some (\z True) (\x427 Some (\e427 ^ (B-aN:civilize e427 x427) (Some (\e426 A-aN:successive e426 e427) (\z True))) (\y425 Some (\e425 ^ (B-aN-bN:continuous e425 x425 y425) (Some (\ee A-aN-bN:for ee e425 x) (\z True))) (\z True)))))))) (Some (\a401 Equal a401 (\v401 ^ (^ (^ (Some (\e401 N:iraq e401 v401) (\z True)) (InAnaphorSet 304 v401)) (Some (\z True) (\x404 Some (\e404 ^ (B-aN-bN:know e404 x404 v401) (^ (^ (B-aN-b{A-aN}:be e404) (B-aN-b{L-aN}:have e404)) (N-b{N-aD}:the (\x406 ^ (Some (\e408 N-aD:name e408 x406) (\z True)) (^ (Some (\e409 N-aD:mesopotamia e409 x406) (\z True)) (Some (\e407 N-aD:greek e407 x406) (\z True)))) (\zz408 ^ (Some (\e410 N-rN:which e410 zz408) (\xx410 Some (\x414 ^ (Some (\e414 N-aD:land e414 x414) (\z True)) (N-b{N-aD}:the (\x416 Some (\e417 N-aD:river e417 x416) (\z True)) (\y415 Some (\e415 A-aN-bN:between e415 x414 y415) (\z True)))) (\y411 Some (\e411 B-aN-bN:mean e411 xx410 y411) (\z True)))) (Some (\e405 A-aN-bN:by e405 e404 zz408) (\z True)))))) (\z True)))) (^ (^ (Some (\e401 N:iraq e401 v401) (\z True)) (^ (^ (B-aN-b{A-aN}:be v401) (^ (B-aN-b{L-aN}:have v401) (N-b{N-aD}:the (\x429 ^ (^ (Some (\e432 N-aD:bc e432 x429) (\z True)) (Some (\e431 A-aN:millennium e431 x429) (\z True))) (NNORD-aD-b{N-aD}:6thMinusOne (\y430 ^ (Some (\e432 N-aD:bc e432 y430) (\z True)) (Some (\e431 A-aN:millennium e431 y430) (\z True))) (\y430 Prec x429 y430))) (\y428 Some (\e428 A-aN-bN:since e428 v401 y428) (\z True))))) (InAnaphorSet 304 v401))) (^ (Some (\e423 N:home e423 v401) (\z True)) (Some (\z True) (\x425 Some (\z True) (\x427 Some (\e427 ^ (B-aN:civilize e427 x427) (Some (\e426 A-aN:successive e426 e427) (\z True))) (\y425 Some (\e425 ^ (B-aN-bN:continuous e425 x425 y425) (Some (\ee A-aN-bN:for ee e425 v401) (\z True))) (\z True))))))))) (\a401 Some (\a417 Equal a417 (\v417 ^ (Some (\z401 ^ (Some (\e401 N:iraq e401 z401) (\z True)) (InAnaphorSet 304 z401)) (\zz404 Some (\z True) (\x404 Some (\e404 ^ (B-aN-bN:know e404 x404 zz404) (^ (^ (B-aN-b{A-aN}:be e404) (B-aN-b{L-aN}:have e404)) (N-b{N-aD}:the (\x406 ^ (Some (\e408 N-aD:name e408 x406) (\z True)) (^ (Some (\e409 N-aD:mesopotamia e409 x406) (\z True)) (Some (\e407 N-aD:greek e407 x406) (\z True)))) (\zz408 ^ (Some (\e410 N-rN:which e410 zz408) (\xx410 Some (\x414 ^ (Some (\e414 N-aD:land e414 x414) (\z True)) (^ (Some (\e417 N-aD:river e417 v417) (\z True)) (Some (\e415 A-aN-bN:between e415 x414 v417) (\z True)))) (\y411 Some (\e411 B-aN-bN:mean e411 xx410 y411) (\z True)))) (Some (\e405 A-aN-bN:by e405 e404 zz408) (\z True)))))) (\z True)))) (Some (\z401 ^ (Some (\e401 N:iraq e401 z401) (\z True)) (^ (^ (B-aN-b{A-aN}:be z401) (^ (B-aN-b{L-aN}:have z401) (N-b{N-aD}:the (\x429 ^ (^ (Some (\e432 N-aD:bc e432 x429) (\z True)) (Some (\e431 A-aN:millennium e431 x429) (\z True))) (NNORD-aD-b{N-aD}:6thMinusOne (\y430 ^ (Some (\e432 N-aD:bc e432 y430) (\z True)) (Some (\e431 A-aN:millennium e431 y430) (\z True))) (\y430 Prec x429 y430))) (\y428 Some (\e428 A-aN-bN:since e428 z401 y428) (\z True))))) (InAnaphorSet 304 z401))) (\x ^ (Some (\e423 N:home e423 x) (\z True)) (Some (\z True) (\x425 Some (\z True) (\x427 Some (\e427 ^ (B-aN:civilize e427 x427) (Some (\e426 A-aN:successive e426 e427) (\z True))) (\y425 Some (\e425 ^ (B-aN-bN:continuous e425 x425 y425) (Some (\ee A-aN-bN:for ee e425 x) (\z True))) (\z True))))))))) (\a417 ^ (N-b{N-aD}:the (\x501 ^ (Some (\e502 N-aD:region e502 x501) (\z True)) (N-b{N-aD}:the (\x504 ^ (Some (\e508 N-aD:river e508 x504) (\z True)) (^ (InAnaphorSet 417 x504) (^ (Some (\e505 N-aD:euphrate e505 x504) (\z True)) (Some (\e507 N-aD:tigri e507 x504) (\z True))))) (\y503 Some (\e503 A-aN-bN:between e503 x501 y503) (\z True)))) (\zz511 Some (\z True) (\x511 Some (\e511 ^ (B-aN:refer e511 x511) (^ (^ (^ (B-aN-b{A-aN}:be e511) (Some (\e510 A-aN:often e510 e511) (\z True))) (^ (Some (\z True) (\x517 Some (\e517 B-aN:civilize e517 x517) (\xx517 N-b{N-aD}:the (\x514 Some (\e515 N-aD-bO:cradle e515 x514 xx517) (\z True)) (\y513 Some (\e513 A-aN-bN:as e513 e511 y513) (\z True))))) (Some (\z522 Some (\e522 N:writing e522 z522) (\z True)) (\xx522 N-b{N-aD}:the (\x519 Some (\e520 N-aD-bO:birthplace e520 x519 xx522) (\z True)) (\y513 Some (\e513 A-aN-bN:as e513 e511 y513) (\z True)))))) (Some (\e512 A-aN-bN:to e512 e511 zz511) (\z True)))) (\z True)))) (Some (\z601 ^ (Some (\e601 N:iraq e601 z601) (\z True)) (^ (B-aN-b{A-aN}:be z601) (InAnaphorSet 401 z601))) (\x Some (\x606 ^ (Some (\e606 N-aD:empire e606 x606) (\z True)) (Some (\e605 A-aN:several e605 x606) (\z True))) (\xx606 N-bO:part (\x603 Equal xx606 x603) (\y Equal y x)))))))))))))))) 41 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:lawyer e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:lawyer e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:lawyer e102 x101) (\z True)) (^ (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)) (Some (\z True) (\x105 Some (\e105 ^ (B-aN-bA:call e105 x105 (Intension (N-b{N-aD}:an (\x106 ^ (Some (\e108 N-aD:advocate e108 x106) (\z True)) (^ (Some (\e112 N-aD:attorney e112 x106) (\z True)) (^ (Some (\e116 N-aD:barrister e116 x106) (\z True)) (^ (Some (\e120 N-aD:counsel e120 x106) (\z True)) (^ (Some (\e124 N-aD:counsellor e124 x106) (\z True)) (Some (\e129 N-aD:solicitor e129 x106) (\z True))))))) (\y Equal y x101)))) (Some (\e104 A-aN:also e104 e105) (\z True))) (\z True))))) (\x ^ (Some (\e133 N:someone e133 x) (\z True)) (Some (\e134 N-rN:who e134 x) (\xx134 Some (\z136 Some (\e136 N:law e136 z136) (\z True)) (\y135 Some (\e135 B-aN-bN:practice e135 xx134 y135) (\z True)))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:lawyer e102 v102) (\z True)) (^ (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102)) (Some (\z True) (\x105 Some (\e105 ^ (B-aN-bA:call e105 x105 (Intension (N-b{N-aD}:an (\x106 ^ (Some (\e108 N-aD:advocate e108 x106) (\z True)) (^ (Some (\e112 N-aD:attorney e112 x106) (\z True)) (^ (Some (\e116 N-aD:barrister e116 x106) (\z True)) (^ (Some (\e120 N-aD:counsel e120 x106) (\z True)) (^ (Some (\e124 N-aD:counsellor e124 x106) (\z True)) (Some (\e129 N-aD:solicitor e129 x106) (\z True))))))) (\y Equal y v102)))) (Some (\e104 A-aN:also e104 e105) (\z True))) (\z True))))) (^ (Some (\e133 N:someone e133 v102) (\z True)) (Some (\e134 N-rN:who e134 v102) (\xx134 Some (\z136 Some (\e136 N:law e136 z136) (\z True)) (\y135 Some (\e135 B-aN-bN:practice e135 xx134 y135) (\z True))))))) (\a102 Some (\a136 Equal a136 (\v136 Some (\x101 ^ (Some (\e102 N-aD:lawyer e102 x101) (\z True)) (^ (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)) (Some (\z True) (\x105 Some (\e105 ^ (B-aN-bA:call e105 x105 (Intension (N-b{N-aD}:an (\x106 ^ (Some (\e108 N-aD:advocate e108 x106) (\z True)) (^ (Some (\e112 N-aD:attorney e112 x106) (\z True)) (^ (Some (\e116 N-aD:barrister e116 x106) (\z True)) (^ (Some (\e120 N-aD:counsel e120 x106) (\z True)) (^ (Some (\e124 N-aD:counsellor e124 x106) (\z True)) (Some (\e129 N-aD:solicitor e129 x106) (\z True))))))) (\y Equal y x101)))) (Some (\e104 A-aN:also e104 e105) (\z True))) (\z True))))) (\x ^ (Some (\e133 N:someone e133 x) (\z True)) (Some (\e134 N-rN:who e134 x) (\xx134 ^ (Some (\e136 N:law e136 v136) (\z True)) (Some (\e135 B-aN-bN:practice e135 xx134 v136) (\z True))))))) (\a136 ^ (^ (N-b{N-aD}:a (\x201 ^ (Some (\e202 N-aD:lawyer e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\x204 N-b{N-aD}:a (\x205 ^ (Some (\e206 N-aD:degree e206 x205) (\z True)) (Some (\z208 ^ (Some (\e208 N:law e208 z208) (\z True)) (InAnaphorSet 136 z208)) (\y207 Some (\e207 A-aN-bN:in e207 x205 y207) (\z True)))) (\y204 Some (\e204 ^ (B-aN-bN:earn e204 x204 y204) (B-aN-b{L-aN}:have e204)) (\z True)))) (Some (\a208 Equal a208 (\v208 Some (\x201 ^ (Some (\e202 N-aD:lawyer e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\x204 Some (\x205 ^ (Some (\e206 N-aD:degree e206 x205) (\z True)) (^ (^ (Some (\e208 N:law e208 v208) (\z True)) (InAnaphorSet 136 v208)) (Some (\e207 A-aN-bN:in e207 x205 v208) (\z True)))) (\y204 Some (\e204 ^ (B-aN-bN:earn e204 x204 y204) (B-aN-b{L-aN}:have e204)) (\z True))))) (\a208 N-b{N-aD}:a (\x201 ^ (Some (\e202 N-aD:lawyer e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\x211 N-b{N-aD}:a (\x212 Some (\z True) (\x215 Some (\x216 ^ (Some (\e216 N-aD:law e216 x216) (\z True)) (^ (InAnaphorSet 208 x216) (N-b{N-aD}:a (\x218 ^ (Some (\e220 N-aD:area e220 x218) (\z True)) (Some (\e219 A-aN:particular e219 x218) (\z True))) (\y217 Some (\e217 A-aN-bN:in e217 x216 y217) (\z True))))) (\y215 Some (\e215 B-aN-bN:practice e215 x215 y215) (\z True)))) (\y211 Some (\e211 B-aN-bN:have e211 x211 y211) (\z True)))))) (Some (\a202 Equal a202 (\v202 ^ (^ (^ (Some (\e202 N-aD:lawyer e202 v202) (\z True)) (InAnaphorSet 102 v202)) (N-b{N-aD}:a (\x205 ^ (Some (\e206 N-aD:degree e206 x205) (\z True)) (Some (\z208 ^ (Some (\e208 N:law e208 z208) (\z True)) (InAnaphorSet 136 z208)) (\y207 Some (\e207 A-aN-bN:in e207 x205 y207) (\z True)))) (\y204 Some (\e204 ^ (B-aN-bN:earn e204 v202 y204) (B-aN-b{L-aN}:have e204)) (\z True)))) (Some (\a208 Equal a208 (\v208 ^ (^ (Some (\e202 N-aD:lawyer e202 v202) (\z True)) (InAnaphorSet 102 v202)) (Some (\x205 ^ (Some (\e206 N-aD:degree e206 x205) (\z True)) (^ (^ (Some (\e208 N:law e208 v208) (\z True)) (InAnaphorSet 136 v208)) (Some (\e207 A-aN-bN:in e207 x205 v208) (\z True)))) (\y204 Some (\e204 ^ (B-aN-bN:earn e204 v202 y204) (B-aN-b{L-aN}:have e204)) (\z True))))) (\a208 ^ (^ (Some (\e202 N-aD:lawyer e202 v202) (\z True)) (InAnaphorSet 102 v202)) (N-b{N-aD}:a (\x212 Some (\z True) (\x215 Some (\x216 ^ (Some (\e216 N-aD:law e216 x216) (\z True)) (^ (InAnaphorSet 208 x216) (N-b{N-aD}:a (\x218 ^ (Some (\e220 N-aD:area e220 x218) (\z True)) (Some (\e219 A-aN:particular e219 x218) (\z True))) (\y217 Some (\e217 A-aN-bN:in e217 x216 y217) (\z True))))) (\y215 Some (\e215 B-aN-bN:practice e215 x215 y215) (\z True)))) (\y211 Some (\e211 B-aN-bN:have e211 v202 y211) (\z True))))))) (\a202 Some (\a216 Equal a216 (\v216 ^ (Some (\x201 ^ (Some (\e202 N-aD:lawyer e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\x204 Some (\x205 ^ (Some (\e206 N-aD:degree e206 x205) (\z True)) (Some (\z208 ^ (Some (\e208 N:law e208 z208) (\z True)) (InAnaphorSet 136 z208)) (\y207 Some (\e207 A-aN-bN:in e207 x205 y207) (\z True)))) (\y204 Some (\e204 ^ (B-aN-bN:earn e204 x204 y204) (B-aN-b{L-aN}:have e204)) (\z True)))) (Some (\a208 Equal a208 (\v208 Some (\x201 ^ (Some (\e202 N-aD:lawyer e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\x204 Some (\x205 ^ (Some (\e206 N-aD:degree e206 x205) (\z True)) (^ (^ (Some (\e208 N:law e208 v208) (\z True)) (InAnaphorSet 136 v208)) (Some (\e207 A-aN-bN:in e207 x205 v208) (\z True)))) (\y204 Some (\e204 ^ (B-aN-bN:earn e204 x204 y204) (B-aN-b{L-aN}:have e204)) (\z True))))) (\a208 Some (\x201 ^ (Some (\e202 N-aD:lawyer e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\x211 Some (\x212 Some (\z True) (\x215 ^ (^ (Some (\e216 N-aD:law e216 v216) (\z True)) (^ (InAnaphorSet 208 v216) (N-b{N-aD}:a (\x218 ^ (Some (\e220 N-aD:area e220 x218) (\z True)) (Some (\e219 A-aN:particular e219 x218) (\z True))) (\y217 Some (\e217 A-aN-bN:in e217 v216 y217) (\z True))))) (Some (\e215 B-aN-bN:practice e215 x215 v216) (\z True)))) (\y211 Some (\e211 B-aN-bN:have e211 x211 y211) (\z True))))))) (\a216 ^ (Some (\z310 ^ (Some (\e310 N:they e310 z310) (\z True)) (InAnaphorSet 302 z310)) (\x312 N-b{N-aD}:a (\x313 ^ (Some (\e314 N-aD:lawyer e314 x313) (\z True)) (InAnaphorSet 202 x313)) (\y312 Some (\e312 ^ (B-aN-bN:contact e312 x312 y312) (^ (^ (B-aN-b{B-aN}:can e312) (Some (\e301 A-aN-bV:if e301 e312 (Intension (Some (\x302 ^ (Some (\e302 N-aD:people e302 x302) (\z True)) (InAntecedentSet 302 x302)) (\x303 N-b{N-aD}:any (\x304 ^ (Some (\e305 N-aD:problem e305 x304) (\z True)) (^ (InAntecedentSet 305 x304) (N-b{N-aD}:the (\x307 ^ (Some (\e308 N-aD:law e308 x307) (\z True)) (InAnaphorSet 216 x307)) (\y306 Some (\e306 B-aN-bN:regard e306 x304 y306) (\z True))))) (\y303 Some (\e303 B-aN-bN:have e303 x303 y303) (\z True)))))) (\z True))) (Some (\z316 Some (\e316 N:advice e316 z316) (\z True)) (\y315 Some (\e315 A-aN-bN:for e315 e312 y315) (\z True))))) (\z True)))) (Some (\a314 Equal a314 (\v314 Some (\z310 ^ (Some (\e310 N:they e310 z310) (\z True)) (InAnaphorSet 302 z310)) (\x312 ^ (^ (Some (\e314 N-aD:lawyer e314 v314) (\z True)) (InAnaphorSet 202 v314)) (Some (\e312 ^ (B-aN-bN:contact e312 x312 v314) (^ (^ (B-aN-b{B-aN}:can e312) (Some (\e301 A-aN-bV:if e301 e312 (Intension (Some (\x302 ^ (Some (\e302 N-aD:people e302 x302) (\z True)) (InAntecedentSet 302 x302)) (\x303 N-b{N-aD}:any (\x304 ^ (Some (\e305 N-aD:problem e305 x304) (\z True)) (^ (InAntecedentSet 305 x304) (N-b{N-aD}:the (\x307 ^ (Some (\e308 N-aD:law e308 x307) (\z True)) (InAnaphorSet 216 x307)) (\y306 Some (\e306 B-aN-bN:regard e306 x304 y306) (\z True))))) (\y303 Some (\e303 B-aN-bN:have e303 x303 y303) (\z True)))))) (\z True))) (Some (\z316 Some (\e316 N:advice e316 z316) (\z True)) (\y315 Some (\e315 A-aN-bN:for e315 e312 y315) (\z True))))) (\z True))))) (\a314 ^ (N-b{N-aD}:a (\x401 ^ (Some (\e403 N-aD:problem e403 x401) (\z True)) (^ (InAnaphorSet 305 x401) (Some (\e402 A-aN:legal e402 x401) (\z True)))) (\zz405 Some (\z True) (\x405 Some (\e405 ^ (B-aN:refer e405 x405) (^ (^ (B-aN-b{A-aN}:be e405) (N-b{N-aD}:a (\x408 Some (\e409 N-aD:case e409 x408) (\z True)) (\y407 Some (\e407 A-aN-bN:as e407 e405 y407) (\z True)))) (Some (\e406 A-aN-bN:to e406 e405 zz405) (\z True)))) (\z True)))) (Some (\a409 Equal a409 (\v409 Some (\x401 ^ (Some (\e403 N-aD:problem e403 x401) (\z True)) (^ (InAnaphorSet 305 x401) (Some (\e402 A-aN:legal e402 x401) (\z True)))) (\zz405 Some (\z True) (\x405 Some (\e405 ^ (B-aN:refer e405 x405) (^ (^ (B-aN-b{A-aN}:be e405) (^ (Some (\e409 N-aD:case e409 v409) (\z True)) (Some (\e407 A-aN-bN:as e407 e405 v409) (\z True)))) (Some (\e406 A-aN-bN:to e406 e405 zz405) (\z True)))) (\z True))))) (\a409 ^ (N-b{N-aD}:a (\x501 Some (\e502 N-aD:person e502 x501) (\z True)) (\x504 Some (\a502 Equal a502 (\v502 Some (\e502 N-aD:person e502 x504) (\z True))) (\a502 N-b{N-aD}:a (\x505 ^ (Some (\e506 N-aD:lawyer e506 x505) (\z True)) (InAnaphorSet 314 x505)) (\y504 Some (\e504 ^ (B-aN-bN:hire e504 x504 y504) (^ (B-aN-b{B-aN}:can e504) (^ (N-b{N-aD}:a (\x509 ^ (Some (\e510 N-aD:case e510 x509) (\z True)) (^ (InAnaphorSet 409 x509) (Some (\z512 ^ (Some (\e512 N:someone e512 z512) (\z True)) (Some (\e513 A-aN:else e513 z512) (\z True))) (\y511 Some (\e511 A-aN-bN:against e511 x509 y511) (\z True))))) (\y508 Some (\e508 B-aN-bN:start e508 e504 y508) (\z True))) (Some (\e517 ^ (B-aN:help e517 e504) (N-b{N-aD}:a (\x519 ^ (Some (\e520 N-aD:case e520 x519) (\z True)) (InAnaphorSet 409 x519)) (\zz520 ^ (Some (\z True) (\x524 Some (\e524 ^ (B-aN-bN:start e524 x524 zz520) (^ (^ (B-aN-b{A-aN}:be e524) (B-aN-b{L-aN}:have e524)) (Some (\z526 ^ (Some (\e526 N:them e526 z526) (\z True)) (InAnaphorSet 502 z526)) (\y525 Some (\e525 A-aN-bN:against e525 e524 y525) (\z True))))) (\z True))) (Some (\e518 A-aN-bN:with e518 e517 zz520) (\z True))))) (\z True))))) (\z True))))) (Some (\a506 Equal a506 (\v506 Some (\x501 Some (\e502 N-aD:person e502 x501) (\z True)) (\x504 Some (\a502 Equal a502 (\v502 Some (\e502 N-aD:person e502 x504) (\z True))) (\a502 ^ (^ (Some (\e506 N-aD:lawyer e506 v506) (\z True)) (InAnaphorSet 314 v506)) (Some (\e504 ^ (B-aN-bN:hire e504 x504 v506) (^ (B-aN-b{B-aN}:can e504) (^ (N-b{N-aD}:a (\x509 ^ (Some (\e510 N-aD:case e510 x509) (\z True)) (^ (InAnaphorSet 409 x509) (Some (\z512 ^ (Some (\e512 N:someone e512 z512) (\z True)) (Some (\e513 A-aN:else e513 z512) (\z True))) (\y511 Some (\e511 A-aN-bN:against e511 x509 y511) (\z True))))) (\y508 Some (\e508 B-aN-bN:start e508 e504 y508) (\z True))) (Some (\e517 ^ (B-aN:help e517 e504) (N-b{N-aD}:a (\x519 ^ (Some (\e520 N-aD:case e520 x519) (\z True)) (InAnaphorSet 409 x519)) (\zz520 ^ (Some (\z True) (\x524 Some (\e524 ^ (B-aN-bN:start e524 x524 zz520) (^ (^ (B-aN-b{A-aN}:be e524) (B-aN-b{L-aN}:have e524)) (Some (\z526 ^ (Some (\e526 N:them e526 z526) (\z True)) (InAnaphorSet 502 z526)) (\y525 Some (\e525 A-aN-bN:against e525 e524 y525) (\z True))))) (\z True))) (Some (\e518 A-aN-bN:with e518 e517 zz520) (\z True))))) (\z True))))) (\z True)))))) (\a506 N-b{N-aD}:the (\x608 ^ (Some (\e609 N-aD:lawyer e609 x608) (\z True)) (InAnaphorSet 506 x608)) (\x611 Some (\x613 Some (\e613 N-aD:client e613 x613) (\z True)) (\y611 Some (\e611 ^ (B-aN-bN:represent e611 x611 y611) (^ (^ (B-aN-b{B-aN}:will e611) (Some (\e601 A-aN-bV:if e601 e611 (Intension (N-b{N-aD}:the (\x602 ^ (Some (\e603 N-aD:case e603 x602) (\z True)) (InAnaphorSet 409 x602)) (\x604 Some (\e604 ^ (B-aN:go e604 x604) (Some (\z606 ^ (Some (\e606 N:court e606 z606) (\z True)) (InAntecedentSet 606 z606)) (\y605 Some (\e605 A-aN-bN:to e605 e604 y605) (\z True)))) (\z True))))) (\z True))) (Some (\z615 ^ (Some (\e615 N:court e615 z615) (\z True)) (InAnaphorSet 606 z615)) (\y614 Some (\e614 A-aN-bN:in e614 e611 y614) (\z True))))) (\z True)))))))))))))))))) 42 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:administrator e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:administrator e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:administrator e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e103 N-aD:people e103 x) (\z True)) (Some (\e104 N-rN:who e104 x) (\xx104 Some (\x106 ^ (Some (\e106 N-aD:thing e106 x106) (\z True)) (Some (\z True) (\x108 Some (\e108 A-aN:busy e108 x108) (\y107 Some (\e107 A-aN-bN:like e107 x106 y107) (\z True))))) (\y105 Some (\e105 B-aN-bN:organize e105 xx104 y105) (\z True)))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:administrator e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (Some (\e103 N-aD:people e103 v101) (\z True)) (Some (\e104 N-rN:who e104 v101) (\xx104 Some (\x106 ^ (Some (\e106 N-aD:thing e106 x106) (\z True)) (Some (\z True) (\x108 Some (\e108 A-aN:busy e108 x108) (\y107 Some (\e107 A-aN-bN:like e107 x106 y107) (\z True))))) (\y105 Some (\e105 B-aN-bN:organize e105 xx104 y105) (\z True))))))) (\a101 Some (\a108 Equal a108 (\v108 Some (\x101 ^ (Some (\e101 N-aD:administrator e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e103 N-aD:people e103 x) (\z True)) (Some (\e104 N-rN:who e104 x) (\xx104 Some (\x106 ^ (Some (\e106 N-aD:thing e106 x106) (\z True)) (Some (\z True) (\x108 ^ (A-aN:busy v108 x108) (Some (\e107 A-aN-bN:like e107 x106 v108) (\z True))))) (\y105 Some (\e105 B-aN-bN:organize e105 xx104 y105) (\z True))))))) (\a108 ^ (Some (\z True) (\x202 Some (\e202 ^ (A-aN:busy e202 x202) (^ (InAnaphorSet 108 e202) (Some (\e201 A-aN:all e201 e202) (\z True)))) (\x203 Some (\x204 ^ (Some (\e204 N-aD:administrator e204 x204) (\z True)) (InAnaphorSet 101 x204)) (\y203 Some (\e203 B-aN-bN:have e203 x203 y203) (\z True))))) (Some (\a204 Equal a204 (\v204 Some (\z True) (\x202 Some (\e202 ^ (A-aN:busy e202 x202) (^ (InAnaphorSet 108 e202) (Some (\e201 A-aN:all e201 e202) (\z True)))) (\x203 ^ (^ (Some (\e204 N-aD:administrator e204 v204) (\z True)) (InAnaphorSet 101 v204)) (Some (\e203 B-aN-bN:have e203 x203 v204) (\z True)))))) (\a204 ^ (^ (Some (\z301 ^ (Some (\e301 N:they e301 z301) (\z True)) (InAnaphorSet 204 z301)) (\x302 Some (\z True) (\x303 Some (\e303 B-aN:decide e303 x303) (\y302 Some (\e302 B-aN-bN:make e302 x302 y302) (\z True))))) (^ (Some (\z301 ^ (Some (\e301 N:they e301 z301) (\z True)) (InAnaphorSet 204 z301)) (\x305 N-b{N-aD}:the (\x306 Some (\e307 N-aD:people e307 x306) (\z True)) (\zz307 ^ (Some (\e308 N-rN:who e308 zz307) (\xx308 Some (\e309 ^ (B-aN:work e309 xx308) (Some (\e310 A-aN:there e310 e309) (\z True))) (\z True))) (Some (\e305 B-aN-bN:organize e305 x305 zz307) (\z True))))) (Some (\z301 ^ (Some (\e301 N:they e301 z301) (\z True)) (InAnaphorSet 204 z301)) (\x312 ^ (Some (\x315 Some (\e315 N-aD:thing e315 x315) (\z True)) (\x317 Some (\e317 ^ (B-aN:work e317 x317) (^ (B-aN-b{A-aN}:be e317) (Some (\e318 A-aN:alright e318 e317) (\z True)))) (\y312 Some (\z True) (\z312 Some (\e312 B-aN-bC-bPsure:make e312 x312 y312 z312) (\z True))))) (N-b{N-aD}:no (\x322 ^ (Some (\e323 N-aD:problem e323 x322) (\z True)) (B-aN-b{A-aN}:be x322)) (\y312 Some (\z True) (\z312 Some (\e312 B-aN-bC-bPsure:make e312 x312 y312 z312) (\z True)))))))) (Some (\a301 Equal a301 (\v301 ^ (^ (^ (Some (\e301 N:they e301 v301) (\z True)) (InAnaphorSet 204 v301)) (Some (\z True) (\x303 Some (\e303 B-aN:decide e303 x303) (\y302 Some (\e302 B-aN-bN:make e302 v301 y302) (\z True))))) (^ (^ (^ (Some (\e301 N:they e301 v301) (\z True)) (InAnaphorSet 204 v301)) (N-b{N-aD}:the (\x306 Some (\e307 N-aD:people e307 x306) (\z True)) (\zz307 ^ (Some (\e308 N-rN:who e308 zz307) (\xx308 Some (\e309 ^ (B-aN:work e309 xx308) (Some (\e310 A-aN:there e310 e309) (\z True))) (\z True))) (Some (\e305 B-aN-bN:organize e305 v301 zz307) (\z True))))) (^ (^ (Some (\e301 N:they e301 v301) (\z True)) (InAnaphorSet 204 v301)) (^ (Some (\x315 Some (\e315 N-aD:thing e315 x315) (\z True)) (\x317 Some (\e317 ^ (B-aN:work e317 x317) (^ (B-aN-b{A-aN}:be e317) (Some (\e318 A-aN:alright e318 e317) (\z True)))) (\y312 Some (\z True) (\z312 Some (\e312 B-aN-bC-bPsure:make e312 v301 y312 z312) (\z True))))) (N-b{N-aD}:no (\x322 ^ (Some (\e323 N-aD:problem e323 x322) (\z True)) (B-aN-b{A-aN}:be x322)) (\y312 Some (\z True) (\z312 Some (\e312 B-aN-bC-bPsure:make e312 v301 y312 z312) (\z True))))))))) (\a301 ^ (Some (\z401 ^ (Some (\e401 D:their e401 z401) (\z True)) (InAnaphorSet 301 z401)) (\x402 Some (\e402 B-aN:work e402 x402) (\zz404 Some (\z True) (\x404 Some (\e404 ^ (B-aN-bA:call e404 x404 (Intension (B:administer zz404 x406))) (B-aN-b{A-aN}:be e404)) (\z True))))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 D:their e401 v401) (\z True)) (InAnaphorSet 301 v401)) (Some (\e402 B-aN:work e402 v401) (\zz404 Some (\z True) (\x404 Some (\e404 ^ (B-aN-bA:call e404 x404 (Intension (B:administer zz404 x406))) (B-aN-b{A-aN}:be e404)) (\z True)))))) (\a401 ^ (N-b{N-aD}:the (\x501 ^ (Some (\e502 N-aD:administrator e502 x501) (\z True)) (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 401 x501))) (\x N-b{N-aD}:the (\x506 Some (\e508 N-aD:management e508 x506) (\z True)) (\xx508 N-bO:part (\x504 Equal xx508 x504) (\y Equal y x)))) (Some (\x601 ^ (Some (\e601 N-aD:administrator e601 x601) (\z True)) (^ (^ (B-aN-b{A-aN}:be x601) (Some (\e603 A-aN:also e603 x601) (\z True))) (InAnaphorSet 101 x601))) (\x N-b{N-aD}:the (\x604 ^ (Some (\e605 N-aD:person e605 x604) (\z True)) (N-b{N-aD}:the (\x615 ^ (Some (\e617 N-aD:kingdom e617 x615) (\z True)) (Some (\z True) (\x616 Some (\e616 B-aN-bN:unite e616 x616 x615) (\z True)))) (\xx617 N-b{N-aD}:the (\x611 ^ (Some (\e613 N-aD-bO:territory e613 x611 xx617) (\z True)) (Some (\e612 A-aN:small e612 x611) (\z True))) (\xx613 N-bO:some (\x609 ^ (^ (Some (\z620 Some (\e620 N:example e620 z620) (\z True)) (\y619 Some (\e619 A-aN-bN:for e619 xx613 y619) (\z True))) (^ (^ (Some (\e622 N-aD:island e622 xx613) (\z True)) (Some (\e621 N-aD:ascension e621 xx613) (\z True))) (N-b{N-aD}:the (\x624 ^ (Some (\e627 N-aD:territory e627 x624) (\z True)) (^ (Some (\e625 N-aD:british e625 x624) (\z True)) (Some (\e626 N-aD:antarctic e626 x624) (\z True)))) (\y Equal y xx613)))) (Equal xx613 x609)) (\zz609 ^ (Some (\e628 N-rN:which e628 zz609) (\xx628 Some (\x636 ^ (Some (\e636 N-aD:government e636 x636) (\z True)) (Some (\e635 A-aN:own e635 x636) (\z True))) (\y633 Some (\e633 ^ (B-aN-bN:run e633 xx628 y633) (^ (A-aN-b{I-aN}:small e633) (^ (B-aN-b{A-aN}:be e633) (Some (\e630 A-aN:too e630 e633) (\z True))))) (\z True)))) (N-bO:charge (\x607 Equal zz609 x607) (\y606 Some (\e606 A-aN-bN:in e606 x604 y606) (\z True)))))))) (\y Equal y x))))))))))))))) 43 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:journalist e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:journalist e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:journalist e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\e105 N-aD:person e105 x104) (\z True)) (\zz105 ^ (Some (\e106 N-rN:who e106 zz105) (\xx106 Some (\e107 ^ (B-aN:work e107 xx106) (^ (Some (\x112 ^ (Some (\e112 N-aD:new e112 x112) (\z True)) (Some (\z True) (\x111 B-aN:report x112 x111))) (\y110 Some (\e110 A-aN-bN:to e110 e107 y110) (\z True))) (Some (\z109 Some (\e109 N:journalism e109 z109) (\z True)) (\y108 Some (\e108 A-aN-bN:in e108 e107 y108) (\z True))))) (\z True))) (Equal zz105 x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:journalist e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD:person e105 x104) (\z True)) (\zz105 ^ (Some (\e106 N-rN:who e106 zz105) (\xx106 Some (\e107 ^ (B-aN:work e107 xx106) (^ (Some (\x112 ^ (Some (\e112 N-aD:new e112 x112) (\z True)) (Some (\z True) (\x111 B-aN:report x112 x111))) (\y110 Some (\e110 A-aN-bN:to e110 e107 y110) (\z True))) (Some (\z109 Some (\e109 N:journalism e109 z109) (\z True)) (\y108 Some (\e108 A-aN-bN:in e108 e107 y108) (\z True))))) (\z True))) (Equal zz105 v102))))) (\a102 ^ (Some (\z201 ^ (Some (\e201 N:they e201 z201) (\z True)) (InAnaphorSet 102 z201)) (\x203 Some (\e203 ^ (B-aN:work e203 x203) (^ (B-aN-b{B-aN}:may e203) (^ (Some (\x206 ^ (Some (\e206 N-aD:own e206 x206) (\z True)) (Some (\e209 N:freelance e209 x206) (\z True))) (\y204 Some (\e204 A-aN-bN:on e204 e203 y204) (\z True))) (^ (N-b{N-aD}:a (\x214 Some (\e215 N-aD:newspaper e215 x214) (\z True)) (\y213 Some (\e213 A-aN-bN:for e213 e203 y213) (\z True))) (N-b{N-aD}:a (\x217 ^ (Some (\e221 N-aD:programme e221 x217) (\z True)) (^ (Some (\e218 N-aD:radio e218 x217) (\z True)) (Some (\z True) (\x220 B-aN:televise x217 x220)))) (\y213 Some (\e213 A-aN-bN:for e213 e203 y213) (\z True))))))) (\z True))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:they e201 v201) (\z True)) (InAnaphorSet 102 v201)) (Some (\e203 ^ (B-aN:work e203 v201) (^ (B-aN-b{B-aN}:may e203) (^ (Some (\x206 ^ (Some (\e206 N-aD:own e206 x206) (\z True)) (Some (\e209 N:freelance e209 x206) (\z True))) (\y204 Some (\e204 A-aN-bN:on e204 e203 y204) (\z True))) (^ (N-b{N-aD}:a (\x214 Some (\e215 N-aD:newspaper e215 x214) (\z True)) (\y213 Some (\e213 A-aN-bN:for e213 e203 y213) (\z True))) (N-b{N-aD}:a (\x217 ^ (Some (\e221 N-aD:programme e221 x217) (\z True)) (^ (Some (\e218 N-aD:radio e218 x217) (\z True)) (Some (\z True) (\x220 B-aN:televise x217 x220)))) (\y213 Some (\e213 A-aN-bN:for e213 e203 y213) (\z True))))))) (\z True)))) (\a201 Some (\a215 Equal a215 (\v215 Some (\z201 ^ (Some (\e201 N:they e201 z201) (\z True)) (InAnaphorSet 102 z201)) (\x203 Some (\e203 ^ (B-aN:work e203 x203) (^ (B-aN-b{B-aN}:may e203) (^ (Some (\x206 ^ (Some (\e206 N-aD:own e206 x206) (\z True)) (Some (\e209 N:freelance e209 x206) (\z True))) (\y204 Some (\e204 A-aN-bN:on e204 e203 y204) (\z True))) (^ (^ (Some (\e215 N-aD:newspaper e215 v215) (\z True)) (Some (\e213 A-aN-bN:for e213 e203 v215) (\z True))) (N-b{N-aD}:a (\x217 ^ (Some (\e221 N-aD:programme e221 x217) (\z True)) (^ (Some (\e218 N-aD:radio e218 x217) (\z True)) (Some (\z True) (\x220 B-aN:televise x217 x220)))) (\y213 Some (\e213 A-aN-bN:for e213 e203 y213) (\z True))))))) (\z True)))) (\a215 ^ (Some (\x306 ^ (Some (\e306 N-aD:journalist e306 x306) (\z True)) (InAnaphorSet 201 x306)) (\xx306 Some (\x304 ^ (Some (\e304 N-aD-bO:kind e304 x304 xx306) (\z True)) (^ (B-aN-b{A-aN}:be x304) (Some (\e303 A-aN:different e303 x304) (\z True)))) (\z True))) (Some (\a306 Equal a306 (\v306 ^ (^ (Some (\e306 N-aD:journalist e306 v306) (\z True)) (InAnaphorSet 201 v306)) (Some (\x304 ^ (Some (\e304 N-aD-bO:kind e304 x304 v306) (\z True)) (^ (B-aN-b{A-aN}:be x304) (Some (\e303 A-aN:different e303 x304) (\z True)))) (\z True)))) (\a306 ^ (N-b{N-aD}:a (\x401 ^ (Some (\e402 N-aD:reporter e402 x401) (\z True)) (B-aN-b{A-aN}:be x401)) (\x Some (\z407 ^ (Some (\e407 N:journalist e407 z407) (\z True)) (InAnaphorSet 306 z407)) (\xx407 N-b{N-aD}:a (\x404 Some (\e405 N-aD-bO:type e405 x404 xx407) (\z True)) (\zz405 ^ (Some (\e408 N-rN:who e408 zz405) (\xx408 ^ (Some (\e415 B:inform e415 x415) (\y409 Some (\e409 B-aN-bN:research e409 xx408 y409) (\z True))) (^ (Some (\e415 B:inform e415 x415) (\y411 Some (\e411 B-aN-bN:write e411 xx408 y411) (\z True))) (Some (\e415 B:inform e415 x415) (\y414 Some (\e414 B-aN-bN:report e414 xx408 y414) (\z True)))))) (Equal zz405 x))))) (Some (\a402 Equal a402 (\v402 ^ (^ (Some (\e402 N-aD:reporter e402 v402) (\z True)) (B-aN-b{A-aN}:be v402)) (Some (\z407 ^ (Some (\e407 N:journalist e407 z407) (\z True)) (InAnaphorSet 306 z407)) (\xx407 N-b{N-aD}:a (\x404 Some (\e405 N-aD-bO:type e405 x404 xx407) (\z True)) (\zz405 ^ (Some (\e408 N-rN:who e408 zz405) (\xx408 ^ (Some (\e415 B:inform e415 x415) (\y409 Some (\e409 B-aN-bN:research e409 xx408 y409) (\z True))) (^ (Some (\e415 B:inform e415 x415) (\y411 Some (\e411 B-aN-bN:write e411 xx408 y411) (\z True))) (Some (\e415 B:inform e415 x415) (\y414 Some (\e414 B-aN-bN:report e414 xx408 y414) (\z True)))))) (Equal zz405 v402)))))) (\a402 ^ (Some (\x502 ^ (Some (\e502 N-aD:reporter e502 x502) (\z True)) (^ (InAnaphorSet 402 x502) (Some (\e501 N-aD:newspaper e501 x502) (\z True)))) (\x503 ^ (Some (\x505 ^ (Some (\e505 N-aD:article e505 x505) (\z True)) (^ (Some (\x509 ^ (Some (\e509 N-aD:newspaper e509 x509) (\z True)) (InAnaphorSet 215 x509)) (\y508 Some (\e508 A-aN-bN:for e508 x505 y508) (\z True))) (Some (\e504 N-aD:new e504 x505) (\z True)))) (\y503 Some (\e503 B-aN-bN:write e503 x503 y503) (\z True))) (Some (\x507 ^ (Some (\e507 N-aD:story e507 x507) (\z True)) (^ (Some (\x509 ^ (Some (\e509 N-aD:newspaper e509 x509) (\z True)) (InAnaphorSet 215 x509)) (\y508 Some (\e508 A-aN-bN:for e508 x507 y508) (\z True))) (Some (\e504 N-aD:new e504 x507) (\z True)))) (\y503 Some (\e503 B-aN-bN:write e503 x503 y503) (\z True))))) (Some (\a502 Equal a502 (\v502 ^ (^ (Some (\e502 N-aD:reporter e502 v502) (\z True)) (^ (InAnaphorSet 402 v502) (Some (\e501 N-aD:newspaper e501 v502) (\z True)))) (^ (Some (\x505 ^ (Some (\e505 N-aD:article e505 x505) (\z True)) (^ (Some (\x509 ^ (Some (\e509 N-aD:newspaper e509 x509) (\z True)) (InAnaphorSet 215 x509)) (\y508 Some (\e508 A-aN-bN:for e508 x505 y508) (\z True))) (Some (\e504 N-aD:new e504 x505) (\z True)))) (\y503 Some (\e503 B-aN-bN:write e503 v502 y503) (\z True))) (Some (\x507 ^ (Some (\e507 N-aD:story e507 x507) (\z True)) (^ (Some (\x509 ^ (Some (\e509 N-aD:newspaper e509 x509) (\z True)) (InAnaphorSet 215 x509)) (\y508 Some (\e508 A-aN-bN:for e508 x507 y508) (\z True))) (Some (\e504 N-aD:new e504 x507) (\z True)))) (\y503 Some (\e503 B-aN-bN:write e503 v502 y503) (\z True)))))) (\a502 Some (\a505 Equal a505 (\v505 Some (\x502 ^ (Some (\e502 N-aD:reporter e502 x502) (\z True)) (^ (InAnaphorSet 402 x502) (Some (\e501 N-aD:newspaper e501 x502) (\z True)))) (\x503 ^ (^ (^ (Some (\e505 N-aD:article e505 v505) (\z True)) (^ (Some (\x509 ^ (Some (\e509 N-aD:newspaper e509 x509) (\z True)) (InAnaphorSet 215 x509)) (\y508 Some (\e508 A-aN-bN:for e508 v505 y508) (\z True))) (Some (\e504 N-aD:new e504 v505) (\z True)))) (Some (\e503 B-aN-bN:write e503 x503 v505) (\z True))) (Some (\x507 ^ (Some (\e507 N-aD:story e507 x507) (\z True)) (^ (Some (\x509 ^ (Some (\e509 N-aD:newspaper e509 x509) (\z True)) (InAnaphorSet 215 x509)) (\y508 Some (\e508 A-aN-bN:for e508 x507 y508) (\z True))) (Some (\e504 N-aD:new e504 x507) (\z True)))) (\y503 Some (\e503 B-aN-bN:write e503 x503 y503) (\z True)))))) (\a505 Some (\a507 Equal a507 (\v507 Some (\x502 ^ (Some (\e502 N-aD:reporter e502 x502) (\z True)) (^ (InAnaphorSet 402 x502) (Some (\e501 N-aD:newspaper e501 x502) (\z True)))) (\x503 ^ (Some (\x505 ^ (Some (\e505 N-aD:article e505 x505) (\z True)) (^ (Some (\x509 ^ (Some (\e509 N-aD:newspaper e509 x509) (\z True)) (InAnaphorSet 215 x509)) (\y508 Some (\e508 A-aN-bN:for e508 x505 y508) (\z True))) (Some (\e504 N-aD:new e504 x505) (\z True)))) (\y503 Some (\e503 B-aN-bN:write e503 x503 y503) (\z True))) (^ (^ (Some (\e507 N-aD:story e507 v507) (\z True)) (^ (Some (\x509 ^ (Some (\e509 N-aD:newspaper e509 x509) (\z True)) (InAnaphorSet 215 x509)) (\y508 Some (\e508 A-aN-bN:for e508 v507 y508) (\z True))) (Some (\e504 N-aD:new e504 v507) (\z True)))) (Some (\e503 B-aN-bN:write e503 x503 v507) (\z True)))))) (\a507 Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 502 z601)) (\x602 N-b{N-aD}:these (\x603 ^ (^ (Some (\e604 N-aD:article e604 x603) (\z True)) (InAnaphorSet 505 x603)) (^ (Some (\e606 N-aD:story e606 x603) (\z True)) (InAnaphorSet 507 x603))) (\y602 Some (\e602 ^ (B-aN-bN:write e602 x602 y602) (^ (Some (\x609 Some (\e609 N-aD:people e609 x609) (\z True)) (\y608 Some (\e608 ^ (B-aN-bN:interview e608 e602 y608) (A-aN-b{G-aN}:by e608)) (\z True))) (^ (Some (\x612 Some (\e612 N-aD:question e612 x612) (\z True)) (\y611 Some (\e611 ^ (B-aN-bN:ask e611 e602 y611) (A-aN-b{G-aN}:by e611)) (\z True))) (Some (\z616 Some (\e616 N:research e616 z616) (\z True)) (\y615 Some (\e615 ^ (B-aN-bN:do e615 e602 y615) (A-aN-b{G-aN}:by e615)) (\z True)))))) (\z True))))))))))))))))))) 44 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:sequence e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:sequence e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:sequence e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\e105 N-aD:word e105 x104) (\z True)) (\zz105 ^ (Some (\e106 N-rN:which e106 zz105) (\xx106 Some (\z True) (\x108 Some (\e108 ^ (B-aN-bN:use e108 x108 xx106) (^ (B-aN-b{A-aN}:be e108) (Some (\x110 Some (\e110 N-aD:mathematics e110 x110) (\z True)) (\y109 Some (\e109 A-aN-bN:in e109 e108 y109) (\z True))))) (\z True)))) (Equal zz105 x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:sequence e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD:word e105 x104) (\z True)) (\zz105 ^ (Some (\e106 N-rN:which e106 zz105) (\xx106 Some (\z True) (\x108 Some (\e108 ^ (B-aN-bN:use e108 x108 xx106) (^ (B-aN-b{A-aN}:be e108) (Some (\x110 Some (\e110 N-aD:mathematics e110 x110) (\z True)) (\y109 Some (\e109 A-aN-bN:in e109 e108 y109) (\z True))))) (\z True)))) (Equal zz105 v102))))) (\a102 ^ (Some (\z204 ^ (Some (\e204 N:it e204 z204) (\z True)) (InAnaphorSet 102 z204)) (\x205 Some (\x209 Some (\e209 N-aD:event e209 x209) (\z True)) (\xx209 N-b{N-aD}:a (\x206 ^ (Some (\e207 N-aD-bO:series e207 x206 xx209) (\z True)) (^ (Some (\e211 N:one e211 x206) (\z True)) (Some (\z213 Some (\e213 N:another e213 z213) (\z True)) (\y212 Some (\e212 B-aN-bN:follow e212 x206 y212) (\z True))))) (\y205 Some (\e205 ^ (B-aN-bN:mean e205 x205 y205) (Some (\z True) (\x203 Some (\e203 ^ (B-aN:use e203 x203) (Some (\e202 A-aN:ordinary e202 e203) (\z True))) (\y201 Some (\e201 A-aN-bN:in e201 e205 y201) (\z True))))) (\z True))))) (Some (\a204 Equal a204 (\v204 ^ (^ (Some (\e204 N:it e204 v204) (\z True)) (InAnaphorSet 102 v204)) (Some (\x209 Some (\e209 N-aD:event e209 x209) (\z True)) (\xx209 N-b{N-aD}:a (\x206 ^ (Some (\e207 N-aD-bO:series e207 x206 xx209) (\z True)) (^ (Some (\e211 N:one e211 x206) (\z True)) (Some (\z213 Some (\e213 N:another e213 z213) (\z True)) (\y212 Some (\e212 B-aN-bN:follow e212 x206 y212) (\z True))))) (\y205 Some (\e205 ^ (B-aN-bN:mean e205 v204 y205) (Some (\z True) (\x203 Some (\e203 ^ (B-aN:use e203 x203) (Some (\e202 A-aN:ordinary e202 e203) (\z True))) (\y201 Some (\e201 A-aN-bN:in e201 e205 y201) (\z True))))) (\z True)))))) (\a204 ^ (N-b{N-aD}:a (\x304 ^ (Some (\e305 N-aD:sequence e305 x304) (\z True)) (InAnaphorSet 1 x304)) (\zz307 Some (\z True) (\w307 Some (\x311 ^ (Some (\e311 N-aD:thing e311 x311) (\z True)) (^ (Some (\z True) (\x312 Some (\e312 ^ (B-aN-bA:put e312 x312 (Intension (Some (\e313 A-aN:together e313 x311) (\z True)))) (Some (\z315 Some (\e315 N:one e315 z315) (\z True)) (\y316 N-b{N-aD}:the (\x317 Some (\e318 N-aD:other e318 x317) (\z True)) (\z316 Some (\e316 A-aN-aN-bN:after e316 e312 y316 z316) (\z True))))) (\z True))) (Some (\e310 A-aN:several e310 x311) (\z True)))) (\x307 Some (\z True) (\y307 Some (\e307 ^ (B-aN-bO-bPup-bN:make e307 w307 x307 y307 zz307) (^ (B-aN-b{A-aN}:be e307) (Some (\x302 Some (\e302 N-aD:math e302 x302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 e307 y301) (\z True))))) (\z True)))))) (Some (\a305 Equal a305 (\v305 ^ (^ (Some (\e305 N-aD:sequence e305 v305) (\z True)) (InAnaphorSet 1 v305)) (Some (\z True) (\w307 Some (\x311 ^ (Some (\e311 N-aD:thing e311 x311) (\z True)) (^ (Some (\z True) (\x312 Some (\e312 ^ (B-aN-bA:put e312 x312 (Intension (Some (\e313 A-aN:together e313 x311) (\z True)))) (Some (\z315 Some (\e315 N:one e315 z315) (\z True)) (\y316 N-b{N-aD}:the (\x317 Some (\e318 N-aD:other e318 x317) (\z True)) (\z316 Some (\e316 A-aN-aN-bN:after e316 e312 y316 z316) (\z True))))) (\z True))) (Some (\e310 A-aN:several e310 x311) (\z True)))) (\x307 Some (\z True) (\y307 Some (\e307 ^ (B-aN-bO-bPup-bN:make e307 w307 x307 y307 v305) (^ (B-aN-b{A-aN}:be e307) (Some (\x302 Some (\e302 N-aD:math e302 x302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 e307 y301) (\z True))))) (\z True))))))) (\a305 Some (\a311 Equal a311 (\v311 Some (\x304 ^ (Some (\e305 N-aD:sequence e305 x304) (\z True)) (InAnaphorSet 1 x304)) (\zz307 Some (\z True) (\w307 ^ (^ (Some (\e311 N-aD:thing e311 v311) (\z True)) (^ (Some (\z True) (\x312 Some (\e312 ^ (B-aN-bA:put e312 x312 (Intension (Some (\e313 A-aN:together e313 v311) (\z True)))) (Some (\z315 Some (\e315 N:one e315 z315) (\z True)) (\y316 N-b{N-aD}:the (\x317 Some (\e318 N-aD:other e318 x317) (\z True)) (\z316 Some (\e316 A-aN-aN-bN:after e316 e312 y316 z316) (\z True))))) (\z True))) (Some (\e310 A-aN:several e310 v311) (\z True)))) (Some (\z True) (\y307 Some (\e307 ^ (B-aN-bO-bPup-bN:make e307 w307 v311 y307 zz307) (^ (B-aN-b{A-aN}:be e307) (Some (\x302 Some (\e302 N-aD:math e302 x302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 e307 y301) (\z True))))) (\z True))))))) (\a311 ^ (Some (\z434 ^ (Some (\e434 N:they e434 z434) (\z True)) (InAnaphorSet 421 z434)) (\xx434 N-b{N-aD}:the (\x401 Some (\z True) (\x402 B-aN:order x401 x402)) (\zz402 ^ (N-b{N-aD}:the (\x404 ^ (Some (\e405 N-aD:thing e405 x404) (\z True)) (InAnaphorSet 311 x404)) (\x407 Some (\e407 ^ (A-aN-bN:in e407 x407 zz402) (B-aN-b{A-aN}:be e407)) (\z True))) (Some (\e408 ^ (B-aN:matter e408 zz402) (Some (\e409 R-aN-bV:: e409 e408 (Intension (^ (^ (^ (Some (\x411 ^ (Some (\e411 N-aD:blue e411 x411) (\z True)) (^ (^ (B-aN-b{A-aN}:be x411) (InAntecedentSet 421 x411)) (InAnaphorSet 204 x411))) (\x N-b{N-aD}:a (\x418 Some (\e419 N-aD:sequence e419 x418) (\z True)) (\y Equal y x))) (^ (Some (\x413 ^ (Some (\e413 N-aD:red e413 x413) (\z True)) (^ (^ (B-aN-b{A-aN}:be x413) (InAntecedentSet 421 x413)) (InAnaphorSet 204 x413))) (\x N-b{N-aD}:a (\x418 Some (\e419 N-aD:sequence e419 x418) (\z True)) (\y Equal y x))) (Some (\x415 ^ (Some (\e415 N-aD:yellow e415 x415) (\z True)) (^ (^ (B-aN-b{A-aN}:be x415) (InAntecedentSet 421 x415)) (InAnaphorSet 204 x415))) (\x N-b{N-aD}:a (\x418 Some (\e419 N-aD:sequence e419 x418) (\z True)) (\y Equal y x))))) (^ (Some (\x423 ^ (Some (\e423 N-aD:yellow e423 x423) (\z True)) (^ (^ (B-aN-b{A-aN}:be x423) (InAntecedentSet 421 x423)) (InAnaphorSet 204 x423))) (\x N-b{N-aD}:a (\x430 Some (\e431 N-aD:sequence e431 x430) (\z True)) (\y Equal y x))) (^ (Some (\x425 ^ (Some (\e425 N-aD:blue e425 x425) (\z True)) (^ (^ (B-aN-b{A-aN}:be x425) (InAntecedentSet 421 x425)) (InAnaphorSet 204 x425))) (\x N-b{N-aD}:a (\x430 Some (\e431 N-aD:sequence e431 x430) (\z True)) (\y Equal y x))) (Some (\x427 ^ (Some (\e427 N-aD:red e427 x427) (\z True)) (^ (^ (B-aN-b{A-aN}:be x427) (InAntecedentSet 421 x427)) (InAnaphorSet 204 x427))) (\x N-b{N-aD}:a (\x430 Some (\e431 N-aD:sequence e431 x430) (\z True)) (\y Equal y x)))))) (AMDL-aN-b{A-aN}:not (\e435 B-aN-b{A-aN}:be e435) (\e ^ (Equal xx434 e) (N-b{N-aD}:the (\x437 Some (\e438 N-aD:same e438 x437) (\z True)) (\y Equal y xx434))))))) (\z True))) (\z True))))) (^ (Some (\x501 ^ (Some (\e501 N-aD:sequence e501 x501) (\z True)) (^ (InAnaphorSet 305 x501) (Some (\x505 Some (\e505 N-aD:number e505 x505) (\z True)) (\x502 Some (\z True) (\y502 Some (\z True) (\z502 Some (\e502 A-aN-bO-bN-bPup:made e502 x501 x502 y502 z502) (\z True))))))) (\zz508 Some (\z True) (\x508 Some (\e508 ^ (B-aN-bA:call e508 x508 (Intension (B:progress zz508 x509))) (^ (B-aN-b{A-aN}:be e508) (Some (\e507 A-aN:also e507 e508) (\z True)))) (\z True)))) (Some (\x606 ^ (Some (\e606 N-aD:sequence e606 x606) (\z True)) (InAnaphorSet 305 x606)) (\xx606 Some (\x604 ^ (Some (\e604 N-aD-bO:kind e604 x604 xx606) (\z True)) (^ (B-aN-b{A-aN}:be x604) (Some (\e603 A-aN:two e603 x604) (\z True)))) (\z True)))))))))))))) 45 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:minute e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:minute e1 v1) (\z True))) (\a1 ^ (^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:minute e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\z108 Some (\e108 N:time e108 z108) (\z True)) (\xx108 N-b{N-aD}:a (\x104 ^ (Some (\e106 N-aD-bO:unit e106 x104 xx108) (\z True)) (Some (\e105 A-aN:customary e105 x104) (\z True))) (\y Equal y x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:minute e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\z108 Some (\e108 N:time e108 z108) (\z True)) (\xx108 N-b{N-aD}:a (\x104 ^ (Some (\e106 N-aD-bO:unit e106 x104 xx108) (\z True)) (Some (\e105 A-aN:customary e105 x104) (\z True))) (\y Equal y v102))))) (\a102 ^ (Some (\z110 ^ (Some (\e110 N:it e110 z110) (\z True)) (InAnaphorSet 102 z110)) (\x112 Some (\e112 ^ (A-aN:equal e112 x112) (^ (B-aN-b{A-aN}:be e112) (Some (\x115 ^ (Some (\e115 N-aD:second e115 x115) (\z True)) (Some (\e114 A-aN:60 e114 x115) (\z True))) (\y113 Some (\e113 A-aN-bN:to e113 e112 y113) (\z True))))) (\z True))) (Some (\a110 Equal a110 (\v110 ^ (^ (Some (\e110 N:it e110 v110) (\z True)) (InAnaphorSet 102 v110)) (Some (\e112 ^ (A-aN:equal e112 v110) (^ (B-aN-b{A-aN}:be e112) (Some (\x115 ^ (Some (\e115 N-aD:second e115 x115) (\z True)) (Some (\e114 A-aN:60 e114 x115) (\z True))) (\y113 Some (\e113 A-aN-bN:to e113 e112 y113) (\z True))))) (\z True)))) (\a110 N-b{N-aD}:an (\x122 Some (\e123 N-aD:hour e123 x122) (\z True)) (\xx123 Some (\x120 ^ (Some (\e120 N-aD:minute e120 x120) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x120) (InAnaphorSet 110 x120)) (Some (\e121 A-aN-bN:in e121 x120 xx123) (\z True))) (Some (\e119 A-aN:60 e119 x120) (\z True)))) (\z True))))))) (Some (\a115 Equal a115 (\v115 ^ (Some (\x101 ^ (Some (\e102 N-aD:minute e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\z108 Some (\e108 N:time e108 z108) (\z True)) (\xx108 ^ (Some (\e106 N-aD-bO:unit e106 x xx108) (\z True)) (Some (\e105 A-aN:customary e105 x) (\z True))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:minute e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\z108 Some (\e108 N:time e108 z108) (\z True)) (\xx108 N-b{N-aD}:a (\x104 ^ (Some (\e106 N-aD-bO:unit e106 x104 xx108) (\z True)) (Some (\e105 A-aN:customary e105 x104) (\z True))) (\y Equal y v102))))) (\a102 ^ (Some (\z110 ^ (Some (\e110 N:it e110 z110) (\z True)) (InAnaphorSet 102 z110)) (\x112 Some (\e112 ^ (A-aN:equal e112 x112) (^ (B-aN-b{A-aN}:be e112) (^ (^ (Some (\e115 N-aD:second e115 v115) (\z True)) (Some (\e114 A-aN:60 e114 v115) (\z True))) (Some (\e113 A-aN-bN:to e113 e112 v115) (\z True))))) (\z True))) (Some (\a110 Equal a110 (\v110 ^ (^ (Some (\e110 N:it e110 v110) (\z True)) (InAnaphorSet 102 v110)) (Some (\e112 ^ (A-aN:equal e112 v110) (^ (B-aN-b{A-aN}:be e112) (^ (^ (Some (\e115 N-aD:second e115 v115) (\z True)) (Some (\e114 A-aN:60 e114 v115) (\z True))) (Some (\e113 A-aN-bN:to e113 e112 v115) (\z True))))) (\z True)))) (\a110 Some (\x122 Some (\e123 N-aD:hour e123 x122) (\z True)) (\xx123 Some (\x120 ^ (Some (\e120 N-aD:minute e120 x120) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x120) (InAnaphorSet 110 x120)) (Some (\e121 A-aN-bN:in e121 x120 xx123) (\z True))) (Some (\e119 A-aN:60 e119 x120) (\z True)))) (\z True)))))))) (\a115 Some (\a123 Equal a123 (\v123 ^ (Some (\x101 ^ (Some (\e102 N-aD:minute e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\z108 Some (\e108 N:time e108 z108) (\z True)) (\xx108 ^ (Some (\e106 N-aD-bO:unit e106 x xx108) (\z True)) (Some (\e105 A-aN:customary e105 x) (\z True))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:minute e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\z108 Some (\e108 N:time e108 z108) (\z True)) (\xx108 N-b{N-aD}:a (\x104 ^ (Some (\e106 N-aD-bO:unit e106 x104 xx108) (\z True)) (Some (\e105 A-aN:customary e105 x104) (\z True))) (\y Equal y v102))))) (\a102 ^ (Some (\z110 ^ (Some (\e110 N:it e110 z110) (\z True)) (InAnaphorSet 102 z110)) (\x112 Some (\e112 ^ (A-aN:equal e112 x112) (^ (B-aN-b{A-aN}:be e112) (Some (\x115 ^ (Some (\e115 N-aD:second e115 x115) (\z True)) (Some (\e114 A-aN:60 e114 x115) (\z True))) (\y113 Some (\e113 A-aN-bN:to e113 e112 y113) (\z True))))) (\z True))) (Some (\a110 Equal a110 (\v110 ^ (^ (Some (\e110 N:it e110 v110) (\z True)) (InAnaphorSet 102 v110)) (Some (\e112 ^ (A-aN:equal e112 v110) (^ (B-aN-b{A-aN}:be e112) (Some (\x115 ^ (Some (\e115 N-aD:second e115 x115) (\z True)) (Some (\e114 A-aN:60 e114 x115) (\z True))) (\y113 Some (\e113 A-aN-bN:to e113 e112 y113) (\z True))))) (\z True)))) (\a110 ^ (Some (\e123 N-aD:hour e123 v123) (\z True)) (Some (\x120 ^ (Some (\e120 N-aD:minute e120 x120) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x120) (InAnaphorSet 110 x120)) (Some (\e121 A-aN-bN:in e121 x120 v123) (\z True))) (Some (\e119 A-aN:60 e119 x120) (\z True)))) (\z True)))))))) (\a123 ^ (N-b{N-aD}:the (\x205 ^ (Some (\e206 N-aD:hour e206 x205) (\z True)) (InAnaphorSet 123 x205)) (\xx206 AMDL-aN-b{A-aN}:not (\e207 ^ (B-aN-b{A-aN}:be e207) (N-b{N-aD}:the (\x202 ^ (Some (\e203 N-aD:second e203 x202) (\z True)) (InAnaphorSet 115 x202)) (\y201 Some (\e201 A-aN-bN:unlike e201 e207 y201) (\z True)))) (\e ^ (Equal xx206 e) (N-b{N-aD}:an (\x209 ^ (Some (\e211 N-aD:unit e211 x209) (\z True)) (Some (\e210 N-aD:si e210 x209) (\z True))) (\y Equal y xx206))))) (N-b{N-aD}:a (\x301 ^ (Some (\e302 N-aD:minute e302 x301) (\z True)) (InAnaphorSet 1 x301)) (\x306 N-b{N-aD}:a (\x307 Some (\e308 N-aD:degree e308 x307) (\z True)) (\y306 Some (\e306 ^ (A-aN-bN:of e306 x306 y306) (^ (^ (B-aN-b{A-aN}:be e306) (Some (\e304 A-aN:also e304 e306) (\z True))) (Some (\e305 A-aN:1/60 e305 e306) (\z True)))) (\z True)))))))))) 47 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:intelligence e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:intelligence e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:intelligence e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:the (\x109 Some (\e110 N-aD:mind e110 x109) (\z True)) (\xx110 N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD-bO:property e104 x103 xx110) (\z True)) (Some (\e107 N-aD-bO:characteristic e107 x103 xx110) (\z True))) (\y Equal y x)))) (^ (Some (\x203 ^ (Some (\e203 NMDL-bN:not e203 x203) (\z True)) (B-aN-b{A-aN}:be x203)) (\z True)) (^ (N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD:idea e302 x301) (\z True)) (InAnaphorSet 1 x301)) (\x303 Some (\e303 ^ (B-aN:come e303 x303) (N-b{N-aD}:a (\x305 ^ (Some (\e307 N-aD:word e307 x305) (\z True)) (^ (^ (Some (\e315 ^ (B-aN:choose e315 x305) (^ (B-aN-b{I-aN}:mean e315) (Some (\x318 ^ (Some (\e318 N-aD:option e318 x318) (\z True)) (Some (\e317 A-aN:different e317 x318) (\z True))) (\y316 Some (\e316 A-aN-bN:betwen e316 e315 y316) (\z True))))) (\z True)) (Some (\x310 Some (\e310 N-aD:intelligo e310 x310) (\z True)) (\y308 Some (\e308 A-aN-bN:: e308 x305 y308) (\z True)))) (Some (\e306 A-aN:latin e306 x305) (\z True)))) (\y304 Some (\e304 A-aN-bN:from e304 e303 y304) (\z True)))) (\z True))) (^ (Some (\z404 ^ (Some (\e404 N:intelligence e404 z404) (\z True)) (InAnaphorSet 207 z404)) (\xx404 N-b{N-aD}:a (\x401 Some (\e402 N-aD-bO:part e402 x401 xx404) (\z True)) (\x405 Some (\e405 B-aN-bI:allow e405 x405 (Intension (Some (\x406 Some (\e406 N-aD:people e406 x406) (\z True)) (\x408 Some (\x409 ^ (Some (\e409 N-aD:problem e409 x409) (\z True)) (InAntecedentSet 409 x409)) (\y408 Some (\e408 B-aN-bN:solve e408 x408 y408) (\z True)))))) (\z True)))) (^ (N-b{N-aD}:these (\x501 ^ (Some (\e502 N-aD:problem e502 x501) (\z True)) (InAnaphorSet 409 x501)) (\x505 Gen (\e505 Some (\z True) (\x507 ^ (B-aN-bN:solve e505 x507 x505) (^ (B-aN-b{A-aN}:be e505) (B-aN-b{B-aN}:may e505)))) (\e505 A-aN-b{I-aN-gN}:easy e505))) (^ (Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 409 z601)) (\x605 Gen (\e605 Some (\z True) (\x607 ^ (B-aN-bN:solve e605 x607 x605) (^ (B-aN-b{A-aN}:be e605) (^ (B-aN-b{B-aN}:may e605) (Some (\e603 A-aN:also e603 e605) (\z True)))))) (\e605 A-aN-b{I-aN-gN}:difficult e605))) (Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 409 z601)) (\x610 Some (\z True) (\x612 Some (\e612 ^ (B-aN:think e612 x612) (Some (\e611 A-aN:abstract e611 e612) (\z True))) (\y610 Some (\e610 ^ (B-aN-bN:involve e610 x610 y610) (^ (B-aN-b{B-aN}:may e610) (Some (\e603 A-aN:also e603 e610) (\z True)))) (\z True))))))))))))) 48 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:portugal e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:portugal e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:portugal e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:country e104 x103) (\z True)) (^ (N-b{N-aD}:the (\x109 ^ (Some (\e111 N-aD:peninsula e111 x109) (\z True)) (Some (\e110 N-aD:iberian e110 x109) (\z True))) (\y108 Some (\e108 A-aN-bN:on e108 x103 y108) (\z True))) (Some (\x107 ^ (Some (\e107 N-aD:europe e107 x107) (\z True)) (Some (\e106 N-aD:southern e106 x107) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True))))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:portugal e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:country e104 x103) (\z True)) (^ (N-b{N-aD}:the (\x109 ^ (Some (\e111 N-aD:peninsula e111 x109) (\z True)) (Some (\e110 N-aD:iberian e110 x109) (\z True))) (\y108 Some (\e108 A-aN-bN:on e108 x103 y108) (\z True))) (Some (\x107 ^ (Some (\e107 N-aD:europe e107 x107) (\z True)) (Some (\e106 N-aD:southern e106 x107) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True))))) (\y Equal y v101)))) (\a101 Some (\a107 Equal a107 (\v107 Some (\z101 ^ (Some (\e101 N:portugal e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x ^ (Some (\e104 N-aD:country e104 x) (\z True)) (^ (N-b{N-aD}:the (\x109 ^ (Some (\e111 N-aD:peninsula e111 x109) (\z True)) (Some (\e110 N-aD:iberian e110 x109) (\z True))) (\y108 Some (\e108 A-aN-bN:on e108 x y108) (\z True))) (^ (^ (Some (\e107 N-aD:europe e107 v107) (\z True)) (Some (\e106 N-aD:southern e106 v107) (\z True))) (Some (\e105 A-aN-bN:in e105 x v107) (\z True))))))) (\a107 ^ (Some (\z201 ^ (Some (\e201 N:portugal e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 101 z201))) (\x Some (\z207 ^ (Some (\e207 N:europe e207 z207) (\z True)) (InAnaphorSet 107 z207)) (\xx207 N-b{N-aD}:the (\x203 ^ (Some (\e205 N-aD-bO:country e205 x203 xx207) (\z True)) (None (\y204 Some (\e205 N-aD-bO:country e205 y204 xx207) (\z True)) (\y204 More (\z ANSUP-aD-b{N-aD}:western y204 z) (\z ANSUP-aD-b{N-aD}:western x203 z)))) (\y Equal y x)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:portugal e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 101 v201))) (Some (\z207 ^ (Some (\e207 N:europe e207 z207) (\z True)) (InAnaphorSet 107 z207)) (\xx207 N-b{N-aD}:the (\x203 ^ (Some (\e205 N-aD-bO:country e205 x203 xx207) (\z True)) (None (\y204 Some (\e205 N-aD-bO:country e205 y204 xx207) (\z True)) (\y204 More (\z ANSUP-aD-b{N-aD}:western y204 z) (\z ANSUP-aD-b{N-aD}:western x203 z)))) (\y Equal y v201))))) (\a201 ^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\zz303 Some (\z True) (\x303 Some (\e303 ^ (B-aN-bN:border e303 x303 zz303) (^ (B-aN-b{A-aN}:be e303) (^ (N-b{N-aD}:the (\x305 ^ (Some (\e307 N-aD:ocean e307 x305) (\z True)) (^ (N-b{N-aD}:the (\x309 ^ (Some (\e310 N-aD:west e310 x309) (\z True)) (Some (\e312 N-aD:south e312 x309) (\z True))) (\y308 Some (\e308 A-aN-bN:to e308 x305 y308) (\z True))) (Some (\e306 N-aD:atlantic e306 x305) (\z True)))) (\y304 Some (\e304 A-aN-bN:by e304 e303 y304) (\z True))) (Some (\z315 Some (\e315 N:spain e315 z315) (\z True)) (\y314 Some (\e314 ^ (A-aN-bN:by e314 e303 y314) (N-b{N-aD}:the (\x317 ^ (Some (\e318 N-aD:north e318 x317) (\z True)) (Some (\e320 N-aD:east e320 x317) (\z True))) (\y316 Some (\e316 A-aN-bN:to e316 e314 y316) (\z True)))) (\z True)))))) (\z True)))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:it e301 v301) (\z True)) (InAnaphorSet 201 v301)) (Some (\z True) (\x303 Some (\e303 ^ (B-aN-bN:border e303 x303 v301) (^ (B-aN-b{A-aN}:be e303) (^ (N-b{N-aD}:the (\x305 ^ (Some (\e307 N-aD:ocean e307 x305) (\z True)) (^ (N-b{N-aD}:the (\x309 ^ (Some (\e310 N-aD:west e310 x309) (\z True)) (Some (\e312 N-aD:south e312 x309) (\z True))) (\y308 Some (\e308 A-aN-bN:to e308 x305 y308) (\z True))) (Some (\e306 N-aD:atlantic e306 x305) (\z True)))) (\y304 Some (\e304 A-aN-bN:by e304 e303 y304) (\z True))) (Some (\z315 Some (\e315 N:spain e315 z315) (\z True)) (\y314 Some (\e314 ^ (A-aN-bN:by e314 e303 y314) (N-b{N-aD}:the (\x317 ^ (Some (\e318 N-aD:north e318 x317) (\z True)) (Some (\e320 N-aD:east e320 x317) (\z True))) (\y316 Some (\e316 A-aN-bN:to e316 e314 y316) (\z True)))) (\z True)))))) (\z True))))) (\a301 Some (\a307 Equal a307 (\v307 Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\zz303 Some (\z True) (\x303 Some (\e303 ^ (B-aN-bN:border e303 x303 zz303) (^ (B-aN-b{A-aN}:be e303) (^ (^ (^ (Some (\e307 N-aD:ocean e307 v307) (\z True)) (^ (N-b{N-aD}:the (\x309 ^ (Some (\e310 N-aD:west e310 x309) (\z True)) (Some (\e312 N-aD:south e312 x309) (\z True))) (\y308 Some (\e308 A-aN-bN:to e308 v307 y308) (\z True))) (Some (\e306 N-aD:atlantic e306 v307) (\z True)))) (Some (\e304 A-aN-bN:by e304 e303 v307) (\z True))) (Some (\z315 Some (\e315 N:spain e315 z315) (\z True)) (\y314 Some (\e314 ^ (A-aN-bN:by e314 e303 y314) (N-b{N-aD}:the (\x317 ^ (Some (\e318 N-aD:north e318 x317) (\z True)) (Some (\e320 N-aD:east e320 x317) (\z True))) (\y316 Some (\e316 A-aN-bN:to e316 e314 y316) (\z True)))) (\z True)))))) (\z True))))) (\a307 Some (\a315 Equal a315 (\v315 Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\zz303 Some (\z True) (\x303 Some (\e303 ^ (B-aN-bN:border e303 x303 zz303) (^ (B-aN-b{A-aN}:be e303) (^ (N-b{N-aD}:the (\x305 ^ (Some (\e307 N-aD:ocean e307 x305) (\z True)) (^ (N-b{N-aD}:the (\x309 ^ (Some (\e310 N-aD:west e310 x309) (\z True)) (Some (\e312 N-aD:south e312 x309) (\z True))) (\y308 Some (\e308 A-aN-bN:to e308 x305 y308) (\z True))) (Some (\e306 N-aD:atlantic e306 x305) (\z True)))) (\y304 Some (\e304 A-aN-bN:by e304 e303 y304) (\z True))) (^ (Some (\e315 N:spain e315 v315) (\z True)) (Some (\e314 ^ (A-aN-bN:by e314 e303 v315) (N-b{N-aD}:the (\x317 ^ (Some (\e318 N-aD:north e318 x317) (\z True)) (Some (\e320 N-aD:east e320 x317) (\z True))) (\y316 Some (\e316 A-aN-bN:to e316 e314 y316) (\z True)))) (\z True)))))) (\z True))))) (\a315 ^ (Some (\x404 ^ (Some (\e404 N-aD:island e404 x404) (\z True)) (N-b{N-aD}:the (\x406 ^ (Some (\e408 N-aD:ocean e408 x406) (\z True)) (^ (InAnaphorSet 307 x406) (Some (\e407 N-aD:atlantic e407 x406) (\z True)))) (\y405 Some (\e405 A-aN-bN:in e405 x404 y405) (\z True)))) (\xx404 Some (\x402 ^ (Some (\e402 N-aD-bO:group e402 x402 xx404) (\z True)) (^ (^ (B-aN-b{A-aN}:be x402) (Some (\e410 A-aN:also e410 x402) (\z True))) (Some (\e401 A-aN:three e401 x402) (\z True)))) (\x Some (\z413 ^ (Some (\e413 N:portugal e413 z413) (\z True)) (^ (InAnaphorSet 301 z413) (^ (N-b{N-aD}:the (\x415 ^ (Some (\e416 N-aD:azore e416 x415) (\z True)) (Some (\e419 N:açore e419 x415) (\z True))) (\y Equal y z413)) (^ (Some (\e423 N:madeira e423 z413) (\z True)) (N-b{N-aD}:the (\x425 ^ (Some (\e427 N-aD:isle e427 x425) (\z True)) (^ (^ (Some (\e431 N-aD:selvagen e431 x425) (\z True)) (Some (\e430 N-aD:ilha e430 x425) (\z True))) (Some (\e426 N-aD:savage e426 x425) (\z True)))) (\y Equal y z413)))))) (\xx413 N-bO:part (\x411 Equal xx413 x411) (\y Equal y x))))) (Some (\a427 Equal a427 (\v427 Some (\x404 ^ (Some (\e404 N-aD:island e404 x404) (\z True)) (N-b{N-aD}:the (\x406 ^ (Some (\e408 N-aD:ocean e408 x406) (\z True)) (^ (InAnaphorSet 307 x406) (Some (\e407 N-aD:atlantic e407 x406) (\z True)))) (\y405 Some (\e405 A-aN-bN:in e405 x404 y405) (\z True)))) (\xx404 Some (\x402 ^ (Some (\e402 N-aD-bO:group e402 x402 xx404) (\z True)) (^ (^ (B-aN-b{A-aN}:be x402) (Some (\e410 A-aN:also e410 x402) (\z True))) (Some (\e401 A-aN:three e401 x402) (\z True)))) (\x ^ (Some (\e413 N:portugal e413 x) (\z True)) (^ (InAnaphorSet 301 x) (^ (N-b{N-aD}:the (\x415 ^ (Some (\e416 N-aD:azore e416 x415) (\z True)) (Some (\e419 N:açore e419 x415) (\z True))) (\y Equal y x)) (^ (Some (\e423 N:madeira e423 x) (\z True)) (^ (^ (Some (\e427 N-aD:isle e427 v427) (\z True)) (^ (^ (Some (\e431 N-aD:selvagen e431 v427) (\z True)) (Some (\e430 N-aD:ilha e430 v427) (\z True))) (Some (\e426 N-aD:savage e426 v427) (\z True)))) (Equal v427 x))))))))) (\a427 Some (\a423 Equal a423 (\v423 Some (\x404 ^ (Some (\e404 N-aD:island e404 x404) (\z True)) (N-b{N-aD}:the (\x406 ^ (Some (\e408 N-aD:ocean e408 x406) (\z True)) (^ (InAnaphorSet 307 x406) (Some (\e407 N-aD:atlantic e407 x406) (\z True)))) (\y405 Some (\e405 A-aN-bN:in e405 x404 y405) (\z True)))) (\xx404 Some (\x402 ^ (Some (\e402 N-aD-bO:group e402 x402 xx404) (\z True)) (^ (^ (B-aN-b{A-aN}:be x402) (Some (\e410 A-aN:also e410 x402) (\z True))) (Some (\e401 A-aN:three e401 x402) (\z True)))) (\x ^ (^ (Some (\e413 N:portugal e413 v423) (\z True)) (^ (InAnaphorSet 301 v423) (^ (N-b{N-aD}:the (\x415 ^ (Some (\e416 N-aD:azore e416 x415) (\z True)) (Some (\e419 N:açore e419 x415) (\z True))) (\y Equal y v423)) (^ (Some (\e423 N:madeira e423 v423) (\z True)) (N-b{N-aD}:the (\x425 ^ (Some (\e427 N-aD:isle e427 x425) (\z True)) (^ (^ (Some (\e431 N-aD:selvagen e431 x425) (\z True)) (Some (\e430 N-aD:ilha e430 x425) (\z True))) (Some (\e426 N-aD:savage e426 x425) (\z True)))) (\y Equal y v423)))))) (N-bO:part (\x411 Equal v423 x411) (\y Equal y x)))))) (\a423 ^ (N-b{N-aD}:the (\x501 ^ (Some (\e503 N-aD:isle e503 x501) (\z True)) (^ (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 427 x501)) (Some (\e502 N-aD:savage e502 x501) (\z True)))) (\x Some (\a503 Equal a503 (\v503 ^ (Some (\e503 N-aD:isle e503 x) (\z True)) (^ (^ (B-aN-b{A-aN}:be x) (InAnaphorSet 427 x)) (Some (\e502 N-aD:savage e502 x) (\z True))))) (\a503 Some (\x509 Some (\e509 N-aD:island e509 x509) (\z True)) (\xx509 N-b{N-aD}:a (\x505 ^ (Some (\e507 N-aD-bO:group e507 x505 xx509) (\z True)) (^ (^ (Some (\z True) (\x515 Some (\e515 ^ (B-aN-bN:control e515 x515 x505) (Some (\z517 ^ (Some (\e517 N:madeira e517 z517) (\z True)) (InAnaphorSet 423 z517)) (\y516 Some (\e516 A-aN-bN:by e516 e515 y516) (\z True)))) (\z True))) (Some (\e510 A-aN-bA:with e510 x505 (Intension (Some (\z511 Some (\e511 N:nobody e511 z511) (\z True)) (\x512 Some (\z513 ^ (Some (\e513 N:them e513 z513) (\z True)) (InAnaphorSet 503 z513)) (\y512 Some (\e512 A-aN-bN:on e512 x512 y512) (\z True)))))) (\z True))) (Some (\e506 A-aN:small e506 x505) (\z True)))) (\y Equal y x))))) (^ (Some (\z601 ^ (Some (\e601 N:portugal e601 z601) (\z True)) (InAnaphorSet 413 z601)) (\x602 Some (\e602 B-aN-bC:claim e602 x602 (Intension (Some (\z604 ^ (Some (\e604 N:olivença e604 z604) (\z True)) (^ (^ (B-aN-b{A-aN}:be z604) (Some (\e606 A-aN:also e606 z604) (\z True))) (InAntecedentSet 604 z604))) (\x Some (\x610 Some (\e610 N-aD:territory e610 x610) (\z True)) (\xx610 N-bO:part (\x607 Equal xx610 x607) (\y Equal y x)))))) (\z True))) (Some (\z614 ^ (Some (\e614 N:it e614 z614) (\z True)) (InAnaphorSet 604 z614)) (\zz616 Some (\z True) (\x616 Some (\e616 ^ (B-aN-bN:control e616 x616 zz616) (^ (^ (B-aN-b{A-aN}:be e616) (Some (\e613 A-aN:actual e613 e616) (\z True))) (Some (\z618 ^ (Some (\e618 N:spain e618 z618) (\z True)) (InAnaphorSet 315 z618)) (\y617 Some (\e617 A-aN-bN:by e617 e616 y617) (\z True))))) (\z True)))))))))))))))))))) 49 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:fifa e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:fifa e1 v1) (\z True))) (\a1 ^ (^ (N-b{N-aD}:the (\x101 Some (\z True) (\x106 ^ (B-aN:associate x101 x106) (^ (^ (^ (^ (^ (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)) (Some (\e108 ^ (A-aN:french e108 x101) (Some (\x114 ^ (Some (\e114 N-aD:football e114 x114) (\z True)) (Some (\z True) (\x113 B-aN:associate x114 x113))) (\xx114 Some (\z True) (\x111 Some (\e111 ^ (B-aN-bN:federate e111 x111 xx114) (Some (\e110 N-aD:international e110 e111) (\z True))) (\y109 Some (\e109 A-aN-bN:for e109 e108 y109) (\z True)))))) (\z True))) (Some (\z True) (\x102 B-aN:fédérate x101 x102))) (Some (\e103 N-aD:internationale e103 x101) (\z True))) (Some (\e104 A-aN:de e104 x101) (\z True))) (Some (\e105 N-aD:football e105 x101) (\z True))))) (\x N-b{N-aD}:the (\x123 Some (\z True) (\x124 B-aN:organize x123 x124)) (\zz124 ^ (Some (\e125 N-rN:that e125 zz124) (\xx125 Some (\x128 ^ (Some (\e128 N-aD:football e128 x128) (\z True)) (^ (Some (\z True) (\x131 Some (\e131 ^ (B-aN-bA:call e131 x131 (Intension (^ (Some (\e134 N-aD:football e134 x128) (\z True)) (Some (\z True) (\x133 B-aN:associate x128 x133))))) (Some (\e130 A-aN:also e130 e131) (\z True))) (\z True))) (Some (\e127 A-aN:international e127 x128) (\z True)))) (\y126 Some (\e126 B-aN-bN:control e126 xx125 y126) (\z True)))) (Equal zz124 x)))) (Some (\x118 ^ (Some (\e118 N-aD:fifa e118 x118) (\z True)) (^ (^ (B-aN-b{A-aN}:be x118) (InAnaphorSet 1 x118)) (Some (\z120 Some (\e120 N:short e120 z120) (\z True)) (\y119 Some (\e119 A-aN-bN:for e119 x118 y119) (\z True))))) (\x N-b{N-aD}:the (\x123 Some (\z True) (\x124 B-aN:organize x123 x124)) (\zz124 ^ (Some (\e125 N-rN:that e125 zz124) (\xx125 Some (\x128 ^ (Some (\e128 N-aD:football e128 x128) (\z True)) (^ (Some (\z True) (\x131 Some (\e131 ^ (B-aN-bA:call e131 x131 (Intension (^ (Some (\e134 N-aD:football e134 x128) (\z True)) (Some (\z True) (\x133 B-aN:associate x128 x133))))) (Some (\e130 A-aN:also e130 e131) (\z True))) (\z True))) (Some (\e127 A-aN:international e127 x128) (\z True)))) (\y126 Some (\e126 B-aN-bN:control e126 xx125 y126) (\z True)))) (Equal zz124 x))))) (^ (^ (Some (\x204 ^ (Some (\e205 N-aD:building e205 x204) (\z True)) (None (\y204 Some (\e205 N-aD:building e205 y204) (\z True)) (\y204 More (\z ANSUP-aD-b{N-aD}:main y204 z) (\z ANSUP-aD-b{N-aD}:main x204 z)))) (\x207 Some (\z208 ^ (Some (\e208 N:zürich e208 z208) (\z True)) (Some (\e210 N:switzerland e210 z208) (\z True))) (\y207 Some (\e207 ^ (A-aN-bN:in e207 x207 y207) (B-aN-b{A-aN}:be e207)) (\z True)))) (N-b{N-aD}:the (\x215 ^ (Some (\e216 N-aD:president e216 x215) (\z True)) (^ (B-aN-b{A-aN}:be x215) (Some (\e214 ^ (A-aN:now e214 x215) (Some (\e213 A-aN:right e213 e214) (\z True))) (\z True)))) (\x ^ (Some (\e219 N-aD:blatter e219 x) (\z True)) (Some (\e218 N-aD:sepp e218 x) (\z True))))) (^ (^ (Some (\z301 ^ (Some (\e301 N:fifa e301 z301) (\z True)) (InAnaphorSet 202 z301)) (\x302 Some (\x306 ^ (Some (\e306 N-aD:tournament e306 x306) (\z True)) (^ (^ (Some (\e303 A-aN:major e303 x306) (\z True)) (Some (\e304 A-aN:international e304 x306) (\z True))) (Some (\e305 N-aD:football e305 x306) (\z True)))) (\y302 Some (\e302 B-aN-bN:organize e302 x302 y302) (\z True)))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:fifa e301 v301) (\z True)) (InAnaphorSet 202 v301)) (Some (\x306 ^ (Some (\e306 N-aD:tournament e306 x306) (\z True)) (^ (^ (Some (\e303 A-aN:major e303 x306) (\z True)) (Some (\e304 A-aN:international e304 x306) (\z True))) (Some (\e305 N-aD:football e305 x306) (\z True)))) (\y302 Some (\e302 B-aN-bN:organize e302 v301 y302) (\z True))))) (\a301 Some (\a306 Equal a306 (\v306 Some (\z301 ^ (Some (\e301 N:fifa e301 z301) (\z True)) (InAnaphorSet 202 z301)) (\x302 ^ (^ (Some (\e306 N-aD:tournament e306 v306) (\z True)) (^ (^ (Some (\e303 A-aN:major e303 v306) (\z True)) (Some (\e304 A-aN:international e304 v306) (\z True))) (Some (\e305 N-aD:football e305 v306) (\z True)))) (Some (\e302 B-aN-bN:organize e302 x302 v306) (\z True))))) (\a306 N-b{N-aD}:the (\x309 ^ (^ (Some (\e312 N-aD:one e312 x309) (\z True)) (^ (B-aN-b{A-aN}:be x309) (InAnaphorSet 306 x309))) (None (\y310 ^ (Some (\e312 N-aD:one e312 y310) (\z True)) (^ (B-aN-b{A-aN}:be y310) (InAnaphorSet 306 y310))) (\y310 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\e311 ^ (A-aN:famous e311 y310) (Equal z e311)) (\z True)) (\z Some (\e311 ^ (A-aN:famous e311 x309) (Equal z e311)) (\z True))))) (\x N-b{N-aD}:the (\x314 ^ (Some (\e317 N-aD:cup e317 x314) (\z True)) (^ (^ (Some (\e315 N-aD:fifa e315 x314) (\z True)) (InAnaphorSet 301 x314)) (Some (\e316 N-aD:world e316 x314) (\z True)))) (\zz317 ^ (Some (\e319 N-rN:which e319 zz317) (\xx319 Some (\z True) (\x322 Some (\e322 ^ (B-aN-bN:hold e322 x322 xx319) (^ (^ (B-aN-b{A-aN}:be e322) (B-aN-b{L-aN}:have e322)) (Some (\z324 Some (\e324 N:1930 e324 z324) (\z True)) (\y323 Some (\e323 A-aN-bN:since e323 e322 y323) (\z True))))) (\z True)))) (Equal zz317 x))))))) (Some (\a315 Equal a315 (\v315 ^ (Some (\z301 ^ (Some (\e301 N:fifa e301 z301) (\z True)) (InAnaphorSet 202 z301)) (\x302 Some (\x306 ^ (Some (\e306 N-aD:tournament e306 x306) (\z True)) (^ (^ (Some (\e303 A-aN:major e303 x306) (\z True)) (Some (\e304 A-aN:international e304 x306) (\z True))) (Some (\e305 N-aD:football e305 x306) (\z True)))) (\y302 Some (\e302 B-aN-bN:organize e302 x302 y302) (\z True)))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:fifa e301 v301) (\z True)) (InAnaphorSet 202 v301)) (Some (\x306 ^ (Some (\e306 N-aD:tournament e306 x306) (\z True)) (^ (^ (Some (\e303 A-aN:major e303 x306) (\z True)) (Some (\e304 A-aN:international e304 x306) (\z True))) (Some (\e305 N-aD:football e305 x306) (\z True)))) (\y302 Some (\e302 B-aN-bN:organize e302 v301 y302) (\z True))))) (\a301 Some (\a306 Equal a306 (\v306 Some (\z301 ^ (Some (\e301 N:fifa e301 z301) (\z True)) (InAnaphorSet 202 z301)) (\x302 ^ (^ (Some (\e306 N-aD:tournament e306 v306) (\z True)) (^ (^ (Some (\e303 A-aN:major e303 v306) (\z True)) (Some (\e304 A-aN:international e304 v306) (\z True))) (Some (\e305 N-aD:football e305 v306) (\z True)))) (Some (\e302 B-aN-bN:organize e302 x302 v306) (\z True))))) (\a306 Some (\x309 ^ (^ (Some (\e312 N-aD:one e312 x309) (\z True)) (^ (B-aN-b{A-aN}:be x309) (InAnaphorSet 306 x309))) (None (\y310 ^ (Some (\e312 N-aD:one e312 y310) (\z True)) (^ (B-aN-b{A-aN}:be y310) (InAnaphorSet 306 y310))) (\y310 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\e311 ^ (A-aN:famous e311 y310) (Equal z e311)) (\z True)) (\z Some (\e311 ^ (A-aN:famous e311 x309) (Equal z e311)) (\z True))))) (\x ^ (^ (Some (\e317 N-aD:cup e317 v315) (\z True)) (^ (^ (Some (\e315 N-aD:fifa e315 v315) (\z True)) (InAnaphorSet 301 v315)) (Some (\e316 N-aD:world e316 v315) (\z True)))) (^ (Some (\e319 N-rN:which e319 v315) (\xx319 Some (\z True) (\x322 Some (\e322 ^ (B-aN-bN:hold e322 x322 xx319) (^ (^ (B-aN-b{A-aN}:be e322) (B-aN-b{L-aN}:have e322)) (Some (\z324 Some (\e324 N:1930 e324 z324) (\z True)) (\y323 Some (\e323 A-aN-bN:since e323 e322 y323) (\z True))))) (\z True)))) (Equal v315 x)))))))) (\a315 ^ (^ (Some (\z401 ^ (Some (\e401 N:fifa e401 z401) (\z True)) (InAnaphorSet 315 z401)) (\zz403 Some (\z True) (\x403 Some (\e403 ^ (B-aN-bN:establish e403 x403 zz403) (^ (^ (B-aN-b{A-aN}:be e403) (Some (\x410 Some (\e410 N-aD:pari e410 x410) (\z True)) (\y409 Some (\e409 A-aN-bN:in e409 e403 y409) (\z True)))) (Some (\x406 ^ (Some (\e406 N-aD:21 e406 x406) (\z True)) (^ (Some (\e408 N-aD:1904 e408 x406) (\z True)) (Some (\e405 N-aD:may e405 x406) (\z True)))) (\y404 Some (\e404 A-aN-bN:on e404 e403 y404) (\z True))))) (\z True)))) (Some (\z401 ^ (Some (\e401 N:fifa e401 z401) (\z True)) (InAnaphorSet 315 z401)) (\x412 Some (\z True) (\x415 Some (\e415 ^ (B-aN:associate e415 x415) (^ (Some (\e413 A-aN:208 e413 e415) (\z True)) (Some (\e414 A-aN:national e414 e415) (\z True)))) (\y412 Some (\e412 ^ (B-aN-bN:have e412 x412 y412) (Some (\x418 Some (\e418 N-aD:member e418 x418) (\z True)) (\y416 Some (\e416 A-aN-bN:as e416 e412 y416) (\z True)))) (\z True)))))) (Some (\a415 Equal a415 (\v415 ^ (Some (\z401 ^ (Some (\e401 N:fifa e401 z401) (\z True)) (InAnaphorSet 315 z401)) (\zz403 Some (\z True) (\x403 Some (\e403 ^ (B-aN-bN:establish e403 x403 zz403) (^ (^ (B-aN-b{A-aN}:be e403) (Some (\x410 Some (\e410 N-aD:pari e410 x410) (\z True)) (\y409 Some (\e409 A-aN-bN:in e409 e403 y409) (\z True)))) (Some (\x406 ^ (Some (\e406 N-aD:21 e406 x406) (\z True)) (^ (Some (\e408 N-aD:1904 e408 x406) (\z True)) (Some (\e405 N-aD:may e405 x406) (\z True)))) (\y404 Some (\e404 A-aN-bN:on e404 e403 y404) (\z True))))) (\z True)))) (Some (\z401 ^ (Some (\e401 N:fifa e401 z401) (\z True)) (InAnaphorSet 315 z401)) (\x412 Some (\z True) (\x415 ^ (^ (B-aN:associate v415 x415) (^ (Some (\e413 A-aN:208 e413 v415) (\z True)) (Some (\e414 A-aN:national e414 v415) (\z True)))) (Some (\e412 ^ (B-aN-bN:have e412 x412 v415) (Some (\x418 Some (\e418 N-aD:member e418 x418) (\z True)) (\y416 Some (\e416 A-aN-bN:as e416 e412 y416) (\z True)))) (\z True))))))) (\a415 ^ (Some (\x505 ^ (Some (\e505 N-aD:language e505 x505) (\z True)) (^ (B-aN-b{A-aN}:be x505) (Some (\e504 A-aN:official e504 x505) (\z True)))) (\x ^ (Some (\e507 N-aD:english e507 x) (\z True)) (^ (Some (\e509 N-aD:french e509 x) (\z True)) (^ (Some (\e511 N-aD:german e511 x) (\z True)) (Some (\e513 N-aD:spanish e513 x) (\z True)))))) (Some (\z606 ^ (Some (\e606 N:fifa e606 z606) (\z True)) (InAnaphorSet 502 z606)) (\xx606 Some (\a606 Equal a606 (\v606 ^ (Some (\e606 N:fifa e606 xx606) (\z True)) (InAnaphorSet 502 xx606))) (\a606 N-b{N-aD}:the (\x601 ^ (^ (Some (\e604 N-aD-bO:organ e604 x601 xx606) (\z True)) (B-aN-b{A-aN}:be x601)) (None (\y602 ^ (Some (\e604 N-aD-bO:organ e604 y602 xx606) (\z True)) (B-aN-b{A-aN}:be y602)) (\y602 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\e603 ^ (A-aN:powerful e603 y602) (Equal z e603)) (\z True)) (\z Some (\e603 ^ (A-aN:powerful e603 x601) (Equal z e603)) (\z True))))) (\x N-b{N-aD}:the (\x608 ^ (Some (\e610 N-aD:congress e610 x608) (\z True)) (^ (Some (\e609 N-aD:fifa e609 x608) (\z True)) (InAnaphorSet 606 x608))) (\zz610 ^ (Some (\e612 N-rN:which e612 zz610) (\xx612 ^ (B-aN-b{A-aN}:be xx612) (N-b{N-aD}:an (\x614 ^ (Some (\e615 N-aD:assembly e615 x614) (\z True)) (Some (\z True) (\w616 Some (\x619 ^ (Some (\e619 N-aD:representative e619 x619) (\z True)) (N-b{N-aD}:each (\x621 Some (\z True) (\x623 ^ (B-aN:associate x621 x623) (^ (InAnaphorSet 415 x621) (Some (\e622 N-aD:member e622 x621) (\z True))))) (\y620 Some (\e620 A-aN-bN:from e620 x619 y620) (\z True)))) (\x616 Some (\z True) (\y616 Some (\e616 B-aN-bO-bPup-bN:make e616 w616 x616 y616 x614) (\z True)))))) (\y Equal y xx612)))) (Equal zz610 x))))))))))))))) 50 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:fat e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:fat e1 v1) (\z True))) (\a1 ^ (^ (Some (\x101 ^ (Some (\e101 N-aD:fat e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e103 N:something e103 x) (\z True)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:find e104 x104 x) (Some (\x106 Some (\e106 N-aD:food e106 x106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 e104 y105) (\z True)))) (\z True))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:fat e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (Some (\e103 N:something e103 v101) (\z True)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:find e104 x104 v101) (Some (\x106 Some (\e106 N-aD:food e106 x106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 e104 y105) (\z True)))) (\z True)))))) (\a101 Some (\z109 ^ (Some (\e109 N:it e109 z109) (\z True)) (^ (B-aN-b{A-aN}:be z109) (InAnaphorSet 101 z109))) (\x Some (\x116 Some (\e116 N-aD:energy e116 x116) (\z True)) (\xx116 N-b{N-aD}:the (\x111 ^ (Some (\e114 N-aD-bO:kind e114 x111 xx116) (\z True)) (None (\y112 Some (\e114 N-aD-bO:kind e114 y112 xx116) (\z True)) (\y112 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:concentrate e113 x113 y112) (Equal z e113)) (\z True))) (\z Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:concentrate e113 x113 x111) (Equal z e113)) (\z True)))))) (\zz112 ^ (Some (\e117 N-rN:that e117 zz112) (\xx117 N-b{N-aD}:a (\x118 Some (\e119 N-aD:human e119 x118) (\z True)) (\x121 Some (\e121 ^ (B-aN-bN:use e121 x121 xx117) (B-aN-b{B-aN}:can e121)) (\z True)))) (Equal zz112 x))))))) (Some (\a109 Equal a109 (\v109 ^ (Some (\x101 ^ (Some (\e101 N-aD:fat e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e103 N:something e103 x) (\z True)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:find e104 x104 x) (Some (\x106 Some (\e106 N-aD:food e106 x106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 e104 y105) (\z True)))) (\z True))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:fat e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (Some (\e103 N:something e103 v101) (\z True)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:find e104 x104 v101) (Some (\x106 Some (\e106 N-aD:food e106 x106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 e104 y105) (\z True)))) (\z True)))))) (\a101 ^ (^ (Some (\e109 N:it e109 v109) (\z True)) (^ (B-aN-b{A-aN}:be v109) (InAnaphorSet 101 v109))) (Some (\x116 Some (\e116 N-aD:energy e116 x116) (\z True)) (\xx116 N-b{N-aD}:the (\x111 ^ (Some (\e114 N-aD-bO:kind e114 x111 xx116) (\z True)) (None (\y112 Some (\e114 N-aD-bO:kind e114 y112 xx116) (\z True)) (\y112 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:concentrate e113 x113 y112) (Equal z e113)) (\z True))) (\z Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:concentrate e113 x113 x111) (Equal z e113)) (\z True)))))) (\zz112 ^ (Some (\e117 N-rN:that e117 zz112) (\xx117 N-b{N-aD}:a (\x118 Some (\e119 N-aD:human e119 x118) (\z True)) (\x121 Some (\e121 ^ (B-aN-bN:use e121 x121 xx117) (B-aN-b{B-aN}:can e121)) (\z True)))) (Equal zz112 v109)))))))) (\a109 Some (\a116 Equal a116 (\v116 ^ (Some (\x101 ^ (Some (\e101 N-aD:fat e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e103 N:something e103 x) (\z True)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:find e104 x104 x) (Some (\x106 Some (\e106 N-aD:food e106 x106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 e104 y105) (\z True)))) (\z True))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:fat e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (Some (\e103 N:something e103 v101) (\z True)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:find e104 x104 v101) (Some (\x106 Some (\e106 N-aD:food e106 x106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 e104 y105) (\z True)))) (\z True)))))) (\a101 Some (\z109 ^ (Some (\e109 N:it e109 z109) (\z True)) (^ (B-aN-b{A-aN}:be z109) (InAnaphorSet 101 z109))) (\x ^ (Some (\e116 N-aD:energy e116 v116) (\z True)) (N-b{N-aD}:the (\x111 ^ (Some (\e114 N-aD-bO:kind e114 x111 v116) (\z True)) (None (\y112 Some (\e114 N-aD-bO:kind e114 y112 v116) (\z True)) (\y112 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:concentrate e113 x113 y112) (Equal z e113)) (\z True))) (\z Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:concentrate e113 x113 x111) (Equal z e113)) (\z True)))))) (\zz112 ^ (Some (\e117 N-rN:that e117 zz112) (\xx117 N-b{N-aD}:a (\x118 Some (\e119 N-aD:human e119 x118) (\z True)) (\x121 Some (\e121 ^ (B-aN-bN:use e121 x121 xx117) (B-aN-b{B-aN}:can e121)) (\z True)))) (Equal zz112 x)))))))) (\a116 Some (\a119 Equal a119 (\v119 ^ (Some (\x101 ^ (Some (\e101 N-aD:fat e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e103 N:something e103 x) (\z True)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:find e104 x104 x) (Some (\x106 Some (\e106 N-aD:food e106 x106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 e104 y105) (\z True)))) (\z True))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:fat e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (Some (\e103 N:something e103 v101) (\z True)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:find e104 x104 v101) (Some (\x106 Some (\e106 N-aD:food e106 x106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 e104 y105) (\z True)))) (\z True)))))) (\a101 Some (\z109 ^ (Some (\e109 N:it e109 z109) (\z True)) (^ (B-aN-b{A-aN}:be z109) (InAnaphorSet 101 z109))) (\x Some (\x116 Some (\e116 N-aD:energy e116 x116) (\z True)) (\xx116 ^ (^ (Some (\e114 N-aD-bO:kind e114 x xx116) (\z True)) (None (\y112 Some (\e114 N-aD-bO:kind e114 y112 xx116) (\z True)) (\y112 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:concentrate e113 x113 y112) (Equal z e113)) (\z True))) (\z Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:concentrate e113 x113 x) (Equal z e113)) (\z True)))))) (Some (\e117 N-rN:that e117 x) (\xx117 ^ (Some (\e119 N-aD:human e119 v119) (\z True)) (Some (\e121 ^ (B-aN-bN:use e121 v119 xx117) (B-aN-b{B-aN}:can e121)) (\z True)))))))))) (\a119 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 109 z201)) (\x202 Some (\x204 ^ (Some (\e204 N-aD:kilocalorie e204 x204) (\z True)) (^ (Some (\x207 ^ (Some (\e207 N-aD:gram e207 x207) (\z True)) (Some (\e206 A-aN:one e206 x207) (\z True))) (\y205 Some (\e205 A-aN-bN:in e205 x204 y205) (\z True))) (Some (\e203 A-aN:9 e203 x204) (\z True)))) (\y202 Some (\e202 B-aN-bN:have e202 x202 y202) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 109 v201)) (Some (\x204 ^ (Some (\e204 N-aD:kilocalorie e204 x204) (\z True)) (^ (Some (\x207 ^ (Some (\e207 N-aD:gram e207 x207) (\z True)) (Some (\e206 A-aN:one e206 x207) (\z True))) (\y205 Some (\e205 A-aN-bN:in e205 x204 y205) (\z True))) (Some (\e203 A-aN:9 e203 x204) (\z True)))) (\y202 Some (\e202 B-aN-bN:have e202 v201 y202) (\z True))))) (\a201 ^ (Some (\x306 ^ (Some (\e306 N-aD:energy e306 x306) (\z True)) (InAnaphorSet 116 x306)) (\xx306 N-b{N-aD}:the (\x301 ^ (Some (\e304 N-aD-bO:type e304 x301 xx306) (\z True)) (^ (^ (B-aN-b{A-aN}:be x301) (Some (\e302 A-aN:other e302 x301) (\z True))) (Some (\e303 A-aN:two e303 x301) (\z True)))) (\zz304 ^ (Some (\e307 N-rN:that e307 zz304) (\xx307 Some (\x308 ^ (Some (\e308 N-aD:human e308 x308) (\z True)) (InAnaphorSet 119 x308)) (\x310 Some (\e310 ^ (B-aN-bN:use e310 x310 xx307) (B-aN-b{B-aN}:can e310)) (\z True)))) (^ (Some (\e312 N-aD:carbohydrate e312 zz304) (\z True)) (Some (\e314 N-aD:protein e314 zz304) (\z True)))))) (Some (\a308 Equal a308 (\v308 Some (\x306 ^ (Some (\e306 N-aD:energy e306 x306) (\z True)) (InAnaphorSet 116 x306)) (\xx306 Some (\x301 ^ (Some (\e304 N-aD-bO:type e304 x301 xx306) (\z True)) (^ (^ (B-aN-b{A-aN}:be x301) (Some (\e302 A-aN:other e302 x301) (\z True))) (Some (\e303 A-aN:two e303 x301) (\z True)))) (\zz304 ^ (Some (\e307 N-rN:that e307 zz304) (\xx307 ^ (^ (Some (\e308 N-aD:human e308 v308) (\z True)) (InAnaphorSet 119 v308)) (Some (\e310 ^ (B-aN-bN:use e310 v308 xx307) (B-aN-b{B-aN}:can e310)) (\z True)))) (^ (Some (\e312 N-aD:carbohydrate e312 zz304) (\z True)) (Some (\e314 N-aD:protein e314 zz304) (\z True))))))) (\a308 ^ (Some (\z401 ^ (Some (\e401 N:those e401 z401) (\z True)) (^ (InAnaphorSet 313 z401) (Some (\e402 N:each e402 z401) (\z True)))) (\x403 Some (\x405 ^ (Some (\e405 N-aD:kilocalorie e405 x405) (\z True)) (^ (Some (\x408 ^ (Some (\e408 N-aD:gram e408 x408) (\z True)) (Some (\e407 A-aN:one e407 x408) (\z True))) (\y406 Some (\e406 A-aN-bN:in e406 x405 y406) (\z True))) (Some (\e404 A-aN:4 e404 x405) (\z True)))) (\y403 Some (\e403 B-aN-bN:have e403 x403 y403) (\z True)))) (^ (N-b{N-aD}:the (\x501 ^ (Some (\e503 N-aD:body e503 x501) (\z True)) (Some (\e502 A-aN:human e502 x501) (\z True))) (\x504 Some (\a503 Equal a503 (\v503 ^ (Some (\e503 N-aD:body e503 x504) (\z True)) (Some (\e502 A-aN:human e502 x504) (\z True)))) (\a503 N-b{N-aD}:the (\x505 ^ (Some (\e506 N-aD:fat e506 x505) (\z True)) (InAnaphorSet 201 x505)) (\y504 Some (\e504 ^ (B-aN-bN:use e504 x504 y504) (Some (\e508 B-aN-bA:make e508 e504 (Intension (N-b{N-aD}:the (\x509 ^ (Some (\e510 N-aD:body e510 x509) (\z True)) (InAnaphorSet 503 x509)) (\x511 Some (\e511 A-aN:big e511 x511) (\z True))))) (\z True))) (\z True))))) (Some (\a506 Equal a506 (\v506 Some (\x501 ^ (Some (\e503 N-aD:body e503 x501) (\z True)) (Some (\e502 A-aN:human e502 x501) (\z True))) (\x504 Some (\a503 Equal a503 (\v503 ^ (Some (\e503 N-aD:body e503 x504) (\z True)) (Some (\e502 A-aN:human e502 x504) (\z True)))) (\a503 ^ (^ (Some (\e506 N-aD:fat e506 v506) (\z True)) (InAnaphorSet 201 v506)) (Some (\e504 ^ (B-aN-bN:use e504 x504 v506) (Some (\e508 B-aN-bA:make e508 e504 (Intension (N-b{N-aD}:the (\x509 ^ (Some (\e510 N-aD:body e510 x509) (\z True)) (InAnaphorSet 503 x509)) (\x511 Some (\e511 A-aN:big e511 x511) (\z True))))) (\z True))) (\z True)))))) (\a506 N-b{N-aD}:the (\x601 ^ (Some (\e602 N-aD:human e602 x601) (\z True)) (InAnaphorSet 308 x601)) (\x603 Some (\x605 ^ (Some (\e605 N-aD:thing e605 x605) (\z True)) (^ (Some (\x607 Some (\e607 N-aD:vegetable e607 x607) (\z True)) (\y606 Some (\e606 A-aN-bN:like e606 x605 y606) (\z True))) (Some (\e604 A-aN:healthy e604 x605) (\z True)))) (\y603 Some (\e603 ^ (B-aN-bN:eat e603 x603 y603) (^ (^ (Some (\z618 ^ (Some (\e618 N:fat e618 z618) (\z True)) (InAnaphorSet 506 z618)) (\xx618 N-b{N-aD}:the (\x615 Some (\e616 N-aD-bO:effect e616 x615 xx618) (\z True)) (\y609 Some (\e609 B-aN-bN:nullify e609 e603 y609) (\z True)))) (Some (\z618 ^ (Some (\e618 N:fat e618 z618) (\z True)) (InAnaphorSet 506 z618)) (\xx618 N-b{N-aD}:the (\x615 Some (\e616 N-aD-bO:effect e616 x615 xx618) (\z True)) (\y611 Some (\e611 B-aN-bN:stop e611 e603 y611) (\z True))))) (Some (\z618 ^ (Some (\e618 N:fat e618 z618) (\z True)) (InAnaphorSet 506 z618)) (\xx618 N-b{N-aD}:the (\x615 Some (\e616 N-aD-bO:effect e616 x615 xx618) (\z True)) (\y614 Some (\e614 B-aN-bN:reverse e614 e603 y614) (\z True)))))) (\z True))))))))))))))))) 51 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:habitat e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:habitat e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:habitat e102 x101) (\z True)) (InAnaphorSet 1 x101)) (\x103 N-b{N-aD}:the (\x104 Some (\e105 N-aD:place e105 x104) (\z True)) (\zz105 ^ (^ (Some (\x108 ^ (Some (\e108 N-aD:animal e108 x108) (\z True)) (Some (\e107 A-aN:many e107 x108) (\z True))) (\x111 Some (\e111 ^ (B-aN:live e111 x111) (Some (\e106 A-aN-rN:where e106 e111 zz105) (\z True))) (\z True))) (Some (\x110 ^ (Some (\e110 N-aD:plant e110 x110) (\z True)) (Some (\e107 A-aN:many e107 x110) (\z True))) (\x111 Some (\e111 ^ (B-aN:live e111 x111) (Some (\e106 A-aN-rN:where e106 e111 zz105) (\z True))) (\z True)))) (Some (\e103 B-aN-bN:describe e103 x103 zz105) (\z True))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:habitat e102 v102) (\z True)) (InAnaphorSet 1 v102)) (N-b{N-aD}:the (\x104 Some (\e105 N-aD:place e105 x104) (\z True)) (\zz105 ^ (^ (Some (\x108 ^ (Some (\e108 N-aD:animal e108 x108) (\z True)) (Some (\e107 A-aN:many e107 x108) (\z True))) (\x111 Some (\e111 ^ (B-aN:live e111 x111) (Some (\e106 A-aN-rN:where e106 e111 zz105) (\z True))) (\z True))) (Some (\x110 ^ (Some (\e110 N-aD:plant e110 x110) (\z True)) (Some (\e107 A-aN:many e107 x110) (\z True))) (\x111 Some (\e111 ^ (B-aN:live e111 x111) (Some (\e106 A-aN-rN:where e106 e111 zz105) (\z True))) (\z True)))) (Some (\e103 B-aN-bN:describe e103 v102 zz105) (\z True)))))) (\a102 Some (\a108 Equal a108 (\v108 Some (\x101 ^ (Some (\e102 N-aD:habitat e102 x101) (\z True)) (InAnaphorSet 1 x101)) (\x103 Some (\x104 Some (\e105 N-aD:place e105 x104) (\z True)) (\zz105 ^ (^ (^ (^ (Some (\e108 N-aD:animal e108 v108) (\z True)) (Some (\e107 A-aN:many e107 v108) (\z True))) (Some (\e111 ^ (B-aN:live e111 v108) (Some (\e106 A-aN-rN:where e106 e111 zz105) (\z True))) (\z True))) (Some (\x110 ^ (Some (\e110 N-aD:plant e110 x110) (\z True)) (Some (\e107 A-aN:many e107 x110) (\z True))) (\x111 Some (\e111 ^ (B-aN:live e111 x111) (Some (\e106 A-aN-rN:where e106 e111 zz105) (\z True))) (\z True)))) (Some (\e103 B-aN-bN:describe e103 x103 zz105) (\z True)))))) (\a108 Some (\a110 Equal a110 (\v110 Some (\x101 ^ (Some (\e102 N-aD:habitat e102 x101) (\z True)) (InAnaphorSet 1 x101)) (\x103 Some (\x104 Some (\e105 N-aD:place e105 x104) (\z True)) (\zz105 ^ (^ (Some (\x108 ^ (Some (\e108 N-aD:animal e108 x108) (\z True)) (Some (\e107 A-aN:many e107 x108) (\z True))) (\x111 Some (\e111 ^ (B-aN:live e111 x111) (Some (\e106 A-aN-rN:where e106 e111 zz105) (\z True))) (\z True))) (^ (^ (Some (\e110 N-aD:plant e110 v110) (\z True)) (Some (\e107 A-aN:many e107 v110) (\z True))) (Some (\e111 ^ (B-aN:live e111 v110) (Some (\e106 A-aN-rN:where e106 e111 zz105) (\z True))) (\z True)))) (Some (\e103 B-aN-bN:describe e103 x103 zz105) (\z True)))))) (\a110 ^ (N-b{N-aD}:the (\x210 ^ (Some (\e212 N-aD:habitat e212 x210) (\z True)) (^ (InAnaphorSet 102 x210) (Some (\e211 A-aN:same e211 x210) (\z True)))) (\xx212 ^ (Some (\x205 ^ (Some (\e205 N-aD:animal e205 x205) (\z True)) (InAnaphorSet 108 x205)) (\xx206 Some (\x203 ^ (Some (\e203 N-aD-bO:type e203 x203 xx206) (\z True)) (^ (Some (\e201 A-aN:many e201 x203) (\z True)) (Some (\e202 A-aN:different e202 x203) (\z True)))) (\x209 Some (\e209 ^ (B-aN-bN:share e209 x209 xx212) (B-aN-b{B-aN}:can e209)) (\z True)))) (Some (\x207 ^ (Some (\e207 N-aD:plant e207 x207) (\z True)) (InAnaphorSet 110 x207)) (\xx206 Some (\x203 ^ (Some (\e203 N-aD-bO:type e203 x203 xx206) (\z True)) (^ (Some (\e201 A-aN:many e201 x203) (\z True)) (Some (\e202 A-aN:different e202 x203) (\z True)))) (\x209 Some (\e209 ^ (B-aN-bN:share e209 x209 xx212) (B-aN-b{B-aN}:can e209)) (\z True)))))) (Some (\a212 Equal a212 (\v212 ^ (^ (Some (\e212 N-aD:habitat e212 v212) (\z True)) (^ (InAnaphorSet 102 v212) (Some (\e211 A-aN:same e211 v212) (\z True)))) (^ (Some (\x205 ^ (Some (\e205 N-aD:animal e205 x205) (\z True)) (InAnaphorSet 108 x205)) (\xx206 Some (\x203 ^ (Some (\e203 N-aD-bO:type e203 x203 xx206) (\z True)) (^ (Some (\e201 A-aN:many e201 x203) (\z True)) (Some (\e202 A-aN:different e202 x203) (\z True)))) (\x209 Some (\e209 ^ (B-aN-bN:share e209 x209 v212) (B-aN-b{B-aN}:can e209)) (\z True)))) (Some (\x207 ^ (Some (\e207 N-aD:plant e207 x207) (\z True)) (InAnaphorSet 110 x207)) (\xx206 Some (\x203 ^ (Some (\e203 N-aD-bO:type e203 x203 xx206) (\z True)) (^ (Some (\e201 A-aN:many e201 x203) (\z True)) (Some (\e202 A-aN:different e202 x203) (\z True)))) (\x209 Some (\e209 ^ (B-aN-bN:share e209 x209 v212) (B-aN-b{B-aN}:can e209)) (\z True))))))) (\a212 Some (\a209 Equal a209 (\v209 Some (\x210 ^ (Some (\e212 N-aD:habitat e212 x210) (\z True)) (^ (InAnaphorSet 102 x210) (Some (\e211 A-aN:same e211 x210) (\z True)))) (\xx212 ^ (Some (\x205 ^ (Some (\e205 N-aD:animal e205 x205) (\z True)) (InAnaphorSet 108 x205)) (\xx206 Some (\x203 ^ (Some (\e203 N-aD-bO:type e203 x203 xx206) (\z True)) (^ (Some (\e201 A-aN:many e201 x203) (\z True)) (Some (\e202 A-aN:different e202 x203) (\z True)))) (\x209 ^ (B-aN-bN:share v209 x209 xx212) (B-aN-b{B-aN}:can v209)))) (Some (\x207 ^ (Some (\e207 N-aD:plant e207 x207) (\z True)) (InAnaphorSet 110 x207)) (\xx206 Some (\x203 ^ (Some (\e203 N-aD-bO:type e203 x203 xx206) (\z True)) (^ (Some (\e201 A-aN:many e201 x203) (\z True)) (Some (\e202 A-aN:different e202 x203) (\z True)))) (\x209 ^ (B-aN-bN:share v209 x209 xx212) (B-aN-b{B-aN}:can v209))))))) (\a209 ^ (Some (\z305 ^ (Some (\e305 N:it e305 z305) (\z True)) (InAnaphorSet 212 z305)) (\zz307 Some (\z True) (\x307 Some (\e307 ^ (B-aN-bA:call e307 x307 (Intension (N-b{N-aD}:a (\x308 Some (\e309 N-aD:biotope e309 x308) (\z True)) (\y Equal y zz307)))) (^ (B-aN-b{A-aN}:be e307) (N-b{N-aD}:that (\x302 ^ (Some (\e303 N-aD:case e303 x302) (\z True)) (InAnaphorSet 209 x302)) (\y301 Some (\e301 A-aN-bN:in e301 e307 y301) (\z True))))) (\z True)))) (^ (N-b{N-aD}:a (\x401 ^ (Some (\e402 N-aD:habitat e402 x401) (\z True)) (InAnaphorSet 212 x401)) (\zz406 Some (\z True) (\x406 Some (\e406 ^ (B-aN-bA:call e406 x406 (Intension (^ (N-b{N-aD}:an (\x407 ^ (Some (\e408 N-aD:ecosystem e408 x407) (\z True)) (InAntecedentSet 408 x407)) (\y Equal y zz406)) (N-b{N-aD}:a (\x410 Some (\e411 N-aD:biome e411 x410) (\z True)) (\y Equal y zz406))))) (^ (B-aN-b{A-aN}:be e406) (^ (B-aN-b{B-aN}:can e406) (Some (\e404 A-aN:also e404 e406) (\z True))))) (\z True)))) (Some (\z601 ^ (Some (\e601 N:habitat e601 z601) (\z True)) (InAnaphorSet 212 z601)) (\zz604 Some (\z True) (\x604 Some (\e604 ^ (B-aN-bA:call e604 x604 (Intension (N-b{N-aD}:a (\x605 ^ (Some (\e607 N-aD:place e607 x605) (\z True)) (Some (\e606 A-aN:dwelling e606 x605) (\z True))) (\y Equal y zz604)))) (^ (B-aN-b{A-aN}:be e604) (Some (\e603 A-aN:also e603 e604) (\z True)))) (\z True))))))))))))))) 52 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:bowl e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:bowl e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:bowl e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:container e105 x104) (\z True)) (Some (\z107 Some (\e107 N:food e107 z107) (\z True)) (\y106 Some (\e106 A-aN-bN:for e106 x104 y106) (\z True)))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:bowl e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:container e105 x104) (\z True)) (Some (\z107 Some (\e107 N:food e107 z107) (\z True)) (\y106 Some (\e106 A-aN-bN:for e106 x104 y106) (\z True)))) (\y Equal y v102)))) (\a102 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 102 z201)) (\x203 ^ (Some (\x204 ^ (Some (\e204 N-aD:liquid e204 x204) (\z True)) (Some (\x208 ^ (Some (\e208 N-aD:soup e208 x208) (\z True)) (InAnaphorSet 204 x208)) (\y207 Some (\e207 ^ (A-aN-bN:as e207 x204 y207) (Some (\e206 A-aN:such e206 e207) (\z True))) (\z True)))) (\y203 Some (\e203 ^ (B-aN-bN:hold e203 x203 y203) (B-aN-b{B-aN}:can e203)) (\z True))) (Some (\x210 ^ (Some (\e210 N-aD:solid e210 x210) (\z True)) (Some (\x213 ^ (Some (\e213 N-aD:popcorn e213 x213) (\z True)) (InAnaphorSet 210 x213)) (\y212 Some (\e212 A-aN-bN:like e212 x210 y212) (\z True)))) (\y203 Some (\e203 ^ (B-aN-bN:hold e203 x203 y203) (B-aN-b{B-aN}:can e203)) (\z True))))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 102 v201)) (^ (Some (\x204 ^ (Some (\e204 N-aD:liquid e204 x204) (\z True)) (Some (\x208 ^ (Some (\e208 N-aD:soup e208 x208) (\z True)) (InAnaphorSet 204 x208)) (\y207 Some (\e207 ^ (A-aN-bN:as e207 x204 y207) (Some (\e206 A-aN:such e206 e207) (\z True))) (\z True)))) (\y203 Some (\e203 ^ (B-aN-bN:hold e203 v201 y203) (B-aN-b{B-aN}:can e203)) (\z True))) (Some (\x210 ^ (Some (\e210 N-aD:solid e210 x210) (\z True)) (Some (\x213 ^ (Some (\e213 N-aD:popcorn e213 x213) (\z True)) (InAnaphorSet 210 x213)) (\y212 Some (\e212 A-aN-bN:like e212 x210 y212) (\z True)))) (\y203 Some (\e203 ^ (B-aN-bN:hold e203 v201 y203) (B-aN-b{B-aN}:can e203)) (\z True)))))) (\a201 ^ (Some (\x301 Some (\e301 N-aD:people e301 x301) (\z True)) (\x303 Some (\x304 Some (\e304 N-aD:salad e304 x304) (\z True)) (\y303 Some (\e303 ^ (B-aN-bN:prepare e303 x303 y303) (^ (Some (\e302 A-aN:also e302 e303) (\z True)) (Some (\z306 ^ (Some (\e306 N:it e306 z306) (\z True)) (InAnaphorSet 201 z306)) (\y305 Some (\e305 A-aN-bN:in e305 e303 y305) (\z True))))) (\z True)))) (^ (N-b{N-aD}:a (\x401 ^ (Some (\e402 N-aD:bowl e402 x401) (\z True)) (InAnaphorSet 201 x401)) (\x404 N-b{N-aD}:a (\x405 ^ (Some (\e406 N-aD:ball e406 x405) (\z True)) (Some (\z True) (\x407 Some (\e407 ^ (B-aN-bN:cut e407 x407 x405) (Some (\z409 Some (\e409 N:half e409 z409) (\z True)) (\y408 Some (\e408 A-aN-bN:in e408 e407 y408) (\z True)))) (\z True)))) (\y404 Some (\e404 ^ (A-aN-bN:like e404 x404 y404) (B-aN-b{A-aN}:be e404)) (\z True)))) (Some (\x501 ^ (Some (\e501 N-aD:bowl e501 x501) (\z True)) (InAnaphorSet 201 x501)) (\zz504 Some (\z True) (\x504 Some (\e504 ^ (B-aN-bN:make e504 x504 zz504) (^ (^ (B-aN-b{A-aN}:be e504) (Some (\e503 A-aN:usual e503 e504) (\z True))) (^ (Some (\z506 Some (\e506 N:glass e506 z506) (\z True)) (\y505 Some (\e505 A-aN-bN:from e505 e504 y505) (\z True))) (^ (Some (\z508 Some (\e508 N:ceramic e508 z508) (\z True)) (\y505 Some (\e505 A-aN-bN:from e505 e504 y505) (\z True))) (^ (Some (\z510 Some (\e510 N:wood e510 z510) (\z True)) (\y505 Some (\e505 A-aN-bN:from e505 e504 y505) (\z True))) (Some (\z512 Some (\e512 N:plastic e512 z512) (\z True)) (\y505 Some (\e505 A-aN-bN:from e505 e504 y505) (\z True)))))))) (\z True)))))))))))) 53 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:trust e1 x1) (\z True)) (\z True)) (^ (Some (\x101 Some (\e101 N-aD:trust e101 x101) (\z True)) (\x103 Some (\e103 ^ (B-aN:refer e103 x103) (^ (B-aN-b{B-aN}:may e103) (Some (\e104 A-aN:to e104 e103) (\z True)))) (\z True))) (Some (\z True) (\x201 Some (\z True) (\x203 Some (\e203 ^ (B-aN:relate e203 x203) (^ (Some (\e205 A-aN:social e205 e203) (\z True)) (Some (\e202 A-aN:personal e202 e203) (\z True)))) (\y201 Some (\e201 A-aN-bN:in e201 x201 y201) (\z True))))))) 54 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:fleet e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:fleet e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:fleet e101 z101) (\z True)) (InAnaphorSet 1 z101)) (\x103 Some (\e103 ^ (B-aN-bC:mean e103 x103 (Intension (Some (\z True) (\z True)))) (B-aN-b{B-aN}:may e103)) (\z True))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:fleet e101 v101) (\z True)) (InAnaphorSet 1 v101)) (Some (\e103 ^ (B-aN-bC:mean e103 v101 (Intension (Some (\z True) (\z True)))) (B-aN-b{B-aN}:may e103)) (\z True)))) (\a101 ^ (Some (\x201 Some (\e201 N-aD:vehicle e201 x201) (\z True)) (\z True)) (Some (\a201 Equal a201 (\v201 Some (\e201 N-aD:vehicle e201 v201) (\z True))) (\a201 N-b{N-aD}:a (\x301 ^ (Some (\e302 N-aD:fleet e302 x301) (\z True)) (^ (B-aN-b{A-aN}:be x301) (InAnaphorSet 101 x301))) (\x ^ (Some (\x307 Some (\e307 N-aD:ship e307 x307) (\z True)) (\xx308 N-b{N-aD}:a (\x304 Some (\z True) (\x305 B-aN-bN:collect x304 x305 xx308)) (\y Equal y x))) (Some (\x309 ^ (Some (\e309 N-aD:vehicle e309 x309) (\z True)) (InAnaphorSet 201 x309)) (\xx308 N-b{N-aD}:a (\x304 Some (\z True) (\x305 B-aN-bN:collect x304 x305 xx308)) (\y Equal y x))))))))))) 55 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:dragon e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:dragon e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:the (\x101 ^ (Some (\e102 N-aD:dragon e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 ^ (Some (\e106 N-aD:creature e106 x104) (\z True)) (^ (Some (\e107 ^ (B-aN:belong e107 x104) (^ (Some (\z112 Some (\e112 N:mythology e112 z112) (\z True)) (\xx116 N-b{N-aD}:the (\x109 Some (\e110 N-aD-bO:world e110 x109 xx116) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True)))) (^ (Some (\x115 ^ (Some (\e115 N-aD:telling e115 x115) (\z True)) (Some (\e114 N-aD:story e114 x115) (\z True))) (\xx116 N-b{N-aD}:the (\x109 Some (\e110 N-aD-bO:world e110 x109 xx116) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True)))) (Some (\x117 Some (\e117 N-aD:fantasy e117 x117) (\z True)) (\xx116 N-b{N-aD}:the (\x109 Some (\e110 N-aD-bO:world e110 x109 xx116) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True))))))) (\z True)) (Some (\e105 A-aN:legendary e105 x104) (\z True)))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:dragon e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 ^ (Some (\e106 N-aD:creature e106 x104) (\z True)) (^ (Some (\e107 ^ (B-aN:belong e107 x104) (^ (Some (\z112 Some (\e112 N:mythology e112 z112) (\z True)) (\xx116 N-b{N-aD}:the (\x109 Some (\e110 N-aD-bO:world e110 x109 xx116) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True)))) (^ (Some (\x115 ^ (Some (\e115 N-aD:telling e115 x115) (\z True)) (Some (\e114 N-aD:story e114 x115) (\z True))) (\xx116 N-b{N-aD}:the (\x109 Some (\e110 N-aD-bO:world e110 x109 xx116) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True)))) (Some (\x117 Some (\e117 N-aD:fantasy e117 x117) (\z True)) (\xx116 N-b{N-aD}:the (\x109 Some (\e110 N-aD-bO:world e110 x109 xx116) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True))))))) (\z True)) (Some (\e105 A-aN:legendary e105 x104) (\z True)))) (\y Equal y v102)))) (\a102 Some (\a114 Equal a114 (\v114 Some (\x101 ^ (Some (\e102 N-aD:dragon e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e106 N-aD:creature e106 x) (\z True)) (^ (Some (\e107 ^ (B-aN:belong e107 x) (^ (Some (\z112 Some (\e112 N:mythology e112 z112) (\z True)) (\xx116 N-b{N-aD}:the (\x109 Some (\e110 N-aD-bO:world e110 x109 xx116) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True)))) (^ (^ (^ (Some (\e115 N-aD:telling e115 v114) (\z True)) (Some (\e114 N-aD:story e114 v114) (\z True))) (N-b{N-aD}:the (\x109 Some (\e110 N-aD-bO:world e110 x109 v114) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True)))) (Some (\x117 Some (\e117 N-aD:fantasy e117 x117) (\z True)) (\xx116 N-b{N-aD}:the (\x109 Some (\e110 N-aD-bO:world e110 x109 xx116) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True))))))) (\z True)) (Some (\e105 A-aN:legendary e105 x) (\z True)))))) (\a114 ^ (Some (\x203 ^ (Some (\e203 N-aD:story e203 x203) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x203) (InAnaphorSet 114 x203)) (^ (Some (\x208 ^ (Some (\e208 N-aD:culture e208 x208) (\z True)) (Some (\e207 A-aN:chinese e207 x208) (\z True))) (\y206 Some (\e206 A-aN-bN:in e206 x203 y206) (\z True))) (^ (Some (\x211 ^ (Some (\e211 N-aD:culture e211 x211) (\z True)) (Some (\e210 A-aN:european e210 x211) (\z True))) (\y206 Some (\e206 A-aN-bN:in e206 x203 y206) (\z True))) (^ (Some (\x215 ^ (Some (\e215 N-aD:culture e215 x215) (\z True)) (Some (\e214 ^ (A-aN:american e214 x215) (Some (\e213 A-aN:south e213 e214) (\z True))) (\z True))) (\y206 Some (\e206 A-aN-bN:in e206 x203 y206) (\z True))) (Some (\x219 ^ (Some (\e219 N-aD:other e219 x219) (\z True)) (Some (\e218 A-aN:many e218 x219) (\z True))) (\y206 Some (\e206 A-aN-bN:in e206 x203 y206) (\z True))))))) (Some (\x205 ^ (Some (\e205 N-aD:dragon e205 x205) (\z True)) (InAnaphorSet 102 x205)) (\y204 Some (\e204 A-aN-bN:about e204 x203 y204) (\z True))))) (\z True)) (Some (\a205 Equal a205 (\v205 Some (\x203 ^ (Some (\e203 N-aD:story e203 x203) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x203) (InAnaphorSet 114 x203)) (^ (Some (\x208 ^ (Some (\e208 N-aD:culture e208 x208) (\z True)) (Some (\e207 A-aN:chinese e207 x208) (\z True))) (\y206 Some (\e206 A-aN-bN:in e206 x203 y206) (\z True))) (^ (Some (\x211 ^ (Some (\e211 N-aD:culture e211 x211) (\z True)) (Some (\e210 A-aN:european e210 x211) (\z True))) (\y206 Some (\e206 A-aN-bN:in e206 x203 y206) (\z True))) (^ (Some (\x215 ^ (Some (\e215 N-aD:culture e215 x215) (\z True)) (Some (\e214 ^ (A-aN:american e214 x215) (Some (\e213 A-aN:south e213 e214) (\z True))) (\z True))) (\y206 Some (\e206 A-aN-bN:in e206 x203 y206) (\z True))) (Some (\x219 ^ (Some (\e219 N-aD:other e219 x219) (\z True)) (Some (\e218 A-aN:many e218 x219) (\z True))) (\y206 Some (\e206 A-aN-bN:in e206 x203 y206) (\z True))))))) (^ (^ (Some (\e205 N-aD:dragon e205 v205) (\z True)) (InAnaphorSet 102 v205)) (Some (\e204 A-aN-bN:about e204 x203 v205) (\z True))))) (\z True))) (\a205 ^ (Some (\z301 ^ (Some (\e301 N:dragon e301 z301) (\z True)) (InAnaphorSet 205 z301)) (\x303 Some (\e303 ^ (B-aN:look e303 x303) (^ (B-aN-b{B-aN}:can e303) (^ (Some (\x305 Some (\e305 N-aD:dinosaur e305 x305) (\z True)) (\y304 Some (\e304 A-aN-bN:like e304 e303 y304) (\z True))) (Some (\x309 ^ (Some (\e309 N-aD:animal e309 x309) (\z True)) (^ (Some (\e307 A-aN:other e307 x309) (\z True)) (Some (\e308 N-aD:extinct e308 x309) (\z True)))) (\y304 Some (\e304 A-aN-bN:like e304 e303 y304) (\z True)))))) (\z True))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:dragon e301 v301) (\z True)) (InAnaphorSet 205 v301)) (Some (\e303 ^ (B-aN:look e303 v301) (^ (B-aN-b{B-aN}:can e303) (^ (Some (\x305 Some (\e305 N-aD:dinosaur e305 x305) (\z True)) (\y304 Some (\e304 A-aN-bN:like e304 e303 y304) (\z True))) (Some (\x309 ^ (Some (\e309 N-aD:animal e309 x309) (\z True)) (^ (Some (\e307 A-aN:other e307 x309) (\z True)) (Some (\e308 N-aD:extinct e308 x309) (\z True)))) (\y304 Some (\e304 A-aN-bN:like e304 e303 y304) (\z True)))))) (\z True)))) (\a301 Some (\a306 Equal a306 (\v306 Some (\z301 ^ (Some (\e301 N:dragon e301 z301) (\z True)) (InAnaphorSet 205 z301)) (\x303 Some (\e303 ^ (B-aN:look e303 x303) (^ (B-aN-b{B-aN}:can e303) (^ (^ (Some (\e305 N-aD:dinosaur e305 v306) (\z True)) (Some (\e304 A-aN-bN:like e304 e303 v306) (\z True))) (^ (^ (Some (\e309 N-aD:animal e309 v306) (\z True)) (^ (Some (\e307 A-aN:other e307 v306) (\z True)) (Some (\e308 N-aD:extinct e308 v306) (\z True)))) (Some (\e304 A-aN-bN:like e304 e303 v306) (\z True)))))) (\z True)))) (\a306 Some (\a303 Equal a303 (\v303 Some (\z301 ^ (Some (\e301 N:dragon e301 z301) (\z True)) (InAnaphorSet 205 z301)) (\x303 ^ (B-aN:look v303 x303) (^ (B-aN-b{B-aN}:can v303) (^ (Some (\x305 Some (\e305 N-aD:dinosaur e305 x305) (\z True)) (\y304 Some (\e304 A-aN-bN:like e304 v303 y304) (\z True))) (Some (\x309 ^ (Some (\e309 N-aD:animal e309 x309) (\z True)) (^ (Some (\e307 A-aN:other e307 x309) (\z True)) (Some (\e308 N-aD:extinct e308 x309) (\z True)))) (\y304 Some (\e304 A-aN-bN:like e304 v303 y304) (\z True)))))))) (\a303 ^ (Some (\z405 Some (\e405 Ne:it e405 z405) (\z True)) (\x409 Some (\e409 ^ (B-aN-bC:think e409 x409 (Intension (N-b{N-aD}:those (\x411 ^ (Some (\e412 N-aD:animal e412 x411) (\z True)) (^ (^ (B-aN-b{A-aN}:be x411) (^ (^ (B-aN-b{L-aN}:have x411) (B-aN-b{B-aN}:might x411)) (Some (\e420 A-aN-bV:as e420 x411 (Intension (Some (\z421 ^ (Some (\e421 N:they e421 z421) (\z True)) (^ (InAntecedentSet 421 z421) (InAnaphorSet 419 z421))) (\zz423 Some (\z True) (\x423 Some (\e423 ^ (B-aN-bO:think e423 x423 zz423) (^ (B-aN-b{A-aN}:be e423) (Some (\z429 Some (\e429 N:humankind e429 z429) (\z True)) (\xx429 N-b{N-aD}:the (\x426 Some (\e427 N-aD-bO:history e427 x426 xx429) (\z True)) (\y425 Some (\e425 A-aN-bN:in e425 e423 y425) (\z True)))))) (\z True)))))) (\z True)))) (InAnaphorSet 306 x411))) (\x N-b{N-aD}:an (\x416 ^ (Some (\e417 N-aD:example e417 x416) (\z True)) (Some (\x419 ^ (Some (\e419 N-aD:dragon e419 x419) (\z True)) (^ (InAntecedentSet 419 x419) (InAnaphorSet 301 x419))) (\y418 Some (\e418 A-aN-bN:for e418 x416 y418) (\z True)))) (\y Equal y x))))) (^ (A-aNe-b{I-aN}:easy e409) (^ (B-aN-b{A-aN}:be e409) (Some (\z403 ^ (Some (\e403 N:that e403 z403) (\z True)) (InAnaphorSet 303 z403)) (\y402 Some (\e402 ^ (A-aN-bN:of e402 e409 y402) (Some (\e401 A-aN:because e401 e402) (\z True))) (\z True)))))) (\z True))) (^ (N-b{N-aD}:the (\x508 ^ (Some (\e510 N-aD:culture e510 x508) (\z True)) (Some (\e509 A-aN:different e509 x508) (\z True))) (\xx510 Some (\x506 ^ (Some (\e506 N-aD:dragon e506 x506) (\z True)) (InAnaphorSet 421 x506)) (\xx506 Some (\x504 ^ (Some (\e504 N-aD-bO:kind e504 x504 xx506) (\z True)) (^ (^ (B-aN-b{A-aN}:be x504) (Some (\e507 A-aN-bN:in e507 x504 xx510) (\z True))) (Some (\e503 A-aN:many e503 x504) (\z True)))) (\z True)))) (Some (\a506 Equal a506 (\v506 Some (\x508 ^ (Some (\e510 N-aD:culture e510 x508) (\z True)) (Some (\e509 A-aN:different e509 x508) (\z True))) (\xx510 ^ (^ (Some (\e506 N-aD:dragon e506 v506) (\z True)) (InAnaphorSet 421 v506)) (Some (\x504 ^ (Some (\e504 N-aD-bO:kind e504 x504 v506) (\z True)) (^ (^ (B-aN-b{A-aN}:be x504) (Some (\e507 A-aN-bN:in e507 x504 xx510) (\z True))) (Some (\e503 A-aN:many e503 x504) (\z True)))) (\z True))))) (\a506 ^ (Some (\x614 ^ (Some (\e614 N-aD:dragon e614 x614) (\z True)) (InAnaphorSet 506 x614)) (\x616 Some (\e616 ^ (A-aN:dangerous e616 x616) (^ (B-aN-b{A-aN}:be e616) (Some (\x602 ^ (Some (\e602 N-aD:story e602 x602) (\z True)) (^ (N-b{N-aD}:the (\x606 Some (\e607 N-aD:hobbit e607 x606) (\z True)) (\y604 Some (\e604 ^ (A-aN-bN:as e604 x602 y604) (Some (\e603 A-aN:such e603 e604) (\z True))) (\z True))) (Some (\x611 Some (\e611 N-aD:beowulf e611 x611) (\z True)) (\y604 Some (\e604 ^ (A-aN-bN:as e604 x602 y604) (Some (\e603 A-aN:such e603 e604) (\z True))) (\z True))))) (\y601 Some (\e601 A-aN-bN:in e601 e616 y601) (\z True))))) (\z True))) (Some (\x614 ^ (Some (\e614 N-aD:dragon e614 x614) (\z True)) (InAnaphorSet 506 x614)) (\x618 Some (\x619 Some (\e619 N-aD:human e619 x619) (\z True)) (\y618 Some (\e618 ^ (B-aN-bN:eat e618 x618 y618) (Some (\x602 ^ (Some (\e602 N-aD:story e602 x602) (\z True)) (^ (N-b{N-aD}:the (\x606 Some (\e607 N-aD:hobbit e607 x606) (\z True)) (\y604 Some (\e604 ^ (A-aN-bN:as e604 x602 y604) (Some (\e603 A-aN:such e603 e604) (\z True))) (\z True))) (Some (\x611 Some (\e611 N-aD:beowulf e611 x611) (\z True)) (\y604 Some (\e604 ^ (A-aN-bN:as e604 x602 y604) (Some (\e603 A-aN:such e603 e604) (\z True))) (\z True))))) (\y601 Some (\e601 A-aN-bN:in e601 e618 y601) (\z True)))) (\z True))))))))))))))))))) 56 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:dream e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:dream e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:dream e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:the (\x103 Some (\e104 N-aD:thing e104 x103) (\z True)) (\zz104 ^ (Some (\e105 N-rN:that e105 zz104) (\xx105 Some (\e106 ^ (B-aN:happen e106 xx105) (^ (Some (\e112 A-aN-bV:while e112 e106 (Intension (Some (\z113 ^ (Some (\e113 N:they e113 z113) (\z True)) (^ (InAntecedentSet 113 z113) (InAnaphorSet 109 z113))) (\x115 Some (\e115 ^ (B-aN:sleep e115 x115) (B-aN-b{A-aN}:be e115)) (\z True))))) (\z True)) (Some (\x111 Some (\e111 N-aD:mind e111 x111) (\z True)) (\y107 Some (\e107 A-aN-bN:in e107 e106 y107) (\z True))))) (\z True))) (Equal zz104 x)))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:dream e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:the (\x103 Some (\e104 N-aD:thing e104 x103) (\z True)) (\zz104 ^ (Some (\e105 N-rN:that e105 zz104) (\xx105 Some (\e106 ^ (B-aN:happen e106 xx105) (^ (Some (\e112 A-aN-bV:while e112 e106 (Intension (Some (\z113 ^ (Some (\e113 N:they e113 z113) (\z True)) (^ (InAntecedentSet 113 z113) (InAnaphorSet 109 z113))) (\x115 Some (\e115 ^ (B-aN:sleep e115 x115) (B-aN-b{A-aN}:be e115)) (\z True))))) (\z True)) (Some (\x111 Some (\e111 N-aD:mind e111 x111) (\z True)) (\y107 Some (\e107 A-aN-bN:in e107 e106 y107) (\z True))))) (\z True))) (Equal zz104 v101))))) (\a101 ^ (^ (Some (\z201 ^ (Some (\e201 N:they e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x204 Some (\e204 ^ (A-aN:similar e204 x204) (^ (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:often e203 e204) (\z True))) (Some (\z True) (\x207 Some (\e207 ^ (B-aN:live e207 x207) (^ (N-b{N-aD}:some (\x209 Some (\e210 N-aD:way e210 x209) (\z True)) (\y208 Some (\e208 A-aN-bN:in e208 e207 y208) (\z True))) (Some (\e206 A-aN:real e206 e207) (\z True)))) (\y205 Some (\e205 A-aN-bN:to e205 e204 y205) (\z True)))))) (\z True))) (Some (\z201 ^ (Some (\e201 N:they e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x217 Some (\e217 ^ (A-aN:strange e217 x217) (^ (^ (B-aN-b{A-aN}:be e217) (^ (B-aN-b{B-aN}:can e217) (Some (\e214 A-aN:also e214 e217) (\z True)))) (Some (\e216 A-aN:very e216 e217) (\z True)))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (^ (Some (\e201 N:they e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\e204 ^ (A-aN:similar e204 v201) (^ (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:often e203 e204) (\z True))) (Some (\z True) (\x207 Some (\e207 ^ (B-aN:live e207 x207) (^ (N-b{N-aD}:some (\x209 Some (\e210 N-aD:way e210 x209) (\z True)) (\y208 Some (\e208 A-aN-bN:in e208 e207 y208) (\z True))) (Some (\e206 A-aN:real e206 e207) (\z True)))) (\y205 Some (\e205 A-aN-bN:to e205 e204 y205) (\z True)))))) (\z True))) (^ (^ (Some (\e201 N:they e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\e217 ^ (A-aN:strange e217 v201) (^ (^ (B-aN-b{A-aN}:be e217) (^ (B-aN-b{B-aN}:can e217) (Some (\e214 A-aN:also e214 e217) (\z True)))) (Some (\e216 A-aN:very e216 e217) (\z True)))) (\z True))))) (\a201 ^ (N-b{N-aD}:the (\x310 ^ (Some (\e311 N-aD:person e311 x310) (\z True)) (InAnaphorSet 113 x310)) (\x313 Some (\a311 Equal a311 (\v311 ^ (Some (\e311 N-aD:person e311 x313) (\z True)) (InAnaphorSet 113 x313))) (\a311 Some (\e313 ^ (B-aN-bC:think e313 x313 (Intension (Some (\z315 ^ (Some (\e315 N:they e315 z315) (\z True)) (^ (InAntecedentSet 315 z315) (InAnaphorSet 311 z315))) (\x317 Some (\e317 ^ (A-aN:awake e317 x317) (B-aN-b{A-aN}:be e317)) (\z True))))) (B-aN-b{B-aN}:might e313)) (\zz313 ^ (Some (\z320 ^ (Some (\e320 N:they e320 z320) (\z True)) (InAnaphorSet 315 z320)) (\x322 Some (\e322 ^ (A-aN:asleep e322 x322) (^ (B-aN-b{A-aN}:be e322) (^ (Some (\e319 A-aN:actual e319 e322) (\z True)) (Some (\e318 A-aN-rN:when e318 e322 zz313) (\z True))))) (\z True))) (Some (\x301 ^ (Some (\e301 N-aD:dream e301 x301) (\z True)) (InAnaphorSet 201 x301)) (\x304 Some (\a301 Equal a301 (\v301 ^ (Some (\e301 N-aD:dream e301 x304) (\z True)) (InAnaphorSet 201 x304))) (\a301 Some (\e304 ^ (A-aN-bC-b{A-aN}:so e304 x304 (Intension (Some (\e305 A-aN:real e305 x304) (\z True)))) (^ (B-aN-b{A-aN}:seem e304) (^ (B-aN-b{B-aN}:can e304) (Some (\e306 A-aN-bV:while e306 e304 (Intension (Some (\z307 ^ (Some (\e307 N:they e307 z307) (\z True)) (InAnaphorSet 301 z307)) (\x308 Some (\e308 B-aN:happen e308 x308) (\z True))))) (\z True))))) (\z True)))))))) (Some (\a320 Equal a320 (\v320 Some (\x310 ^ (Some (\e311 N-aD:person e311 x310) (\z True)) (InAnaphorSet 113 x310)) (\x313 Some (\a311 Equal a311 (\v311 ^ (Some (\e311 N-aD:person e311 x313) (\z True)) (InAnaphorSet 113 x313))) (\a311 Some (\e313 ^ (B-aN-bC:think e313 x313 (Intension (Some (\z315 ^ (Some (\e315 N:they e315 z315) (\z True)) (^ (InAntecedentSet 315 z315) (InAnaphorSet 311 z315))) (\x317 Some (\e317 ^ (A-aN:awake e317 x317) (B-aN-b{A-aN}:be e317)) (\z True))))) (B-aN-b{B-aN}:might e313)) (\zz313 ^ (^ (^ (Some (\e320 N:they e320 v320) (\z True)) (InAnaphorSet 315 v320)) (Some (\e322 ^ (A-aN:asleep e322 v320) (^ (B-aN-b{A-aN}:be e322) (^ (Some (\e319 A-aN:actual e319 e322) (\z True)) (Some (\e318 A-aN-rN:when e318 e322 zz313) (\z True))))) (\z True))) (Some (\x301 ^ (Some (\e301 N-aD:dream e301 x301) (\z True)) (InAnaphorSet 201 x301)) (\x304 Some (\a301 Equal a301 (\v301 ^ (Some (\e301 N-aD:dream e301 x304) (\z True)) (InAnaphorSet 201 x304))) (\a301 Some (\e304 ^ (A-aN-bC-b{A-aN}:so e304 x304 (Intension (Some (\e305 A-aN:real e305 x304) (\z True)))) (^ (B-aN-b{A-aN}:seem e304) (^ (B-aN-b{B-aN}:can e304) (Some (\e306 A-aN-bV:while e306 e304 (Intension (Some (\z307 ^ (Some (\e307 N:they e307 z307) (\z True)) (InAnaphorSet 301 z307)) (\x308 Some (\e308 B-aN:happen e308 x308) (\z True))))) (\z True))))) (\z True))))))))) (\a320 Some (\a301 Equal a301 (\v301 Some (\x310 ^ (Some (\e311 N-aD:person e311 x310) (\z True)) (InAnaphorSet 113 x310)) (\x313 Some (\a311 Equal a311 (\v311 ^ (Some (\e311 N-aD:person e311 x313) (\z True)) (InAnaphorSet 113 x313))) (\a311 Some (\e313 ^ (B-aN-bC:think e313 x313 (Intension (Some (\z315 ^ (Some (\e315 N:they e315 z315) (\z True)) (^ (InAntecedentSet 315 z315) (InAnaphorSet 311 z315))) (\x317 Some (\e317 ^ (A-aN:awake e317 x317) (B-aN-b{A-aN}:be e317)) (\z True))))) (B-aN-b{B-aN}:might e313)) (\zz313 ^ (Some (\z320 ^ (Some (\e320 N:they e320 z320) (\z True)) (InAnaphorSet 315 z320)) (\x322 Some (\e322 ^ (A-aN:asleep e322 x322) (^ (B-aN-b{A-aN}:be e322) (^ (Some (\e319 A-aN:actual e319 e322) (\z True)) (Some (\e318 A-aN-rN:when e318 e322 zz313) (\z True))))) (\z True))) (^ (^ (Some (\e301 N-aD:dream e301 v301) (\z True)) (InAnaphorSet 201 v301)) (Some (\a301 Equal a301 (\v301 ^ (Some (\e301 N-aD:dream e301 v301) (\z True)) (InAnaphorSet 201 v301))) (\a301 Some (\e304 ^ (A-aN-bC-b{A-aN}:so e304 v301 (Intension (Some (\e305 A-aN:real e305 v301) (\z True)))) (^ (B-aN-b{A-aN}:seem e304) (^ (B-aN-b{B-aN}:can e304) (Some (\e306 A-aN-bV:while e306 e304 (Intension (Some (\z307 ^ (Some (\e307 N:they e307 z307) (\z True)) (InAnaphorSet 301 z307)) (\x308 Some (\e308 B-aN:happen e308 x308) (\z True))))) (\z True))))) (\z True))))))))) (\a301 ^ (^ (N-b{N-aD}:a (\x402 ^ (Some (\e403 N-aD:person e403 x402) (\z True)) (InAnaphorSet 320 x402)) (\x404 Some (\a403 Equal a403 (\v403 ^ (Some (\e403 N-aD:person e403 x404) (\z True)) (InAnaphorSet 320 x404))) (\a403 Some (\e404 ^ (B-aN-bC:realize e404 x404 (Intension (Some (\z409 ^ (Some (\e409 N:they e409 z409) (\z True)) (InAnaphorSet 403 z409)) (\x411 Some (\e411 ^ (B-aN:dream e411 x411) (B-aN-b{A-aN}:be e411)) (\z True))))) (^ (Some (\e401 A-aN:sometimes e401 e404) (\z True)) (N-b{N-aD}:a (\x406 ^ (Some (\e407 N-aD:dream e407 x406) (\z True)) (InAnaphorSet 301 x406)) (\y405 Some (\e405 A-aN-bN:during e405 e404 y405) (\z True))))) (\z True)))) (Some (\a403 Equal a403 (\v403 ^ (^ (Some (\e403 N-aD:person e403 v403) (\z True)) (InAnaphorSet 320 v403)) (Some (\a403 Equal a403 (\v403 ^ (Some (\e403 N-aD:person e403 v403) (\z True)) (InAnaphorSet 320 v403))) (\a403 Some (\e404 ^ (B-aN-bC:realize e404 v403 (Intension (Some (\z409 ^ (Some (\e409 N:they e409 z409) (\z True)) (InAnaphorSet 403 z409)) (\x411 Some (\e411 ^ (B-aN:dream e411 x411) (B-aN-b{A-aN}:be e411)) (\z True))))) (^ (Some (\e401 A-aN:sometimes e401 e404) (\z True)) (N-b{N-aD}:a (\x406 ^ (Some (\e407 N-aD:dream e407 x406) (\z True)) (InAnaphorSet 301 x406)) (\y405 Some (\e405 A-aN-bN:during e405 e404 y405) (\z True))))) (\z True))))) (\a403 N-b{N-aD}:a (\x402 ^ (Some (\e403 N-aD:person e403 x402) (\z True)) (InAnaphorSet 320 x402)) (\x415 N-b{N-aD}:the (\x416 ^ (Some (\e417 N-aD:dream e417 x416) (\z True)) (InAnaphorSet 403 x416)) (\y415 Some (\e415 ^ (B-aN-bN:have e415 x415 y415) (^ (B-aN-b{A-aN}:keep e415) (Some (\e401 A-aN:sometimes e401 e415) (\z True)))) (\z True)))))) (Some (\a417 Equal a417 (\v417 ^ (Some (\x402 ^ (Some (\e403 N-aD:person e403 x402) (\z True)) (InAnaphorSet 320 x402)) (\x404 Some (\a403 Equal a403 (\v403 ^ (Some (\e403 N-aD:person e403 x404) (\z True)) (InAnaphorSet 320 x404))) (\a403 Some (\e404 ^ (B-aN-bC:realize e404 x404 (Intension (Some (\z409 ^ (Some (\e409 N:they e409 z409) (\z True)) (InAnaphorSet 403 z409)) (\x411 Some (\e411 ^ (B-aN:dream e411 x411) (B-aN-b{A-aN}:be e411)) (\z True))))) (^ (Some (\e401 A-aN:sometimes e401 e404) (\z True)) (N-b{N-aD}:a (\x406 ^ (Some (\e407 N-aD:dream e407 x406) (\z True)) (InAnaphorSet 301 x406)) (\y405 Some (\e405 A-aN-bN:during e405 e404 y405) (\z True))))) (\z True)))) (Some (\a403 Equal a403 (\v403 ^ (^ (Some (\e403 N-aD:person e403 v403) (\z True)) (InAnaphorSet 320 v403)) (Some (\a403 Equal a403 (\v403 ^ (Some (\e403 N-aD:person e403 v403) (\z True)) (InAnaphorSet 320 v403))) (\a403 Some (\e404 ^ (B-aN-bC:realize e404 v403 (Intension (Some (\z409 ^ (Some (\e409 N:they e409 z409) (\z True)) (InAnaphorSet 403 z409)) (\x411 Some (\e411 ^ (B-aN:dream e411 x411) (B-aN-b{A-aN}:be e411)) (\z True))))) (^ (Some (\e401 A-aN:sometimes e401 e404) (\z True)) (N-b{N-aD}:a (\x406 ^ (Some (\e407 N-aD:dream e407 x406) (\z True)) (InAnaphorSet 301 x406)) (\y405 Some (\e405 A-aN-bN:during e405 e404 y405) (\z True))))) (\z True))))) (\a403 Some (\x402 ^ (Some (\e403 N-aD:person e403 x402) (\z True)) (InAnaphorSet 320 x402)) (\x415 ^ (^ (Some (\e417 N-aD:dream e417 v417) (\z True)) (InAnaphorSet 403 v417)) (Some (\e415 ^ (B-aN-bN:have e415 x415 v417) (^ (B-aN-b{A-aN}:keep e415) (Some (\e401 A-aN:sometimes e401 e415) (\z True)))) (\z True))))))) (\a417 ^ (Some (\z501 ^ (Some (\e501 N:this e501 z501) (\z True)) (InAnaphorSet 417 z501)) (\zz503 Some (\z True) (\x503 Some (\e503 ^ (B-aN-bA:call e503 x503 (Intension (N-b{N-aD}:a (\x504 ^ (Some (\e506 N-aD:dream e506 x504) (\z True)) (Some (\e505 A-aN:lucid e505 x504) (\z True))) (\y Equal y zz503)))) (B-aN-b{A-aN}:be e503)) (\z True)))) (Some (\a501 Equal a501 (\v501 ^ (^ (Some (\e501 N:this e501 v501) (\z True)) (InAnaphorSet 417 v501)) (Some (\z True) (\x503 Some (\e503 ^ (B-aN-bA:call e503 x503 (Intension (N-b{N-aD}:a (\x504 ^ (Some (\e506 N-aD:dream e506 x504) (\z True)) (Some (\e505 A-aN:lucid e505 x504) (\z True))) (\y Equal y v501)))) (B-aN-b{A-aN}:be e503)) (\z True))))) (\a501 ^ (N-b{N-aD}:most (\x606 Some (\e607 N-aD:people e607 x606) (\z True)) (\xx607 Some (\z601 ^ (Some (\e601 N:this e601 z601) (\z True)) (InAnaphorSet 501 z601)) (\x602 Some (\e602 ^ (B-aN:happen e602 x602) (Some (\e605 ^ (A-aN-bN:for e605 e602 xx607) (Some (\e604 ^ (A-aN:little e604 e605) (Some (\e603 A-aN:very e603 e604) (\z True))) (\z True))) (\z True))) (\z True)))) (Some (\a601 Equal a601 (\v601 Some (\x606 Some (\e607 N-aD:people e607 x606) (\z True)) (\xx607 ^ (^ (Some (\e601 N:this e601 v601) (\z True)) (InAnaphorSet 501 v601)) (Some (\e602 ^ (B-aN:happen e602 v601) (Some (\e605 ^ (A-aN-bN:for e605 e602 xx607) (Some (\e604 ^ (A-aN:little e604 e605) (Some (\e603 A-aN:very e603 e604) (\z True))) (\z True))) (\z True))) (\z True))))) (\a601 Some (\z613 ^ (Some (\e613 N:it e613 z613) (\z True)) (InAnaphorSet 601 z613)) (\x614 Some (\e614 ^ (B-aN:happen e614 x614) (^ (N-b{N-aD}:some (\x611 Some (\e612 N-aD:people e612 x611) (\z True)) (\y610 Some (\e610 A-aN-bN:for e610 e614 y610) (\z True))) (Some (\e615 A-aN:often e615 e614) (\z True)))) (\z True)))))))))))))))))) 57 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:belief e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:belief e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:belief e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\z True) (\x106 ^ (B-aN-bC:think x104 x106 (Intension (Some (\z108 Some (\e108 N:something e108 z108) (\z True)) (\x110 Some (\e110 ^ (A-aN:true e110 x110) (B-aN-b{A-aN}:be e110)) (\z True))))) (^ (Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:base e113 x113 x104) (^ (Some (\e112 A-aN:often e112 e113) (\z True)) (Some (\e115 B:reveal e115 x115) (\y114 Some (\e114 A-aN-bN:on e114 e113 y114) (\z True))))) (\z True))) (Some (\e105 A-aN:firm e105 x104) (\z True))))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e102 N-aD:belief e102 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x104 Some (\z True) (\x106 ^ (B-aN-bC:think x104 x106 (Intension (Some (\z108 Some (\e108 N:something e108 z108) (\z True)) (\x110 Some (\e110 ^ (A-aN:true e110 x110) (B-aN-b{A-aN}:be e110)) (\z True))))) (^ (Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:base e113 x113 x104) (^ (Some (\e112 A-aN:often e112 e113) (\z True)) (Some (\e115 B:reveal e115 x115) (\y114 Some (\e114 A-aN-bN:on e114 e113 y114) (\z True))))) (\z True))) (Some (\e105 A-aN:firm e105 x104) (\z True))))) (\y Equal y v101)))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:belief e201 z201) (\z True)) (^ (^ (B-aN-b{A-aN}:be z201) (Some (\e203 A-aN:usual e203 z201) (\z True))) (InAnaphorSet 101 z201))) (\x Some (\z True) (\x207 Some (\e207 ^ (B-aN:belong e207 x207) (N-b{N-aD}:a (\x209 Some (\e210 N-aD:religion e210 x209) (\z True)) (\y208 Some (\e208 A-aN-bN:to e208 e207 y208) (\z True)))) (\xx207 N-b{N-aD}:a (\x204 Some (\e205 N-aD-bO:part e205 x204 xx207) (\z True)) (\y Equal y x))))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:belief e201 v201) (\z True)) (^ (^ (B-aN-b{A-aN}:be v201) (Some (\e203 A-aN:usual e203 v201) (\z True))) (InAnaphorSet 101 v201))) (Some (\z True) (\x207 Some (\e207 ^ (B-aN:belong e207 x207) (N-b{N-aD}:a (\x209 Some (\e210 N-aD:religion e210 x209) (\z True)) (\y208 Some (\e208 A-aN-bN:to e208 e207 y208) (\z True)))) (\xx207 N-b{N-aD}:a (\x204 Some (\e205 N-aD-bO:part e205 x204 xx207) (\z True)) (\y Equal y v201)))))) (\a201 ^ (^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x303 Some (\e303 ^ (A-aN:different e303 x303) (^ (B-aN-b{A-aN}:be e303) (Some (\z True) (\x306 Some (\e306 ^ (B-aN:know e306 x306) (Some (\e305 A-aN:scientific e305 e306) (\z True))) (\zz306 ^ (Some (\e307 N-rN:that e307 zz306) (\xx307 Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:test e310 x310 xx307) (^ (B-aN-b{A-aN}:be e310) (B-aN-b{B-aN}:can e310))) (\z True)))) (Some (\e304 A-aN-bN:to e304 e303 zz306) (\z True))))))) (\z True))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:it e301 v301) (\z True)) (InAnaphorSet 201 v301)) (Some (\e303 ^ (A-aN:different e303 v301) (^ (B-aN-b{A-aN}:be e303) (Some (\z True) (\x306 Some (\e306 ^ (B-aN:know e306 x306) (Some (\e305 A-aN:scientific e305 e306) (\z True))) (\zz306 ^ (Some (\e307 N-rN:that e307 zz306) (\xx307 Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:test e310 x310 xx307) (^ (B-aN-b{A-aN}:be e310) (B-aN-b{B-aN}:can e310))) (\z True)))) (Some (\e304 A-aN-bN:to e304 e303 zz306) (\z True))))))) (\z True)))) (\a301 Some (\x313 ^ (Some (\e313 N-aD:belief e313 x313) (\z True)) (InAnaphorSet 301 x313)) (\xx313 AMDL-aN-b{A-aN}:not (\e314 B-aN-b{A-aN}:be e314) (\e Some (\z True) (\x319 Some (\e319 ^ (B-aN-bN:test e319 x319 xx313) (^ (B-aN-b{A-aN}:be e319) (^ (A-aN-b{I-aN}:able e319) (Equal e319 e)))) (\z True))))))) (Some (\a313 Equal a313 (\v313 ^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x303 Some (\e303 ^ (A-aN:different e303 x303) (^ (B-aN-b{A-aN}:be e303) (Some (\z True) (\x306 Some (\e306 ^ (B-aN:know e306 x306) (Some (\e305 A-aN:scientific e305 e306) (\z True))) (\zz306 ^ (Some (\e307 N-rN:that e307 zz306) (\xx307 Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:test e310 x310 xx307) (^ (B-aN-b{A-aN}:be e310) (B-aN-b{B-aN}:can e310))) (\z True)))) (Some (\e304 A-aN-bN:to e304 e303 zz306) (\z True))))))) (\z True))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:it e301 v301) (\z True)) (InAnaphorSet 201 v301)) (Some (\e303 ^ (A-aN:different e303 v301) (^ (B-aN-b{A-aN}:be e303) (Some (\z True) (\x306 Some (\e306 ^ (B-aN:know e306 x306) (Some (\e305 A-aN:scientific e305 e306) (\z True))) (\zz306 ^ (Some (\e307 N-rN:that e307 zz306) (\xx307 Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:test e310 x310 xx307) (^ (B-aN-b{A-aN}:be e310) (B-aN-b{B-aN}:can e310))) (\z True)))) (Some (\e304 A-aN-bN:to e304 e303 zz306) (\z True))))))) (\z True)))) (\a301 ^ (^ (Some (\e313 N-aD:belief e313 v313) (\z True)) (InAnaphorSet 301 v313)) (AMDL-aN-b{A-aN}:not (\e314 B-aN-b{A-aN}:be e314) (\e Some (\z True) (\x319 Some (\e319 ^ (B-aN-bN:test e319 x319 v313) (^ (B-aN-b{A-aN}:be e319) (^ (A-aN-b{I-aN}:able e319) (Equal e319 e)))) (\z True)))))))) (\a313 ^ (N-b{N-aD}:a (\x404 Some (\e405 N-aD:person e405 x404) (\z True)) (\x407 Some (\e407 ^ (B-aN:believe e407 x407) (^ (^ (B-aN-b{B-aN}:may e407) (^ (InAnaphorSet 313 e407) (Some (\z402 Some (\e402 N:example e402 z402) (\z True)) (\y401 Some (\e401 A-aN-bN:for e401 e407 y401) (\z True))))) (^ (Some (\z409 Some (\e409 N:god e409 z409) (\z True)) (\y408 Some (\e408 A-aN-bN:in e408 e407 y408) (\z True))) (Some (\x411 Some (\e411 N-aD:god e411 x411) (\z True)) (\y408 Some (\e408 A-aN-bN:in e408 e407 y408) (\z True)))))) (\z True))) (Some (\a407 Equal a407 (\v407 Some (\x404 Some (\e405 N-aD:person e405 x404) (\z True)) (\x407 ^ (B-aN:believe v407 x407) (^ (^ (B-aN-b{B-aN}:may v407) (^ (InAnaphorSet 313 v407) (Some (\z402 Some (\e402 N:example e402 z402) (\z True)) (\y401 Some (\e401 A-aN-bN:for e401 v407 y401) (\z True))))) (^ (Some (\z409 Some (\e409 N:god e409 z409) (\z True)) (\y408 Some (\e408 A-aN-bN:in e408 v407 y408) (\z True))) (Some (\x411 Some (\e411 N-aD:god e411 x411) (\z True)) (\y408 Some (\e408 A-aN-bN:in e408 v407 y408) (\z True)))))))) (\a407 ^ (N-b{N-aD}:the (\x501 ^ (Some (\e502 N-aD:word e502 x501) (\z True)) (InAnaphorSet 1 x501)) (\zz505 Some (\z True) (\x505 Some (\e505 ^ (B-aN-bN:use e505 x505 zz505) (^ (^ (B-aN-b{A-aN}:be e505) (Some (\e504 A-aN:also e504 e505) (\z True))) (Gen (\z ^ (N-b{N-aD}:a (\x509 Some (\e510 N-aD:person e510 x509) (\z True)) (\x511 Some (\e511 B-aN-bC:expect e511 x511 (Intension (Some (\e513 ^ (B-aN:happen e513 z) (B-aN-b{B-aN}:will e513)) (\z True)))) (\z True))) (Some (\z True) (\x514 Some (\e514 ^ (B-aN-bN:base e514 x514 z) (Some (\z True) (\x517 Some (\e517 ^ (B-aN:inform e517 x517) (Some (\e516 A-aN:limited e516 e517) (\z True))) (\y515 Some (\e515 A-aN-bN:on e515 e514 y515) (\z True))))) (\z True)))) (\y507 Some (\e507 B-aN-bN:describe e507 e505 y507) (\z True))))) (\z True)))) (Some (\z604 Some (\e604 N:i e604 z604) (\z True)) (\x605 Some (\e605 ^ (B-aN-bC:believe e605 x605 (Intension (Some (\x606 Some (\e606 N-aD:amy e606 x606) (\z True)) (\x608 Some (\e608 ^ (B-aN:come e608 x608) (^ (^ (B-aN-b{B-aN}:will e608) (Some (\e610 N:today e610 e608) (\z True))) (Some (\e609 A-aN:around e609 e608) (\z True)))) (\z True))))) (^ (InAnaphorSet 407 e605) (Some (\z602 Some (\e602 N:example e602 z602) (\z True)) (\y601 Some (\e601 A-aN-bN:for e601 e605 y601) (\z True))))) (\z True)))))))))))))) 58 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:childhood e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:childhood e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:childhood e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:the (\x103 ^ (Some (\e104 N-aD:period e104 x103) (\z True)) (^ (Some (\e106 B:bear e106 x106) (\y105 Some (\e105 A-aN-bN:between e105 x103 y105) (\z True))) (Some (\z108 Some (\e108 N:puberty e108 z108) (\z True)) (\y105 Some (\e105 A-aN-bN:between e105 x103 y105) (\z True))))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:childhood e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:the (\x103 ^ (Some (\e104 N-aD:period e104 x103) (\z True)) (^ (Some (\e106 B:bear e106 x106) (\y105 Some (\e105 A-aN-bN:between e105 x103 y105) (\z True))) (Some (\z108 Some (\e108 N:puberty e108 z108) (\z True)) (\y105 Some (\e105 A-aN-bN:between e105 x103 y105) (\z True))))) (\y Equal y v101)))) (\a101 Some (\a108 Equal a108 (\v108 Some (\z101 ^ (Some (\e101 N:childhood e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x ^ (Some (\e104 N-aD:period e104 x) (\z True)) (^ (Some (\e106 B:bear e106 x106) (\y105 Some (\e105 A-aN-bN:between e105 x y105) (\z True))) (^ (Some (\e108 N:puberty e108 v108) (\z True)) (Some (\e105 A-aN-bN:between e105 x v108) (\z True))))))) (\a108 ^ (Some (\z201 ^ (Some (\e201 N:childhood e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x202 Some (\e202 B-aN:end e202 x202) (\zz202 N-b{N-aD}:a (\x204 ^ (Some (\e206 N-aD:being e206 x204) (\z True)) (Some (\e205 A-aN:human e205 x204) (\z True))) (\x208 Some (\e208 ^ (A-aN:puberty e208 x208) (^ (B-aN-b{A-aN}:begin e208) (^ (InAnaphorSet 108 e208) (Some (\e203 A-aN-rN:when e203 e208 zz202) (\z True))))) (\z True))))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:childhood e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\e202 B-aN:end e202 v201) (\zz202 N-b{N-aD}:a (\x204 ^ (Some (\e206 N-aD:being e206 x204) (\z True)) (Some (\e205 A-aN:human e205 x204) (\z True))) (\x208 Some (\e208 ^ (A-aN:puberty e208 x208) (^ (B-aN-b{A-aN}:begin e208) (^ (InAnaphorSet 108 e208) (Some (\e203 A-aN-rN:when e203 e208 zz202) (\z True))))) (\z True)))))) (\a201 Some (\a208 Equal a208 (\v208 Some (\z201 ^ (Some (\e201 N:childhood e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x202 Some (\e202 B-aN:end e202 x202) (\zz202 Some (\x204 ^ (Some (\e206 N-aD:being e206 x204) (\z True)) (Some (\e205 A-aN:human e205 x204) (\z True))) (\x208 ^ (A-aN:puberty v208 x208) (^ (B-aN-b{A-aN}:begin v208) (^ (InAnaphorSet 108 v208) (Some (\e203 A-aN-rN:when e203 v208 zz202) (\z True))))))))) (\a208 ^ (N-b{N-aD}:this (\x301 ^ (Some (\e302 N-aD:stage e302 x301) (\z True)) (^ (^ (Some (\x310 ^ (Some (\e310 N-aD:puberty e310 x310) (\z True)) (InAnaphorSet 208 x310)) (\y309 Some (\e309 A-aN-bN:between e309 x301 y309) (\z True))) (Some (\x312 Some (\e312 N-aD:adulthood e312 x312) (\z True)) (\y309 Some (\e309 A-aN-bN:between e309 x301 y309) (\z True)))) (Some (\x304 ^ (Some (\e304 N-aD:childhood e304 x304) (\z True)) (InAnaphorSet 201 x304)) (\y303 Some (\e303 A-aN-bN:after e303 x301 y303) (\z True))))) (\zz306 Some (\z True) (\x306 Some (\e306 ^ (B-aN-bA:call e306 x306 (Intension (Some (\e307 N:adolescence e307 zz306) (\z True)))) (B-aN-b{A-aN}:be e306)) (\z True)))) (^ (N-b{N-aD}:a (\x403 ^ (Some (\e404 N-aD:person e404 x403) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x403) (Some (\e401 A-aN:legal e401 x403) (\z True))) (N-b{N-aD}:the (\x412 ^ (Some (\e414 N-aD:state e414 x412) (\z True)) (Some (\z True) (\x413 Some (\e413 B-aN-bN:unite e413 x413 x412) (\z True)))) (\y411 Some (\e411 A-aN-bN:in e411 x403 y411) (\z True)))) (Some (\x410 ^ (Some (\e410 N-aD:18 e410 x410) (\z True)) (Some (\e409 N-aD:age e409 x410) (\z True))) (\y408 Some (\e408 A-aN-bN:until e408 x403 y408) (\z True))))) (\x N-b{N-aD}:a (\x406 Some (\e407 N-aD:child e407 x406) (\z True)) (\y Equal y x))) (N-b{N-aD}:another (\x501 ^ (Some (\e502 N-aD:word e502 x501) (\z True)) (^ (B-aN-b{A-aN}:be x501) (^ (Some (\x504 Some (\e504 N-aD:teenager e504 x504) (\z True)) (\y503 Some (\e503 A-aN-bN:for e503 x501 y503) (\z True))) (Some (\x506 Some (\e506 N-aD:adolescent e506 x506) (\z True)) (\y503 Some (\e503 A-aN-bN:for e503 x501 y503) (\z True)))))) (\x Some (\e509 N:youth e509 x) (\z True))))))))))))) 59 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:gordon e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:gordon e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:the (\x101 ^ (Some (\e102 N-aD:name e102 x101) (\z True)) (^ (^ (B-aN-b{A-aN}:be x101) (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:language e112 x110) (\z True)) (Some (\e111 A-aN:english e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 x101 y109) (\z True)))) (^ (Some (\e103 N-aD:gordon e103 x101) (\z True)) (InAnaphorSet 1 x101)))) (\x N-b{N-aD}:a (\x105 ^ (Some (\e108 N-aD:name e108 x105) (\z True)) (^ (Some (\e106 A-aN:masculine e106 x105) (\z True)) (Some (\z True) (\x107 Some (\e107 B-aN-bN:give e107 x107 x105) (\z True))))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:name e102 v102) (\z True)) (^ (^ (B-aN-b{A-aN}:be v102) (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:language e112 x110) (\z True)) (Some (\e111 A-aN:english e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 v102 y109) (\z True)))) (^ (Some (\e103 N-aD:gordon e103 v102) (\z True)) (InAnaphorSet 1 v102)))) (N-b{N-aD}:a (\x105 ^ (Some (\e108 N-aD:name e108 x105) (\z True)) (^ (Some (\e106 A-aN:masculine e106 x105) (\z True)) (Some (\z True) (\x107 Some (\e107 B-aN-bN:give e107 x107 x105) (\z True))))) (\y Equal y v102)))) (\a102 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e202 N-aD:name e202 x201) (\z True)) (^ (^ (B-aN-b{A-aN}:be x201) (Some (\e204 A-aN:also e204 x201) (\z True))) (InAnaphorSet 102 x201))) (\x N-b{N-aD}:a (\x205 ^ (Some (\e206 N-aD:surname e206 x205) (\z True)) (Some (\z208 Some (\e208 N:scotland e208 z208) (\z True)) (\y207 Some (\e207 A-aN-bN:in e207 x205 y207) (\z True)))) (\y Equal y x))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N-aD:name e202 v202) (\z True)) (^ (^ (B-aN-b{A-aN}:be v202) (Some (\e204 A-aN:also e204 v202) (\z True))) (InAnaphorSet 102 v202))) (N-b{N-aD}:a (\x205 ^ (Some (\e206 N-aD:surname e206 x205) (\z True)) (Some (\z208 Some (\e208 N:scotland e208 z208) (\z True)) (\y207 Some (\e207 A-aN-bN:in e207 x205 y207) (\z True)))) (\y Equal y v202)))) (\a202 ^ (Some (\x301 Some (\e301 N-aD:people e301 x301) (\z True)) (\zz301 ^ (Some (\e302 N-rN:who e302 zz301) (\xx302 N-b{N-aD}:the (\x304 ^ (Some (\e307 N-aD:gordon e307 x304) (\z True)) (^ (Some (\e305 N-aD:name e305 x304) (\z True)) (InAnaphorSet 202 x304))) (\y303 Some (\e303 B-aN-bN:have e303 xx302 y303) (\z True)))) (^ (Some (\x313 ^ (Some (\e313 N-aD:driver e313 x313) (\z True)) (^ (^ (Some (\e315 N-aD:gordon e315 x313) (\z True)) (Some (\e314 N-aD:jeff e314 x313) (\z True))) (^ (Some (\e312 N-aD:car e312 x313) (\z True)) (Some (\e310 N-aD:race e310 x313) (\z True))))) (\y309 Some (\e309 B-aN-bN:include e309 zz301 y309) (\z True))) (Some (\x319 ^ (Some (\e319 N-aD:actress e319 x319) (\z True)) (^ (^ (Some (\e321 N-aD:gordon e321 x319) (\z True)) (Some (\e320 N-aD:lucy e320 x319) (\z True))) (Some (\e318 A-aN:english e318 x319) (\z True)))) (\y309 Some (\e309 B-aN-bN:include e309 zz301 y309) (\z True)))))) (Some (\a305 Equal a305 (\v305 Some (\x301 Some (\e301 N-aD:people e301 x301) (\z True)) (\zz301 ^ (Some (\e302 N-rN:who e302 zz301) (\xx302 ^ (^ (Some (\e307 N-aD:gordon e307 v305) (\z True)) (^ (Some (\e305 N-aD:name e305 v305) (\z True)) (InAnaphorSet 202 v305))) (Some (\e303 B-aN-bN:have e303 xx302 v305) (\z True)))) (^ (Some (\x313 ^ (Some (\e313 N-aD:driver e313 x313) (\z True)) (^ (^ (Some (\e315 N-aD:gordon e315 x313) (\z True)) (Some (\e314 N-aD:jeff e314 x313) (\z True))) (^ (Some (\e312 N-aD:car e312 x313) (\z True)) (Some (\e310 N-aD:race e310 x313) (\z True))))) (\y309 Some (\e309 B-aN-bN:include e309 zz301 y309) (\z True))) (Some (\x319 ^ (Some (\e319 N-aD:actress e319 x319) (\z True)) (^ (^ (Some (\e321 N-aD:gordon e321 x319) (\z True)) (Some (\e320 N-aD:lucy e320 x319) (\z True))) (Some (\e318 A-aN:english e318 x319) (\z True)))) (\y309 Some (\e309 B-aN-bN:include e309 zz301 y309) (\z True))))))) (\a305 ^ (N-b{N-aD}:the (\x401 ^ (Some (\e402 N-aD:name e402 x401) (\z True)) (InAnaphorSet 305 x401)) (\zz405 Some (\z True) (\x405 Some (\e405 ^ (B-aN-bN:use e405 x405 zz405) (^ (^ (B-aN-b{A-aN}:be e405) (B-aN-b{L-aN}:have e405)) (Some (\x408 ^ (Some (\e408 N-aD:hurricane e408 x408) (\z True)) (^ (N-b{N-aD}:the (\x410 ^ (Some (\e412 N-aD:basin e412 x410) (\z True)) (Some (\e411 N-aD:atlantic e411 x410) (\z True))) (\y409 Some (\e409 A-aN-bN:over e409 x408 y409) (\z True))) (Some (\e407 A-aN:several e407 x408) (\z True)))) (\y406 Some (\e406 A-aN-bN:on e406 e405 y406) (\z True))))) (\z True)))) (Some (\a408 Equal a408 (\v408 Some (\x401 ^ (Some (\e402 N-aD:name e402 x401) (\z True)) (InAnaphorSet 305 x401)) (\zz405 Some (\z True) (\x405 Some (\e405 ^ (B-aN-bN:use e405 x405 zz405) (^ (^ (B-aN-b{A-aN}:be e405) (B-aN-b{L-aN}:have e405)) (^ (^ (Some (\e408 N-aD:hurricane e408 v408) (\z True)) (^ (N-b{N-aD}:the (\x410 ^ (Some (\e412 N-aD:basin e412 x410) (\z True)) (Some (\e411 N-aD:atlantic e411 x410) (\z True))) (\y409 Some (\e409 A-aN-bN:over e409 v408 y409) (\z True))) (Some (\e407 A-aN:several e407 v408) (\z True)))) (Some (\e406 A-aN-bN:on e406 e405 v408) (\z True))))) (\z True))))) (\a408 Some (\x506 ^ (Some (\e506 N-aD:gordon e506 x506) (\z True)) (^ (Some (\e505 N-aD:hurricane e505 x506) (\z True)) (InAnaphorSet 408 x506))) (\x507 Some (\e507 ^ (B-aN:move e507 x507) (^ (Some (\x503 ^ (Some (\e503 N-aD:1994 e503 x503) (\z True)) (Some (\e502 N-aD:november e502 x503) (\z True))) (\y501 Some (\e501 A-aN-bN:in e501 e507 y501) (\z True))) (^ (Some (\z509 Some (\e509 N:hispaniola e509 z509) (\z True)) (\y508 Some (\e508 A-aN-bN:through e508 e507 y508) (\z True))) (N-b{N-aD}:the (\x511 ^ (Some (\e514 N-aD:state e514 x511) (\z True)) (^ (Some (\e512 N-aD:southeastern e512 x511) (\z True)) (Some (\z True) (\x513 Some (\e513 B-aN-bN:unite e513 x513 x511) (\z True))))) (\y508 Some (\e508 A-aN-bN:through e508 e507 y508) (\z True)))))) (\z True))))))))))))) 60 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:pokémon e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:pokémon e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:the (\x101 ^ (Some (\e103 N-aD:game e103 x101) (\z True)) (Some (\e102 N-aD:video e102 x101) (\z True))) (\x105 N-b{N-aD}:every (\x109 ^ (Some (\e111 N-aD:series e111 x109) (\z True)) (^ (Some (\x118 ^ (Some (\e118 N-aD:series e118 x118) (\z True)) (Some (\e116 N-aD:mario e116 x118) (\z True))) (\y112 Some (\e112 A-aN-bN:except e112 x109 y112) (\z True))) (Some (\e110 A-aN:other e110 x109) (\z True)))) (\xx111 Some (\x107 ^ (Some (\e107 N-aD:copy e107 x107) (\z True)) (Some (\e106 ^ (A-aN:more e106 x107) (Some (\e108 A-aN-bN:than e108 e106 xx111) (\z True))) (\z True))) (\y105 Some (\e105 ^ (B-aN-bN:sell e105 x105 y105) (B-aN-b{L-aN}:have e105)) (\z True))))) (Some (\a103 Equal a103 (\v103 ^ (^ (Some (\e103 N-aD:game e103 v103) (\z True)) (Some (\e102 N-aD:video e102 v103) (\z True))) (N-b{N-aD}:every (\x109 ^ (Some (\e111 N-aD:series e111 x109) (\z True)) (^ (Some (\x118 ^ (Some (\e118 N-aD:series e118 x118) (\z True)) (Some (\e116 N-aD:mario e116 x118) (\z True))) (\y112 Some (\e112 A-aN-bN:except e112 x109 y112) (\z True))) (Some (\e110 A-aN:other e110 x109) (\z True)))) (\xx111 Some (\x107 ^ (Some (\e107 N-aD:copy e107 x107) (\z True)) (Some (\e106 ^ (A-aN:more e106 x107) (Some (\e108 A-aN-bN:than e108 e106 xx111) (\z True))) (\z True))) (\y105 Some (\e105 ^ (B-aN-bN:sell e105 v103 y105) (B-aN-b{L-aN}:have e105)) (\z True)))))) (\a103 ^ (Some (\x202 ^ (Some (\e202 N-aD:game e202 x202) (\z True)) (^ (InAnaphorSet 103 x202) (Some (\e201 N-aD:video e201 x202) (\z True)))) (\z True)) (Some (\a202 Equal a202 (\v202 ^ (Some (\e202 N-aD:game e202 v202) (\z True)) (^ (InAnaphorSet 103 v202) (Some (\e201 N-aD:video e201 v202) (\z True))))) (\a202 ^ (Some (\x307 ^ (Some (\e307 N-aD:game e307 x307) (\z True)) (^ (InAnaphorSet 202 x307) (Some (\e305 ^ (A-aN:pokémon e305 x307) (InAnaphorSet 1 e305)) (\z True)))) (\xx307 Some (\a305 Equal a305 (\v305 ^ (Some (\e307 N-aD:game e307 xx307) (\z True)) (^ (InAnaphorSet 202 xx307) (^ (A-aN:pokémon v305 xx307) (InAnaphorSet 1 v305))))) (\a305 N-b{N-aD}:a (\x301 Some (\e302 N-aD-bO:number e302 x301 xx307) (\z True)) (\zz310 Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:release e310 x310 zz310) (^ (^ (^ (B-aN-b{A-aN}:be e310) (B-aN-b{L-aN}:have e310)) (Some (\e317 A-aN-bV:as e317 e310 (Intension (N-b{N-aD}:the (\x318 ^ (Some (\e320 N-aD:company e320 x318) (\z True)) (^ (Some (\e319 N-aD:pokémon e319 x318) (\z True)) (^ (InAntecedentSet 319 x318) (InAnaphorSet 305 x318)))) (\zz322 Some (\z True) (\x322 Some (\e322 ^ (B-aN-bN:own e322 x322 zz322) (^ (B-aN-b{A-aN}:be e322) (Some (\z324 ^ (Some (\e324 N:nintendo e324 z324) (\z True)) (InAnaphorSet 314 z324)) (\y323 Some (\e323 A-aN-bN:by e323 e322 y323) (\z True))))) (\z True)))))) (\z True))) (Some (\x315 ^ (Some (\e315 N-aD:system e315 x315) (\z True)) (^ (Some (\e314 N-aD:nintendo e314 x315) (\z True)) (InAnaphorSet 113 x315))) (\y313 Some (\e313 ^ (A-aN-bN:on e313 e310 y313) (Some (\e312 A-aN:all e312 e313) (\z True))) (\z True))))) (\z True)))))) (Some (\a307 Equal a307 (\v307 ^ (^ (Some (\e307 N-aD:game e307 v307) (\z True)) (^ (InAnaphorSet 202 v307) (Some (\e305 ^ (A-aN:pokémon e305 v307) (InAnaphorSet 1 e305)) (\z True)))) (Some (\a305 Equal a305 (\v305 ^ (Some (\e307 N-aD:game e307 v307) (\z True)) (^ (InAnaphorSet 202 v307) (^ (A-aN:pokémon v305 v307) (InAnaphorSet 1 v305))))) (\a305 N-b{N-aD}:a (\x301 Some (\e302 N-aD-bO:number e302 x301 v307) (\z True)) (\zz310 Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:release e310 x310 zz310) (^ (^ (^ (B-aN-b{A-aN}:be e310) (B-aN-b{L-aN}:have e310)) (Some (\e317 A-aN-bV:as e317 e310 (Intension (N-b{N-aD}:the (\x318 ^ (Some (\e320 N-aD:company e320 x318) (\z True)) (^ (Some (\e319 N-aD:pokémon e319 x318) (\z True)) (^ (InAntecedentSet 319 x318) (InAnaphorSet 305 x318)))) (\zz322 Some (\z True) (\x322 Some (\e322 ^ (B-aN-bN:own e322 x322 zz322) (^ (B-aN-b{A-aN}:be e322) (Some (\z324 ^ (Some (\e324 N:nintendo e324 z324) (\z True)) (InAnaphorSet 314 z324)) (\y323 Some (\e323 A-aN-bN:by e323 e322 y323) (\z True))))) (\z True)))))) (\z True))) (Some (\x315 ^ (Some (\e315 N-aD:system e315 x315) (\z True)) (^ (Some (\e314 N-aD:nintendo e314 x315) (\z True)) (InAnaphorSet 113 x315))) (\y313 Some (\e313 ^ (A-aN-bN:on e313 e310 y313) (Some (\e312 A-aN:all e312 e313) (\z True))) (\z True))))) (\z True))))))) (\a307 ^ (^ (N-b{N-aD}:the (\x403 ^ (Some (\e407 N-aD:game e407 x403) (\z True)) (^ (InAnaphorSet 307 x403) (^ (Some (\e405 N-aD:pokémon e405 x403) (\z True)) (InAnaphorSet 319 x403)))) (\xx407 Some (\a405 Equal a405 (\v405 ^ (Some (\e407 N-aD:game e407 xx407) (\z True)) (^ (InAnaphorSet 307 xx407) (^ (Some (\e405 N-aD:pokémon e405 xx407) (\z True)) (InAnaphorSet 319 xx407))))) (\a405 N-bO:most (\x401 Equal xx407 x401) (\zz409 Some (\z True) (\x409 Some (\e409 ^ (B-aN-bN:base e409 x409 zz409) (^ (B-aN-b{A-aN}:be e409) (^ (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y411 Some (\e411 ^ (B-aN-bN:catch e411 e409 y411) (A-aN-b{G-aN}:on e411)) (\z True))) (^ (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y413 Some (\e413 ^ (B-aN-bN:train e413 e409 y413) (A-aN-b{G-aN}:on e413)) (\z True))) (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y415 Some (\e415 ^ (B-aN-bN:battle e415 e409 y415) (A-aN-b{G-aN}:on e415)) (\z True))))))) (\z True)))))) (Some (\a416 Equal a416 (\v416 Some (\x403 ^ (Some (\e407 N-aD:game e407 x403) (\z True)) (^ (InAnaphorSet 307 x403) (^ (Some (\e405 N-aD:pokémon e405 x403) (\z True)) (InAnaphorSet 319 x403)))) (\xx407 Some (\a405 Equal a405 (\v405 ^ (Some (\e407 N-aD:game e407 xx407) (\z True)) (^ (InAnaphorSet 307 xx407) (^ (Some (\e405 N-aD:pokémon e405 xx407) (\z True)) (InAnaphorSet 319 xx407))))) (\a405 Some (\x401 Equal xx407 x401) (\zz409 Some (\z True) (\x409 Some (\e409 ^ (B-aN-bN:base e409 x409 zz409) (^ (B-aN-b{A-aN}:be e409) (^ (^ (^ (Some (\e416 N:pokémon e416 v416) (\z True)) (InAnaphorSet 405 v416)) (Some (\e411 ^ (B-aN-bN:catch e411 e409 v416) (A-aN-b{G-aN}:on e411)) (\z True))) (^ (^ (^ (Some (\e416 N:pokémon e416 v416) (\z True)) (InAnaphorSet 405 v416)) (Some (\e413 ^ (B-aN-bN:train e413 e409 v416) (A-aN-b{G-aN}:on e413)) (\z True))) (^ (^ (Some (\e416 N:pokémon e416 v416) (\z True)) (InAnaphorSet 405 v416)) (Some (\e415 ^ (B-aN-bN:battle e415 e409 v416) (A-aN-b{G-aN}:on e415)) (\z True))))))) (\z True))))))) (\a416 Some (\a414 Equal a414 (\v414 Some (\x403 ^ (Some (\e407 N-aD:game e407 x403) (\z True)) (^ (InAnaphorSet 307 x403) (^ (Some (\e405 N-aD:pokémon e405 x403) (\z True)) (InAnaphorSet 319 x403)))) (\xx407 Some (\a405 Equal a405 (\v405 ^ (Some (\e407 N-aD:game e407 xx407) (\z True)) (^ (InAnaphorSet 307 xx407) (^ (Some (\e405 N-aD:pokémon e405 xx407) (\z True)) (InAnaphorSet 319 xx407))))) (\a405 Some (\x401 Equal xx407 x401) (\zz409 Some (\z True) (\x409 Some (\e409 ^ (B-aN-bN:base e409 x409 zz409) (^ (B-aN-b{A-aN}:be e409) (^ (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y411 ^ (B-aN-bN:catch v414 e409 y411) (A-aN-b{G-aN}:on v414))) (^ (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y413 ^ (B-aN-bN:train v414 e409 y413) (A-aN-b{G-aN}:on v414))) (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y415 ^ (B-aN-bN:battle v414 e409 y415) (A-aN-b{G-aN}:on v414))))))) (\z True))))))) (\a414 N-b{N-aD}:the (\x419 ^ (Some (\e420 N-aD:player e420 x419) (\z True)) (B-aN-b{A-aN}:be x419)) (\x N-b{N-aD}:a (\x422 ^ (Some (\e424 N-aD:trainer e424 x422) (\z True)) (^ (Some (\e423 N-aD:pokémon e423 x422) (\z True)) (InAnaphorSet 416 x422))) (\zz424 ^ (Some (\e425 N-rN:who e425 zz424) (\xx425 N-b{N-aD}:these (\x428 ^ (Some (\e429 N-aD:thing e429 x428) (\z True)) (^ (InAnaphorSet 414 x428) (Some (\e427 A-aN:all e427 x428) (\z True)))) (\y426 Some (\e426 B-aN-bN:do e426 xx425 y426) (\z True)))) (Equal zz424 x))))))) (Some (\a423 Equal a423 (\v423 ^ (Some (\x403 ^ (Some (\e407 N-aD:game e407 x403) (\z True)) (^ (InAnaphorSet 307 x403) (^ (Some (\e405 N-aD:pokémon e405 x403) (\z True)) (InAnaphorSet 319 x403)))) (\xx407 Some (\a405 Equal a405 (\v405 ^ (Some (\e407 N-aD:game e407 xx407) (\z True)) (^ (InAnaphorSet 307 xx407) (^ (Some (\e405 N-aD:pokémon e405 xx407) (\z True)) (InAnaphorSet 319 xx407))))) (\a405 Some (\x401 Equal xx407 x401) (\zz409 Some (\z True) (\x409 Some (\e409 ^ (B-aN-bN:base e409 x409 zz409) (^ (B-aN-b{A-aN}:be e409) (^ (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y411 Some (\e411 ^ (B-aN-bN:catch e411 e409 y411) (A-aN-b{G-aN}:on e411)) (\z True))) (^ (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y413 Some (\e413 ^ (B-aN-bN:train e413 e409 y413) (A-aN-b{G-aN}:on e413)) (\z True))) (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y415 Some (\e415 ^ (B-aN-bN:battle e415 e409 y415) (A-aN-b{G-aN}:on e415)) (\z True))))))) (\z True)))))) (Some (\a416 Equal a416 (\v416 Some (\x403 ^ (Some (\e407 N-aD:game e407 x403) (\z True)) (^ (InAnaphorSet 307 x403) (^ (Some (\e405 N-aD:pokémon e405 x403) (\z True)) (InAnaphorSet 319 x403)))) (\xx407 Some (\a405 Equal a405 (\v405 ^ (Some (\e407 N-aD:game e407 xx407) (\z True)) (^ (InAnaphorSet 307 xx407) (^ (Some (\e405 N-aD:pokémon e405 xx407) (\z True)) (InAnaphorSet 319 xx407))))) (\a405 Some (\x401 Equal xx407 x401) (\zz409 Some (\z True) (\x409 Some (\e409 ^ (B-aN-bN:base e409 x409 zz409) (^ (B-aN-b{A-aN}:be e409) (^ (^ (^ (Some (\e416 N:pokémon e416 v416) (\z True)) (InAnaphorSet 405 v416)) (Some (\e411 ^ (B-aN-bN:catch e411 e409 v416) (A-aN-b{G-aN}:on e411)) (\z True))) (^ (^ (^ (Some (\e416 N:pokémon e416 v416) (\z True)) (InAnaphorSet 405 v416)) (Some (\e413 ^ (B-aN-bN:train e413 e409 v416) (A-aN-b{G-aN}:on e413)) (\z True))) (^ (^ (Some (\e416 N:pokémon e416 v416) (\z True)) (InAnaphorSet 405 v416)) (Some (\e415 ^ (B-aN-bN:battle e415 e409 v416) (A-aN-b{G-aN}:on e415)) (\z True))))))) (\z True))))))) (\a416 Some (\a414 Equal a414 (\v414 Some (\x403 ^ (Some (\e407 N-aD:game e407 x403) (\z True)) (^ (InAnaphorSet 307 x403) (^ (Some (\e405 N-aD:pokémon e405 x403) (\z True)) (InAnaphorSet 319 x403)))) (\xx407 Some (\a405 Equal a405 (\v405 ^ (Some (\e407 N-aD:game e407 xx407) (\z True)) (^ (InAnaphorSet 307 xx407) (^ (Some (\e405 N-aD:pokémon e405 xx407) (\z True)) (InAnaphorSet 319 xx407))))) (\a405 Some (\x401 Equal xx407 x401) (\zz409 Some (\z True) (\x409 Some (\e409 ^ (B-aN-bN:base e409 x409 zz409) (^ (B-aN-b{A-aN}:be e409) (^ (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y411 ^ (B-aN-bN:catch v414 e409 y411) (A-aN-b{G-aN}:on v414))) (^ (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y413 ^ (B-aN-bN:train v414 e409 y413) (A-aN-b{G-aN}:on v414))) (Some (\z416 ^ (Some (\e416 N:pokémon e416 z416) (\z True)) (InAnaphorSet 405 z416)) (\y415 ^ (B-aN-bN:battle v414 e409 y415) (A-aN-b{G-aN}:on v414))))))) (\z True))))))) (\a414 Some (\x419 ^ (Some (\e420 N-aD:player e420 x419) (\z True)) (B-aN-b{A-aN}:be x419)) (\x ^ (^ (Some (\e424 N-aD:trainer e424 v423) (\z True)) (^ (Some (\e423 N-aD:pokémon e423 v423) (\z True)) (InAnaphorSet 416 v423))) (^ (Some (\e425 N-rN:who e425 v423) (\xx425 N-b{N-aD}:these (\x428 ^ (Some (\e429 N-aD:thing e429 x428) (\z True)) (^ (InAnaphorSet 414 x428) (Some (\e427 A-aN:all e427 x428) (\z True)))) (\y426 Some (\e426 B-aN-bN:do e426 xx425 y426) (\z True)))) (Equal v423 x)))))))) (\a423 ^ (N-b{N-aD}:the (\x508 ^ (Some (\e509 N-aD:game e509 x508) (\z True)) (InAnaphorSet 407 x508)) (\xx509 Some (\x506 ^ (Some (\e506 N-aD:aspect e506 x506) (\z True)) (Some (\e507 A-aN-bN:to e507 x506 xx509) (\z True))) (\xx506 N-b{N-aD}:a (\x503 ^ (Some (\e504 N-aD-bO:number e504 x503 xx506) (\z True)) (B-aN-b{A-aN}:be x503)) (\z True)))) (Some (\a509 Equal a509 (\v509 ^ (^ (Some (\e509 N-aD:game e509 v509) (\z True)) (InAnaphorSet 407 v509)) (Some (\x506 ^ (Some (\e506 N-aD:aspect e506 x506) (\z True)) (Some (\e507 A-aN-bN:to e507 x506 v509) (\z True))) (\xx506 N-b{N-aD}:a (\x503 ^ (Some (\e504 N-aD-bO:number e504 x503 xx506) (\z True)) (B-aN-b{A-aN}:be x503)) (\z True))))) (\a509 Some (\z608 ^ (Some (\e608 N:pokémon e608 z608) (\z True)) (^ (^ (B-aN-b{A-aN}:be z608) (N-b{N-aD}:the (\x602 ^ (Some (\e606 N-aD:game e606 x602) (\z True)) (^ (InAnaphorSet 509 x602) (^ (Some (\e604 N-aD:pokémon e604 x602) (\z True)) (InAnaphorSet 423 x602)))) (\y601 Some (\e601 A-aN-bN:in e601 z608 y601) (\z True)))) (Some (\a604 Equal a604 (\v604 ^ (B-aN-b{A-aN}:be z608) (^ (^ (Some (\e606 N-aD:game e606 v604) (\z True)) (^ (InAnaphorSet 509 v604) (^ (Some (\e604 N-aD:pokémon e604 v604) (\z True)) (InAnaphorSet 423 v604)))) (Some (\e601 A-aN-bN:in e601 z608 v604) (\z True))))) (\a604 InAnaphorSet 604 z608)))) (\x ^ (Some (\e610 N-aD:creature e610 x) (\z True)) (^ (Some (\x612 Some (\e612 N-aD:trainer e612 x612) (\z True)) (\x613 Some (\e613 ^ (B-aN-bN:catch e613 x613 x) (Some (\x617 ^ (Some (\e617 N-aD:ball e617 x617) (\z True)) (Some (\e616 N-aD:poké e616 x617) (\z True))) (\y615 Some (\e615 B-aN-bN:use e615 e613 y615) (\z True)))) (\z True))) (Some (\a612 Equal a612 (\v612 ^ (Some (\e612 N-aD:trainer e612 v612) (\z True)) (Some (\e613 ^ (B-aN-bN:catch e613 v612 x) (Some (\x617 ^ (Some (\e617 N-aD:ball e617 x617) (\z True)) (Some (\e616 N-aD:poké e616 x617) (\z True))) (\y615 Some (\e615 B-aN-bN:use e615 e613 y615) (\z True)))) (\z True)))) (\a612 ^ (Some (\x612 Some (\e612 N-aD:trainer e612 x612) (\z True)) (\x620 Some (\e620 B-aN-bN:train e620 x620 x) (\z True))) (^ (Some (\x612 Some (\e612 N-aD:trainer e612 x612) (\z True)) (\x622 Some (\e622 B-aN-bN:battle e622 x622 x) (\z True))) (^ (Some (\x612 Some (\e612 N-aD:trainer e612 x612) (\z True)) (\x624 Some (\e624 B-aN-bN:collect e624 x624 x) (\z True))) (Some (\x612 Some (\e612 N-aD:trainer e612 x612) (\z True)) (\x627 Some (\e627 ^ (B-aN-bN:trade e627 x627 x) (N-b{N-aD}:each (\x629 ^ (Some (\e630 N-aD:other e630 x629) (\z True)) (InAnaphorSet 612 x629)) (\y628 Some (\e628 A-aN-bN:with e628 e627 y628) (\z True)))) (\z True)))))))))))))))))))))) 61 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:arizona e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:arizona e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:arizona e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:state e104 x103) (\z True)) (N-b{N-aD}:the (\x106 ^ (Some (\e108 N-aD:state e108 x106) (\z True)) (^ (Some (\z110 Some (\e110 N:america e110 z110) (\z True)) (\y109 Some (\e109 A-aN-bN:of e109 x106 y109) (\z True))) (Some (\z True) (\x107 Some (\e107 B-aN-bN:unite e107 x107 x106) (\z True))))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:arizona e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:state e104 x103) (\z True)) (N-b{N-aD}:the (\x106 ^ (Some (\e108 N-aD:state e108 x106) (\z True)) (^ (Some (\z110 Some (\e110 N:america e110 z110) (\z True)) (\y109 Some (\e109 A-aN-bN:of e109 x106 y109) (\z True))) (Some (\z True) (\x107 Some (\e107 B-aN-bN:unite e107 x107 x106) (\z True))))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y v101)))) (\a101 Some (\a108 Equal a108 (\v108 Some (\z101 ^ (Some (\e101 N:arizona e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x ^ (Some (\e104 N-aD:state e104 x) (\z True)) (^ (^ (Some (\e108 N-aD:state e108 v108) (\z True)) (^ (Some (\z110 Some (\e110 N:america e110 z110) (\z True)) (\y109 Some (\e109 A-aN-bN:of e109 v108 y109) (\z True))) (Some (\z True) (\x107 Some (\e107 B-aN-bN:unite e107 x107 v108) (\z True))))) (Some (\e105 A-aN-bN:in e105 x v108) (\z True)))))) (\a108 ^ (^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz203 Some (\z True) (\x203 Some (\e203 ^ (B-aN-bA:consider e203 x203 (Intension (N-b{N-aD}:the (\x206 ^ (Some (\e209 N-aD:state e209 x206) (\z True)) (^ (^ (^ (InAntecedentSet 209 x206) (InAnaphorSet 108 x206)) (Some (\e207 N-aD:southwestern e207 x206) (\z True))) (Some (\z True) (\x208 Some (\e208 B-aN-bN:unite e208 x208 x206) (\z True))))) (\xx209 N-bO:part (\x204 Equal xx209 x204) (\y Equal y zz203))))) (B-aN-b{A-aN}:be e203)) (\z True)))) (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz212 Some (\z True) (\x212 Some (\e212 ^ (B-aN-bN:border e212 x212 zz212) (^ (B-aN-b{A-aN}:be e212) (^ (Some (\x215 ^ (Some (\e215 N-aD:mexico e215 x215) (\z True)) (^ (N-b{N-aD}:the (\x217 Some (\e218 N-aD:east e218 x217) (\z True)) (\y216 Some (\e216 A-aN-bN:to e216 x215 y216) (\z True))) (Some (\e214 N-aD:new e214 x215) (\z True)))) (\y213 Some (\e213 A-aN-bN:by e213 e212 y213) (\z True))) (^ (Some (\x220 ^ (Some (\e220 N-aD:utah e220 x220) (\z True)) (N-b{N-aD}:the (\x222 Some (\e223 N-aD:north e223 x222) (\z True)) (\y221 Some (\e221 A-aN-bN:to e221 x220 y221) (\z True)))) (\y213 Some (\e213 A-aN-bN:by e213 e212 y213) (\z True))) (^ (Some (\x225 ^ (Some (\e225 N-aD:nevada e225 x225) (\z True)) (N-b{N-aD}:the (\x227 Some (\e228 N-aD:northwest e228 x227) (\z True)) (\y226 Some (\e226 A-aN-bN:to e226 x225 y226) (\z True)))) (\y213 Some (\e213 A-aN-bN:by e213 e212 y213) (\z True))) (Some (\x230 ^ (Some (\e230 N-aD:california e230 x230) (\z True)) (N-b{N-aD}:the (\x232 Some (\e233 N-aD:west e233 x232) (\z True)) (\y231 Some (\e231 A-aN-bN:to e231 x230 y231) (\z True)))) (\y213 Some (\e213 A-aN-bN:by e213 e212 y213) (\z True)))))))) (\z True))))) (^ (N-b{N-aD}:the (\x307 ^ (Some (\e308 N-aD:country e308 x307) (\z True)) (Some (\e309 N:mexico e309 x307) (\z True))) (\zz308 ^ (Some (\z312 ^ (Some (\e312 N:it e312 z312) (\z True)) (InAnaphorSet 305 z312)) (\x313 N-b{N-aD}:a (\x314 Some (\e315 N-aD:border e315 x314) (\z True)) (\y313 Some (\e313 ^ (B-aN-bN:share e313 x313 y313) (^ (Some (\e311 N-rN:which e311 zz308) (\y310 Some (\e310 A-aN-bN:with e310 e313 y310) (\z True))) (Some (\x318 ^ (Some (\e318 N-aD:mile e318 x318) (\z True)) (Some (\e317 A-aN:389 e317 x318) (\z True))) (\y316 Some (\e316 A-aN-bN:of e316 e313 y316) (\z True))))) (\z True)))) (Some (\z305 ^ (Some (\e305 N:arizona e305 z305) (\z True)) (InAnaphorSet 235 z305)) (\xx305 N-b{N-aD}:the (\x302 Some (\e303 N-aD-bO:south e303 x302 xx305) (\z True)) (\y301 Some (\e301 A-aN-bN:to e301 zz308 y301) (\z True)))))) (Some (\a312 Equal a312 (\v312 Some (\x307 ^ (Some (\e308 N-aD:country e308 x307) (\z True)) (Some (\e309 N:mexico e309 x307) (\z True))) (\zz308 ^ (^ (^ (Some (\e312 N:it e312 v312) (\z True)) (InAnaphorSet 305 v312)) (N-b{N-aD}:a (\x314 Some (\e315 N-aD:border e315 x314) (\z True)) (\y313 Some (\e313 ^ (B-aN-bN:share e313 v312 y313) (^ (Some (\e311 N-rN:which e311 zz308) (\y310 Some (\e310 A-aN-bN:with e310 e313 y310) (\z True))) (Some (\x318 ^ (Some (\e318 N-aD:mile e318 x318) (\z True)) (Some (\e317 A-aN:389 e317 x318) (\z True))) (\y316 Some (\e316 A-aN-bN:of e316 e313 y316) (\z True))))) (\z True)))) (Some (\z305 ^ (Some (\e305 N:arizona e305 z305) (\z True)) (InAnaphorSet 235 z305)) (\xx305 Some (\x302 Some (\e303 N-aD-bO:south e303 x302 xx305) (\z True)) (\y301 Some (\e301 A-aN-bN:to e301 zz308 y301) (\z True))))))) (\a312 ^ (N-b{N-aD}:the (\x401 ^ (Some (\e402 N-aD:state e402 x401) (\z True)) (InAnaphorSet 312 x401)) (\zz404 Some (\a402 Equal a402 (\v402 ^ (Some (\e402 N-aD:state e402 zz404) (\z True)) (InAnaphorSet 312 zz404))) (\a402 Some (\z True) (\x404 Some (\e404 ^ (B-aN-bA:call e404 x404 (Intension (^ (N-b{N-aD}:the (\x405 ^ (Some (\e409 N-aD:state e409 x405) (\z True)) (Some (\x408 ^ (Some (\e408 N-aD:canyon e408 x408) (\z True)) (^ (InAntecedentSet 408 x408) (Some (\e407 A-aN:grand e407 x408) (\z True)))) (\z True))) (\y Equal y zz404)) (N-b{N-aD}:the (\x412 ^ (Some (\e415 N-aD:state e415 x412) (\z True)) (Some (\e414 N-aD:copper e414 x412) (\z True))) (\y Equal y zz404))))) (^ (B-aN-b{A-aN}:be e404) (Some (\e417 A-aN-bV:as e417 e404 (Intension (^ (Some (\z418 ^ (Some (\e418 N:it e418 z418) (\z True)) (^ (^ (B-aN-b{A-aN}:be z418) (InAntecedentSet 418 z418)) (InAnaphorSet 402 z418))) (\x N-b{N-aD}:the (\x423 ^ (Some (\e425 N-aD:canyon e425 x423) (\z True)) (^ (InAnaphorSet 408 x423) (Some (\e424 A-aN:grand e424 x423) (\z True)))) (\xx425 N-b{N-aD}:the (\x420 Some (\e421 N-aD-bO:home e421 x420 xx425) (\z True)) (\y Equal y x)))) (Some (\z418 ^ (Some (\e418 N:it e418 z418) (\z True)) (^ (InAntecedentSet 418 z418) (InAnaphorSet 402 z418))) (\x428 Some (\z432 Some (\e432 N:copper e432 z432) (\z True)) (\xx432 Some (\x430 ^ (Some (\e430 N-aD-bO:amount e430 x430 xx432) (\z True)) (Some (\e429 A-aN:large e429 x430) (\z True))) (\y428 Some (\e428 ^ (B-aN-bN:produce e428 x428 y428) (^ (B-aN-b{L-aN}:have e428) (Some (\z434 ^ (Some (\e434 D:its e434 z434) (\z True)) (^ (InAntecedentSet 434 z434) (InAnaphorSet 418 z434))) (\x436 Some (\e436 ^ (B-aN:deposit e436 x436) (Some (\e435 N-aD:mineral e435 e436) (\z True))) (\y433 Some (\e433 A-aN-bN:from e433 e428 y433) (\z True)))))) (\z True)))))))) (\z True)))) (\z True))))) (^ (^ (Some (\z501 ^ (Some (\e501 N:arizona e501 z501) (\z True)) (InAnaphorSet 434 z501)) (\x502 N-b{N-aD}:a (\x503 Some (\e504 N-aD:state e504 x503) (\z True)) (\y502 Some (\e502 ^ (B-aN-bN:become e502 x502 y502) (Some (\x507 ^ (Some (\e507 N-aD:14 e507 x507) (\z True)) (^ (Some (\e509 N:1912 e509 x507) (\z True)) (Some (\e506 N-aD:february e506 x507) (\z True)))) (\y505 Some (\e505 A-aN-bN:on e505 e502 y505) (\z True)))) (\z True)))) (Some (\z501 ^ (Some (\e501 N:arizona e501 z501) (\z True)) (InAnaphorSet 434 z501)) (\x511 N-b{N-aD}:the (\x512 ^ (^ (Some (\e514 N-aD:state e514 x512) (\z True)) (Some (\z True) (\x515 Some (\e515 ^ (B-aN-bN:accept e515 x515 x512) (N-b{N-aD}:the (\x517 ^ (Some (\e519 N-aD:state e519 x517) (\z True)) (^ (InAnaphorSet 209 x517) (Some (\z True) (\x518 Some (\e518 B-aN-bN:unite e518 x518 x517) (\z True))))) (\y516 Some (\e516 A-aN-bN:into e516 e515 y516) (\z True)))) (\z True)))) (NNORD-aD-b{N-aD}:48thMinusOne (\y513 ^ (Some (\e514 N-aD:state e514 y513) (\z True)) (Some (\z True) (\x515 Some (\e515 ^ (B-aN-bN:accept e515 x515 y513) (N-b{N-aD}:the (\x517 ^ (Some (\e519 N-aD:state e519 x517) (\z True)) (^ (InAnaphorSet 209 x517) (Some (\z True) (\x518 Some (\e518 B-aN-bN:unite e518 x518 x517) (\z True))))) (\y516 Some (\e516 A-aN-bN:into e516 e515 y516) (\z True)))) (\z True)))) (\y513 Prec x512 y513))) (\y511 Some (\e511 B-aN-bN:become e511 x511 y511) (\z True))))) (Some (\a501 Equal a501 (\v501 ^ (^ (^ (Some (\e501 N:arizona e501 v501) (\z True)) (InAnaphorSet 434 v501)) (N-b{N-aD}:a (\x503 Some (\e504 N-aD:state e504 x503) (\z True)) (\y502 Some (\e502 ^ (B-aN-bN:become e502 v501 y502) (Some (\x507 ^ (Some (\e507 N-aD:14 e507 x507) (\z True)) (^ (Some (\e509 N:1912 e509 x507) (\z True)) (Some (\e506 N-aD:february e506 x507) (\z True)))) (\y505 Some (\e505 A-aN-bN:on e505 e502 y505) (\z True)))) (\z True)))) (^ (^ (Some (\e501 N:arizona e501 v501) (\z True)) (InAnaphorSet 434 v501)) (N-b{N-aD}:the (\x512 ^ (^ (Some (\e514 N-aD:state e514 x512) (\z True)) (Some (\z True) (\x515 Some (\e515 ^ (B-aN-bN:accept e515 x515 x512) (N-b{N-aD}:the (\x517 ^ (Some (\e519 N-aD:state e519 x517) (\z True)) (^ (InAnaphorSet 209 x517) (Some (\z True) (\x518 Some (\e518 B-aN-bN:unite e518 x518 x517) (\z True))))) (\y516 Some (\e516 A-aN-bN:into e516 e515 y516) (\z True)))) (\z True)))) (NNORD-aD-b{N-aD}:48thMinusOne (\y513 ^ (Some (\e514 N-aD:state e514 y513) (\z True)) (Some (\z True) (\x515 Some (\e515 ^ (B-aN-bN:accept e515 x515 y513) (N-b{N-aD}:the (\x517 ^ (Some (\e519 N-aD:state e519 x517) (\z True)) (^ (InAnaphorSet 209 x517) (Some (\z True) (\x518 Some (\e518 B-aN-bN:unite e518 x518 x517) (\z True))))) (\y516 Some (\e516 A-aN-bN:into e516 e515 y516) (\z True)))) (\z True)))) (\y513 Prec x512 y513))) (\y511 Some (\e511 B-aN-bN:become e511 v501 y511) (\z True)))))) (\a501 N-b{N-aD}:the (\x601 ^ (Some (\e603 N-aD:capital e603 x601) (\z True)) (^ (B-aN-b{A-aN}:be x601) (^ (Some (\e602 N-aD:state e602 x601) (\z True)) (InAnaphorSet 501 x601)))) (\x Some (\a602 Equal a602 (\v602 ^ (Some (\e603 N-aD:capital e603 x) (\z True)) (^ (B-aN-b{A-aN}:be x) (^ (Some (\e602 N-aD:state e602 x) (\z True)) (InAnaphorSet 501 x))))) (\a602 ^ (Some (\e605 N:phoenix e605 x) (\z True)) (Some (\e607 N-rN:which e607 x) (\xx607 ^ (^ (B-aN-b{A-aN}:be xx607) (Some (\e608 A-aN:also e608 xx607) (\z True))) (N-b{N-aD}:the (\x610 ^ (^ (Some (\e612 N-aD:city e612 x610) (\z True)) (N-b{N-aD}:the (\x614 ^ (Some (\e615 N-aD:state e615 x614) (\z True)) (InAnaphorSet 602 x614)) (\y613 Some (\e613 A-aN-bN:in e613 x610 y613) (\z True)))) (None (\y611 ^ (Some (\e612 N-aD:city e612 y611) (\z True)) (N-b{N-aD}:the (\x614 ^ (Some (\e615 N-aD:state e615 x614) (\z True)) (InAnaphorSet 602 x614)) (\y613 Some (\e613 A-aN-bN:in e613 y611 y613) (\z True)))) (\y611 More (\z ANSUP-aD-b{N-aD}:large y611 z) (\z ANSUP-aD-b{N-aD}:large x610 z)))) (\y Equal y xx607)))))))))))))))))) 64 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:phrase e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:phrase e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:phrase e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\x108 Some (\e108 N-aD:word e108 x108) (\z True)) (\xx108 N-b{N-aD}:a (\x104 ^ (Some (\e106 N-aD-bO:group e106 x104 xx108) (\z True)) (Some (\e105 A-aN:small e105 x104) (\z True))) (\zz106 ^ (Some (\e109 N-rN:that e109 zz106) (\xx109 Some (\x111 Some (\e111 N-aD:meaning e111 x111) (\z True)) (\y110 Some (\e110 ^ (B-aN-bN:add e110 xx109 y110) (N-b{N-aD}:a (\x113 Some (\e114 N-aD:word e114 x113) (\z True)) (\y112 Some (\e112 A-aN-bN:to e112 e110 y112) (\z True)))) (\z True)))) (Equal zz106 x))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:phrase e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\x108 Some (\e108 N-aD:word e108 x108) (\z True)) (\xx108 N-b{N-aD}:a (\x104 ^ (Some (\e106 N-aD-bO:group e106 x104 xx108) (\z True)) (Some (\e105 A-aN:small e105 x104) (\z True))) (\zz106 ^ (Some (\e109 N-rN:that e109 zz106) (\xx109 Some (\x111 Some (\e111 N-aD:meaning e111 x111) (\z True)) (\y110 Some (\e110 ^ (B-aN-bN:add e110 xx109 y110) (N-b{N-aD}:a (\x113 Some (\e114 N-aD:word e114 x113) (\z True)) (\y112 Some (\e112 A-aN-bN:to e112 e110 y112) (\z True)))) (\z True)))) (Equal zz106 v102)))))) (\a102 ^ (N-b{N-aD}:a (\x201 ^ (Some (\e202 N-aD:phrase e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\xx202 Some (\a202 Equal a202 (\v202 ^ (Some (\e202 N-aD:phrase e202 xx202) (\z True)) (InAnaphorSet 102 xx202))) (\a202 AMDL-aN-b{A-aN}:not (\e203 ^ (B-aN-b{A-aN}:be e203) (Some (\e207 A-aN-bV:because e207 e203 (Intension (Some (\z208 ^ (Some (\e208 N:it e208 z208) (\z True)) (^ (InAntecedentSet 208 z208) (InAnaphorSet 202 z208))) (\xx208 AMDL-aN-b{A-aN}:not (\e209 B-aN-b{A-aN}:be e209) (\e ^ (Equal xx208 e) (N-b{N-aD}:a (\x211 ^ (Some (\e213 N-aD:idea e213 x211) (\z True)) (^ (^ (N-b{N-aD}:a (\x215 Some (\e216 N-aD:subject e216 x215) (\z True)) (\y214 Some (\e214 A-aN-bN:with e214 x211 y214) (\z True))) (N-b{N-aD}:a (\x218 Some (\e219 N-aD:predicate e219 x218) (\z True)) (\y214 Some (\e214 A-aN-bN:with e214 x211 y214) (\z True)))) (Some (\e212 A-aN:complete e212 x211) (\z True)))) (\y Equal y xx208))))))) (\z True))) (\e ^ (Equal xx202 e) (N-b{N-aD}:a (\x205 Some (\e206 N-aD:sentence e206 x205) (\z True)) (\y Equal y xx202)))))) (^ (Some (\e319 B:speak e319 x319) (\xx319 N-b{N-aD}:the (\x315 ^ (Some (\e317 N-aD-bO:part e317 x315 xx319) (\z True)) (None (\y316 Some (\e317 N-aD-bO:part e317 y316 xx319) (\z True)) (\y316 More (\z ANSUP-aD-b{N-aD}:main y316 z) (\z ANSUP-aD-b{N-aD}:main x315 z)))) (\xx316 Some (\x309 ^ (Some (\e309 N-aD:phrase e309 x309) (\z True)) (InAnaphorSet 208 x309)) (\xx309 Some (\x307 ^ (Some (\e307 N-aD-bO:kind e307 x307 xx309) (\z True)) (^ (^ (^ (^ (B-aN-b{A-aN}:be x307) (Some (\z302 Some (\e302 N:english e302 z302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 x307 y301) (\z True)))) (^ (Some (\e311 N:one e311 x307) (\z True)) (^ (InAnaphorSet 307 x307) (N-bO:each (\x313 Equal xx316 x313) (\y312 Some (\e312 A-aN-bN:for e312 x307 y312) (\z True)))))) (Some (\e305 A-aN:five e305 x307) (\z True))) (Some (\e306 A-aN:different e306 x307) (\z True)))) (\z True))))) (Some (\a309 Equal a309 (\v309 Some (\e319 B:speak e319 x319) (\xx319 Some (\x315 ^ (Some (\e317 N-aD-bO:part e317 x315 xx319) (\z True)) (None (\y316 Some (\e317 N-aD-bO:part e317 y316 xx319) (\z True)) (\y316 More (\z ANSUP-aD-b{N-aD}:main y316 z) (\z ANSUP-aD-b{N-aD}:main x315 z)))) (\xx316 ^ (^ (Some (\e309 N-aD:phrase e309 v309) (\z True)) (InAnaphorSet 208 v309)) (Some (\x307 ^ (Some (\e307 N-aD-bO:kind e307 x307 v309) (\z True)) (^ (^ (^ (^ (B-aN-b{A-aN}:be x307) (Some (\z302 Some (\e302 N:english e302 z302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 x307 y301) (\z True)))) (^ (Some (\e311 N:one e311 x307) (\z True)) (^ (InAnaphorSet 307 x307) (N-bO:each (\x313 Equal xx316 x313) (\y312 Some (\e312 A-aN-bN:for e312 x307 y312) (\z True)))))) (Some (\e305 A-aN:five e305 x307) (\z True))) (Some (\e306 A-aN:different e306 x307) (\z True)))) (\z True)))))) (\a309 ^ (^ (N-b{N-aD}:the (\x405 ^ (Some (\e407 N-aD:word e407 x405) (\z True)) (None (\y406 Some (\e407 N-aD:word e407 y406) (\z True)) (\y406 More (\z ANSUP-aD-b{N-aD}:main y406 z) (\z ANSUP-aD-b{N-aD}:main x405 z)))) (\zz421 Some (\z True) (\x421 Some (\e421 ^ (B-aN-bA:call e421 x421 (Intension (N-b{N-aD}:the (\x422 ^ (Some (\e424 N-aD:head e424 x422) (\z True)) (InAntecedentSet 424 x422)) (\y Equal y zz421)))) (^ (B-aN-b{A-aN}:be e421) (N-b{N-aD}:a (\x402 ^ (Some (\e403 N-aD:phrase e403 x402) (\z True)) (InAnaphorSet 309 x402)) (\y401 Some (\e401 A-aN-bN:in e401 e421 y401) (\z True))))) (\z True)))) (Some (\a403 Equal a403 (\v403 Some (\x405 ^ (Some (\e407 N-aD:word e407 x405) (\z True)) (None (\y406 Some (\e407 N-aD:word e407 y406) (\z True)) (\y406 More (\z ANSUP-aD-b{N-aD}:main y406 z) (\z ANSUP-aD-b{N-aD}:main x405 z)))) (\zz421 Some (\z True) (\x421 Some (\e421 ^ (B-aN-bA:call e421 x421 (Intension (N-b{N-aD}:the (\x422 ^ (Some (\e424 N-aD:head e424 x422) (\z True)) (InAntecedentSet 424 x422)) (\y Equal y zz421)))) (^ (B-aN-b{A-aN}:be e421) (^ (^ (Some (\e403 N-aD:phrase e403 v403) (\z True)) (InAnaphorSet 309 v403)) (Some (\e401 A-aN-bN:in e401 e421 v403) (\z True))))) (\z True))))) (\a403 N-b{N-aD}:the (\x410 Some (\e411 N-aD:word e411 x410) (\z True)) (\zz411 ^ (Some (\e412 N-rN:that e412 zz411) (\xx412 ^ (B-aN-b{A-aN}:be xx412) (Gen (\z N-b{N-aD}:the (\x415 ^ (Some (\e416 N-aD:phrase e416 x415) (\z True)) (InAnaphorSet 403 x415)) (\x418 Some (\e418 ^ (A-aN-bN:about e418 x418 z) (B-aN-b{A-aN}:be e418)) (\z True))) (\y Equal y xx412)))) (Some (\z True) (\x421 Some (\e421 ^ (B-aN-bA:call e421 x421 (Intension (N-b{N-aD}:the (\x422 ^ (Some (\e424 N-aD:head e424 x422) (\z True)) (InAntecedentSet 424 x422)) (\y Equal y zz411)))) (^ (B-aN-b{A-aN}:be e421) (N-b{N-aD}:a (\x402 ^ (Some (\e403 N-aD:phrase e403 x402) (\z True)) (InAnaphorSet 309 x402)) (\y401 Some (\e401 A-aN-bN:in e401 e421 y401) (\z True))))) (\z True))))))) (Some (\a416 Equal a416 (\v416 ^ (Some (\x405 ^ (Some (\e407 N-aD:word e407 x405) (\z True)) (None (\y406 Some (\e407 N-aD:word e407 y406) (\z True)) (\y406 More (\z ANSUP-aD-b{N-aD}:main y406 z) (\z ANSUP-aD-b{N-aD}:main x405 z)))) (\zz421 Some (\z True) (\x421 Some (\e421 ^ (B-aN-bA:call e421 x421 (Intension (N-b{N-aD}:the (\x422 ^ (Some (\e424 N-aD:head e424 x422) (\z True)) (InAntecedentSet 424 x422)) (\y Equal y zz421)))) (^ (B-aN-b{A-aN}:be e421) (N-b{N-aD}:a (\x402 ^ (Some (\e403 N-aD:phrase e403 x402) (\z True)) (InAnaphorSet 309 x402)) (\y401 Some (\e401 A-aN-bN:in e401 e421 y401) (\z True))))) (\z True)))) (Some (\a403 Equal a403 (\v403 Some (\x405 ^ (Some (\e407 N-aD:word e407 x405) (\z True)) (None (\y406 Some (\e407 N-aD:word e407 y406) (\z True)) (\y406 More (\z ANSUP-aD-b{N-aD}:main y406 z) (\z ANSUP-aD-b{N-aD}:main x405 z)))) (\zz421 Some (\z True) (\x421 Some (\e421 ^ (B-aN-bA:call e421 x421 (Intension (N-b{N-aD}:the (\x422 ^ (Some (\e424 N-aD:head e424 x422) (\z True)) (InAntecedentSet 424 x422)) (\y Equal y zz421)))) (^ (B-aN-b{A-aN}:be e421) (^ (^ (Some (\e403 N-aD:phrase e403 v403) (\z True)) (InAnaphorSet 309 v403)) (Some (\e401 A-aN-bN:in e401 e421 v403) (\z True))))) (\z True))))) (\a403 Some (\x410 Some (\e411 N-aD:word e411 x410) (\z True)) (\zz411 ^ (Some (\e412 N-rN:that e412 zz411) (\xx412 ^ (B-aN-b{A-aN}:be xx412) (^ (^ (Some (\e416 N-aD:phrase e416 v416) (\z True)) (InAnaphorSet 403 v416)) (Some (\e418 ^ (A-aN-bN:about e418 v416 xx412) (B-aN-b{A-aN}:be e418)) (\z True))))) (Some (\z True) (\x421 Some (\e421 ^ (B-aN-bA:call e421 x421 (Intension (N-b{N-aD}:the (\x422 ^ (Some (\e424 N-aD:head e424 x422) (\z True)) (InAntecedentSet 424 x422)) (\y Equal y zz411)))) (^ (B-aN-b{A-aN}:be e421) (N-b{N-aD}:a (\x402 ^ (Some (\e403 N-aD:phrase e403 x402) (\z True)) (InAnaphorSet 309 x402)) (\y401 Some (\e401 A-aN-bN:in e401 e421 y401) (\z True))))) (\z True)))))))) (\a416 ^ (Some (\z505 ^ (Some (\e505 N:it e505 z505) (\z True)) (InAnaphorSet 424 z505)) (\zz507 Some (\z True) (\x507 Some (\e507 ^ (B-aN-bN:print e507 x507 zz507) (^ (^ (B-aN-b{A-aN}:be e507) (N-b{N-aD}:these (\x502 Some (\e503 N-aD:example e503 x502) (\z True)) (\y501 Some (\e501 A-aN-bN:in e501 e507 y501) (\z True)))) (Some (\z509 Some (\e509 N:bold e509 z509) (\z True)) (\y508 Some (\e508 A-aN-bN:in e508 e507 y508) (\z True))))) (\z True)))) (Some (\a505 Equal a505 (\v505 ^ (^ (Some (\e505 N:it e505 v505) (\z True)) (InAnaphorSet 424 v505)) (Some (\z True) (\x507 Some (\e507 ^ (B-aN-bN:print e507 x507 v505) (^ (^ (B-aN-b{A-aN}:be e507) (N-b{N-aD}:these (\x502 Some (\e503 N-aD:example e503 x502) (\z True)) (\y501 Some (\e501 A-aN-bN:in e501 e507 y501) (\z True)))) (Some (\z509 Some (\e509 N:bold e509 z509) (\z True)) (\y508 Some (\e508 A-aN-bN:in e508 e507 y508) (\z True))))) (\z True))))) (\a505 ^ (N-b{N-aD}:the (\x601 ^ (Some (\e603 N-aD:word e603 x601) (\z True)) (^ (N-b{N-aD}:the (\x605 ^ (Some (\e606 N-aD:phrase e606 x605) (\z True)) (InAnaphorSet 416 x605)) (\y604 Some (\e604 A-aN-bN:in e604 x601 y604) (\z True))) (Some (\e602 A-aN:other e602 x601) (\z True)))) (\x607 ^ (Some (\z True) (\x611 N-b{N-aD}:the (\x616 ^ (Some (\e617 N-aD:head e617 x616) (\z True)) (InAnaphorSet 505 x616)) (\y611 Some (\e611 B-aN-bN:change e611 x611 y611) (\xx612 N-b{N-aD}:the (\x608 Some (\z True) (\x609 B-aN-bN:work x608 x609 xx612)) (\y607 Some (\e607 B-aN-bN:do e607 x607 y607) (\z True)))))) (Some (\x614 N-b{N-aD}:the (\x616 ^ (Some (\e617 N-aD:head e617 x616) (\z True)) (InAnaphorSet 505 x616)) (\z614 Some (\e614 N-aN-bN:modify e614 x614 z614) (\z True))) (\xx612 N-b{N-aD}:the (\x608 Some (\z True) (\x609 B-aN-bN:work x608 x609 xx612)) (\y607 Some (\e607 B-aN-bN:do e607 x607 y607) (\z True)))))) (Some (\a606 Equal a606 (\v606 Some (\x601 ^ (Some (\e603 N-aD:word e603 x601) (\z True)) (^ (^ (^ (Some (\e606 N-aD:phrase e606 v606) (\z True)) (InAnaphorSet 416 v606)) (Some (\e604 A-aN-bN:in e604 x601 v606) (\z True))) (Some (\e602 A-aN:other e602 x601) (\z True)))) (\x607 ^ (Some (\z True) (\x611 Some (\x616 ^ (Some (\e617 N-aD:head e617 x616) (\z True)) (InAnaphorSet 505 x616)) (\y611 Some (\e611 B-aN-bN:change e611 x611 y611) (\xx612 Some (\x608 Some (\z True) (\x609 B-aN-bN:work x608 x609 xx612)) (\y607 Some (\e607 B-aN-bN:do e607 x607 y607) (\z True)))))) (Some (\x614 N-b{N-aD}:the (\x616 ^ (Some (\e617 N-aD:head e617 x616) (\z True)) (InAnaphorSet 505 x616)) (\z614 Some (\e614 N-aN-bN:modify e614 x614 z614) (\z True))) (\xx612 Some (\x608 Some (\z True) (\x609 B-aN-bN:work x608 x609 xx612)) (\y607 Some (\e607 B-aN-bN:do e607 x607 y607) (\z True))))))) (\a606 Some (\z701 ^ (Some (\e701 N:these e701 z701) (\z True)) (^ (B-aN-b{A-aN}:be z701) (Some (\e702 ^ (A-aN:down e702 z701) (Some (\e703 A-aN:here e703 e702) (\z True))) (\z True)))) (\x Some (\x708 ^ (Some (\e708 N-aD:phrase e708 x708) (\z True)) (^ (InAnaphorSet 606 x708) (N-b{N-aD}:the (\x710 Some (\z True) (\x711 B-aN:classify x710 x711)) (\y709 Some (\e709 A-aN-bN:with e709 x708 y709) (\z True))))) (\xx708 N-b{N-aD}:some (\x705 Some (\e706 N-aD-bO:example e706 x705 xx708) (\z True)) (\y Equal y x))))))))))))))))) 65 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:emergency e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:emergency e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:an (\x101 ^ (Some (\e102 N-aD:emergency e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\z True) (\x105 B-aN:situate x104 x105)) (\zz105 ^ (N-b{N-aD}:a (\x108 ^ (Some (\e109 N-aD:risk e109 x108) (\z True)) (^ (Some (\z111 Some (\e111 N:health e111 z111) (\z True)) (\y110 Some (\e110 A-aN-bN:to e110 x108 y110) (\z True))) (^ (Some (\e113 B:live e113 x113) (\y110 Some (\e110 A-aN-bN:to e110 x108 y110) (\z True))) (^ (Some (\z115 Some (\e115 N:property e115 z115) (\z True)) (\y110 Some (\e110 A-aN-bN:to e110 x108 y110) (\z True))) (Some (\z117 Some (\e117 N:environment e117 z117) (\z True)) (\y110 Some (\e110 A-aN-bN:to e110 x108 y110) (\z True))))))) (\x121 Some (\e121 ^ (B-aN:happen e121 x121) (^ (^ (A-aN-b{I-aN}:about e121) (B-aN-b{A-aN}:be e121)) (Some (\e107 N-rN:which e107 zz105) (\y106 Some (\e106 A-aN-bN:in e106 e121 y106) (\z True))))) (\z True))) (Equal zz105 x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:emergency e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 Some (\z True) (\x105 B-aN:situate x104 x105)) (\zz105 ^ (N-b{N-aD}:a (\x108 ^ (Some (\e109 N-aD:risk e109 x108) (\z True)) (^ (Some (\z111 Some (\e111 N:health e111 z111) (\z True)) (\y110 Some (\e110 A-aN-bN:to e110 x108 y110) (\z True))) (^ (Some (\e113 B:live e113 x113) (\y110 Some (\e110 A-aN-bN:to e110 x108 y110) (\z True))) (^ (Some (\z115 Some (\e115 N:property e115 z115) (\z True)) (\y110 Some (\e110 A-aN-bN:to e110 x108 y110) (\z True))) (Some (\z117 Some (\e117 N:environment e117 z117) (\z True)) (\y110 Some (\e110 A-aN-bN:to e110 x108 y110) (\z True))))))) (\x121 Some (\e121 ^ (B-aN:happen e121 x121) (^ (^ (A-aN-b{I-aN}:about e121) (B-aN-b{A-aN}:be e121)) (Some (\e107 N-rN:which e107 zz105) (\y106 Some (\e106 A-aN-bN:in e106 e121 y106) (\z True))))) (\z True))) (Equal zz105 v102))))) (\a102 ^ (Some (\x202 ^ (Some (\e202 N-aD:emergency e202 x202) (\z True)) (^ (InAnaphorSet 102 x202) (Some (\e201 A-aN:most e201 x202) (\z True)))) (\x203 Some (\a202 Equal a202 (\v202 ^ (Some (\e202 N-aD:emergency e202 x203) (\z True)) (^ (InAnaphorSet 102 x203) (Some (\e201 A-aN:most e201 x203) (\z True))))) (\a202 Some (\z True) (\x205 Some (\e205 ^ (B-aN:attend e205 x205) (Some (\e204 A-aN:quick e204 e205) (\z True))) (\y203 Some (\e203 ^ (B-aN-bN:need e203 x203 y203) (Some (\z208 ^ (Some (\e208 N:it e208 z208) (\z True)) (InAnaphorSet 202 z208)) (\y207 Some (\e207 ^ (B-aN-bN:prevent e207 e203 y207) (Some (\e211 ^ (A-aN:bad e211 e207) (^ (B-aN-b{A-aN}:become e211) (A-aN-b{G-aN}:from e211))) (\z True))) (\z True)))) (\z True)))))) (Some (\a208 Equal a208 (\v208 Some (\x202 ^ (Some (\e202 N-aD:emergency e202 x202) (\z True)) (^ (InAnaphorSet 102 x202) (Some (\e201 A-aN:most e201 x202) (\z True)))) (\x203 Some (\a202 Equal a202 (\v202 ^ (Some (\e202 N-aD:emergency e202 x203) (\z True)) (^ (InAnaphorSet 102 x203) (Some (\e201 A-aN:most e201 x203) (\z True))))) (\a202 Some (\z True) (\x205 Some (\e205 ^ (B-aN:attend e205 x205) (Some (\e204 A-aN:quick e204 e205) (\z True))) (\y203 Some (\e203 ^ (B-aN-bN:need e203 x203 y203) (^ (^ (Some (\e208 N:it e208 v208) (\z True)) (InAnaphorSet 202 v208)) (Some (\e207 ^ (B-aN-bN:prevent e207 e203 v208) (Some (\e211 ^ (A-aN:bad e211 e207) (^ (B-aN-b{A-aN}:become e211) (A-aN-b{G-aN}:from e211))) (\z True))) (\z True)))) (\z True))))))) (\a208 ^ (Some (\x317 ^ (Some (\e317 N-aD:incident e317 x317) (\z True)) (^ (Some (\e315 A-aN:many e315 x317) (\z True)) (Some (\e316 A-aN:small e316 x317) (\z True)))) (\x318 Some (\a317 Equal a317 (\v317 ^ (Some (\e317 N-aD:incident e317 x318) (\z True)) (^ (Some (\e315 A-aN:many e315 x318) (\z True)) (Some (\e316 A-aN:small e316 x318) (\z True))))) (\a317 Some (\z322 Some (\e322 N:someone e322 z322) (\z True)) (\zz322 ^ (Some (\e323 N-rN:who e323 zz322) (\xx323 Some (\e325 ^ (B-aN:watch e325 xx323) (B-aN-b{A-aN}:be e325)) (\z True))) (N-b{N-aD}:the (\x319 Some (\e320 N-aD-bO:opinion e320 x319 zz322) (\z True)) (\y318 Some (\e318 ^ (B-aN-bN:need e318 x318 y318) (^ (Some (\e302 ^ (A-aN-bV:though e302 e318 (Intension (N-b{N-aD}:some (\x303 ^ (Some (\e304 N-aD:emergency e304 x303) (\z True)) (^ (InAnaphorSet 208 x303) (N-b{N-aD}:a (\x311 ^ (Some (\e313 N-aD:disaster e313 x311) (\z True)) (Some (\e312 A-aN:natural e312 x311) (\z True))) (\y310 Some (\e310 A-aN-bN:like e310 x303 y310) (\z True))))) (\x306 Gen (\e306 Some (\z True) (\x308 ^ (B-aN-bN:see e306 x308 x306) (B-aN-b{A-aN}:be e306))) (\e306 A-aN-b{I-aN-gN}:easy e306))))) (Some (\e301 A-aN:even e301 e302) (\z True))) (\z True)) (Some (\e327 B:order e327 x327) (\x326 Some (\z331 ^ (Some (\e331 N:it e331 z331) (\z True)) (^ (^ (B-aN-b{A-aN}:be z331) (Some (\e333 A-aN:real e333 z331) (\z True))) (InAnaphorSet 317 z331))) (\x ^ (N-b{N-aD}:an (\x334 ^ (Some (\e335 N-aD:emergency e335 x334) (\z True)) (InAnaphorSet 208 x334)) (\y Equal y x)) (Some (\x330 Some (\e330 N-bV:whether e330 x330) (\z True)) (\y329 Some (\e329 ^ (B-aN-bN:decide e329 e318 y329) (A-aN-b{I-aN}-bN:in e329)) (\z True)))))))) (\z True))))))) (Some (\a335 Equal a335 (\v335 Some (\x317 ^ (Some (\e317 N-aD:incident e317 x317) (\z True)) (^ (Some (\e315 A-aN:many e315 x317) (\z True)) (Some (\e316 A-aN:small e316 x317) (\z True)))) (\x318 Some (\a317 Equal a317 (\v317 ^ (Some (\e317 N-aD:incident e317 x318) (\z True)) (^ (Some (\e315 A-aN:many e315 x318) (\z True)) (Some (\e316 A-aN:small e316 x318) (\z True))))) (\a317 Some (\z322 Some (\e322 N:someone e322 z322) (\z True)) (\zz322 ^ (Some (\e323 N-rN:who e323 zz322) (\xx323 Some (\e325 ^ (B-aN:watch e325 xx323) (B-aN-b{A-aN}:be e325)) (\z True))) (Some (\x319 Some (\e320 N-aD-bO:opinion e320 x319 zz322) (\z True)) (\y318 Some (\e318 ^ (B-aN-bN:need e318 x318 y318) (^ (Some (\e302 ^ (A-aN-bV:though e302 e318 (Intension (N-b{N-aD}:some (\x303 ^ (Some (\e304 N-aD:emergency e304 x303) (\z True)) (^ (InAnaphorSet 208 x303) (N-b{N-aD}:a (\x311 ^ (Some (\e313 N-aD:disaster e313 x311) (\z True)) (Some (\e312 A-aN:natural e312 x311) (\z True))) (\y310 Some (\e310 A-aN-bN:like e310 x303 y310) (\z True))))) (\x306 Gen (\e306 Some (\z True) (\x308 ^ (B-aN-bN:see e306 x308 x306) (B-aN-b{A-aN}:be e306))) (\e306 A-aN-b{I-aN-gN}:easy e306))))) (Some (\e301 A-aN:even e301 e302) (\z True))) (\z True)) (Some (\e327 B:order e327 x327) (\x326 Some (\z331 ^ (Some (\e331 N:it e331 z331) (\z True)) (^ (^ (B-aN-b{A-aN}:be z331) (Some (\e333 A-aN:real e333 z331) (\z True))) (InAnaphorSet 317 z331))) (\x ^ (^ (^ (Some (\e335 N-aD:emergency e335 v335) (\z True)) (InAnaphorSet 208 v335)) (Equal v335 x)) (Some (\x330 Some (\e330 N-bV:whether e330 x330) (\z True)) (\y329 Some (\e329 ^ (B-aN-bN:decide e329 e318 y329) (A-aN-b{I-aN}-bN:in e329)) (\z True)))))))) (\z True)))))))) (\a335 ^ (^ (N-b{N-aD}:an (\x405 ^ (Some (\e406 N-aD:emergency e406 x405) (\z True)) (InAnaphorSet 335 x405)) (\xx406 N-b{N-aD}:the (\x401 Some (\z True) (\x403 ^ (B-aN-bN:define x401 x403 xx406) (Some (\e402 A-aN:exact e402 x401) (\z True)))) (\x416 Some (\e416 ^ (B-aN:depend e416 x416) (N-b{N-aD}:the (\x418 Some (\e419 N-aD:jurisdiction e419 x418) (\z True)) (\y417 Some (\e417 A-aN-bN:on e417 e416 y417) (\z True)))) (\z True)))) (^ (N-b{N-aD}:the (\x408 ^ (Some (\e409 N-aD:agency e409 x408) (\z True)) (Some (\z True) (\x410 Some (\e410 B-aN-bN:involve e410 x410 x408) (\z True)))) (\x416 Some (\e416 ^ (B-aN:depend e416 x416) (N-b{N-aD}:the (\x418 Some (\e419 N-aD:jurisdiction e419 x418) (\z True)) (\y417 Some (\e417 A-aN-bN:on e417 e416 y417) (\z True)))) (\z True))) (N-b{N-aD}:the (\x412 Some (\z True) (\x413 ^ (B-aN:rule x412 x413) (Some (\z True) (\x414 Some (\e414 B-aN-bN:follow e414 x414 x412) (\z True))))) (\x416 Some (\e416 ^ (B-aN:depend e416 x416) (N-b{N-aD}:the (\x418 Some (\e419 N-aD:jurisdiction e419 x418) (\z True)) (\y417 Some (\e417 A-aN-bN:on e417 e416 y417) (\z True)))) (\z True))))) (Some (\a419 Equal a419 (\v419 ^ (Some (\x405 ^ (Some (\e406 N-aD:emergency e406 x405) (\z True)) (InAnaphorSet 335 x405)) (\xx406 Some (\x401 Some (\z True) (\x403 ^ (B-aN-bN:define x401 x403 xx406) (Some (\e402 A-aN:exact e402 x401) (\z True)))) (\x416 Some (\e416 ^ (B-aN:depend e416 x416) (^ (Some (\e419 N-aD:jurisdiction e419 v419) (\z True)) (Some (\e417 A-aN-bN:on e417 e416 v419) (\z True)))) (\z True)))) (^ (Some (\x408 ^ (Some (\e409 N-aD:agency e409 x408) (\z True)) (Some (\z True) (\x410 Some (\e410 B-aN-bN:involve e410 x410 x408) (\z True)))) (\x416 Some (\e416 ^ (B-aN:depend e416 x416) (^ (Some (\e419 N-aD:jurisdiction e419 v419) (\z True)) (Some (\e417 A-aN-bN:on e417 e416 v419) (\z True)))) (\z True))) (Some (\x412 Some (\z True) (\x413 ^ (B-aN:rule x412 x413) (Some (\z True) (\x414 Some (\e414 B-aN-bN:follow e414 x414 x412) (\z True))))) (\x416 Some (\e416 ^ (B-aN:depend e416 x416) (^ (Some (\e419 N-aD:jurisdiction e419 v419) (\z True)) (Some (\e417 A-aN-bN:on e417 e416 v419) (\z True)))) (\z True)))))) (\a419 Some (\z422 ^ (Some (\e422 N:this e422 z422) (\z True)) (InAnaphorSet 419 z422)) (\zz425 Some (\z True) (\x425 Some (\e425 ^ (B-aN-bN:set e425 x425 zz425) (^ (^ (B-aN-b{A-aN}:be e425) (Some (\e424 A-aN:usual e424 e425) (\z True))) (N-b{N-aD}:the (\x427 Some (\e428 N-aD:government e428 x427) (\z True)) (\zz428 ^ (Some (\x431 ^ (Some (\e431 N-aD:agency e431 x431) (\z True)) (Some (\z True) (\x434 ^ (B-aN:serve x431 x434) (Some (\e433 N-aD:emergency e433 x431) (\z True))))) (\xx431 Some (\e437 ^ (A-aN:responsible e437 xx431) (^ (B-aN-b{A-aN}:be e437) (^ (Some (\x440 ^ (Some (\e440 N-aD:planning e440 x440) (\z True)) (Some (\e439 N-aD:emergency e439 x440) (\z True))) (\y438 Some (\e438 A-aN-bN:for e438 e437 y438) (\z True))) (Some (\x442 ^ (Some (\e442 N-aD:handling e442 x442) (\z True)) (Some (\e439 N-aD:emergency e439 x442) (\z True))) (\y438 Some (\e438 A-aN-bN:for e438 e437 y438) (\z True)))))) (\z True))) (Some (\e426 A-aN-bN:by e426 e425 zz428) (\z True)))))) (\z True)))))))))))))) 66 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:saturday e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:saturday e1 v1) (\z True))) (\a1 ^ (Some (\z112 ^ (Some (\e112 N:saturday e112 z112) (\z True)) (^ (^ (B-aN-b{A-aN}:be z112) (N-b{N-aD}:some (\x102 ^ (Some (\e103 N-aD:country e103 x102) (\z True)) (N-b{N-aD}:the (\x106 ^ (Some (\e108 N-aD:state e108 x106) (\z True)) (^ (^ (InAnaphorSet 103 x106) (Some (\x110 Some (\e110 N-aD:america e110 x110) (\z True)) (\y109 Some (\e109 A-aN-bN:of e109 x106 y109) (\z True)))) (Some (\z True) (\x107 Some (\e107 B-aN-bN:unite e107 x107 x106) (\z True))))) (\y105 Some (\e105 A-aN-bN:like e105 x102 y105) (\z True)))) (\y101 Some (\e101 A-aN-bN:in e101 z112 y101) (\z True)))) (InAnaphorSet 1 z112))) (\x N-b{N-aD}:the (\x120 Some (\e121 N-aD:week e121 x120) (\z True)) (\xx121 N-b{N-aD}:the (\x114 ^ (^ (Some (\e118 N-aD-bO:day e118 x114 xx121) (\z True)) (NNORD-aD-b{N-aD}:seventhMinusOne (\y115 Some (\e118 N-aD-bO:day e118 y115 xx121) (\z True)) (\y115 Prec x114 y115))) (^ (Some (\e118 N-aD-bO:day e118 x114 xx121) (\z True)) (NNORD-aD-b{N-aD}:finalMinusOne (\y117 Some (\e118 N-aD-bO:day e118 y117 xx121) (\z True)) (\y117 Prec x114 y117)))) (\y Equal y x)))) (Some (\a112 Equal a112 (\v112 ^ (^ (Some (\e112 N:saturday e112 v112) (\z True)) (^ (^ (B-aN-b{A-aN}:be v112) (N-b{N-aD}:some (\x102 ^ (Some (\e103 N-aD:country e103 x102) (\z True)) (N-b{N-aD}:the (\x106 ^ (Some (\e108 N-aD:state e108 x106) (\z True)) (^ (^ (InAnaphorSet 103 x106) (Some (\x110 Some (\e110 N-aD:america e110 x110) (\z True)) (\y109 Some (\e109 A-aN-bN:of e109 x106 y109) (\z True)))) (Some (\z True) (\x107 Some (\e107 B-aN-bN:unite e107 x107 x106) (\z True))))) (\y105 Some (\e105 A-aN-bN:like e105 x102 y105) (\z True)))) (\y101 Some (\e101 A-aN-bN:in e101 v112 y101) (\z True)))) (InAnaphorSet 1 v112))) (N-b{N-aD}:the (\x120 Some (\e121 N-aD:week e121 x120) (\z True)) (\xx121 N-b{N-aD}:the (\x114 ^ (^ (Some (\e118 N-aD-bO:day e118 x114 xx121) (\z True)) (NNORD-aD-b{N-aD}:seventhMinusOne (\y115 Some (\e118 N-aD-bO:day e118 y115 xx121) (\z True)) (\y115 Prec x114 y115))) (^ (Some (\e118 N-aD-bO:day e118 x114 xx121) (\z True)) (NNORD-aD-b{N-aD}:finalMinusOne (\y117 Some (\e118 N-aD-bO:day e118 y117 xx121) (\z True)) (\y117 Prec x114 y117)))) (\y Equal y v112))))) (\a112 ^ (Some (\z213 ^ (Some (\e213 N:saturday e213 z213) (\z True)) (InAnaphorSet 112 z213)) (\zz215 Some (\z True) (\x215 Some (\e215 ^ (B-aN-bI:say e215 x215 (Intension (^ (B-aN-b{A-aN}:be zz215) (N-b{N-aD}:the (\x222 Some (\e223 N-aD:week e223 x222) (\z True)) (\xx223 N-b{N-aD}:the (\x218 ^ (Some (\e220 N-aD-bO:day e220 x218 xx223) (\z True)) (NNORD-aD-b{N-aD}:sixthMinusOne (\y219 Some (\e220 N-aD-bO:day e220 y219 xx223) (\z True)) (\y219 Prec x218 y219))) (\y Equal y zz215)))))) (^ (B-aN-b{A-aN}:be e215) (N-b{N-aD}:the (\x205 Some (\e206 N-aD:world e206 x205) (\z True)) (\xx206 Some (\x203 ^ (Some (\e203 N-aD-bO:part e203 x203 xx206) (\z True)) (^ (N-b{N-aD}:the (\x209 ^ (Some (\e211 N-aD:kingdom e211 x209) (\z True)) (^ (InAnaphorSet 203 x209) (Some (\z True) (\x210 Some (\e210 B-aN-bN:unite e210 x210 x209) (\z True))))) (\y208 Some (\e208 A-aN-bN:like e208 x203 y208) (\z True))) (Some (\e202 A-aN:other e202 x203) (\z True)))) (\y201 Some (\e201 A-aN-bN:in e201 e215 y201) (\z True)))))) (\z True)))) (Some (\a213 Equal a213 (\v213 ^ (^ (Some (\e213 N:saturday e213 v213) (\z True)) (InAnaphorSet 112 v213)) (Some (\z True) (\x215 Some (\e215 ^ (B-aN-bI:say e215 x215 (Intension (^ (B-aN-b{A-aN}:be v213) (N-b{N-aD}:the (\x222 Some (\e223 N-aD:week e223 x222) (\z True)) (\xx223 N-b{N-aD}:the (\x218 ^ (Some (\e220 N-aD-bO:day e220 x218 xx223) (\z True)) (NNORD-aD-b{N-aD}:sixthMinusOne (\y219 Some (\e220 N-aD-bO:day e220 y219 xx223) (\z True)) (\y219 Prec x218 y219))) (\y Equal y v213)))))) (^ (B-aN-b{A-aN}:be e215) (N-b{N-aD}:the (\x205 Some (\e206 N-aD:world e206 x205) (\z True)) (\xx206 Some (\x203 ^ (Some (\e203 N-aD-bO:part e203 x203 xx206) (\z True)) (^ (N-b{N-aD}:the (\x209 ^ (Some (\e211 N-aD:kingdom e211 x209) (\z True)) (^ (InAnaphorSet 203 x209) (Some (\z True) (\x210 Some (\e210 B-aN-bN:unite e210 x210 x209) (\z True))))) (\y208 Some (\e208 A-aN-bN:like e208 x203 y208) (\z True))) (Some (\e202 A-aN:other e202 x203) (\z True)))) (\y201 Some (\e201 A-aN-bN:in e201 e215 y201) (\z True)))))) (\z True))))) (\a213 ^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (^ (^ (B-aN-b{A-aN}:be z301) (Some (\e303 A-aN:also e303 z301) (\z True))) (InAnaphorSet 213 z301))) (\x ^ (Some (\e307 B:rest e307 x307) (\xx308 N-b{N-aD}:the (\x304 ^ (Some (\e305 N-aD-bO:day e305 x304 xx308) (\z True)) (Some (\x312 ^ (Some (\e312 N-aD:people e312 x312) (\z True)) (Some (\e311 A-aN:jewish e311 x312) (\z True))) (\y310 Some (\e310 A-aN-bN:for e310 x304 y310) (\z True)))) (\y Equal y x))) (Some (\z309 Some (\e309 N:worship e309 z309) (\z True)) (\xx308 N-b{N-aD}:the (\x304 ^ (Some (\e305 N-aD-bO:day e305 x304 xx308) (\z True)) (Some (\x312 ^ (Some (\e312 N-aD:people e312 x312) (\z True)) (Some (\e311 A-aN:jewish e311 x312) (\z True))) (\y310 Some (\e310 A-aN-bN:for e310 x304 y310) (\z True)))) (\y Equal y x))))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:it e301 v301) (\z True)) (^ (^ (B-aN-b{A-aN}:be v301) (Some (\e303 A-aN:also e303 v301) (\z True))) (InAnaphorSet 213 v301))) (^ (Some (\e307 B:rest e307 x307) (\xx308 N-b{N-aD}:the (\x304 ^ (Some (\e305 N-aD-bO:day e305 x304 xx308) (\z True)) (Some (\x312 ^ (Some (\e312 N-aD:people e312 x312) (\z True)) (Some (\e311 A-aN:jewish e311 x312) (\z True))) (\y310 Some (\e310 A-aN-bN:for e310 x304 y310) (\z True)))) (\y Equal y v301))) (Some (\z309 Some (\e309 N:worship e309 z309) (\z True)) (\xx308 N-b{N-aD}:the (\x304 ^ (Some (\e305 N-aD-bO:day e305 x304 xx308) (\z True)) (Some (\x312 ^ (Some (\e312 N-aD:people e312 x312) (\z True)) (Some (\e311 A-aN:jewish e311 x312) (\z True))) (\y310 Some (\e310 A-aN-bN:for e310 x304 y310) (\z True)))) (\y Equal y v301)))))) (\a301 ^ (Some (\z405 ^ (Some (\e405 N:it e405 z405) (\z True)) (InAnaphorSet 301 z405)) (\x406 N-b{N-aD}:the (\x408 Some (\e409 N-aD:weekend e409 x408) (\z True)) (\y406 Some (\z True) (\z406 Some (\e406 ^ (B-aN-bN-bPup:make e406 x406 y406 z406) (Some (\e401 ^ (A-aN:along e401 e406) (Some (\z403 Some (\e403 N:sunday e403 z403) (\z True)) (\y402 Some (\e402 A-aN-bN:with e402 e401 y402) (\z True)))) (\z True))) (\z True))))) (Some (\x502 Some (\e502 N-aD:name e502 x502) (\z True)) (\x503 Some (\e503 ^ (B-aN:come e503 x503) (N-b{N-aD}:the (\x505 ^ (Some (\e507 N-aD:god e507 x505) (\z True)) (^ (Some (\e508 N-aD:saturn e508 x505) (\z True)) (Some (\e506 N-aD:roman e506 x505) (\z True)))) (\y504 Some (\e504 A-aN-bN:from e504 e503 y504) (\z True)))) (\z True)))))))))))) 67 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:virus e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:virus e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:virus e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 ^ (Some (\e106 N-aD:parasite e106 x104) (\z True)) (Some (\e105 A-aN:tiny e105 x104) (\z True))) (\zz106 ^ (Some (\e107 N-rN:which e107 zz106) (\xx107 Some (\x111 ^ (Some (\e111 N-aD:organism e111 x111) (\z True)) (Some (\e110 N-aD:living e110 x111) (\z True))) (\y109 Some (\e109 ^ (B-aN-bN:infect e109 xx107 y109) (B-aN-b{B-aN}:can e109)) (\z True)))) (Equal zz106 x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:virus e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 ^ (Some (\e106 N-aD:parasite e106 x104) (\z True)) (Some (\e105 A-aN:tiny e105 x104) (\z True))) (\zz106 ^ (Some (\e107 N-rN:which e107 zz106) (\xx107 Some (\x111 ^ (Some (\e111 N-aD:organism e111 x111) (\z True)) (Some (\e110 N-aD:living e110 x111) (\z True))) (\y109 Some (\e109 ^ (B-aN-bN:infect e109 xx107 y109) (B-aN-b{B-aN}:can e109)) (\z True)))) (Equal zz106 v102))))) (\a102 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 102 z201)) (\zz203 Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:make e203 x203 zz203) (^ (B-aN-b{A-aN}:be e203) (N-b{N-aD}:a (\x206 ^ (Some (\e208 N-aD:acid e208 x206) (\z True)) (^ (N-b{N-aD}:a (\x210 ^ (Some (\e212 N-aD:coat e212 x210) (\z True)) (Some (\e211 N-aD:protein e211 x210) (\z True))) (\y209 Some (\e209 B-aN-bN:+ e209 x206 y209) (\z True))) (Some (\e207 A-aN:nucleic e207 x206) (\z True)))) (\y205 Some (\e205 ^ (A-aN-bN:of e205 e203 y205) (Some (\e204 A-aN:only e204 e205) (\z True))) (\z True))))) (\z True)))) (Some (\a212 Equal a212 (\v212 Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 102 z201)) (\zz203 Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:make e203 x203 zz203) (^ (B-aN-b{A-aN}:be e203) (N-b{N-aD}:a (\x206 ^ (Some (\e208 N-aD:acid e208 x206) (\z True)) (^ (^ (^ (Some (\e212 N-aD:coat e212 v212) (\z True)) (Some (\e211 N-aD:protein e211 v212) (\z True))) (Some (\e209 B-aN-bN:+ e209 x206 v212) (\z True))) (Some (\e207 A-aN:nucleic e207 x206) (\z True)))) (\y205 Some (\e205 ^ (A-aN-bN:of e205 e203 y205) (Some (\e204 A-aN:only e204 e205) (\z True))) (\z True))))) (\z True))))) (\a212 Some (\a208 Equal a208 (\v208 Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 102 z201)) (\zz203 Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:make e203 x203 zz203) (^ (B-aN-b{A-aN}:be e203) (^ (^ (Some (\e208 N-aD:acid e208 v208) (\z True)) (^ (N-b{N-aD}:a (\x210 ^ (Some (\e212 N-aD:coat e212 x210) (\z True)) (Some (\e211 N-aD:protein e211 x210) (\z True))) (\y209 Some (\e209 B-aN-bN:+ e209 v208 y209) (\z True))) (Some (\e207 A-aN:nucleic e207 v208) (\z True)))) (Some (\e205 ^ (A-aN-bN:of e205 e203 v208) (Some (\e204 A-aN:only e204 e205) (\z True))) (\z True))))) (\z True))))) (\a208 ^ (^ (N-b{N-aD}:the (\x302 ^ (Some (\e304 N-aD:acid e304 x302) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x302) (Some (\e301 A-aN:usual e301 x302) (\z True))) (InAnaphorSet 208 x302)) (Some (\e303 N-aD:nucleic e303 x302) (\z True)))) (\x Some (\e306 N:rna e306 x) (\z True))) (Some (\z309 ^ (Some (\e309 N:it e309 z309) (\z True)) (^ (^ (B-aN-b{A-aN}:be z309) (Some (\e308 A-aN:sometimes e308 z309) (\z True))) (InAnaphorSet 208 z309))) (\x Some (\e311 N:dna e311 x) (\z True)))) (^ (Some (\x402 Some (\e402 N-aD:method e402 x402) (\z True)) (\x405 Some (\x409 ^ (Some (\e409 N-aD:strand e409 x409) (\z True)) (^ (Some (\e407 A-aN:nucleic e407 x409) (\z True)) (^ (Some (\e408 N-aD:acid e408 x409) (\z True)) (InAnaphorSet 208 x409)))) (\y405 Some (\e405 ^ (B-aN-bN:get e405 x405 y405) (^ (B-aN-b{I-aN}:be e405) (N-b{N-aD}:a (\x411 ^ (Some (\e415 N-aD:cell e415 x411) (\z True)) (^ (Some (\e412 A-aN:prokaryote e412 x411) (\z True)) (Some (\e414 A-aN:eukaryote e414 x411) (\z True)))) (\y410 Some (\e410 A-aN-bN:into e410 e405 y410) (\z True))))) (\z True)))) (Some (\a409 Equal a409 (\v409 Some (\x402 Some (\e402 N-aD:method e402 x402) (\z True)) (\x405 ^ (^ (Some (\e409 N-aD:strand e409 v409) (\z True)) (^ (Some (\e407 A-aN:nucleic e407 v409) (\z True)) (^ (Some (\e408 N-aD:acid e408 v409) (\z True)) (InAnaphorSet 208 v409)))) (Some (\e405 ^ (B-aN-bN:get e405 x405 v409) (^ (B-aN-b{I-aN}:be e405) (N-b{N-aD}:a (\x411 ^ (Some (\e415 N-aD:cell e415 x411) (\z True)) (^ (Some (\e412 A-aN:prokaryote e412 x411) (\z True)) (Some (\e414 A-aN:eukaryote e414 x411) (\z True)))) (\y410 Some (\e410 A-aN-bN:into e410 e405 y410) (\z True))))) (\z True))))) (\a409 Some (\a415 Equal a415 (\v415 Some (\x402 Some (\e402 N-aD:method e402 x402) (\z True)) (\x405 Some (\x409 ^ (Some (\e409 N-aD:strand e409 x409) (\z True)) (^ (Some (\e407 A-aN:nucleic e407 x409) (\z True)) (^ (Some (\e408 N-aD:acid e408 x409) (\z True)) (InAnaphorSet 208 x409)))) (\y405 Some (\e405 ^ (B-aN-bN:get e405 x405 y405) (^ (B-aN-b{I-aN}:be e405) (^ (^ (Some (\e415 N-aD:cell e415 v415) (\z True)) (^ (Some (\e412 A-aN:prokaryote e412 v415) (\z True)) (Some (\e414 A-aN:eukaryote e414 v415) (\z True)))) (Some (\e410 A-aN-bN:into e410 e405 v415) (\z True))))) (\z True))))) (\a415 ^ (N-b{N-aD}:the (\x501 ^ (Some (\e506 N-aD:strand e506 x501) (\z True)) (^ (^ (InAnaphorSet 409 x501) (Some (\e503 A-aN:usually e503 x501) (\z True))) (^ (Some (\e505 N-aD:rna e505 x501) (\z True)) (InAnaphorSet 306 x501)))) (\x508 Some (\a506 Equal a506 (\v506 ^ (Some (\e506 N-aD:strand e506 x508) (\z True)) (^ (^ (InAnaphorSet 409 x508) (Some (\e503 A-aN:usually e503 x508) (\z True))) (^ (Some (\e505 N-aD:rna e505 x508) (\z True)) (InAnaphorSet 306 x508))))) (\a506 N-b{N-aD}:the (\x510 ^ (Some (\e512 N-aD:machinery e512 x510) (\z True)) (^ (Some (\e511 N-aD:cell e511 x510) (\z True)) (InAnaphorSet 415 x510))) (\y508 Some (\z True) (\z508 Some (\e508 ^ (B-aN-bN-bPover:take e508 x508 y508 z508) (^ (Some (\e507 A-aN:then e507 e508) (\z True)) (^ (Some (\z515 ^ (Some (\e515 N:itself e515 z515) (\z True)) (InAnaphorSet 506 z515)) (\y514 Some (\e514 B-aN-bN:reproduce e514 e508 y514) (\z True))) (N-b{N-aD}:the (\x517 ^ (Some (\e519 N-aD:coat e519 x517) (\z True)) (^ (InAnaphorSet 212 x517) (Some (\e518 N-aD:protein e518 x517) (\z True)))) (\y514 Some (\e514 B-aN-bN:reproduce e514 e508 y514) (\z True)))))) (\z True)))))) (Some (\a511 Equal a511 (\v511 Some (\x501 ^ (Some (\e506 N-aD:strand e506 x501) (\z True)) (^ (^ (InAnaphorSet 409 x501) (Some (\e503 A-aN:usually e503 x501) (\z True))) (^ (Some (\e505 N-aD:rna e505 x501) (\z True)) (InAnaphorSet 306 x501)))) (\x508 Some (\a506 Equal a506 (\v506 ^ (Some (\e506 N-aD:strand e506 x508) (\z True)) (^ (^ (InAnaphorSet 409 x508) (Some (\e503 A-aN:usually e503 x508) (\z True))) (^ (Some (\e505 N-aD:rna e505 x508) (\z True)) (InAnaphorSet 306 x508))))) (\a506 ^ (^ (Some (\e512 N-aD:machinery e512 v511) (\z True)) (^ (Some (\e511 N-aD:cell e511 v511) (\z True)) (InAnaphorSet 415 v511))) (Some (\z True) (\z508 Some (\e508 ^ (B-aN-bN-bPover:take e508 x508 v511 z508) (^ (Some (\e507 A-aN:then e507 e508) (\z True)) (^ (Some (\z515 ^ (Some (\e515 N:itself e515 z515) (\z True)) (InAnaphorSet 506 z515)) (\y514 Some (\e514 B-aN-bN:reproduce e514 e508 y514) (\z True))) (N-b{N-aD}:the (\x517 ^ (Some (\e519 N-aD:coat e519 x517) (\z True)) (^ (InAnaphorSet 212 x517) (Some (\e518 N-aD:protein e518 x517) (\z True)))) (\y514 Some (\e514 B-aN-bN:reproduce e514 e508 y514) (\z True)))))) (\z True))))))) (\a511 N-b{N-aD}:the (\x601 ^ (Some (\e602 N-aD:cell e602 x601) (\z True)) (InAnaphorSet 511 x601)) (\x604 Some (\e604 ^ (B-aN:burst e604 x604) (^ (^ (Some (\e603 A-aN:then e603 e604) (\z True)) (N-b{N-aD}:the (\x608 ^ (Some (\e609 N-aD:virus e609 x608) (\z True)) (InAnaphorSet 406 x608)) (\y607 Some (\e607 B-aN-bN:spread e607 e604 y607) (\z True)))) (Some (\e605 A-aN:open e605 e604) (\z True)))) (\z True)))))))))))))))) 68 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:pilot e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:pilot e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:pilot e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\e105 N-aD:person e105 x104) (\z True)) (\zz105 ^ (Some (\e106 N-rN:that e106 zz105) (\xx106 N-b{N-aD}:a (\x108 ^ (Some (\e109 N-aD:vehicle e109 x108) (\z True)) (^ (N-b{N-aD}:an (\x117 ^ (^ (Some (\e118 N-aD:airplane e118 x117) (\z True)) (InAnaphorSet 109 x117)) (^ (^ (Some (\e120 N-aD:spacecraft e120 x117) (\z True)) (InAnaphorSet 109 x117)) (^ (Some (\e123 N-aD:boat e123 x117) (\z True)) (InAnaphorSet 109 x117)))) (\y116 Some (\e116 ^ (A-aN-bN:as e116 x108 y116) (Some (\e115 A-aN:such e115 e116) (\z True))) (\z True))) (Some (\e113 B:transport e113 x113) (\xx113 Some (\e111 N-aD-bO:form e111 x108 xx113) (\z True))))) (\y107 Some (\e107 B-aN-bN:drive e107 xx106 y107) (\z True)))) (Equal zz105 x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:pilot e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD:person e105 x104) (\z True)) (\zz105 ^ (Some (\e106 N-rN:that e106 zz105) (\xx106 N-b{N-aD}:a (\x108 ^ (Some (\e109 N-aD:vehicle e109 x108) (\z True)) (^ (N-b{N-aD}:an (\x117 ^ (^ (Some (\e118 N-aD:airplane e118 x117) (\z True)) (InAnaphorSet 109 x117)) (^ (^ (Some (\e120 N-aD:spacecraft e120 x117) (\z True)) (InAnaphorSet 109 x117)) (^ (Some (\e123 N-aD:boat e123 x117) (\z True)) (InAnaphorSet 109 x117)))) (\y116 Some (\e116 ^ (A-aN-bN:as e116 x108 y116) (Some (\e115 A-aN:such e115 e116) (\z True))) (\z True))) (Some (\e113 B:transport e113 x113) (\xx113 Some (\e111 N-aD-bO:form e111 x108 xx113) (\z True))))) (\y107 Some (\e107 B-aN-bN:drive e107 xx106 y107) (\z True)))) (Equal zz105 v102))))) (\a102 Some (\a109 Equal a109 (\v109 Some (\x101 ^ (Some (\e102 N-aD:pilot e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e105 N-aD:person e105 x) (\z True)) (Some (\e106 N-rN:that e106 x) (\xx106 ^ (^ (Some (\e109 N-aD:vehicle e109 v109) (\z True)) (^ (N-b{N-aD}:an (\x117 ^ (^ (Some (\e118 N-aD:airplane e118 x117) (\z True)) (InAnaphorSet 109 x117)) (^ (^ (Some (\e120 N-aD:spacecraft e120 x117) (\z True)) (InAnaphorSet 109 x117)) (^ (Some (\e123 N-aD:boat e123 x117) (\z True)) (InAnaphorSet 109 x117)))) (\y116 Some (\e116 ^ (A-aN-bN:as e116 v109 y116) (Some (\e115 A-aN:such e115 e116) (\z True))) (\z True))) (Some (\e113 B:transport e113 x113) (\xx113 Some (\e111 N-aD-bO:form e111 v109 xx113) (\z True))))) (Some (\e107 B-aN-bN:drive e107 xx106 v109) (\z True))))))) (\a109 ^ (^ (Some (\x204 ^ (Some (\e204 N-aD:pilot e204 x204) (\z True)) (InAnaphorSet 102 x204)) (\xx204 Some (\a204 Equal a204 (\v204 ^ (Some (\e204 N-aD:pilot e204 xx204) (\z True)) (InAnaphorSet 102 xx204))) (\a204 Some (\x202 ^ (Some (\e202 N-aD-bO:type e202 x202 xx204) (\z True)) (Some (\e201 A-aN:all e201 x202) (\z True))) (\x206 Some (\x210 Some (\e210 N-aD:test e210 x210) (\z True)) (\xx210 N-b{N-aD}:a (\x207 Some (\e208 N-aD-bO:number e208 x207 xx210) (\z True)) (\y206 Some (\e206 ^ (B-aN-bN:pass e206 x206 y206) (^ (B-aN-b{B-aN}:must e206) (Some (\e215 A-aN-bV:before e215 e206 (Intension (Some (\z216 ^ (Some (\e216 N:they e216 z216) (\z True)) (^ (InAntecedentSet 216 z216) (InAnaphorSet 204 z216))) (\x218 N-b{N-aD}:the (\x219 ^ (Some (\e220 N-aD:vehicle e220 x219) (\z True)) (InAnaphorSet 109 x219)) (\y218 Some (\e218 ^ (B-aN-bN:operate e218 x218 y218) (B-aN-b{B-aN}:can e218)) (\z True)))))) (\z True)))) (\z True))))))) (Some (\a204 Equal a204 (\v204 ^ (^ (Some (\e204 N-aD:pilot e204 v204) (\z True)) (InAnaphorSet 102 v204)) (Some (\a204 Equal a204 (\v204 ^ (Some (\e204 N-aD:pilot e204 v204) (\z True)) (InAnaphorSet 102 v204))) (\a204 Some (\x202 ^ (Some (\e202 N-aD-bO:type e202 x202 v204) (\z True)) (Some (\e201 A-aN:all e201 x202) (\z True))) (\x206 Some (\x210 Some (\e210 N-aD:test e210 x210) (\z True)) (\xx210 N-b{N-aD}:a (\x207 Some (\e208 N-aD-bO:number e208 x207 xx210) (\z True)) (\y206 Some (\e206 ^ (B-aN-bN:pass e206 x206 y206) (^ (B-aN-b{B-aN}:must e206) (Some (\e215 A-aN-bV:before e215 e206 (Intension (Some (\z216 ^ (Some (\e216 N:they e216 z216) (\z True)) (^ (InAntecedentSet 216 z216) (InAnaphorSet 204 z216))) (\x218 N-b{N-aD}:the (\x219 ^ (Some (\e220 N-aD:vehicle e220 x219) (\z True)) (InAnaphorSet 109 x219)) (\y218 Some (\e218 ^ (B-aN-bN:operate e218 x218 y218) (B-aN-b{B-aN}:can e218)) (\z True)))))) (\z True)))) (\z True)))))))) (\a204 Some (\x204 ^ (Some (\e204 N-aD:pilot e204 x204) (\z True)) (InAnaphorSet 102 x204)) (\xx204 Some (\x202 ^ (Some (\e202 N-aD-bO:type e202 x202 xx204) (\z True)) (Some (\e201 A-aN:all e201 x202) (\z True))) (\x212 N-b{N-aD}:a (\x213 Some (\e214 N-aD:license e214 x213) (\z True)) (\y212 Some (\e212 ^ (B-aN-bN:obtain e212 x212 y212) (^ (B-aN-b{B-aN}:must e212) (Some (\e215 A-aN-bV:before e215 e212 (Intension (Some (\z216 ^ (Some (\e216 N:they e216 z216) (\z True)) (^ (InAntecedentSet 216 z216) (InAnaphorSet 204 z216))) (\x218 N-b{N-aD}:the (\x219 ^ (Some (\e220 N-aD:vehicle e220 x219) (\z True)) (InAnaphorSet 109 x219)) (\y218 Some (\e218 ^ (B-aN-bN:operate e218 x218 y218) (B-aN-b{B-aN}:can e218)) (\z True)))))) (\z True)))) (\z True))))))) (^ (N-b{N-aD}:a (\x304 ^ (Some (\e306 N-aD:machine e306 x304) (\z True)) (Some (\e305 B-aN:fly e305 x304) (\z True))) (\xx306 N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD-bO:pilot e302 x301 xx306) (\z True)) (InAnaphorSet 216 x301)) (\x309 Some (\x310 Some (\e310 N-aD:charge e310 x310) (\z True)) (\y309 Some (\e309 ^ (A-aN-bN:in e309 x309 y309) (^ (^ (B-aN-b{A-aN}:be e309) (Some (\e308 A-aN:usual e308 e309) (\z True))) (N-b{N-aD}:the (\x312 ^ (Some (\e314 N-aD:trip e314 x312) (\z True)) (Some (\e313 A-aN:whole e313 x312) (\z True))) (\y311 Some (\e311 A-aN-bN:for e311 e309 y311) (\z True))))) (\z True))))) (N-b{N-aD}:a (\x401 ^ (Some (\e403 N-aD:pilot e403 x401) (\z True)) (^ (InAnaphorSet 216 x401) (Some (\e402 N-aD:ship e402 x401) (\z True)))) (\x406 N-b{N-aD}:the (\x407 Some (\e408 N-aD:ship e408 x407) (\z True)) (\y406 Some (\e406 ^ (B-aN-bN:guide e406 x406 y406) (^ (^ (Some (\e404 A-aN:usual e404 e406) (\z True)) (Some (\e405 A-aN:only e405 e406) (\z True))) (N-b{N-aD}:an (\x410 ^ (Some (\e413 N-aD:place e413 x410) (\z True)) (^ (Some (\e414 ^ (A-aN:such e414 x410) (N-b{N-aD}:a (\x416 ^ (Some (\e417 N-aD:harbor e417 x416) (\z True)) (InAnaphorSet 413 x416)) (\y415 Some (\e415 A-aN-bN:as e415 e414 y415) (\z True)))) (\z True)) (Some (\e412 ^ (A-aN:difficult e412 x410) (Some (\e411 A-aN:especial e411 e412) (\z True))) (\z True)))) (\y409 Some (\e409 A-aN-bN:through e409 e406 y409) (\z True))))) (\z True))))))))))) 69 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:connection e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:connection e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 Some (\z True) (\x102 ^ (B-aN:connect x101 x102) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)))) (\x Some (\x106 ^ (Some (\e106 N-aD:thing e106 x106) (\z True)) (Some (\e105 A-aN:two e105 x106) (\z True))) (\zz108 Some (\z True) (\x108 ^ (B-aN-bN:put x x108 zz108) (^ (^ (B-aN-b{A-aN}:be x) (All (\z True) (\x104 N-b{V-g{R-aN}}:when x104 x))) (Some (\e109 A-aN:together e109 x) (\z True))))))) (Some (\a102 Equal a102 (\v102 ^ (Some (\z True) (\x102 ^ (B-aN:connect v102 x102) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102)))) (Some (\x106 ^ (Some (\e106 N-aD:thing e106 x106) (\z True)) (Some (\e105 A-aN:two e105 x106) (\z True))) (\zz108 Some (\z True) (\x108 ^ (B-aN-bN:put v102 x108 zz108) (^ (^ (B-aN-b{A-aN}:be v102) (All (\z True) (\x104 N-b{V-g{R-aN}}:when x104 v102))) (Some (\e109 A-aN:together e109 v102) (\z True)))))))) (\a102 ^ (^ (Some (\z201 ^ (Some (\e201 N:this e201 z201) (\z True)) (^ (^ (B-aN-b{A-aN}:be z201) (^ (B-aN-b{B-aN}:can z201) (Some (\e203 A-aN:either e203 z201) (\z True)))) (InAnaphorSet 108 z201))) (\x N-b{N-aD}:a (\x205 Some (\z True) (\x209 ^ (B-aN:connect x205 x209) (^ (^ (InAnaphorSet 102 x205) (N-b{N-aD}:a (\x212 ^ (Some (\e213 N-aD:chain e213 x212) (\z True)) (Some (\x216 ^ (Some (\e216 N-aD:object e216 x216) (\z True)) (Some (\e215 A-aN:two e215 x216) (\z True))) (\y214 Some (\e214 B-aN-bN:link e214 x212 y214) (\z True)))) (\y211 Some (\e211 A-aN-bN:like e211 x205 y211) (\z True)))) (Some (\e207 A-aN:real e207 x205) (\z True))))) (\y Equal y x))) (Some (\z219 Some (\e219 N:you e219 z219) (\z True)) (\x221 N-b{N-aD}:the (\x222 ^ (Some (\e223 N-aD:word e223 x222) (\z True)) (InAnaphorSet 1 x222)) (\y221 Some (\e221 ^ (B-aN-bN:use e221 x221 y221) (^ (B-aN-b{B-aN}:can e221) (N-b{N-aD}:a (\x225 ^ (Some (\e227 N-aD:way e227 x225) (\z True)) (Some (\e226 A-aN:figurative e226 x225) (\z True))) (\y224 Some (\e224 A-aN-bN:in e224 e221 y224) (\z True))))) (\z True))))) (^ (Some (\z301 Some (\e301 N:you e301 z301) (\z True)) (\x303 Some (\e303 ^ (B-aN:talk e303 x303) (^ (B-aN-b{B-aN}:might e303) (N-b{N-aD}:a (\x305 Some (\z True) (\x307 ^ (B-aN:connect x305 x307) (^ (^ (InAnaphorSet 102 x305) (Some (\x310 ^ (Some (\e310 N-aD:city e310 x310) (\z True)) (Some (\e309 A-aN:two e309 x310) (\z True))) (\y308 Some (\e308 A-aN-bN:between e308 x305 y308) (\z True)))) (Some (\e306 N-aD:train e306 x305) (\z True))))) (\y304 Some (\e304 A-aN-bN:about e304 e303 y304) (\z True))))) (\z True))) (Some (\a310 Equal a310 (\v310 Some (\z301 Some (\e301 N:you e301 z301) (\z True)) (\x303 Some (\e303 ^ (B-aN:talk e303 x303) (^ (B-aN-b{B-aN}:might e303) (N-b{N-aD}:a (\x305 Some (\z True) (\x307 ^ (B-aN:connect x305 x307) (^ (^ (InAnaphorSet 102 x305) (^ (^ (Some (\e310 N-aD:city e310 v310) (\z True)) (Some (\e309 A-aN:two e309 v310) (\z True))) (Some (\e308 A-aN-bN:between e308 x305 v310) (\z True)))) (Some (\e306 N-aD:train e306 x305) (\z True))))) (\y304 Some (\e304 A-aN-bN:about e304 e303 y304) (\z True))))) (\z True)))) (\a310 Some (\z301 Some (\e301 N:you e301 z301) (\z True)) (\x313 N-b{N-aD}:the (\x314 ^ (Some (\e315 N-aD:train e315 x314) (\z True)) (Some (\e316 ^ (B-aN:run e316 x314) (Some (\z318 ^ (Some (\e318 N:them e318 z318) (\z True)) (InAnaphorSet 310 z318)) (\y317 Some (\e317 A-aN-bN:between e317 e316 y317) (\z True)))) (\z True))) (\y313 Some (\e313 ^ (B-aN-bN:mean e313 x313 y313) (B-aN-b{B-aN}:might e313)) (\z True))))))))))) 70 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:zoo e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:zoo e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (^ (Some (\e103 N-aD:garden e103 x101) (\z True)) (^ (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)) (Some (\e102 A-aN:zoological e102 x101) (\z True)))) (^ (^ (Some (\e106 N-aD:park e106 x101) (\z True)) (^ (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)) (Some (\e105 A-aN:zoological e105 x101) (\z True)))) (^ (Some (\e109 N-aD:zoo e109 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))))) (\x N-b{N-aD}:a (\x111 Some (\e112 N-aD:place e112 x111) (\z True)) (\zz112 ^ (Some (\x116 ^ (Some (\e116 N-aD:species e116 x116) (\z True)) (^ (^ (Some (\e114 A-aN:many e114 x116) (\z True)) (Some (\e115 A-aN:different e115 x116) (\z True))) (Some (\x121 Some (\e121 N-aD:animal e121 x121) (\z True)) (\xx121 Some (\e118 N-aD-bO:type e118 x116 xx121) (\z True))))) (\zz123 Some (\a121 Equal a121 (\v121 ^ (Some (\e116 N-aD:species e116 zz123) (\z True)) (^ (^ (Some (\e114 A-aN:many e114 zz123) (\z True)) (Some (\e115 A-aN:different e115 zz123) (\z True))) (^ (Some (\e121 N-aD:animal e121 v121) (\z True)) (Some (\e118 N-aD-bO:type e118 zz123 v121) (\z True)))))) (\a121 Some (\z True) (\x123 Some (\e123 ^ (B-aN-bN:keep e123 x123 zz123) (^ (^ (B-aN-b{A-aN}:be e123) (Some (\e113 A-aN-rN:where e113 e123 zz112) (\z True))) (Some (\e124 A-aN-bV:so e124 e123 (Intension (^ (Some (\x125 ^ (Some (\e125 N-aD:people e125 x125) (\z True)) (InAntecedentSet 125 x125)) (\x127 Some (\x130 ^ (Some (\e130 N-aD:them e130 x130) (\z True)) (^ (InAntecedentSet 130 x130) (InAnaphorSet 121 x130))) (\y127 Some (\e127 ^ (B-aN-bN:see e127 x127 y127) (B-aN-b{B-aN}:can e127)) (\z True)))) (Some (\x125 ^ (Some (\e125 N-aD:people e125 x125) (\z True)) (InAntecedentSet 125 x125)) (\x129 Some (\x130 ^ (Some (\e130 N-aD:them e130 x130) (\z True)) (^ (InAntecedentSet 130 x130) (InAnaphorSet 121 x130))) (\y129 Some (\e129 ^ (B-aN-bN:watch e129 x129 y129) (B-aN-b{B-aN}:can e129)) (\z True))))))) (\z True)))) (\z True))))) (Equal zz112 x)))) (Some (\a108 Equal a108 (\v108 ^ (^ (^ (Some (\e103 N-aD:garden e103 v108) (\z True)) (^ (^ (B-aN-b{A-aN}:be v108) (InAnaphorSet 1 v108)) (Some (\e102 A-aN:zoological e102 v108) (\z True)))) (^ (^ (Some (\e106 N-aD:park e106 v108) (\z True)) (^ (^ (B-aN-b{A-aN}:be v108) (InAnaphorSet 1 v108)) (Some (\e105 A-aN:zoological e105 v108) (\z True)))) (^ (Some (\e109 N-aD:zoo e109 v108) (\z True)) (^ (B-aN-b{A-aN}:be v108) (InAnaphorSet 1 v108))))) (N-b{N-aD}:a (\x111 Some (\e112 N-aD:place e112 x111) (\z True)) (\zz112 ^ (Some (\x116 ^ (Some (\e116 N-aD:species e116 x116) (\z True)) (^ (^ (Some (\e114 A-aN:many e114 x116) (\z True)) (Some (\e115 A-aN:different e115 x116) (\z True))) (Some (\x121 Some (\e121 N-aD:animal e121 x121) (\z True)) (\xx121 Some (\e118 N-aD-bO:type e118 x116 xx121) (\z True))))) (\zz123 Some (\a121 Equal a121 (\v121 ^ (Some (\e116 N-aD:species e116 zz123) (\z True)) (^ (^ (Some (\e114 A-aN:many e114 zz123) (\z True)) (Some (\e115 A-aN:different e115 zz123) (\z True))) (^ (Some (\e121 N-aD:animal e121 v121) (\z True)) (Some (\e118 N-aD-bO:type e118 zz123 v121) (\z True)))))) (\a121 Some (\z True) (\x123 Some (\e123 ^ (B-aN-bN:keep e123 x123 zz123) (^ (^ (B-aN-b{A-aN}:be e123) (Some (\e113 A-aN-rN:where e113 e123 zz112) (\z True))) (Some (\e124 A-aN-bV:so e124 e123 (Intension (^ (Some (\x125 ^ (Some (\e125 N-aD:people e125 x125) (\z True)) (InAntecedentSet 125 x125)) (\x127 Some (\x130 ^ (Some (\e130 N-aD:them e130 x130) (\z True)) (^ (InAntecedentSet 130 x130) (InAnaphorSet 121 x130))) (\y127 Some (\e127 ^ (B-aN-bN:see e127 x127 y127) (B-aN-b{B-aN}:can e127)) (\z True)))) (Some (\x125 ^ (Some (\e125 N-aD:people e125 x125) (\z True)) (InAntecedentSet 125 x125)) (\x129 Some (\x130 ^ (Some (\e130 N-aD:them e130 x130) (\z True)) (^ (InAntecedentSet 130 x130) (InAnaphorSet 121 x130))) (\y129 Some (\e129 ^ (B-aN-bN:watch e129 x129 y129) (B-aN-b{B-aN}:can e129)) (\z True))))))) (\z True)))) (\z True))))) (Equal zz112 v108))))) (\a108 ^ (Some (\x302 ^ (Some (\e302 N-aD:zoo e302 x302) (\z True)) (^ (^ (B-aN-b{A-aN}:be x302) (InAnaphorSet 202 x302)) (Some (\e301 A-aN:many e301 x302) (\z True)))) (\x ^ (Some (\e304 N-aD:center e304 x) (\z True)) (Some (\x307 ^ (Some (\e307 N-aD:animal e307 x307) (\z True)) (^ (InAnaphorSet 226 x307) (Some (\e306 A-aN:rare e306 x307) (\z True)))) (\zz309 Some (\a307 Equal a307 (\v307 ^ (Some (\e307 N-aD:animal e307 zz309) (\z True)) (^ (InAnaphorSet 226 zz309) (Some (\e306 A-aN:rare e306 zz309) (\z True))))) (\a307 Some (\z True) (\x309 Some (\e309 ^ (B-aN-bN:preserve e309 x309 zz309) (^ (B-aN-b{A-aN}:be e309) (Some (\e305 A-aN-rN:where e305 e309 x) (\z True)))) (\zz309 Some (\z311 ^ (Some (\e311 N:they e311 z311) (\z True)) (InAnaphorSet 307 z311)) (\x313 Some (\x317 ^ (Some (\e317 N-aD:out e317 x317) (\z True)) (Some (\e316 B-aN:die e316 x317) (\z True))) (\xx317 N-bO:danger (\x314 Equal xx317 x314) (\y313 Some (\e313 ^ (A-aN-bN:in e313 x313 y313) (^ (B-aN-b{A-aN}:be e313) (Some (\e310 A-aN-rN:when e310 e313 zz309) (\z True)))) (\z True))))))))))) (Some (\a302 Equal a302 (\v302 ^ (^ (Some (\e302 N-aD:zoo e302 v302) (\z True)) (^ (^ (B-aN-b{A-aN}:be v302) (InAnaphorSet 202 v302)) (Some (\e301 A-aN:many e301 v302) (\z True)))) (^ (Some (\e304 N-aD:center e304 v302) (\z True)) (Some (\x307 ^ (Some (\e307 N-aD:animal e307 x307) (\z True)) (^ (InAnaphorSet 226 x307) (Some (\e306 A-aN:rare e306 x307) (\z True)))) (\zz309 Some (\a307 Equal a307 (\v307 ^ (Some (\e307 N-aD:animal e307 zz309) (\z True)) (^ (InAnaphorSet 226 zz309) (Some (\e306 A-aN:rare e306 zz309) (\z True))))) (\a307 Some (\z True) (\x309 Some (\e309 ^ (B-aN-bN:preserve e309 x309 zz309) (^ (B-aN-b{A-aN}:be e309) (Some (\e305 A-aN-rN:where e305 e309 v302) (\z True)))) (\zz309 Some (\z311 ^ (Some (\e311 N:they e311 z311) (\z True)) (InAnaphorSet 307 z311)) (\x313 Some (\x317 ^ (Some (\e317 N-aD:out e317 x317) (\z True)) (Some (\e316 B-aN:die e316 x317) (\z True))) (\xx317 N-bO:danger (\x314 Equal xx317 x314) (\y313 Some (\e313 ^ (A-aN-bN:in e313 x313 y313) (^ (B-aN-b{A-aN}:be e313) (Some (\e310 A-aN-rN:when e310 e313 zz309) (\z True)))) (\z True)))))))))))) (\a302 Some (\a307 Equal a307 (\v307 Some (\x302 ^ (Some (\e302 N-aD:zoo e302 x302) (\z True)) (^ (^ (B-aN-b{A-aN}:be x302) (InAnaphorSet 202 x302)) (Some (\e301 A-aN:many e301 x302) (\z True)))) (\x ^ (Some (\e304 N-aD:center e304 x) (\z True)) (^ (^ (Some (\e307 N-aD:animal e307 v307) (\z True)) (^ (InAnaphorSet 226 v307) (Some (\e306 A-aN:rare e306 v307) (\z True)))) (Some (\a307 Equal a307 (\v307 ^ (Some (\e307 N-aD:animal e307 v307) (\z True)) (^ (InAnaphorSet 226 v307) (Some (\e306 A-aN:rare e306 v307) (\z True))))) (\a307 Some (\z True) (\x309 Some (\e309 ^ (B-aN-bN:preserve e309 x309 v307) (^ (B-aN-b{A-aN}:be e309) (Some (\e305 A-aN-rN:where e305 e309 x) (\z True)))) (\zz309 Some (\z311 ^ (Some (\e311 N:they e311 z311) (\z True)) (InAnaphorSet 307 z311)) (\x313 Some (\x317 ^ (Some (\e317 N-aD:out e317 x317) (\z True)) (Some (\e316 B-aN:die e316 x317) (\z True))) (\xx317 N-bO:danger (\x314 Equal xx317 x314) (\y313 Some (\e313 ^ (A-aN-bN:in e313 x313 y313) (^ (B-aN-b{A-aN}:be e313) (Some (\e310 A-aN-rN:when e310 e313 zz309) (\z True)))) (\z True)))))))))))) (\a307 ^ (N-b{N-aD}:these (\x401 ^ (Some (\e403 N-aD:zoo e403 x401) (\z True)) (^ (InAnaphorSet 302 x401) (Some (\e402 A-aN:modern e402 x401) (\z True)))) (\x407 N-b{N-aD}:a (\x410 Some (\z True) (\x412 ^ (B-aN:live x410 x412) (Some (\e411 A-aN:natural e411 x410) (\z True)))) (\y407 N-b{N-aD}:the (\x408 ^ (Some (\e409 N-aD:animal e409 x408) (\z True)) (InAnaphorSet 307 x408)) (\z407 Some (\a409 Equal a409 (\v409 ^ (Some (\e409 N-aD:animal e409 z407) (\z True)) (InAnaphorSet 307 z407))) (\a409 Some (\e407 ^ (B-aN-bN-bN:give e407 x407 y407 z407) (^ (^ (B-aN-b{I-aN}:want e407) (Some (\e404 A-aN:also e404 e407) (\z True))) (Some (\e414 A-aN-bC:so e414 e407 (Intension (^ (Some (\z416 ^ (Some (\e416 N:they e416 z416) (\z True)) (^ (InAntecedentSet 416 z416) (InAnaphorSet 409 z416))) (\x418 Some (\e418 ^ (A-aN:healthy e418 x418) (B-aN-b{A-aN}:be e418)) (\z True))) (Some (\z416 ^ (Some (\e416 N:they e416 z416) (\z True)) (^ (InAntecedentSet 416 z416) (InAnaphorSet 409 z416))) (\x420 Some (\e420 ^ (B-aN:behave e420 x420) (Some (\e421 A-aN:normal e421 e420) (\z True))) (\z True)))))) (\z True)))) (\z True)))))) (Some (\a402 Equal a402 (\v402 Some (\x401 ^ (Some (\e403 N-aD:zoo e403 x401) (\z True)) (^ (InAnaphorSet 302 x401) (A-aN:modern v402 x401))) (\x407 Some (\x410 Some (\z True) (\x412 ^ (B-aN:live x410 x412) (Some (\e411 A-aN:natural e411 x410) (\z True)))) (\y407 Some (\x408 ^ (Some (\e409 N-aD:animal e409 x408) (\z True)) (InAnaphorSet 307 x408)) (\z407 Some (\a409 Equal a409 (\v409 ^ (Some (\e409 N-aD:animal e409 z407) (\z True)) (InAnaphorSet 307 z407))) (\a409 Some (\e407 ^ (B-aN-bN-bN:give e407 x407 y407 z407) (^ (^ (B-aN-b{I-aN}:want e407) (Some (\e404 A-aN:also e404 e407) (\z True))) (Some (\e414 A-aN-bC:so e414 e407 (Intension (^ (Some (\z416 ^ (Some (\e416 N:they e416 z416) (\z True)) (^ (InAntecedentSet 416 z416) (InAnaphorSet 409 z416))) (\x418 Some (\e418 ^ (A-aN:healthy e418 x418) (B-aN-b{A-aN}:be e418)) (\z True))) (Some (\z416 ^ (Some (\e416 N:they e416 z416) (\z True)) (^ (InAntecedentSet 416 z416) (InAnaphorSet 409 z416))) (\x420 Some (\e420 ^ (B-aN:behave e420 x420) (Some (\e421 A-aN:normal e421 e420) (\z True))) (\z True)))))) (\z True)))) (\z True))))))) (\a402 Some (\a407 Equal a407 (\v407 Some (\x401 ^ (Some (\e403 N-aD:zoo e403 x401) (\z True)) (^ (InAnaphorSet 302 x401) (Some (\e402 A-aN:modern e402 x401) (\z True)))) (\x407 Some (\x410 Some (\z True) (\x412 ^ (B-aN:live x410 x412) (Some (\e411 A-aN:natural e411 x410) (\z True)))) (\y407 Some (\x408 ^ (Some (\e409 N-aD:animal e409 x408) (\z True)) (InAnaphorSet 307 x408)) (\z407 Some (\a409 Equal a409 (\v409 ^ (Some (\e409 N-aD:animal e409 z407) (\z True)) (InAnaphorSet 307 z407))) (\a409 ^ (B-aN-bN-bN:give v407 x407 y407 z407) (^ (^ (B-aN-b{I-aN}:want v407) (Some (\e404 A-aN:also e404 v407) (\z True))) (Some (\e414 A-aN-bC:so e414 v407 (Intension (^ (Some (\z416 ^ (Some (\e416 N:they e416 z416) (\z True)) (^ (InAntecedentSet 416 z416) (InAnaphorSet 409 z416))) (\x418 Some (\e418 ^ (A-aN:healthy e418 x418) (B-aN-b{A-aN}:be e418)) (\z True))) (Some (\z416 ^ (Some (\e416 N:they e416 z416) (\z True)) (^ (InAntecedentSet 416 z416) (InAnaphorSet 409 z416))) (\x420 Some (\e420 ^ (B-aN:behave e420 x420) (Some (\e421 A-aN:normal e421 e420) (\z True))) (\z True)))))) (\z True))))))))) (\a407 ^ (Some (\z501 ^ (Some (\e501 N:this e501 z501) (\z True)) (InAnaphorSet 407 z501)) (\x503 Some (\e503 ^ (A-aN:done e503 x503) (^ (B-aN-b{A-aN}:be e503) (^ (N-b{N-aD}:the (\x505 ^ (Some (\e506 N-aD:animal e506 x505) (\z True)) (InAnaphorSet 416 x505)) (\y504 Some (\e504 A-aN-bN:for e504 e503 y504) (\z True))) (Some (\a506 Equal a506 (\v506 ^ (^ (Some (\e506 N-aD:animal e506 v506) (\z True)) (InAnaphorSet 416 v506)) (Some (\e504 A-aN-bN:for e504 e503 v506) (\z True)))) (\a506 Some (\e510 ^ (A-aN-bV:that e510 e503 (Intension (Some (\x511 ^ (Some (\e511 N-aD:people e511 x511) (\z True)) (InAnaphorSet 209 x511)) (\x513 N-b{N-aD}:the (\x514 ^ (Some (\e515 N-aD:animal e515 x514) (\z True)) (^ (InAntecedentSet 515 x514) (InAnaphorSet 506 x514))) (\y513 Some (\e513 ^ (B-aN-bN:see e513 x513 y513) (^ (B-aN-b{B-aN}:can e513) (Some (\e517 ^ (A-aN-bV:if e517 e513 (Intension (^ (Some (\z518 ^ (Some (\e518 N:they e518 z518) (\z True)) (InAnaphorSet 515 z518)) (\x520 Some (\z521 Some (\e521 N:nature e521 z521) (\z True)) (\y520 Some (\e520 ^ (A-aN-bN:in e520 x520 y520) (B-aN-b{A-aN}:be e520)) (\z True)))) (AMDL-aN-b{A-aN}:not (\e519 B-aN-b{A-aN}:be e519) (\e Some (\z518 ^ (Some (\e518 N:they e518 z518) (\z True)) (InAnaphorSet 515 z518)) (\x525 N-b{N-aD}:a (\x526 ^ (Some (\e527 N-aD:zoo e527 x526) (\z True)) (^ (InAntecedentSet 527 x526) (InAnaphorSet 402 x526))) (\y525 Some (\e525 ^ (A-aN-bN:in e525 x525 y525) (Equal e525 e)) (\z True)))))))) (Some (\e516 A-aN:as e516 e517) (\z True))) (\z True)))) (\z True)))))) (Some (\e509 A-aN:also e509 e510) (\z True))) (\z True)))))) (\z True))) (Some (\x614 ^ (Some (\e614 N-aD:zoo e614 x614) (\z True)) (InAnaphorSet 108 x614)) (\zz614 ^ (Some (\e615 N-rN:that e615 zz614) (\xx615 AMDL-aN-b{A-aN}:not (\e616 B-aN-b{A-aN}:be e616) (\e Some (\x623 ^ (Some (\e623 N-aD:zoo e623 x623) (\z True)) (InAnaphorSet 527 x623)) (\xx623 N-b{N-aD}:the (\x619 ^ (Some (\e621 N-aD-bO:type e621 x619 xx623) (\z True)) (Some (\e620 A-aN:modern e620 x619) (\z True))) (\y618 Some (\e618 ^ (A-aN-bN:like e618 xx615 y618) (Equal e618 e)) (\z True)))))) (N-b{N-aD}:a (\x611 ^ (Some (\e612 N-aD-bO:lot e612 x611 zz614) (\z True)) (^ (B-aN-b{A-aN}:be x611) (^ (N-b{N-aD}:the (\x602 Some (\e603 N-aD:past e603 x602) (\z True)) (\y601 Some (\e601 A-aN-bN:in e601 x611 y601) (\z True))) (Some (\e606 ^ (A-aN:also e606 x611) (Some (\e607 N:today e607 e606) (\z True))) (\z True))))) (\z True))))))))))))))) 71 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:lieutenant e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:lieutenant e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:lieutenant e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:an (\x104 Some (\z True) (\x106 ^ (B-aN:rank x104 x106) (^ (N-b{N-aD}:the (\x108 ^ (Some (\e109 N-aD:army e109 x108) (\z True)) (Some (\e111 N-aD:police e111 x108) (\z True))) (\y107 Some (\e107 A-aN-bN:in e107 x104 y107) (\z True))) (Some (\e105 N-aD:officer e105 x104) (\z True))))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:lieutenant e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:an (\x104 Some (\z True) (\x106 ^ (B-aN:rank x104 x106) (^ (N-b{N-aD}:the (\x108 ^ (Some (\e109 N-aD:army e109 x108) (\z True)) (Some (\e111 N-aD:police e111 x108) (\z True))) (\y107 Some (\e107 A-aN-bN:in e107 x104 y107) (\z True))) (Some (\e105 N-aD:officer e105 x104) (\z True))))) (\y Equal y v102)))) (\a102 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 102 z201))) (\x N-b{N-aD}:an (\x203 ^ (Some (\e209 N-aD:rank e209 x203) (\z True)) (^ (^ (Some (\e205 N-aD:level e205 x203) (\z True)) (Some (\e204 N-aD:entry e204 x203) (\z True))) (^ (Some (\e208 N-aD:level e208 x203) (\z True)) (Some (\e207 A-aN:low e207 x203) (\z True))))) (\y Equal y x))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 102 v201))) (N-b{N-aD}:an (\x203 ^ (Some (\e209 N-aD:rank e209 x203) (\z True)) (^ (^ (Some (\e205 N-aD:level e205 x203) (\z True)) (Some (\e204 N-aD:entry e204 x203) (\z True))) (^ (Some (\e208 N-aD:level e208 x203) (\z True)) (Some (\e207 A-aN:low e207 x203) (\z True))))) (\y Equal y v201)))) (\a201 ^ (N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD:word e302 x301) (\z True)) (InAnaphorSet 1 x301)) (\x303 Some (\e303 ^ (B-aN:come e303 x303) (N-b{N-aD}:the (\x305 ^ (Some (\e307 N-aD:language e307 x305) (\z True)) (Some (\e306 A-aN:french e306 x305) (\z True))) (\y304 Some (\e304 A-aN-bN:from e304 e303 y304) (\z True)))) (\z True))) (Some (\a302 Equal a302 (\v302 ^ (^ (Some (\e302 N-aD:word e302 v302) (\z True)) (InAnaphorSet 1 v302)) (Some (\e303 ^ (B-aN:come e303 v302) (N-b{N-aD}:the (\x305 ^ (Some (\e307 N-aD:language e307 x305) (\z True)) (Some (\e306 A-aN:french e306 x305) (\z True))) (\y304 Some (\e304 A-aN-bN:from e304 e303 y304) (\z True)))) (\z True)))) (\a302 ^ (^ (Some (\x401 Some (\e401 N-aD:lieu e401 x401) (\z True)) (\x402 Some (\x404 Some (\e404 N-aD:place e404 x404) (\z True)) (\y402 Some (\e402 B-aN-bN:mean e402 x402 y402) (\z True)))) (Some (\x407 ^ (Some (\e407 N-aD:tenant e407 x407) (\z True)) (B-aN-b{A-aN}:mean x407)) (\x Some (\z True) (\x410 B-aN:hold x x410)))) (^ (N-b{N-aD}:a (\x501 ^ (Some (\e502 N-aD:lieutenant e502 x501) (\z True)) (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 201 x501))) (\x ^ (Some (\e504 N:someone e504 x) (\z True)) (Some (\e505 N-rN:who e505 x) (\xx505 N-b{N-aD}:a (\x510 Some (\e511 N-aD:superior e511 x510) (\z True)) (\xx511 Some (\a511 Equal a511 (\v511 Some (\e511 N-aD:superior e511 xx511) (\z True))) (\a511 N-b{N-aD}:the (\x507 Some (\e508 N-aD-bO:place e508 x507 xx511) (\z True)) (\y506 Some (\e506 B-aN-bN:take e506 xx505 y506) (\zz506 AMDL-aN-b{A-aN}:not (\e515 ^ (B-aN-b{A-aN}:be e515) (Some (\e512 A-aN-rN:when e512 e515 zz506) (\z True))) (\e N-b{N-aD}:that (\x513 ^ (Some (\e514 N-aD:person e514 x513) (\z True)) (InAnaphorSet 511 x513)) (\x517 Some (\e517 ^ (A-aN:available e517 x517) (Equal e517 e)) (\z True))))))))))) (Some (\z601 ^ (Some (\e601 N:it e601 z601) (\z True)) (InAnaphorSet 302 z601)) (\x604 N-b{N-aD}:a (\x605 ^ (Some (\e607 N-aD:position e607 x605) (\z True)) (^ (Some (\z610 ^ (Some (\e610 N:someone e610 z610) (\z True)) (Some (\e611 A-aN:else e611 z610) (\z True))) (\y609 Some (\e609 ^ (B-aN-bN:assist e609 x605 y609) (Some (\x616 Some (\e616 N-aD:job e616 x616) (\z True)) (\y613 Some (\z True) (\z613 Some (\e613 B-aN-bN-bPout:carry e613 e609 y613 z613) (\z True))))) (\z True))) (Some (\e606 A-aN:deputy e606 x605) (\z True)))) (\y604 Some (\e604 ^ (B-aN-bN:mean e604 x604 y604) (^ (B-aN-b{B-aN}:can e604) (Some (\e603 A-aN:also e603 e604) (\z True)))) (\z True)))))))))))))) 73 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:monarch e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:monarch e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:monarch e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\e105 N-aD:person e105 x104) (\z True)) (\zz105 ^ (Some (\e106 N-rN:who e106 zz105) (\xx106 Some (\e107 ^ (B-aN:rule e107 xx106) (Some (\e108 A-aN-bV:because e108 e107 (Intension (Some (\x112 Some (\e112 N-aD:relative e112 x112) (\z True)) (\xx112 N-bO:one (\x109 Equal xx112 x109) (\x113 Some (\e113 B-aN-bC:rule e113 x113 (Intension (Some (\z True) (\z True)))) (\z True)))))) (\z True))) (\z True))) (Equal zz105 x)))) (^ (N-b{N-aD}:a (\x201 ^ (Some (\e203 N-aD:monarch e203 x201) (\z True)) (^ (InAnaphorSet 111 x201) (Some (\e202 A-aN:male e202 x201) (\z True)))) (\zz206 Some (\z True) (\x206 Some (\e206 ^ (B-aN-bA:call e206 x206 (Intension (N-b{N-aD}:a (\x207 ^ (Some (\e208 N-aD:king e208 x207) (\z True)) (Some (\e210 N-aD:emperor e210 x207) (\z True))) (\y Equal y zz206)))) (^ (B-aN-b{A-aN}:be e206) (B-aN-b{B-aN}:can e206))) (\z True)))) (^ (N-b{N-aD}:a (\x301 ^ (Some (\e303 N-aD:monarch e303 x301) (\z True)) (^ (InAnaphorSet 111 x301) (Some (\e302 A-aN:female e302 x301) (\z True)))) (\zz306 Some (\z True) (\x306 Some (\e306 ^ (B-aN-bA:call e306 x306 (Intension (N-b{N-aD}:a (\x307 ^ (Some (\e308 N-aD:queen e308 x307) (\z True)) (Some (\e310 N-aD:empress e310 x307) (\z True))) (\y Equal y zz306)))) (^ (B-aN-b{A-aN}:be e306) (B-aN-b{B-aN}:can e306))) (\z True)))) (^ (Some (\z401 ^ (Some (\e401 N:it e401 z401) (\z True)) (B-aN-b{A-aN}:be z401)) (\x Some (\z True) (\x406 Some (\e406 B-aN:rule e406 x406) (\xx406 N-b{N-aD}:a (\x403 Some (\e404 N-aD-bO:system e404 x403 xx406) (\z True)) (\zz404 ^ (^ (Some (\x410 Some (\e410 N-aD:ruling e410 x410) (\z True)) (\x411 Some (\e411 ^ (B-aN:start e411 x411) (^ (^ (Some (\e409 N-rN:which e409 zz404) (\y408 Some (\e408 A-aN-bN:in e408 e411 y408) (\z True))) (N-b{N-aD}:a (\x417 Some (\e418 N-aD:family e418 x417) (\z True)) (\xx418 N-b{N-aD}:a (\x414 Some (\e415 N-aD-bO:member e415 x414 xx418) (\z True)) (\y413 Some (\e413 A-aN-bN:by e413 e411 y413) (\z True))))) (Some (\e412 A-aN:off e412 e411) (\z True)))) (\z True))) (Some (\a418 Equal a418 (\v418 Some (\x410 Some (\e410 N-aD:ruling e410 x410) (\z True)) (\x411 Some (\e411 ^ (B-aN:start e411 x411) (^ (^ (Some (\e409 N-rN:which e409 zz404) (\y408 Some (\e408 A-aN-bN:in e408 e411 y408) (\z True))) (^ (Some (\e418 N-aD:family e418 v418) (\z True)) (N-b{N-aD}:a (\x414 Some (\e415 N-aD-bO:member e415 x414 v418) (\z True)) (\y413 Some (\e413 A-aN-bN:by e413 e411 y413) (\z True))))) (Some (\e412 A-aN:off e412 e411) (\z True)))) (\z True)))) (\a418 Some (\x410 Some (\e410 N-aD:ruling e410 x410) (\z True)) (\x421 Some (\e421 ^ (B-aN:continue e421 x421) (^ (Some (\e409 N-rN:which e409 zz404) (\y408 Some (\e408 A-aN-bN:in e408 e421 y408) (\z True))) (N-b{N-aD}:a (\x426 ^ (Some (\e427 N-aD:family e427 x426) (\z True)) (InAnaphorSet 418 x426)) (\xx427 N-b{N-aD}:the (\x423 Some (\z True) (\x424 B-aN-bN:end x423 x424 xx427)) (\y422 Some (\e422 A-aN-bN:till e422 e421 y422) (\z True)))))) (\z True))))) (Equal zz404 x)))))) (^ (Some (\z501 ^ (Some (\e501 N:monarch e501 z501) (\z True)) (InAnaphorSet 111 z501)) (\x504 Some (\e504 ^ (A-aN:common e504 x504) (^ (^ (B-aN-b{A-aN}:be e504) (Some (\e503 A-aN:very e503 e504) (\z True))) (Some (\z506 Some (\e506 N:history e506 z506) (\z True)) (\y505 Some (\e505 A-aN-bN:in e505 e504 y505) (\z True))))) (\z True))) (Some (\a501 Equal a501 (\v501 ^ (^ (Some (\e501 N:monarch e501 v501) (\z True)) (InAnaphorSet 111 v501)) (Some (\e504 ^ (A-aN:common e504 v501) (^ (^ (B-aN-b{A-aN}:be e504) (Some (\e503 A-aN:very e503 e504) (\z True))) (Some (\z506 Some (\e506 N:history e506 z506) (\z True)) (\y505 Some (\e505 A-aN-bN:in e505 e504 y505) (\z True))))) (\z True)))) (\a501 ^ (Some (\x604 Some (\e604 N-aD:country e604 x604) (\z True)) (\xx604 N-b{N-aD}:a (\x601 Some (\e602 N-aD-bO:lot e602 x601 xx604) (\z True)) (\x607 N-b{N-aD}:a (\x608 ^ (Some (\e609 N-aD:monarch e609 x608) (\z True)) (InAnaphorSet 501 x608)) (\y607 Some (\e607 ^ (B-aN-bN:have e607 x607 y607) (B-aN-b{I-aN}:use e607)) (\z True))))) (Some (\a609 Equal a609 (\v609 Some (\x604 Some (\e604 N-aD:country e604 x604) (\z True)) (\xx604 Some (\x601 Some (\e602 N-aD-bO:lot e602 x601 xx604) (\z True)) (\x607 ^ (^ (Some (\e609 N-aD:monarch e609 v609) (\z True)) (InAnaphorSet 501 v609)) (Some (\e607 ^ (B-aN-bN:have e607 x607 v609) (B-aN-b{I-aN}:use e607)) (\z True)))))) (\a609 Some (\x604 Some (\e604 N-aD:country e604 x604) (\z True)) (\xx604 N-b{N-aD}:a (\x601 Some (\e602 N-aD-bO:lot e602 x601 xx604) (\z True)) (\x614 Some (\z615 ^ (Some (\e615 N:them e615 z615) (\z True)) (InAnaphorSet 609 z615)) (\y614 Some (\e614 ^ (B-aN-bN:have e614 x614 y614) (Some (\e613 ^ (A-aN:long e613 e614) (Some (\e612 A-aN:no e612 e613) (\z True))) (\z True))) (\z True))))))))))))))) 74 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:mars e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:mars e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:mar e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x ^ (N-b{N-aD}:the (\x103 ^ (^ (Some (\e105 N-aD:planet e105 x103) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 x103 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 x103 y106) (\z True))))) (NNORD-aD-b{N-aD}:fourthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 y104 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec x103 y104))) (\y Equal y x)) (Some (\a105 Equal a105 (\v105 ^ (^ (^ (Some (\e105 N-aD:planet e105 v105) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 v105 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 v105 y106) (\z True))))) (NNORD-aD-b{N-aD}:fourthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 y104 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec v105 y104))) (Equal v105 x))) (\a105 N-b{N-aD}:the (\x114 ^ (^ (Some (\e119 N-aD:planet e119 x114) (\z True)) (^ (InAnaphorSet 105 x114) (Some (\e118 A-aN:solid e118 x114) (\z True)))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:secondMinusOne (\y115 ^ (Some (\e119 N-aD:planet e119 y115) (\z True)) (^ (InAnaphorSet 105 y115) (Some (\e118 A-aN:solid e118 y115) (\z True)))) (\y115 More (\z115 Some (\e117 ^ (A-aN:small e117 y115) (Equal z115 e117)) (\z True)) (\z115 Some (\e117 ^ (A-aN:small e117 x114) (Equal z115 e117)) (\z True))))) (\y Equal y x))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:mar e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (N-b{N-aD}:the (\x103 ^ (^ (Some (\e105 N-aD:planet e105 x103) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 x103 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 x103 y106) (\z True))))) (NNORD-aD-b{N-aD}:fourthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 y104 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec x103 y104))) (\y Equal y v101)) (Some (\a105 Equal a105 (\v105 ^ (^ (^ (Some (\e105 N-aD:planet e105 v105) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 v105 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 v105 y106) (\z True))))) (NNORD-aD-b{N-aD}:fourthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 y104 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec v105 y104))) (Equal v105 v101))) (\a105 N-b{N-aD}:the (\x114 ^ (^ (Some (\e119 N-aD:planet e119 x114) (\z True)) (^ (InAnaphorSet 105 x114) (Some (\e118 A-aN:solid e118 x114) (\z True)))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:secondMinusOne (\y115 ^ (Some (\e119 N-aD:planet e119 y115) (\z True)) (^ (InAnaphorSet 105 y115) (Some (\e118 A-aN:solid e118 y115) (\z True)))) (\y115 More (\z115 Some (\e117 ^ (A-aN:small e117 y115) (Equal z115 e117)) (\z True)) (\z115 Some (\e117 ^ (A-aN:small e117 x114) (Equal z115 e117)) (\z True))))) (\y Equal y v101)))))) (\a101 Some (\a112 Equal a112 (\v112 Some (\z101 ^ (Some (\e101 N:mar e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x ^ (^ (^ (Some (\e105 N-aD:planet e105 x) (\z True)) (^ (^ (^ (Some (\e112 N-aD:system e112 v112) (\z True)) (Some (\e111 N-aD:solar e111 v112) (\z True))) (Some (\e109 A-aN-bN:in e109 x v112) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 x y106) (\z True))))) (NNORD-aD-b{N-aD}:fourthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (^ (^ (Some (\e112 N-aD:system e112 v112) (\z True)) (Some (\e111 N-aD:solar e111 v112) (\z True))) (Some (\e109 A-aN-bN:in e109 y104 v112) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec x y104))) (Some (\a105 Equal a105 (\v105 ^ (^ (^ (Some (\e105 N-aD:planet e105 v105) (\z True)) (^ (^ (^ (Some (\e112 N-aD:system e112 v112) (\z True)) (Some (\e111 N-aD:solar e111 v112) (\z True))) (Some (\e109 A-aN-bN:in e109 v105 v112) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 v105 y106) (\z True))))) (NNORD-aD-b{N-aD}:fourthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (^ (^ (Some (\e112 N-aD:system e112 v112) (\z True)) (Some (\e111 N-aD:solar e111 v112) (\z True))) (Some (\e109 A-aN-bN:in e109 y104 v112) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec v105 y104))) (Equal v105 x))) (\a105 ^ (^ (Some (\e119 N-aD:planet e119 x) (\z True)) (^ (InAnaphorSet 105 x) (Some (\e118 A-aN:solid e118 x) (\z True)))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:secondMinusOne (\y115 ^ (Some (\e119 N-aD:planet e119 y115) (\z True)) (^ (InAnaphorSet 105 y115) (Some (\e118 A-aN:solid e118 y115) (\z True)))) (\y115 More (\z115 Some (\e117 ^ (A-aN:small e117 y115) (Equal z115 e117)) (\z True)) (\z115 Some (\e117 ^ (A-aN:small e117 x) (Equal z115 e117)) (\z True))))))))) (\a112 Some (\a119 Equal a119 (\v119 Some (\z101 ^ (Some (\e101 N:mar e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x ^ (^ (^ (Some (\e105 N-aD:planet e105 x) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 x y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 x y106) (\z True))))) (NNORD-aD-b{N-aD}:fourthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 y104 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec x y104))) (Some (\a105 Equal a105 (\v105 ^ (^ (^ (Some (\e105 N-aD:planet e105 v105) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 v105 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 v105 y106) (\z True))))) (NNORD-aD-b{N-aD}:fourthMinusOne (\y104 ^ (Some (\e105 N-aD:planet e105 y104) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e112 N-aD:system e112 x110) (\z True)) (Some (\e111 N-aD:solar e111 x110) (\z True))) (\y109 Some (\e109 A-aN-bN:in e109 y104 y109) (\z True))) (N-b{N-aD}:the (\x107 Some (\e108 N-aD:sun e108 x107) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 y104 y106) (\z True))))) (\y104 Prec v105 y104))) (Equal v105 x))) (\a105 ^ (^ (^ (Some (\e119 N-aD:planet e119 v119) (\z True)) (^ (InAnaphorSet 105 v119) (Some (\e118 A-aN:solid e118 v119) (\z True)))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:secondMinusOne (\y115 ^ (Some (\e119 N-aD:planet e119 y115) (\z True)) (^ (InAnaphorSet 105 y115) (Some (\e118 A-aN:solid e118 y115) (\z True)))) (\y115 More (\z115 Some (\e117 ^ (A-aN:small e117 y115) (Equal z115 e117)) (\z True)) (\z115 Some (\e117 ^ (A-aN:small e117 v119) (Equal z115 e117)) (\z True))))) (Equal v119 x)))))) (\a119 ^ (^ (Some (\z201 ^ (Some (\e201 N:mar e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x203 Some (\e203 ^ (A-aN:rocky e203 x203) (^ (B-aN-b{A-aN}:be e203) (Some (\x210 ^ (Some (\e210 N-aD:cap e210 x210) (\z True)) (^ (^ (^ (Some (\x213 ^ (Some (\e213 N-aD:water e213 x213) (\z True)) (Some (\e212 A-aN:frozen e212 x213) (\z True))) (\y211 Some (\e211 A-aN-bN:of e211 x210 y211) (\z True))) (Some (\x215 ^ (Some (\e215 N-aD:carbon e215 x215) (\z True)) (^ (Some (\e212 A-aN:frozen e212 x215) (\z True)) (Some (\e216 A-aN:dioxide e216 x215) (\z True)))) (\y211 Some (\e211 A-aN-bN:of e211 x210 y211) (\z True)))) (Some (\e208 A-aN:polar e208 x210) (\z True))) (Some (\e209 N-aD:ice e209 x210) (\z True)))) (\y207 Some (\e207 A-aN-bN:with e207 e203 y207) (\z True))))) (\z True))) (Some (\z201 ^ (Some (\e201 N:mar e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x205 Some (\e205 ^ (A-aN:cold e205 x205) (^ (B-aN-b{A-aN}:be e205) (Some (\x210 ^ (Some (\e210 N-aD:cap e210 x210) (\z True)) (^ (^ (^ (Some (\x213 ^ (Some (\e213 N-aD:water e213 x213) (\z True)) (Some (\e212 A-aN:frozen e212 x213) (\z True))) (\y211 Some (\e211 A-aN-bN:of e211 x210 y211) (\z True))) (Some (\x215 ^ (Some (\e215 N-aD:carbon e215 x215) (\z True)) (^ (Some (\e212 A-aN:frozen e212 x215) (\z True)) (Some (\e216 A-aN:dioxide e216 x215) (\z True)))) (\y211 Some (\e211 A-aN-bN:of e211 x210 y211) (\z True)))) (Some (\e208 A-aN:polar e208 x210) (\z True))) (Some (\e209 N-aD:ice e209 x210) (\z True)))) (\y207 Some (\e207 A-aN-bN:with e207 e205 y207) (\z True))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (^ (Some (\e201 N:mar e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\e203 ^ (A-aN:rocky e203 v201) (^ (B-aN-b{A-aN}:be e203) (Some (\x210 ^ (Some (\e210 N-aD:cap e210 x210) (\z True)) (^ (^ (^ (Some (\x213 ^ (Some (\e213 N-aD:water e213 x213) (\z True)) (Some (\e212 A-aN:frozen e212 x213) (\z True))) (\y211 Some (\e211 A-aN-bN:of e211 x210 y211) (\z True))) (Some (\x215 ^ (Some (\e215 N-aD:carbon e215 x215) (\z True)) (^ (Some (\e212 A-aN:frozen e212 x215) (\z True)) (Some (\e216 A-aN:dioxide e216 x215) (\z True)))) (\y211 Some (\e211 A-aN-bN:of e211 x210 y211) (\z True)))) (Some (\e208 A-aN:polar e208 x210) (\z True))) (Some (\e209 N-aD:ice e209 x210) (\z True)))) (\y207 Some (\e207 A-aN-bN:with e207 e203 y207) (\z True))))) (\z True))) (^ (^ (Some (\e201 N:mar e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\e205 ^ (A-aN:cold e205 v201) (^ (B-aN-b{A-aN}:be e205) (Some (\x210 ^ (Some (\e210 N-aD:cap e210 x210) (\z True)) (^ (^ (^ (Some (\x213 ^ (Some (\e213 N-aD:water e213 x213) (\z True)) (Some (\e212 A-aN:frozen e212 x213) (\z True))) (\y211 Some (\e211 A-aN-bN:of e211 x210 y211) (\z True))) (Some (\x215 ^ (Some (\e215 N-aD:carbon e215 x215) (\z True)) (^ (Some (\e212 A-aN:frozen e212 x215) (\z True)) (Some (\e216 A-aN:dioxide e216 x215) (\z True)))) (\y211 Some (\e211 A-aN-bN:of e211 x210 y211) (\z True)))) (Some (\e208 A-aN:polar e208 x210) (\z True))) (Some (\e209 N-aD:ice e209 x210) (\z True)))) (\y207 Some (\e207 A-aN-bN:with e207 e205 y207) (\z True))))) (\z True))))) (\a201 ^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x302 ^ (N-b{N-aD}:the (\x303 ^ (^ (Some (\e305 N-aD:volcano e305 x303) (\z True)) (N-b{N-aD}:the (\x307 ^ (Some (\e309 N-aD:system e309 x307) (\z True)) (^ (InAnaphorSet 112 x307) (Some (\e308 N-aD:solar e308 x307) (\z True)))) (\y306 Some (\e306 A-aN-bN:in e306 x303 y306) (\z True)))) (None (\y304 ^ (Some (\e305 N-aD:volcano e305 y304) (\z True)) (N-b{N-aD}:the (\x307 ^ (Some (\e309 N-aD:system e309 x307) (\z True)) (^ (InAnaphorSet 112 x307) (Some (\e308 N-aD:solar e308 x307) (\z True)))) (\y306 Some (\e306 A-aN-bN:in e306 y304 y306) (\z True)))) (\y304 More (\z ANSUP-aD-b{N-aD}:large y304 z) (\z ANSUP-aD-b{N-aD}:large x303 z)))) (\y302 Some (\e302 B-aN-bN:have e302 x302 y302) (\z True))) (N-b{N-aD}:some (\x312 ^ (Some (\e316 N-aD:crater e316 x312) (\z True)) (^ (Some (\e314 ^ (A-aN:large e314 x312) (Some (\e313 A-aN:very e313 e314) (\z True))) (\z True)) (Some (\e315 N-aD:impact e315 x312) (\z True)))) (\y302 Some (\e302 B-aN-bN:have e302 x302 y302) (\z True))))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:it e301 v301) (\z True)) (InAnaphorSet 201 v301)) (^ (N-b{N-aD}:the (\x303 ^ (^ (Some (\e305 N-aD:volcano e305 x303) (\z True)) (N-b{N-aD}:the (\x307 ^ (Some (\e309 N-aD:system e309 x307) (\z True)) (^ (InAnaphorSet 112 x307) (Some (\e308 N-aD:solar e308 x307) (\z True)))) (\y306 Some (\e306 A-aN-bN:in e306 x303 y306) (\z True)))) (None (\y304 ^ (Some (\e305 N-aD:volcano e305 y304) (\z True)) (N-b{N-aD}:the (\x307 ^ (Some (\e309 N-aD:system e309 x307) (\z True)) (^ (InAnaphorSet 112 x307) (Some (\e308 N-aD:solar e308 x307) (\z True)))) (\y306 Some (\e306 A-aN-bN:in e306 y304 y306) (\z True)))) (\y304 More (\z ANSUP-aD-b{N-aD}:large y304 z) (\z ANSUP-aD-b{N-aD}:large x303 z)))) (\y302 Some (\e302 B-aN-bN:have e302 v301 y302) (\z True))) (N-b{N-aD}:some (\x312 ^ (Some (\e316 N-aD:crater e316 x312) (\z True)) (^ (Some (\e314 ^ (A-aN:large e314 x312) (Some (\e313 A-aN:very e313 e314) (\z True))) (\z True)) (Some (\e315 N-aD:impact e315 x312) (\z True)))) (\y302 Some (\e302 B-aN-bN:have e302 v301 y302) (\z True)))))) (\a301 ^ (Some (\z401 ^ (Some (\e401 N:mar e401 z401) (\z True)) (InAnaphorSet 301 z401)) (\zz403 Some (\a401 Equal a401 (\v401 ^ (Some (\e401 N:mar e401 zz403) (\z True)) (InAnaphorSet 301 zz403))) (\a401 Some (\z True) (\x403 Some (\e403 ^ (B-aN-bN:name e403 x403 zz403) (^ (^ (B-aN-b{A-aN}:be e403) (Some (\e411 A-aN-bV:because e411 e403 (Intension (Some (\z412 ^ (Some (\e412 N:it e412 z412) (\z True)) (^ (^ (B-aN-b{A-aN}:be z412) (InAntecedentSet 412 z412)) (InAnaphorSet 401 z412))) (\x N-b{N-aD}:a (\x414 ^ (Some (\e416 N-aD:planet e416 x414) (\z True)) (^ (^ (InAnaphorSet 119 x414) (Some (\z421 Some (\e421 N:blood e421 z421) (\z True)) (\xx421 N-b{N-aD}:the (\x418 Some (\e419 N-aD-bO:colour e419 x418 xx421) (\z True)) (\y Equal y x414)))) (Some (\e415 A-aN:red e415 x414) (\z True)))) (\y Equal y x))))) (\z True))) (Some (\z410 Some (\e410 N:war e410 z410) (\z True)) (\xx410 N-b{N-aD}:the (\x405 ^ (Some (\e408 N-aD-bO:god e408 x405 xx410) (\z True)) (^ (Some (\e406 A-aN:mythological e406 x405) (\z True)) (Some (\e407 N-aD:roman e407 x405) (\z True)))) (\y404 Some (\e404 A-aN-bN:after e404 e403 y404) (\z True)))))) (\z True))))) (^ (Some (\z True) (\x501 Some (\e501 B-aN:appear e501 x501) (\z True))) (Some (\z601 ^ (Some (\e601 N:mar e601 z601) (\z True)) (InAnaphorSet 412 z601)) (\x602 Some (\x605 ^ (Some (\e605 N-aD:moon e605 x605) (\z True)) (^ (^ (^ (Some (\z608 Some (\e608 N:phobo e608 z608) (\z True)) (\y607 Some (\e607 A-aN-bN:called e607 x605 y607) (\z True))) (Some (\z610 Some (\e610 N:deimo e610 z610) (\z True)) (\y607 Some (\e607 A-aN-bN:called e607 x605 y607) (\z True)))) (Some (\e603 A-aN:two e603 x605) (\z True))) (Some (\e604 A-aN:small e604 x605) (\z True)))) (\y602 Some (\e602 B-aN-bN:have e602 x602 y602) (\z True)))))))))))))))) 75 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:coal e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:coal e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:coal e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (N-b{N-aD}:a (\x103 ^ (Some (\e105 N-aD:rock e105 x103) (\z True)) (Some (\e104 A-aN:black e104 x103) (\z True))) (\y Equal y x)) (N-b{N-aD}:a (\x108 ^ (Some (\e111 N-aD:fuel e111 x108) (\z True)) (^ (Some (\e109 A-aN:solid e109 x108) (\z True)) (Some (\e110 A-aN:fossil e110 x108) (\z True)))) (\y Equal y x)))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:coal e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (N-b{N-aD}:a (\x103 ^ (Some (\e105 N-aD:rock e105 x103) (\z True)) (Some (\e104 A-aN:black e104 x103) (\z True))) (\y Equal y v101)) (N-b{N-aD}:a (\x108 ^ (Some (\e111 N-aD:fuel e111 x108) (\z True)) (^ (Some (\e109 A-aN:solid e109 x108) (\z True)) (Some (\e110 A-aN:fossil e110 x108) (\z True)))) (\y Equal y v101))))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x205 Some (\e205 ^ (A-aN:hard e205 x205) (^ (^ (B-aN-b{A-aN}:be e205) (Some (\e203 A-aN:usual e203 e205) (\z True))) (Some (\e204 A-aN:very e204 e205) (\z True)))) (\z True))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\e205 ^ (A-aN:hard e205 v201) (^ (^ (B-aN-b{A-aN}:be e205) (Some (\e203 A-aN:usual e203 e205) (\z True))) (Some (\e204 A-aN:very e204 e205) (\z True)))) (\z True)))) (\a201 ^ (Some (\x301 ^ (Some (\e301 N-aD:coal e301 x301) (\z True)) (InAnaphorSet 201 x301)) (\zz303 Some (\z True) (\x303 Some (\x309 ^ (Some (\e309 N-aD:carbon e309 x309) (\z True)) (Some (\e308 ^ (A-aN:% e308 x309) (Some (\e305 ^ (A-aN:65 e305 e308) (Some (\e307 A-aN:95 e307 e305) (\z True))) (\z True))) (\z True))) (\y303 Some (\e303 ^ (B-aN-bO-bN:make e303 x303 y303 zz303) (B-aN-b{A-aN}:be e303)) (\z True))))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N-aD:coal e301 v301) (\z True)) (InAnaphorSet 201 v301)) (Some (\z True) (\x303 Some (\x309 ^ (Some (\e309 N-aD:carbon e309 x309) (\z True)) (Some (\e308 ^ (A-aN:% e308 x309) (Some (\e305 ^ (A-aN:65 e305 e308) (Some (\e307 A-aN:95 e307 e305) (\z True))) (\z True))) (\z True))) (\y303 Some (\e303 ^ (B-aN-bO-bN:make e303 x303 y303 v301) (B-aN-b{A-aN}:be e303)) (\z True)))))) (\a301 ^ (Some (\z401 ^ (Some (\e401 N:it e401 z401) (\z True)) (InAnaphorSet 301 z401)) (\x403 Some (\a401 Equal a401 (\v401 ^ (Some (\e401 N:it e401 x403) (\z True)) (InAnaphorSet 301 x403))) (\a401 ^ (Some (\x404 ^ (Some (\e404 N-aD:hydrocarbon e404 x404) (\z True)) (Some (\z410 ^ (Some (\e410 N:it e410 z410) (\z True)) (InAnaphorSet 401 z410)) (\y409 Some (\e409 A-aN-bN:in e409 x404 y409) (\z True)))) (\y403 Some (\e403 ^ (B-aN-bN:have e403 x403 y403) (Some (\e402 A-aN:also e402 e403) (\z True))) (\z True))) (N-b{N-aD}:some (\x406 ^ (Some (\e408 N-aD:compound e408 x406) (\z True)) (^ (Some (\z410 ^ (Some (\e410 N:it e410 z410) (\z True)) (InAnaphorSet 401 z410)) (\y409 Some (\e409 A-aN-bN:in e409 x406 y409) (\z True))) (Some (\e407 A-aN:other e407 x406) (\z True)))) (\y403 Some (\e403 ^ (B-aN-bN:have e403 x403 y403) (Some (\e402 A-aN:also e402 e403) (\z True))) (\z True)))))) (^ (Some (\x501 ^ (Some (\e501 N-aD:coal e501 x501) (\z True)) (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 411 x501))) (\x N-b{N-aD}:a (\x503 ^ (Some (\e505 N-aD:rock e505 x503) (\z True)) (^ (Some (\z True) (\x506 Some (\e506 ^ (B-aN-bN:form e506 x506 x503) (^ (Some (\x513 ^ (Some (\e513 N-aD:rock e513 x513) (\z True)) (Some (\z True) (\x514 Some (\e514 ^ (B-aN-bN:lay e514 x514 x513) (^ (^ (Some (\z518 Some (\e518 N:top e518 z518) (\z True)) (\y517 Some (\e517 A-aN-bN:on e517 e514 y517) (\z True))) (Some (\e516 A-aN:late e516 e514) (\z True))) (Some (\e515 A-aN:down e515 e514) (\z True)))) (\z True)))) (\xx513 N-b{N-aD}:the (\x510 Some (\e511 N-aD-bO:pressure e511 x510 xx513) (\z True)) (\y509 Some (\e509 A-aN-bN:by e509 e506 y509) (\z True)))) (Some (\z508 Some (\e508 N:peat e508 z508) (\z True)) (\y507 Some (\e507 A-aN-bN:from e507 e506 y507) (\z True))))) (\z True))) (Some (\e504 A-aN:metamorphic e504 x503) (\z True)))) (\y Equal y x))) (Some (\a501 Equal a501 (\v501 ^ (^ (Some (\e501 N-aD:coal e501 v501) (\z True)) (^ (B-aN-b{A-aN}:be v501) (InAnaphorSet 411 v501))) (N-b{N-aD}:a (\x503 ^ (Some (\e505 N-aD:rock e505 x503) (\z True)) (^ (Some (\z True) (\x506 Some (\e506 ^ (B-aN-bN:form e506 x506 x503) (^ (Some (\x513 ^ (Some (\e513 N-aD:rock e513 x513) (\z True)) (Some (\z True) (\x514 Some (\e514 ^ (B-aN-bN:lay e514 x514 x513) (^ (^ (Some (\z518 Some (\e518 N:top e518 z518) (\z True)) (\y517 Some (\e517 A-aN-bN:on e517 e514 y517) (\z True))) (Some (\e516 A-aN:late e516 e514) (\z True))) (Some (\e515 A-aN:down e515 e514) (\z True)))) (\z True)))) (\xx513 N-b{N-aD}:the (\x510 Some (\e511 N-aD-bO:pressure e511 x510 xx513) (\z True)) (\y509 Some (\e509 A-aN-bN:by e509 e506 y509) (\z True)))) (Some (\z508 Some (\e508 N:peat e508 z508) (\z True)) (\y507 Some (\e507 A-aN-bN:from e507 e506 y507) (\z True))))) (\z True))) (Some (\e504 A-aN:metamorphic e504 x503) (\z True)))) (\y Equal y v501)))) (\a501 Some (\a511 Equal a511 (\v511 Some (\x501 ^ (Some (\e501 N-aD:coal e501 x501) (\z True)) (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 411 x501))) (\x ^ (Some (\e505 N-aD:rock e505 x) (\z True)) (^ (Some (\z True) (\x506 Some (\e506 ^ (B-aN-bN:form e506 x506 x) (^ (Some (\x513 ^ (Some (\e513 N-aD:rock e513 x513) (\z True)) (Some (\z True) (\x514 Some (\e514 ^ (B-aN-bN:lay e514 x514 x513) (^ (^ (Some (\z518 Some (\e518 N:top e518 z518) (\z True)) (\y517 Some (\e517 A-aN-bN:on e517 e514 y517) (\z True))) (Some (\e516 A-aN:late e516 e514) (\z True))) (Some (\e515 A-aN:down e515 e514) (\z True)))) (\z True)))) (\xx513 ^ (Some (\e511 N-aD-bO:pressure e511 v511 xx513) (\z True)) (Some (\e509 A-aN-bN:by e509 e506 v511) (\z True)))) (Some (\z508 Some (\e508 N:peat e508 z508) (\z True)) (\y507 Some (\e507 A-aN-bN:from e507 e506 y507) (\z True))))) (\z True))) (Some (\e504 A-aN:metamorphic e504 x) (\z True)))))) (\a511 Some (\z605 ^ (Some (\e605 N:coal e605 z605) (\z True)) (InAnaphorSet 501 z605)) (\xx605 N-b{N-aD}:the (\x601 ^ (Some (\e603 N-aD-bO:form e603 x601 xx605) (\z True)) (^ (Some (\e607 ^ (A-aN:such e607 x601) (Some (\z609 ^ (Some (\e609 N:anthracite e609 z609) (\z True)) (InAnaphorSet 603 z609)) (\y608 Some (\e608 A-aN-bN:as e608 e607 y608) (\z True)))) (\z True)) (Some (\e602 A-aN:hard e602 x601) (\z True)))) (\zz613 Some (\z True) (\x613 Some (\e613 ^ (B-aN-bN:change e613 x613 zz613) (^ (^ (B-aN-b{A-aN}:be e613) (B-aN-b{L-aN}:have e613)) (^ (Some (\x616 ^ (Some (\e616 N-aD:temperature e616 x616) (\z True)) (Some (\e615 A-aN:high e615 x616) (\z True))) (\y614 Some (\e614 A-aN-bN:by e614 e613 y614) (\z True))) (Some (\x620 ^ (Some (\e620 N-aD:pressure e620 x620) (\z True)) (^ (Some (\e615 A-aN:high e615 x620) (\z True)) (InAnaphorSet 511 x620))) (\y614 Some (\e614 A-aN-bN:by e614 e613 y614) (\z True)))))) (\z True))))))))))))))))) 76 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:vehicle e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:vehicle e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:vehicle e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\e105 N-aD:machine e105 x104) (\z True)) (\zz105 ^ (Some (\z True) (\x107 ^ (Some (\x108 Some (\e108 N-aD:people e108 x108) (\z True)) (\y107 Some (\e107 ^ (B-aN-bN:move e107 x107 y107) (Some (\ee A-aN-bN:for ee e107 zz105) (\z True))) (\z True))) (Some (\x110 Some (\e110 N-aD:thing e110 x110) (\z True)) (\y107 Some (\e107 ^ (B-aN-bN:move e107 x107 y107) (Some (\ee A-aN-bN:for ee e107 zz105) (\z True))) (\z True))))) (Equal zz105 x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:vehicle e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD:machine e105 x104) (\z True)) (\zz105 ^ (Some (\z True) (\x107 ^ (Some (\x108 Some (\e108 N-aD:people e108 x108) (\z True)) (\y107 Some (\e107 ^ (B-aN-bN:move e107 x107 y107) (Some (\ee A-aN-bN:for ee e107 zz105) (\z True))) (\z True))) (Some (\x110 Some (\e110 N-aD:thing e110 x110) (\z True)) (\y107 Some (\e107 ^ (B-aN-bN:move e107 x107 y107) (Some (\ee A-aN-bN:for ee e107 zz105) (\z True))) (\z True))))) (Equal zz105 v102))))) (\a102 Some (\a108 Equal a108 (\v108 Some (\x101 ^ (Some (\e102 N-aD:vehicle e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e105 N-aD:machine e105 x) (\z True)) (Some (\z True) (\x107 ^ (^ (Some (\e108 N-aD:people e108 v108) (\z True)) (Some (\e107 ^ (B-aN-bN:move e107 x107 v108) (Some (\ee A-aN-bN:for ee e107 x) (\z True))) (\z True))) (Some (\x110 Some (\e110 N-aD:thing e110 x110) (\z True)) (\y107 Some (\e107 ^ (B-aN-bN:move e107 x107 y107) (Some (\ee A-aN-bN:for ee e107 x) (\z True))) (\z True)))))))) (\a108 Some (\a110 Equal a110 (\v110 Some (\x101 ^ (Some (\e102 N-aD:vehicle e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e105 N-aD:machine e105 x) (\z True)) (Some (\z True) (\x107 ^ (Some (\x108 Some (\e108 N-aD:people e108 x108) (\z True)) (\y107 Some (\e107 ^ (B-aN-bN:move e107 x107 y107) (Some (\ee A-aN-bN:for ee e107 x) (\z True))) (\z True))) (^ (Some (\e110 N-aD:thing e110 v110) (\z True)) (Some (\e107 ^ (B-aN-bN:move e107 x107 v110) (Some (\ee A-aN-bN:for ee e107 x) (\z True))) (\z True)))))))) (\a110 ^ (N-b{N-aD}:a (\x201 ^ (Some (\e202 N-aD:vehicle e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\xx202 AMDL-aN-b{A-aN}:not (\e203 B-aN-b{A-aN}:be e203) (\e Some (\e205 ^ (A-aN:alive e205 xx202) (Equal e205 e)) (\z True)))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N-aD:vehicle e202 v202) (\z True)) (InAnaphorSet 102 v202)) (AMDL-aN-b{A-aN}:not (\e203 B-aN-b{A-aN}:be e203) (\e Some (\e205 ^ (A-aN:alive e205 v202) (Equal e205 e)) (\z True))))) (\a202 ^ (^ (N-b{N-aD}:a (\x301 Some (\e302 N-aD:horse e302 x301) (\z True)) (\x304 ^ (Some (\x305 ^ (Some (\e305 N-aD:people e305 x305) (\z True)) (InAnaphorSet 108 x305)) (\y304 Some (\e304 ^ (B-aN-bN:move e304 x304 y304) (B-aN-b{B-aN}:can e304)) (\z True))) (Some (\x307 ^ (Some (\e307 N-aD:thing e307 x307) (\z True)) (InAnaphorSet 110 x307)) (\y304 Some (\e304 ^ (B-aN-bN:move e304 x304 y304) (B-aN-b{B-aN}:can e304)) (\z True))))) (Some (\a302 Equal a302 (\v302 ^ (Some (\e302 N-aD:horse e302 v302) (\z True)) (^ (Some (\x305 ^ (Some (\e305 N-aD:people e305 x305) (\z True)) (InAnaphorSet 108 x305)) (\y304 Some (\e304 ^ (B-aN-bN:move e304 v302 y304) (B-aN-b{B-aN}:can e304)) (\z True))) (Some (\x307 ^ (Some (\e307 N-aD:thing e307 x307) (\z True)) (InAnaphorSet 110 x307)) (\y304 Some (\e304 ^ (B-aN-bN:move e304 v302 y304) (B-aN-b{B-aN}:can e304)) (\z True)))))) (\a302 Some (\z309 ^ (Some (\e309 N:it e309 z309) (\z True)) (InAnaphorSet 302 z309)) (\xx309 AMDL-aN-b{A-aN}:not (\e310 B-aN-b{A-aN}:be e310) (\e ^ (Equal xx309 e) (N-b{N-aD}:a (\x312 ^ (Some (\e313 N-aD:vehicle e313 x312) (\z True)) (InAnaphorSet 202 x312)) (\y Equal y xx309))))))) (^ (N-b{N-aD}:some (\x401 ^ (Some (\e402 N-aD:vehicle e402 x401) (\z True)) (InAnaphorSet 202 x401)) (\x403 Some (\e403 ^ (B-aN:move e403 x403) (Some (\z405 Some (\e405 N:land e405 z405) (\z True)) (\y404 Some (\e404 A-aN-bN:on e404 e403 y404) (\z True)))) (\z True))) (Some (\a402 Equal a402 (\v402 ^ (^ (Some (\e402 N-aD:vehicle e402 v402) (\z True)) (InAnaphorSet 202 v402)) (Some (\e403 ^ (B-aN:move e403 v402) (Some (\z405 Some (\e405 N:land e405 z405) (\z True)) (\y404 Some (\e404 A-aN-bN:on e404 e403 y404) (\z True)))) (\z True)))) (\a402 ^ (Some (\x503 ^ (Some (\e503 N-aD:vehicle e503 x503) (\z True)) (^ (^ (InAnaphorSet 402 x503) (Some (\e501 A-aN:most e501 x503) (\z True))) (Some (\e502 N-aD:land e502 x503) (\z True)))) (\x504 Some (\x505 Some (\e505 N-aD:wheel e505 x505) (\z True)) (\y504 Some (\e504 B-aN-bN:have e504 x504 y504) (\z True)))) (Some (\z601 ^ (Some (\e601 N:example e601 z601) (\z True)) (B-aN-b{A-aN}:be z601)) (\x ^ (Some (\e603 N-aD:bicycle e603 x) (\z True)) (^ (Some (\e605 N-aD:car e605 x) (\z True)) (^ (Some (\e607 N-aD:motorcycle e607 x) (\z True)) (Some (\e610 N-aD:train e610 x) (\z True)))))))))))))))))) 77 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:passenger e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:passenger e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:passenger e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\e105 N-aD:term e105 x104) (\z True)) (\zz105 ^ (Some (\e106 N-rN:that e106 zz105) (\xx106 Some (\z True) (\x108 Some (\e108 ^ (B-aN-bN:use e108 x108 xx106) (^ (B-aN-b{A-aN}:be e108) (N-b{N-aD}:a (\x110 Some (\e111 N-aD:person e111 x110) (\z True)) (\zz111 ^ (Some (\e112 N-rN:who e112 zz111) (\xx112 Some (\e113 ^ (B-aN:travel e113 xx112) (N-b{N-aD}:a (\x115 Some (\e116 N-aD:vehicle e116 x115) (\z True)) (\y114 Some (\e114 A-aN-bN:in e114 e113 y114) (\z True)))) (\z True))) (^ (Some (\e109 A-aN-bN:for e109 e108 zz111) (\z True)) (Some (\x119 Some (\e119 NMDL-bN:not e119 x119) (\z True)) (\y109 Some (\e109 A-aN-bN:for e109 e108 y109) (\z True)))))))) (\z True)))) (Equal zz105 x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:passenger e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD:term e105 x104) (\z True)) (\zz105 ^ (Some (\e106 N-rN:that e106 zz105) (\xx106 Some (\z True) (\x108 Some (\e108 ^ (B-aN-bN:use e108 x108 xx106) (^ (B-aN-b{A-aN}:be e108) (N-b{N-aD}:a (\x110 Some (\e111 N-aD:person e111 x110) (\z True)) (\zz111 ^ (Some (\e112 N-rN:who e112 zz111) (\xx112 Some (\e113 ^ (B-aN:travel e113 xx112) (N-b{N-aD}:a (\x115 Some (\e116 N-aD:vehicle e116 x115) (\z True)) (\y114 Some (\e114 A-aN-bN:in e114 e113 y114) (\z True)))) (\z True))) (^ (Some (\e109 A-aN-bN:for e109 e108 zz111) (\z True)) (Some (\x119 Some (\e119 NMDL-bN:not e119 x119) (\z True)) (\y109 Some (\e109 A-aN-bN:for e109 e108 y109) (\z True)))))))) (\z True)))) (Equal zz105 v102))))) (\a102 ^ (Some (\x205 ^ (Some (\e205 N-aD:way e205 x205) (\z True)) (^ (^ (B-aN-b{A-aN}:be x205) (Some (\e203 A-aN:two e203 x205) (\z True))) (Some (\e204 A-aN:common e204 x205) (\z True)))) (\zz205 N-b{N-aD}:the (\x208 ^ (Some (\e209 N-aD:term e209 x208) (\z True)) (InAnaphorSet 1 x208)) (\zz211 Some (\z True) (\x211 Some (\e211 ^ (B-aN-bN:use e211 x211 zz211) (^ (B-aN-b{A-aN}:be e211) (Some (\e207 N-rN:which e207 zz205) (\y206 Some (\e206 A-aN-bN:in e206 e211 y206) (\z True))))) (\z True))))) (^ (N-b{N-aD}:the (\x304 Some (\e305 N-aD:company e305 x304) (\z True)) (\zz305 ^ (Some (\e306 N-rN:who e306 zz305) (\xx306 N-b{N-aD}:the (\x308 ^ (Some (\e309 N-aD:vehicle e309 x308) (\z True)) (InAnaphorSet 128 x308)) (\y307 Some (\e307 B-aN-bN:own e307 xx306 y307) (\z True)))) (Some (\z True) (\x319 Some (\e319 ^ (B-aN:obligate e319 x319) (^ (N-b{N-aD}:the (\x321 ^ (Some (\e322 N-aD:passenger e322 x321) (\z True)) (^ (InAnaphorSet 102 x321) (Some (\e323 ^ (B-aN:ride e323 x321) (Some (\z325 ^ (Some (\e325 N:them e325 z325) (\z True)) (InAnaphorSet 312 z325)) (\y324 Some (\e324 A-aN-bN:with e324 e323 y324) (\z True)))) (\z True)))) (\y320 Some (\e320 A-aN-bN:to e320 e319 y320) (\z True))) (Some (\e318 A-aN:legal e318 e319) (\z True)))) (\y317 Some (\e317 ^ (B-aN-bN:have e317 zz305 y317) (N-b{N-aD}:most (\x302 Some (\e303 N-aD:place e303 x302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 e317 y301) (\z True)))) (\z True)))))) (Some (\a309 Equal a309 (\v309 Some (\x304 Some (\e305 N-aD:company e305 x304) (\z True)) (\zz305 ^ (Some (\e306 N-rN:who e306 zz305) (\xx306 ^ (^ (Some (\e309 N-aD:vehicle e309 v309) (\z True)) (InAnaphorSet 128 v309)) (Some (\e307 B-aN-bN:own e307 xx306 v309) (\z True)))) (Some (\z True) (\x319 Some (\e319 ^ (B-aN:obligate e319 x319) (^ (N-b{N-aD}:the (\x321 ^ (Some (\e322 N-aD:passenger e322 x321) (\z True)) (^ (InAnaphorSet 102 x321) (Some (\e323 ^ (B-aN:ride e323 x321) (Some (\z325 ^ (Some (\e325 N:them e325 z325) (\z True)) (InAnaphorSet 312 z325)) (\y324 Some (\e324 A-aN-bN:with e324 e323 y324) (\z True)))) (\z True)))) (\y320 Some (\e320 A-aN-bN:to e320 e319 y320) (\z True))) (Some (\e318 A-aN:legal e318 e319) (\z True)))) (\y317 Some (\e317 ^ (B-aN-bN:have e317 zz305 y317) (N-b{N-aD}:most (\x302 Some (\e303 N-aD:place e303 x302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 e317 y301) (\z True)))) (\z True))))))) (\a309 N-b{N-aD}:the (\x311 ^ (Some (\e312 N-aD:people e312 x311) (\z True)) (InAnaphorSet 124 x311)) (\zz312 Some (\a312 Equal a312 (\v312 ^ (Some (\e312 N-aD:people e312 zz312) (\z True)) (InAnaphorSet 124 zz312))) (\a312 ^ (Some (\e313 N-rN:who e313 zz312) (\xx313 Some (\e314 ^ (B-aN:work e314 xx313) (Some (\z316 ^ (Some (\e316 N:them e316 z316) (\z True)) (InAnaphorSet 309 z316)) (\y315 Some (\e315 A-aN-bN:on e315 e314 y315) (\z True)))) (\z True))) (Some (\z True) (\x319 Some (\e319 ^ (B-aN:obligate e319 x319) (^ (N-b{N-aD}:the (\x321 ^ (Some (\e322 N-aD:passenger e322 x321) (\z True)) (^ (InAnaphorSet 102 x321) (Some (\e323 ^ (B-aN:ride e323 x321) (Some (\z325 ^ (Some (\e325 N:them e325 z325) (\z True)) (InAnaphorSet 312 z325)) (\y324 Some (\e324 A-aN-bN:with e324 e323 y324) (\z True)))) (\z True)))) (\y320 Some (\e320 A-aN-bN:to e320 e319 y320) (\z True))) (Some (\e318 A-aN:legal e318 e319) (\z True)))) (\y317 Some (\e317 ^ (B-aN-bN:have e317 zz312 y317) (N-b{N-aD}:most (\x302 Some (\e303 N-aD:place e303 x302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 e317 y301) (\z True)))) (\z True)))))))))))))) 79 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:ain e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:ain e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:ain e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:department e104 x103) (\z True)) (Some (\z106 Some (\e106 N:france e106 z106) (\z True)) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y x))) (^ (Some (\x202 ^ (Some (\e202 N-aD:prefecture e202 x202) (\z True)) (B-aN-b{A-aN}:be x202)) (\x ^ (Some (\e204 N-aD:bourg e204 x) (\z True)) (Some (\x208 Some (\e208 N-aD:bresse e208 x208) (\z True)) (\y206 Some (\e206 A-aN-bN:en e206 x y206) (\z True))))) (^ (N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD:name e302 x301) (\z True)) (InAnaphorSet 1 x301)) (\x303 Some (\e303 ^ (B-aN:come e303 x303) (N-b{N-aD}:the (\x305 ^ (Some (\e307 N-aD:river e307 x305) (\z True)) (Some (\e306 N-aD:ain e306 x305) (\z True))) (\y304 Some (\e304 A-aN-bN:from e304 e303 y304) (\z True)))) (\z True))) (^ (Some (\z401 ^ (Some (\e401 N:it e401 z401) (\z True)) (InAnaphorSet 201 z401)) (\x402 Some (\e402 B-aN-bA:have e402 x402 (Intension (N-b{N-aD}:the (\x403 Some (\e404 N-aD:number e404 x403) (\z True)) (\x Some (\e406 N:01 e406 x) (\z True))))) (\z True))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:it e401 v401) (\z True)) (InAnaphorSet 201 v401)) (Some (\e402 B-aN-bA:have e402 v401 (Intension (N-b{N-aD}:the (\x403 Some (\e404 N-aD:number e404 x403) (\z True)) (\x Some (\e406 N:01 e406 x) (\z True))))) (\z True)))) (\a401 ^ (Some (\x501 Some (\e501 N-aD:history e501 x501) (\z True)) (\z True)) (N-b{N-aD}:the (\x601 ^ (Some (\e603 N-aD:people e603 x601) (\z True)) (NNORD-aD-b{N-aD}:firstMinusOne (\y602 Some (\e603 N-aD:people e603 y602) (\z True)) (\y602 Prec x601 y602))) (\zz602 ^ (Some (\e604 N-rN:who e604 zz602) (\xx604 Some (\e605 ^ (B-aN:live e605 xx604) (Some (\z607 ^ (Some (\e607 N:ain e607 z607) (\z True)) (InAnaphorSet 401 z607)) (\y606 Some (\e606 A-aN-bN:in e606 e605 y606) (\z True)))) (\z True))) (Some (\e608 ^ (B-aN:arrive e608 zz602) (Some (\x611 ^ (Some (\e611 N-aD:b.c e611 x611) (\z True)) (Some (\e610 A-aN:15000 e610 x611) (\z True))) (\y609 Some (\e609 A-aN-bN:around e609 e608 y609) (\z True)))) (\z True)))))))))))) 80 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:campus e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:campus e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:campus e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e104 N-aD:land e104 x) (\z True)) (^ (N-b{N-aD}:a (\x106 Some (\e107 N-aD:college e107 x106) (\z True)) (\zz112 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:place e112 x112 zz112) (^ (B-aN-b{A-aN}:be e112) (Some (\e105 A-aN-rN:where e105 e112 x) (\z True)))) (\z True)))) (Some (\x110 ^ (Some (\e110 N-aD:building e110 x110) (\z True)) (Some (\e109 N-aD:university e109 x110) (\z True))) (\zz112 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:place e112 x112 zz112) (^ (B-aN-b{A-aN}:be e112) (Some (\e105 A-aN-rN:where e105 e112 x) (\z True)))) (\z True))))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e102 N-aD:campus e102 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (Some (\e104 N-aD:land e104 v101) (\z True)) (^ (N-b{N-aD}:a (\x106 Some (\e107 N-aD:college e107 x106) (\z True)) (\zz112 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:place e112 x112 zz112) (^ (B-aN-b{A-aN}:be e112) (Some (\e105 A-aN-rN:where e105 e112 v101) (\z True)))) (\z True)))) (Some (\x110 ^ (Some (\e110 N-aD:building e110 x110) (\z True)) (Some (\e109 N-aD:university e109 x110) (\z True))) (\zz112 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:place e112 x112 zz112) (^ (B-aN-b{A-aN}:be e112) (Some (\e105 A-aN-rN:where e105 e112 v101) (\z True)))) (\z True)))))))) (\a101 ^ (Some (\x201 ^ (Some (\e201 N-aD:campus e201 x201) (\z True)) (InAnaphorSet 101 x201)) (\x203 ^ (Some (\x204 Some (\e204 N-aD:library e204 x204) (\z True)) (\y203 Some (\e203 ^ (B-aN-bN:have e203 x203 y203) (B-aN-b{B-aN}:can e203)) (\z True))) (^ (Some (\x207 ^ (Some (\e207 N-aD:hall e207 x207) (\z True)) (Some (\e206 N-aD:lecture e206 x207) (\z True))) (\y203 Some (\e203 ^ (B-aN-bN:have e203 x203 y203) (B-aN-b{B-aN}:can e203)) (\z True))) (Some (\x210 Some (\e210 N-aD:park e210 x210) (\z True)) (\y203 Some (\e203 ^ (B-aN-bN:have e203 x203 y203) (B-aN-b{B-aN}:can e203)) (\z True)))))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N-aD:campus e201 v201) (\z True)) (InAnaphorSet 101 v201)) (^ (Some (\x204 Some (\e204 N-aD:library e204 x204) (\z True)) (\y203 Some (\e203 ^ (B-aN-bN:have e203 v201 y203) (B-aN-b{B-aN}:can e203)) (\z True))) (^ (Some (\x207 ^ (Some (\e207 N-aD:hall e207 x207) (\z True)) (Some (\e206 N-aD:lecture e206 x207) (\z True))) (\y203 Some (\e203 ^ (B-aN-bN:have e203 v201 y203) (B-aN-b{B-aN}:can e203)) (\z True))) (Some (\x210 Some (\e210 N-aD:park e210 x210) (\z True)) (\y203 Some (\e203 ^ (B-aN-bN:have e203 v201 y203) (B-aN-b{B-aN}:can e203)) (\z True))))))) (\a201 Some (\x301 ^ (Some (\e301 N-aD:campus e301 x301) (\z True)) (InAnaphorSet 201 x301)) (\x303 ^ (Some (\x316 ^ (Some (\e316 N-aD:building e316 x316) (\z True)) (^ (Some (\e305 A-aN:both e305 x316) (\z True)) (^ (Some (\e306 A-aN:academic e306 x316) (\z True)) (^ (Some (\x309 Some (\e309 N-aD:school e309 x309) (\z True)) (\y313 Some (\e313 A-aN-aN:related e313 x316 y313) (\z True))) (Some (\z True) (\x311 Some (\e311 B-aN:study e311 x311) (\y313 Some (\e313 A-aN-aN:related e313 x316 y313) (\z True)))))))) (\y303 Some (\e303 ^ (B-aN-bO:consist e303 x303 y303) (B-aN-b{B-aN}:can e303)) (\z True))) (Some (\x321 ^ (Some (\e321 N-aD:building e321 x321) (\z True)) (^ (Some (\e305 A-aN:both e305 x321) (\z True)) (Some (\e320 ^ (A-aN:academic e320 x321) (Some (\e318 A-aN:non e318 e320) (\z True))) (\z True)))) (\y303 Some (\e303 ^ (B-aN-bO:consist e303 x303 y303) (B-aN-b{B-aN}:can e303)) (\z True))))))))))) 81 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:gang e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:gang e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:gang e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\x107 Some (\e107 N-aD:people e107 x107) (\z True)) (\zz107 ^ (Some (\e108 N-rN:who e108 zz107) (\xx108 Some (\x110 Some (\e110 N-aD:thing e110 x110) (\z True)) (\y109 Some (\e109 ^ (B-aN-bN:do e109 xx108 y109) (Some (\e111 A-aN:together e111 e109) (\z True))) (\z True)))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:group e105 x104 zz107) (\z True)) (\y Equal y x))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:gang e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\x107 Some (\e107 N-aD:people e107 x107) (\z True)) (\zz107 ^ (Some (\e108 N-rN:who e108 zz107) (\xx108 Some (\x110 Some (\e110 N-aD:thing e110 x110) (\z True)) (\y109 Some (\e109 ^ (B-aN-bN:do e109 xx108 y109) (Some (\e111 A-aN:together e111 e109) (\z True))) (\z True)))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:group e105 x104 zz107) (\z True)) (\y Equal y v102)))))) (\a102 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e202 N-aD:word e202 x201) (\z True)) (^ (InAnaphorSet 1 x201) (Some (\e204 N:gang e204 x201) (\z True)))) (\x206 Some (\e206 ^ (B-aN:come e206 x206) (N-b{N-aD}:the (\x208 ^ (Some (\e212 N-aD:gan e212 x208) (\z True)) (^ (Some (\e210 N-aD:english e210 x208) (\z True)) (Some (\e209 A-aN:old e209 x208) (\z True)))) (\zz212 ^ (Some (\e215 N-rN:which e215 zz212) (\xx215 Some (\e216 B-aN-bC:mean e216 xx215 (Intension (Some (\z True) (\x219 Some (\e219 ^ (B-aN:go e219 x219) (B-aN-b{B-aN}:to e219)) (\z True))))) (\z True))) (Some (\e207 A-aN-bN:from e207 e206 zz212) (\z True))))) (\z True))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N-aD:word e202 v202) (\z True)) (^ (InAnaphorSet 1 v202) (Some (\e204 N:gang e204 v202) (\z True)))) (Some (\e206 ^ (B-aN:come e206 v202) (N-b{N-aD}:the (\x208 ^ (Some (\e212 N-aD:gan e212 x208) (\z True)) (^ (Some (\e210 N-aD:english e210 x208) (\z True)) (Some (\e209 A-aN:old e209 x208) (\z True)))) (\zz212 ^ (Some (\e215 N-rN:which e215 zz212) (\xx215 Some (\e216 B-aN-bC:mean e216 xx215 (Intension (Some (\z True) (\x219 Some (\e219 ^ (B-aN:go e219 x219) (B-aN-b{B-aN}:to e219)) (\z True))))) (\z True))) (Some (\e207 A-aN-bN:from e207 e206 zz212) (\z True))))) (\z True)))) (\a202 ^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 202 z301)) (\zz304 Some (\z True) (\x304 Some (\e304 ^ (B-aN-bN:relate e304 x304 zz304) (^ (^ (B-aN-b{A-aN}:be e304) (Some (\e303 A-aN:also e303 e304) (\z True))) (Some (\x309 ^ (Some (\e309 N-aD:gangr e309 x309) (\z True)) (^ (Some (\x315 Some (\e315 N-aD:man e315 x315) (\z True)) (\xx315 N-b{N-aD}:a (\x312 Some (\e313 N-aD-bO:group e313 x312 xx315) (\z True)) (\y Equal y x309))) (^ (Some (\e307 N-aD:norse e307 x309) (\z True)) (Some (\e306 A-aN:old e306 x309) (\z True))))) (\y305 Some (\e305 A-aN-bN:to e305 e304 y305) (\z True))))) (\z True)))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:it e301 v301) (\z True)) (InAnaphorSet 202 v301)) (Some (\z True) (\x304 Some (\e304 ^ (B-aN-bN:relate e304 x304 v301) (^ (^ (B-aN-b{A-aN}:be e304) (Some (\e303 A-aN:also e303 e304) (\z True))) (Some (\x309 ^ (Some (\e309 N-aD:gangr e309 x309) (\z True)) (^ (Some (\x315 Some (\e315 N-aD:man e315 x315) (\z True)) (\xx315 N-b{N-aD}:a (\x312 Some (\e313 N-aD-bO:group e313 x312 xx315) (\z True)) (\y Equal y x309))) (^ (Some (\e307 N-aD:norse e307 x309) (\z True)) (Some (\e306 A-aN:old e306 x309) (\z True))))) (\y305 Some (\e305 A-aN-bN:to e305 e304 y305) (\z True))))) (\z True))))) (\a301 ^ (N-b{N-aD}:the (\x401 ^ (Some (\e402 N-aD:word e402 x401) (\z True)) (^ (InAnaphorSet 301 x401) (Some (\e404 N:gang e404 x401) (\z True)))) (\zz408 Some (\z True) (\x408 Some (\e408 ^ (B-aN-bI:use e408 x408 (Intension (Some (\e410 ^ (B-aN:refer e410 zz408) (Some (\x415 Some (\e415 N-aD:people e415 x415) (\z True)) (\zz415 ^ (Some (\e416 N-rN:who e416 zz415) (\xx416 Some (\x418 Some (\e418 N-aD:crime e418 x418) (\z True)) (\y417 Some (\e417 ^ (B-aN-bN:commit e417 xx416 y417) (Some (\e419 A-aN:together e419 e417) (\z True))) (\z True)))) (N-b{N-aD}:a (\x412 Some (\e413 N-aD-bO:group e413 x412 zz415) (\z True)) (\y411 Some (\e411 A-aN-bN:to e411 e410 y411) (\z True)))))) (\z True)))) (^ (B-aN-b{A-aN}:be e408) (Some (\e407 A-aN:usual e407 e408) (\z True)))) (\z True)))) (^ (Some (\x502 ^ (Some (\e502 N-aD:gang e502 x502) (\z True)) (^ (InAnaphorSet 102 x502) (Some (\e501 A-aN:criminal e501 x502) (\z True)))) (\z True)) (Some (\a502 Equal a502 (\v502 ^ (Some (\e502 N-aD:gang e502 v502) (\z True)) (^ (InAnaphorSet 102 v502) (Some (\e501 A-aN:criminal e501 v502) (\z True))))) (\a502 Some (\x604 ^ (Some (\e604 N-aD:reason e604 x604) (\z True)) (^ (B-aN-b{A-aN}:be x604) (Some (\e603 A-aN:several e603 x604) (\z True)))) (\zz604 Some (\x606 Some (\e606 N-aD:people e606 x606) (\z True)) (\x607 Some (\x608 ^ (Some (\e608 N-aD:gang e608 x608) (\z True)) (InAnaphorSet 502 x608)) (\y607 Some (\e607 ^ (B-aN-bN:join e607 x607 y607) (Some (\e605 A-aN-rN:why e605 e607 zz604) (\z True))) (\z True)))))))))))))))) 82 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:particle e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:particle e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:particle e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x Some (\x106 Some (\e106 N-aD:matter e106 x106) (\z True)) (\xx106 ^ (^ (Some (\e104 N-aD-bO:bit e104 x xx106) (\z True)) (Some (\e103 A-aN:tiny e103 x) (\z True))) (Some (\e107 N-rN:that e107 x) (\xx107 Some (\z110 ^ (Some (\e110 N:everything e110 z110) (\z True)) (N-b{N-aD}:the (\x112 Some (\e113 N-aD:universe e113 x112) (\z True)) (\y111 Some (\e111 A-aN-bN:in e111 z110 y111) (\z True)))) (\y108 Some (\z True) (\z108 Some (\e108 B-aN-bN-bPup:make e108 xx107 y108 z108) (\z True)))))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:particle e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (Some (\x106 Some (\e106 N-aD:matter e106 x106) (\z True)) (\xx106 ^ (^ (Some (\e104 N-aD-bO:bit e104 v101 xx106) (\z True)) (Some (\e103 A-aN:tiny e103 v101) (\z True))) (Some (\e107 N-rN:that e107 v101) (\xx107 Some (\z110 ^ (Some (\e110 N:everything e110 z110) (\z True)) (N-b{N-aD}:the (\x112 Some (\e113 N-aD:universe e113 x112) (\z True)) (\y111 Some (\e111 A-aN-bN:in e111 z110 y111) (\z True)))) (\y108 Some (\z True) (\z108 Some (\e108 B-aN-bN-bPup:make e108 xx107 y108 z108) (\z True))))))))) (\a101 ^ (N-b{N-aD}:an (\x205 ^ (Some (\e207 N-aD:particle e207 x205) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x205) (Some (\x203 ^ (Some (\e203 N-aD:physics e203 x203) (\z True)) (^ (Some (\e202 N-aD:particle e202 x203) (\z True)) (InAnaphorSet 101 x203))) (\y201 Some (\e201 A-aN-bN:in e201 x205 y201) (\z True)))) (Some (\a202 Equal a202 (\v202 ^ (B-aN-b{A-aN}:be x205) (^ (^ (Some (\e203 N-aD:physics e203 v202) (\z True)) (^ (Some (\e202 N-aD:particle e202 v202) (\z True)) (InAnaphorSet 101 v202))) (Some (\e201 A-aN-bN:in e201 x205 v202) (\z True))))) (\a202 InAnaphorSet 202 x205))) (Some (\e206 A-aN:elementary e206 x205) (\z True)))) (\x N-b{N-aD}:a (\x209 Some (\e210 N-aD:particle e210 x209) (\z True)) (\zz210 ^ (Some (\e211 N-rN:which e211 zz210) (\xx211 BMDL-aN-b{B-aN}:cannot (\z True) (\e Some (\z True) (\x214 Some (\e214 ^ (B-aN-bN:split e214 x214 xx211) (^ (^ (^ (B-aN-b{A-aN}:be e214) (Equal e214 e)) (Some (\x218 ^ (Some (\e218 N-aD:piece e218 x218) (\z True)) (Some (\e217 A-aN:small e217 x218) (\z True))) (\y216 Some (\e216 A-aN-bN:into e216 e214 y216) (\z True)))) (Some (\e215 A-aN:up e215 e214) (\z True)))) (\z True))))) (Equal zz210 x)))) (Some (\a207 Equal a207 (\v207 ^ (^ (Some (\e207 N-aD:particle e207 v207) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be v207) (Some (\x203 ^ (Some (\e203 N-aD:physics e203 x203) (\z True)) (^ (Some (\e202 N-aD:particle e202 x203) (\z True)) (InAnaphorSet 101 x203))) (\y201 Some (\e201 A-aN-bN:in e201 v207 y201) (\z True)))) (Some (\a202 Equal a202 (\v202 ^ (B-aN-b{A-aN}:be v207) (^ (^ (Some (\e203 N-aD:physics e203 v202) (\z True)) (^ (Some (\e202 N-aD:particle e202 v202) (\z True)) (InAnaphorSet 101 v202))) (Some (\e201 A-aN-bN:in e201 v207 v202) (\z True))))) (\a202 InAnaphorSet 202 v207))) (Some (\e206 A-aN:elementary e206 v207) (\z True)))) (N-b{N-aD}:a (\x209 Some (\e210 N-aD:particle e210 x209) (\z True)) (\zz210 ^ (Some (\e211 N-rN:which e211 zz210) (\xx211 BMDL-aN-b{B-aN}:cannot (\z True) (\e Some (\z True) (\x214 Some (\e214 ^ (B-aN-bN:split e214 x214 xx211) (^ (^ (^ (B-aN-b{A-aN}:be e214) (Equal e214 e)) (Some (\x218 ^ (Some (\e218 N-aD:piece e218 x218) (\z True)) (Some (\e217 A-aN:small e217 x218) (\z True))) (\y216 Some (\e216 A-aN-bN:into e216 e214 y216) (\z True)))) (Some (\e215 A-aN:up e215 e214) (\z True)))) (\z True))))) (Equal zz210 v207))))) (\a207 ^ (Some (\x307 ^ (Some (\e307 N-aD:particle e307 x307) (\z True)) (InAnaphorSet 207 x307)) (\xx307 Some (\x305 ^ (Some (\e305 N-aD-bO:type e305 x305 xx307) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x305) (^ (Some (\e309 N:all e309 x305) (\z True)) (^ (Some (\x312 ^ (Some (\e312 N-aD:size e312 x312) (\z True)) (Some (\e311 A-aN:different e311 x312) (\z True))) (\y310 Some (\e310 A-aN-bN:with e310 x305 y310) (\z True))) (Some (\x314 ^ (Some (\e314 N-aD:property e314 x314) (\z True)) (Some (\e311 A-aN:different e311 x314) (\z True))) (\y310 Some (\e310 A-aN-bN:with e310 x305 y310) (\z True)))))) (Some (\e303 A-aN:many e303 x305) (\z True))) (Some (\e304 A-aN:different e304 x305) (\z True)))) (\z True))) (Some (\a307 Equal a307 (\v307 ^ (^ (Some (\e307 N-aD:particle e307 v307) (\z True)) (InAnaphorSet 207 v307)) (Some (\x305 ^ (Some (\e305 N-aD-bO:type e305 x305 v307) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x305) (^ (Some (\e309 N:all e309 x305) (\z True)) (^ (Some (\x312 ^ (Some (\e312 N-aD:size e312 x312) (\z True)) (Some (\e311 A-aN:different e311 x312) (\z True))) (\y310 Some (\e310 A-aN-bN:with e310 x305 y310) (\z True))) (Some (\x314 ^ (Some (\e314 N-aD:property e314 x314) (\z True)) (Some (\e311 A-aN:different e311 x314) (\z True))) (\y310 Some (\e310 A-aN-bN:with e310 x305 y310) (\z True)))))) (Some (\e303 A-aN:many e303 x305) (\z True))) (Some (\e304 A-aN:different e304 x305) (\z True)))) (\z True)))) (\a307 ^ (Some (\x402 ^ (Some (\e402 N-aD:particle e402 x402) (\z True)) (^ (^ (B-aN-b{A-aN}:be x402) (InAnaphorSet 307 x402)) (Some (\e401 A-aN:three e401 x402) (\z True)))) (\zz402 ^ (Some (\e403 N-rN:which e403 zz402) (\xx403 Some (\e405 ^ (A-aN:all e405 xx403) (^ (B-aN-b{A-aN}:be e405) (Some (\z407 Some (\e407 N:us e407 z407) (\z True)) (\y406 Some (\e406 A-aN-bN:around e406 e405 y406) (\z True))))) (\z True))) (^ (N-b{N-aD}:the (\x409 Some (\e410 N-aD:proton e410 x409) (\z True)) (\y Equal y zz402)) (^ (N-b{N-aD}:the (\x412 Some (\e413 N-aD:neutron e413 x412) (\z True)) (\y Equal y zz402)) (N-b{N-aD}:the (\x416 Some (\e417 N-aD:electron e417 x416) (\z True)) (\y Equal y zz402)))))) (Some (\a410 Equal a410 (\v410 Some (\x402 ^ (Some (\e402 N-aD:particle e402 x402) (\z True)) (^ (^ (B-aN-b{A-aN}:be x402) (InAnaphorSet 307 x402)) (Some (\e401 A-aN:three e401 x402) (\z True)))) (\zz402 ^ (Some (\e403 N-rN:which e403 zz402) (\xx403 Some (\e405 ^ (A-aN:all e405 xx403) (^ (B-aN-b{A-aN}:be e405) (Some (\z407 Some (\e407 N:us e407 z407) (\z True)) (\y406 Some (\e406 A-aN-bN:around e406 e405 y406) (\z True))))) (\z True))) (^ (^ (Some (\e410 N-aD:proton e410 v410) (\z True)) (Equal v410 zz402)) (^ (Some (\e413 N-aD:neutron e413 zz402) (\z True)) (Some (\e417 N-aD:electron e417 zz402) (\z True))))))) (\a410 Some (\a415 Equal a415 (\v415 Some (\x402 ^ (Some (\e402 N-aD:particle e402 x402) (\z True)) (^ (^ (B-aN-b{A-aN}:be x402) (InAnaphorSet 307 x402)) (Some (\e401 A-aN:three e401 x402) (\z True)))) (\zz402 ^ (Some (\e403 N-rN:which e403 zz402) (\xx403 Some (\e405 ^ (A-aN:all e405 xx403) (^ (B-aN-b{A-aN}:be e405) (Some (\z407 Some (\e407 N:us e407 z407) (\z True)) (\y406 Some (\e406 A-aN-bN:around e406 e405 y406) (\z True))))) (\z True))) (^ (Some (\e410 N-aD:proton e410 zz402) (\z True)) (^ (^ (Some (\e413 N-aD:neutron e413 v415) (\z True)) (Equal v415 zz402)) (^ (Some (\e417 N-aD:electron e417 v415) (\z True)) (Equal v415 zz402))))))) (\a415 ^ (Some (\z501 ^ (Some (\e501 N:these e501 z501) (\z True)) (^ (B-aN-b{A-aN}:be z501) (InAnaphorSet 415 z501))) (\x N-b{N-aD}:the (\x503 Some (\e504 N-aD:particle e504 x503) (\z True)) (\zz504 ^ (Some (\e505 N-rN:which e505 zz504) (\xx505 Some (\x507 Some (\e507 N-aD:atom e507 x507) (\z True)) (\y506 Some (\e506 B-aN-bN:make e506 xx505 y506) (\z True)))) (Equal zz504 x)))) (N-b{N-aD}:the (\x601 ^ (Some (\e602 N-aD:proton e602 x601) (\z True)) (InAnaphorSet 410 x601)) (\x603 N-b{N-aD}:a (\x604 ^ (Some (\e606 N-aD:charge e606 x604) (\z True)) (^ (N-b{N-aD}:a (\x608 ^ (Some (\e610 N-aD:charge e610 x608) (\z True)) (Some (\e609 A-aN:+ e609 x608) (\z True))) (\y Equal y x604)) (Some (\e605 A-aN:positive e605 x604) (\z True)))) (\y603 Some (\e603 B-aN-bN:have e603 x603 y603) (\z True)))))))))))))))) 83 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:psychology e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:psychology e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:psychology e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x ^ (N-b{N-aD}:the (\x106 Some (\e107 N-aD:mind e107 x106) (\z True)) (\xx108 N-b{N-aD}:the (\x103 Some (\z True) (\x104 B-aN-bN:study x103 x104 xx108)) (\y Equal y x))) (^ (Some (\z True) (\x110 Some (\e110 B-aN:think e110 x110) (\xx108 N-b{N-aD}:the (\x103 Some (\z True) (\x104 B-aN-bN:study x103 x104 xx108)) (\y Equal y x)))) (^ (Some (\z True) (\x112 Some (\e112 B-aN:feel e112 x112) (\xx108 N-b{N-aD}:the (\x103 Some (\z True) (\x104 B-aN-bN:study x103 x104 xx108)) (\y Equal y x)))) (Some (\x115 Some (\e115 N-aD:behaviour e115 x115) (\z True)) (\xx108 N-b{N-aD}:the (\x103 Some (\z True) (\x104 B-aN-bN:study x103 x104 xx108)) (\y Equal y x))))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:psychology e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (N-b{N-aD}:the (\x106 Some (\e107 N-aD:mind e107 x106) (\z True)) (\xx108 N-b{N-aD}:the (\x103 Some (\z True) (\x104 B-aN-bN:study x103 x104 xx108)) (\y Equal y v101))) (^ (Some (\z True) (\x110 Some (\e110 B-aN:think e110 x110) (\xx108 N-b{N-aD}:the (\x103 Some (\z True) (\x104 B-aN-bN:study x103 x104 xx108)) (\y Equal y v101)))) (^ (Some (\z True) (\x112 Some (\e112 B-aN:feel e112 x112) (\xx108 N-b{N-aD}:the (\x103 Some (\z True) (\x104 B-aN-bN:study x103 x104 xx108)) (\y Equal y v101)))) (Some (\x115 Some (\e115 N-aD:behaviour e115 x115) (\z True)) (\xx108 N-b{N-aD}:the (\x103 Some (\z True) (\x104 B-aN-bN:study x103 x104 xx108)) (\y Equal y v101)))))))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 101 z201))) (\x N-b{N-aD}:an (\x203 ^ (Some (\e207 N-aD:discipline e207 x203) (\z True)) (^ (Some (\e204 A-aN:academic e204 x203) (\z True)) (Some (\e206 A-aN:applied e206 x203) (\z True)))) (\zz207 ^ (Some (\e208 N-rN:which e208 zz207) (\xx208 ^ (Some (\x215 ^ (Some (\e215 N-aD:function e215 x215) (\z True)) (Some (\e214 N-aD:mental e214 x215) (\z True))) (\xx216 N-b{N-aD}:the (\x210 Some (\z True) (\x212 ^ (B-aN-bN:study x210 x212 xx216) (Some (\e211 A-aN:scientific e211 x210) (\z True)))) (\y209 Some (\e209 B-aN-bN:involve e209 xx208 y209) (\z True)))) (Some (\x217 Some (\e217 N-aD:behaviour e217 x217) (\z True)) (\xx216 N-b{N-aD}:the (\x210 Some (\z True) (\x212 ^ (B-aN-bN:study x210 x212 xx216) (Some (\e211 A-aN:scientific e211 x210) (\z True)))) (\y209 Some (\e209 B-aN-bN:involve e209 xx208 y209) (\z True)))))) (Equal zz207 x)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 101 v201))) (N-b{N-aD}:an (\x203 ^ (Some (\e207 N-aD:discipline e207 x203) (\z True)) (^ (Some (\e204 A-aN:academic e204 x203) (\z True)) (Some (\e206 A-aN:applied e206 x203) (\z True)))) (\zz207 ^ (Some (\e208 N-rN:which e208 zz207) (\xx208 ^ (Some (\x215 ^ (Some (\e215 N-aD:function e215 x215) (\z True)) (Some (\e214 N-aD:mental e214 x215) (\z True))) (\xx216 N-b{N-aD}:the (\x210 Some (\z True) (\x212 ^ (B-aN-bN:study x210 x212 xx216) (Some (\e211 A-aN:scientific e211 x210) (\z True)))) (\y209 Some (\e209 B-aN-bN:involve e209 xx208 y209) (\z True)))) (Some (\x217 Some (\e217 N-aD:behaviour e217 x217) (\z True)) (\xx216 N-b{N-aD}:the (\x210 Some (\z True) (\x212 ^ (B-aN-bN:study x210 x212 xx216) (Some (\e211 A-aN:scientific e211 x210) (\z True)))) (\y209 Some (\e209 B-aN-bN:involve e209 xx208 y209) (\z True)))))) (Equal zz207 v201))))) (\a201 ^ (Some (\z301 ^ (Some (\e301 N:psychology e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x302 Some (\e302 ^ (B-aN:deal e302 x302) (^ (Some (\x305 Some (\e305 N-aD:human e305 x305) (\z True)) (\y304 Some (\e304 ^ (A-aN-bN:with e304 e302 y304) (Some (\e303 A-aN:main e303 e304) (\z True))) (\z True))) (Some (\x310 Some (\e310 N-aD:animal e310 x310) (\z True)) (\y309 Some (\e309 ^ (A-aN-bN:with e309 e302 y309) (^ (Some (\e307 A-aN:also e307 e309) (\z True)) (Some (\e308 A-aN:sometimes e308 e309) (\z True)))) (\z True))))) (\z True))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:psychology e301 v301) (\z True)) (InAnaphorSet 201 v301)) (Some (\e302 ^ (B-aN:deal e302 v301) (^ (Some (\x305 Some (\e305 N-aD:human e305 x305) (\z True)) (\y304 Some (\e304 ^ (A-aN-bN:with e304 e302 y304) (Some (\e303 A-aN:main e303 e304) (\z True))) (\z True))) (Some (\x310 Some (\e310 N-aD:animal e310 x310) (\z True)) (\y309 Some (\e309 ^ (A-aN-bN:with e309 e302 y309) (^ (Some (\e307 A-aN:also e307 e309) (\z True)) (Some (\e308 A-aN:sometimes e308 e309) (\z True)))) (\z True))))) (\z True)))) (\a301 ^ (Some (\x411 Some (\e411 N-aD:psychologist e411 x411) (\z True)) (\x414 Some (\e414 ^ (B-aN:look e414 x414) (^ (^ (^ (^ (Some (\e401 A-aN-bV:because e401 e414 (Intension (Some (\x402 ^ (Some (\e402 N-aD:psychology e402 x402) (\z True)) (^ (InAntecedentSet 402 x402) (InAnaphorSet 301 x402))) (\x406 Some (\e406 ^ (B-aN:study e406 x406) (^ (^ (A-aN-b{I-aN}:difficult e406) (B-aN-b{A-aN}:be e406)) (N-b{N-aD}:a (\x408 Some (\e409 N-aD:whole e409 x408) (\z True)) (\y407 Some (\e407 A-aN-bN:as e407 e406 y407) (\z True))))) (\z True))))) (\z True)) (Some (\e412 A-aN:often e412 e414) (\z True))) (Some (\e413 A-aN:only e413 e414) (\z True))) (N-b{N-aD}:a (\x421 Some (\e422 N-aD:time e422 x421) (\z True)) (\y420 Some (\e420 A-aN-bN:at e420 e414 y420) (\z True)))) (Some (\z419 ^ (Some (\e419 N:it e419 z419) (\z True)) (InAnaphorSet 402 z419)) (\xx419 Some (\x417 ^ (Some (\e417 N-aD-bO:part e417 x417 xx419) (\z True)) (Some (\e416 A-aN:small e416 x417) (\z True))) (\y415 Some (\e415 A-aN-bN:at e415 e414 y415) (\z True)))))) (\z True))) (Some (\a419 Equal a419 (\v419 Some (\x411 Some (\e411 N-aD:psychologist e411 x411) (\z True)) (\x414 Some (\e414 ^ (B-aN:look e414 x414) (^ (^ (^ (^ (Some (\e401 A-aN-bV:because e401 e414 (Intension (Some (\x402 ^ (Some (\e402 N-aD:psychology e402 x402) (\z True)) (^ (InAntecedentSet 402 x402) (InAnaphorSet 301 x402))) (\x406 Some (\e406 ^ (B-aN:study e406 x406) (^ (^ (A-aN-b{I-aN}:difficult e406) (B-aN-b{A-aN}:be e406)) (N-b{N-aD}:a (\x408 Some (\e409 N-aD:whole e409 x408) (\z True)) (\y407 Some (\e407 A-aN-bN:as e407 e406 y407) (\z True))))) (\z True))))) (\z True)) (Some (\e412 A-aN:often e412 e414) (\z True))) (Some (\e413 A-aN:only e413 e414) (\z True))) (N-b{N-aD}:a (\x421 Some (\e422 N-aD:time e422 x421) (\z True)) (\y420 Some (\e420 A-aN-bN:at e420 e414 y420) (\z True)))) (^ (^ (Some (\e419 N:it e419 v419) (\z True)) (InAnaphorSet 402 v419)) (Some (\x417 ^ (Some (\e417 N-aD-bO:part e417 x417 v419) (\z True)) (Some (\e416 A-aN:small e416 x417) (\z True))) (\y415 Some (\e415 A-aN-bN:at e415 e414 y415) (\z True)))))) (\z True)))) (\a419 ^ (^ (Some (\z501 ^ (Some (\e501 N:psychology e501 z501) (\z True)) (InAnaphorSet 419 z501)) (\x502 Some (\e502 B-aN-bA:have e502 x502 (Intension (Some (\z503 Some (\e503 N:much e503 z503) (\z True)) (\x504 Some (\z505 Some (\e505 N:common e505 z505) (\z True)) (\y504 Some (\e504 ^ (A-aN-bN:in e504 x504 y504) (Some (\x509 ^ (Some (\e509 N-aD:field e509 x509) (\z True)) (^ (^ (InAntecedentSet 509 x509) (Some (\e507 A-aN:many e507 x509) (\z True))) (Some (\e508 A-aN:other e508 x509) (\z True)))) (\y506 Some (\e506 A-aN-bN:with e506 e504 y506) (\z True)))) (\z True)))))) (\z True))) (Some (\z501 ^ (Some (\e501 N:psychology e501 z501) (\z True)) (InAnaphorSet 419 z501)) (\x512 Some (\e512 ^ (B-aN:overlap e512 x512) (Some (\z516 ^ (Some (\e516 N:them e516 z516) (\z True)) (InAnaphorSet 509 z516)) (\xx516 N-bO:many (\x514 Equal xx516 x514) (\y513 Some (\e513 A-aN-bN:with e513 e512 y513) (\z True))))) (\z True)))) (Some (\a516 Equal a516 (\v516 ^ (Some (\z501 ^ (Some (\e501 N:psychology e501 z501) (\z True)) (InAnaphorSet 419 z501)) (\x502 Some (\e502 B-aN-bA:have e502 x502 (Intension (Some (\z503 Some (\e503 N:much e503 z503) (\z True)) (\x504 Some (\z505 Some (\e505 N:common e505 z505) (\z True)) (\y504 Some (\e504 ^ (A-aN-bN:in e504 x504 y504) (Some (\x509 ^ (Some (\e509 N-aD:field e509 x509) (\z True)) (^ (^ (InAntecedentSet 509 x509) (Some (\e507 A-aN:many e507 x509) (\z True))) (Some (\e508 A-aN:other e508 x509) (\z True)))) (\y506 Some (\e506 A-aN-bN:with e506 e504 y506) (\z True)))) (\z True)))))) (\z True))) (Some (\z501 ^ (Some (\e501 N:psychology e501 z501) (\z True)) (InAnaphorSet 419 z501)) (\x512 Some (\e512 ^ (B-aN:overlap e512 x512) (^ (^ (Some (\e516 N:them e516 v516) (\z True)) (InAnaphorSet 509 v516)) (N-bO:many (\x514 Equal v516 x514) (\y513 Some (\e513 A-aN-bN:with e513 e512 y513) (\z True))))) (\z True))))) (\a516 N-b{N-aD}:these (\x603 ^ (Some (\e604 N-aD:field e604 x603) (\z True)) (InAnaphorSet 516 x603)) (\xx604 N-bO:some (\x601 ^ (B-aN-b{A-aN}:be xx604) (Equal xx604 x601)) (\x ^ (Some (\e606 N:medicine e606 x) (\z True)) (^ (Some (\e608 N:ethology e608 x) (\z True)) (^ (^ (Some (\e611 N-aD:science e611 x) (\z True)) (Some (\e610 N-aD:computer e610 x) (\z True))) (Some (\e614 N-aD:linguistics e614 x) (\z True))))))))))))))))))) 84 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:decade e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:decade e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:decade e102 x101) (\z True)) (^ (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)) (^ (Some (\e104 N:pronounce e104 x101) (\z True)) (Some (\z True) (\x108 ^ (B-aN:aid x101 x108) (Some (\e106 N-aD:dek e106 x101) (\z True))))))) (\x Some (\x115 ^ (Some (\e115 N-aD:year e115 x115) (\z True)) (Some (\e114 A-aN:10 e114 x115) (\z True))) (\xx115 N-b{N-aD}:a (\x111 Some (\e112 N-aD-bO:period e112 x111 xx115) (\z True)) (\y Equal y x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:decade e102 v102) (\z True)) (^ (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102)) (^ (Some (\e104 N:pronounce e104 v102) (\z True)) (Some (\z True) (\x108 ^ (B-aN:aid v102 x108) (Some (\e106 N-aD:dek e106 v102) (\z True))))))) (Some (\x115 ^ (Some (\e115 N-aD:year e115 x115) (\z True)) (Some (\e114 A-aN:10 e114 x115) (\z True))) (\xx115 N-b{N-aD}:a (\x111 Some (\e112 N-aD-bO:period e112 x111 xx115) (\z True)) (\y Equal y v102))))) (\a102 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e202 N-aD:word e202 x201) (\z True)) (InAnaphorSet 1 x201)) (\x203 Some (\e203 ^ (B-aN:come e203 x203) (N-b{N-aD}:the (\x205 ^ (Some (\e208 N-aD:word e208 x205) (\z True)) (^ (^ (Some (\z210 Some (\e210 N:ten e210 z210) (\z True)) (\y209 Some (\e209 A-aN-bN:for e209 x205 y209) (\z True))) (Some (\z213 Some (\e213 N:deka e213 z213) (\z True)) (\y209 Some (\e209 A-aN-bN:for e209 x205 y209) (\z True)))) (^ (Some (\e207 N-aD:greek e207 x205) (\z True)) (Some (\e206 A-aN:ancient e206 x205) (\z True))))) (\y204 Some (\e204 A-aN-bN:from e204 e203 y204) (\z True)))) (\z True))) (^ (N-b{N-aD}:a (\x304 Some (\e305 N-aD:century e305 x304) (\z True)) (\xx305 Some (\x302 ^ (Some (\e302 N-aD:decade e302 x302) (\z True)) (^ (InAnaphorSet 102 x302) (Some (\e301 A-aN:10 e301 x302) (\z True)))) (\x303 Some (\e303 B-aN-bN:make e303 x303 xx305) (\z True)))) (Some (\a302 Equal a302 (\v302 Some (\x304 Some (\e305 N-aD:century e305 x304) (\z True)) (\xx305 ^ (^ (Some (\e302 N-aD:decade e302 v302) (\z True)) (^ (InAnaphorSet 102 v302) (Some (\e301 A-aN:10 e301 v302) (\z True)))) (Some (\e303 B-aN-bN:make e303 v302 xx305) (\z True))))) (\a302 ^ (^ (Some (\x401 ^ (Some (\e401 N-aD:decade e401 x401) (\z True)) (^ (InAnaphorSet 302 x401) (N-b{N-aD}:the (\x403 ^ (Some (\e405 N-aD:century e405 x403) (\z True)) (NNORD-aD-b{N-aD}:20thMinusOne (\y404 Some (\e405 N-aD:century e405 y404) (\z True)) (\y404 Prec x403 y404))) (\y402 Some (\e402 A-aN-bN:in e402 x401 y402) (\z True))))) (\zz408 Some (\z True) (\x408 Some (\e408 ^ (B-aN-bA:call e408 x408 (Intension (^ (N-b{N-aD}:the (\x410 Some (\e411 N-aD:eighty e411 x410) (\z True)) (\y Equal y zz408)) (N-b{N-aD}:the (\x415 Some (\e416 N-aD:ninety e416 x415) (\z True)) (\y Equal y zz408))))) (^ (B-aN-b{A-aN}:be e408) (Some (\e407 A-aN:normal e407 e408) (\z True)))) (\z True)))) (Some (\x401 ^ (Some (\e401 N-aD:decade e401 x401) (\z True)) (^ (InAnaphorSet 302 x401) (N-b{N-aD}:the (\x403 ^ (Some (\e405 N-aD:century e405 x403) (\z True)) (NNORD-aD-b{N-aD}:20thMinusOne (\y404 Some (\e405 N-aD:century e405 y404) (\z True)) (\y404 Prec x403 y404))) (\y402 Some (\e402 A-aN-bN:in e402 x401 y402) (\z True))))) (\zz420 Some (\z True) (\x420 Some (\e420 ^ (B-aN-bA:write e420 x420 (Intension (^ (N-b{N-aD}:the (\x422 Some (\e423 N-aD:80 e423 x422) (\z True)) (\y Equal y zz420)) (N-b{N-aD}:the (\x427 Some (\e428 N-aD:90 e428 x427) (\z True)) (\y Equal y zz420))))) (^ (B-aN-b{A-aN}:be e420) (Some (\e407 A-aN:normal e407 e420) (\z True)))) (\z True))))) (Some (\x501 ^ (Some (\e501 N-aD:decade e501 x501) (\z True)) (^ (InAnaphorSet 302 x501) (Some (\x504 ^ (Some (\e504 N-aD:century e504 x504) (\z True)) (Some (\e503 A-aN:other e503 x504) (\z True))) (\y502 Some (\e502 A-aN-bN:in e502 x501 y502) (\z True))))) (\zz506 Some (\z True) (\x506 Some (\e506 ^ (B-aN-bN:write e506 x506 zz506) (^ (^ (B-aN-b{A-aN}:be e506) (N-b{N-aD}:the (\x512 Some (\e513 N-aD:1890 e513 x512) (\z True)) (\y510 Some (\e510 A-aN-bN:e.g. e510 e506 y510) (\z True)))) (Some (\e508 ^ (A-aN:full e508 e506) (A-aN-b{A-aN}:in e508)) (\z True)))) (\z True)))))))))))) 85 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:paint e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:paint e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:this (\x102 ^ (Some (\e103 N-aD:article e103 x102) (\z True)) (B-aN-b{A-aN}:be x102)) (\x ^ (Some (\e106 N-aD:colour e106 x) (\z True)) (Some (\e105 A-aN:about e105 x) (\z True)))) (^ (Some (\x210 ^ (Some (\e210 N-aD:paint e210 x210) (\z True)) (Some (\e209 N-aD:microsoft e209 x210) (\z True))) (\x208 Some (\e208 ^ (B-aN:see e208 x208) (N-b{N-aD}:the (\x202 ^ (Some (\e204 N-aD:software e204 x202) (\z True)) (^ (Some (\z True) (\x205 Some (\e205 B-aN-bA:name e205 x205 (Intension (Some (\e206 N:paint e206 x202) (\z True)))) (\z True))) (Some (\e203 N-aD:computer e203 x202) (\z True)))) (\y201 Some (\e201 A-aN-bN:for e201 e208 y201) (\z True)))) (\z True))) (^ (Some (\z301 ^ (Some (\e301 N:paint e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (InAnaphorSet 1 z301))) (\x N-b{N-aD}:the (\x303 ^ (Some (\e305 N-aD:term e305 x303) (\z True)) (^ (Some (\z307 Some (\e307 N:liquid e307 z307) (\z True)) (\zz307 ^ (Some (\e308 N-rN:that e308 zz307) (\xx308 Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:use e310 x310 xx308) (^ (B-aN-b{A-aN}:be e310) (Some (\z313 Some (\e313 N:colour e313 z313) (\z True)) (\y312 Some (\e312 ^ (B-aN-bN:add e312 e310 y312) (^ (Some (\z322 ^ (Some (\e322 N:it e322 z322) (\z True)) (InAnaphorSet 319 z322)) (\y321 Some (\e321 ^ (B-aN-bN:cover e321 e312 y321) (^ (A-aN-b{G-aN}:by e321) (N-b{N-aD}:a (\x324 ^ (Some (\e329 N-aD:coating e329 x324) (\z True)) (^ (Some (\z True) (\x325 Some (\e325 B-aN-bN:pigment e325 x325 x324) (\z True))) (Some (\z True) (\x327 Some (\e327 B-aN-bN:colour e327 x327 x324) (\z True))))) (\y323 Some (\e323 A-aN-bN:with e323 e321 y323) (\z True))))) (\z True))) (N-b{N-aD}:an (\x318 Some (\e319 N-aD:object e319 x318) (\z True)) (\xx319 N-b{N-aD}:the (\x315 Some (\e316 N-aD-bO:surface e316 x315 xx319) (\z True)) (\y314 Some (\e314 A-aN-bN:to e314 e312 y314) (\z True)))))) (\z True))))) (\z True)))) (Some (\e306 A-aN-bN:for e306 x303 zz307) (\z True)))) (Some (\e304 A-aN:general e304 x303) (\z True)))) (\y Equal y x))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:paint e301 v301) (\z True)) (^ (B-aN-b{A-aN}:be v301) (InAnaphorSet 1 v301))) (N-b{N-aD}:the (\x303 ^ (Some (\e305 N-aD:term e305 x303) (\z True)) (^ (Some (\z307 Some (\e307 N:liquid e307 z307) (\z True)) (\zz307 ^ (Some (\e308 N-rN:that e308 zz307) (\xx308 Some (\z True) (\x310 Some (\e310 ^ (B-aN-bN:use e310 x310 xx308) (^ (B-aN-b{A-aN}:be e310) (Some (\z313 Some (\e313 N:colour e313 z313) (\z True)) (\y312 Some (\e312 ^ (B-aN-bN:add e312 e310 y312) (^ (Some (\z322 ^ (Some (\e322 N:it e322 z322) (\z True)) (InAnaphorSet 319 z322)) (\y321 Some (\e321 ^ (B-aN-bN:cover e321 e312 y321) (^ (A-aN-b{G-aN}:by e321) (N-b{N-aD}:a (\x324 ^ (Some (\e329 N-aD:coating e329 x324) (\z True)) (^ (Some (\z True) (\x325 Some (\e325 B-aN-bN:pigment e325 x325 x324) (\z True))) (Some (\z True) (\x327 Some (\e327 B-aN-bN:colour e327 x327 x324) (\z True))))) (\y323 Some (\e323 A-aN-bN:with e323 e321 y323) (\z True))))) (\z True))) (N-b{N-aD}:an (\x318 Some (\e319 N-aD:object e319 x318) (\z True)) (\xx319 N-b{N-aD}:the (\x315 Some (\e316 N-aD-bO:surface e316 x315 xx319) (\z True)) (\y314 Some (\e314 A-aN-bN:to e314 e312 y314) (\z True)))))) (\z True))))) (\z True)))) (Some (\e306 A-aN-bN:for e306 x303 zz307) (\z True)))) (Some (\e304 A-aN:general e304 x303) (\z True)))) (\y Equal y v301)))) (\a301 ^ (Some (\x405 ^ (Some (\e405 N-aD:painting e405 x405) (\z True)) (InAnaphorSet 1 x405)) (\x406 Some (\z True) (\x408 Some (\z409 Some (\e409 N:paint e409 z409) (\z True)) (\y408 Some (\e408 ^ (B-aN-bN:apply e408 x408 y408) (Some (\z413 Some (\e413 N:paint e413 z413) (\z True)) (\y412 Some (\e412 ^ (B-aN-bN:put e412 e408 y412) (Some (\z415 Some (\e415 N:something e415 z415) (\z True)) (\y414 Some (\e414 A-aN-bN:onto e414 e412 y414) (\z True)))) (\z True)))) (\y406 Some (\e406 ^ (B-aN-bN:mean e406 x406 y406) (N-b{N-aD}:a (\x402 Some (\e403 N-aD:verb e403 x402) (\z True)) (\y401 Some (\e401 A-aN-bN:as e401 e406 y401) (\z True)))) (\z True)))))) (^ (Some (\z501 Some (\e501 N:someone e501 z501) (\z True)) (\zz501 ^ (Some (\e502 N-rN:who e502 zz501) (\xx502 Some (\e503 ^ (B-aN:paint e503 xx502) (InAnaphorSet 1 e503)) (\z True))) (Some (\z True) (\x505 Some (\e505 ^ (L-aN-bA:called e505 x505 (Intension (N-b{N-aD}:a (\x506 Some (\e507 N-aD:painter e507 x506) (\z True)) (\y Equal y zz501)))) (B-aN-b{A-aN}:be e505)) (\z True))))) (Some (\z601 ^ (Some (\e601 N:paint e601 z601) (\z True)) (InAnaphorSet 301 z601)) (\zz603 Some (\z True) (\x603 Some (\e603 ^ (B-aN-bN:make e603 x603 zz603) (^ (B-aN-b{A-aN}:be e603) (N-b{N-aD}:a (\x605 ^ (Some (\e607 N-aD:pigment e607 x605) (\z True)) (Some (\z True) (\x606 Some (\e606 B-aN-bN:colour e606 x606 x605) (\z True)))) (\zz607 ^ (Some (\e608 N-rN:which e608 zz607) (\xx608 ^ (^ (B-aN-b{A-aN}:be xx608) (Some (\e610 A-aN:usual e610 xx608) (\z True))) (N-b{N-aD}:a (\x611 Some (\e612 N-aD:powder e612 x611) (\z True)) (\y Equal y xx608)))) (Some (\e604 A-aN-bN:from e604 e603 zz607) (\z True)))))) (\z True)))))))))))) 86 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:vancouver e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:vancouver e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:vancouver e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (^ (Some (\e105 N-aD:city e105 x103) (\z True)) (^ (Some (\x115 ^ (Some (\e115 N-aD:columbia e115 x115) (\z True)) (^ (^ (Some (\e117 N:canada e117 x115) (\z True)) (Some (\e113 A-aN:southwestern e113 x115) (\z True))) (Some (\e114 N-aD:british e114 x115) (\z True)))) (\xx115 N-b{N-aD}:the (\x110 Some (\e111 N-aD-bO:mainland e111 x110 xx115) (\z True)) (\y109 Some (\e109 A-aN-bN:on e109 x103 y109) (\z True)))) (Some (\e104 A-aN:coastal e104 x103) (\z True)))) (^ (Some (\e108 N-aD:seaport e108 x103) (\z True)) (^ (Some (\x115 ^ (Some (\e115 N-aD:columbia e115 x115) (\z True)) (^ (^ (Some (\e117 N:canada e117 x115) (\z True)) (Some (\e113 A-aN:southwestern e113 x115) (\z True))) (Some (\e114 N-aD:british e114 x115) (\z True)))) (\xx115 N-b{N-aD}:the (\x110 Some (\e111 N-aD-bO:mainland e111 x110 xx115) (\z True)) (\y109 Some (\e109 A-aN-bN:on e109 x103 y109) (\z True)))) (Some (\e107 A-aN:major e107 x103) (\z True))))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:vancouver e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (^ (Some (\e105 N-aD:city e105 x103) (\z True)) (^ (Some (\x115 ^ (Some (\e115 N-aD:columbia e115 x115) (\z True)) (^ (^ (Some (\e117 N:canada e117 x115) (\z True)) (Some (\e113 A-aN:southwestern e113 x115) (\z True))) (Some (\e114 N-aD:british e114 x115) (\z True)))) (\xx115 N-b{N-aD}:the (\x110 Some (\e111 N-aD-bO:mainland e111 x110 xx115) (\z True)) (\y109 Some (\e109 A-aN-bN:on e109 x103 y109) (\z True)))) (Some (\e104 A-aN:coastal e104 x103) (\z True)))) (^ (Some (\e108 N-aD:seaport e108 x103) (\z True)) (^ (Some (\x115 ^ (Some (\e115 N-aD:columbia e115 x115) (\z True)) (^ (^ (Some (\e117 N:canada e117 x115) (\z True)) (Some (\e113 A-aN:southwestern e113 x115) (\z True))) (Some (\e114 N-aD:british e114 x115) (\z True)))) (\xx115 N-b{N-aD}:the (\x110 Some (\e111 N-aD-bO:mainland e111 x110 xx115) (\z True)) (\y109 Some (\e109 A-aN-bN:on e109 x103 y109) (\z True)))) (Some (\e107 A-aN:major e107 x103) (\z True))))) (\y Equal y v101)))) (\a101 Some (\a117 Equal a117 (\v117 Some (\z101 ^ (Some (\e101 N:vancouver e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x ^ (^ (Some (\e105 N-aD:city e105 x) (\z True)) (^ (^ (^ (Some (\e115 N-aD:columbia e115 v117) (\z True)) (^ (^ (Some (\e117 N:canada e117 v117) (\z True)) (Some (\e113 A-aN:southwestern e113 v117) (\z True))) (Some (\e114 N-aD:british e114 v117) (\z True)))) (N-b{N-aD}:the (\x110 Some (\e111 N-aD-bO:mainland e111 x110 v117) (\z True)) (\y109 Some (\e109 A-aN-bN:on e109 x y109) (\z True)))) (Some (\e104 A-aN:coastal e104 x) (\z True)))) (^ (Some (\e108 N-aD:seaport e108 x) (\z True)) (^ (^ (^ (Some (\e115 N-aD:columbia e115 v117) (\z True)) (^ (^ (Some (\e117 N:canada e117 v117) (\z True)) (Some (\e113 A-aN:southwestern e113 v117) (\z True))) (Some (\e114 N-aD:british e114 v117) (\z True)))) (N-b{N-aD}:the (\x110 Some (\e111 N-aD-bO:mainland e111 x110 v117) (\z True)) (\y109 Some (\e109 A-aN-bN:on e109 x y109) (\z True)))) (Some (\e107 A-aN:major e107 x) (\z True))))))) (\a117 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e202 N-aD:city e202 x201) (\z True)) (^ (^ (B-aN-b{A-aN}:be x201) (Some (\x209 ^ (Some (\e209 N-aD:570,000 e209 x209) (\z True)) (Some (\e208 A-aN:over e208 x209) (\z True))) (\xx209 N-b{N-aD}:a (\x205 Some (\z True) (\x206 B-aN-bN:populate x205 x206 xx209)) (\y204 Some (\e204 A-aN-bN:with e204 x201 y204) (\z True))))) (InAnaphorSet 101 x201))) (\x N-b{N-aD}:the (\x212 ^ (^ (Some (\e214 N-aD:city e214 x212) (\z True)) (Some (\x217 ^ (Some (\e217 N-aD:columbia e217 x217) (\z True)) (^ (InAnaphorSet 115 x217) (Some (\e216 N-aD:british e216 x217) (\z True)))) (\y215 Some (\e215 A-aN-bN:in e215 x212 y215) (\z True)))) (None (\y213 ^ (Some (\e214 N-aD:city e214 y213) (\z True)) (Some (\x217 ^ (Some (\e217 N-aD:columbia e217 x217) (\z True)) (^ (InAnaphorSet 115 x217) (Some (\e216 N-aD:british e216 x217) (\z True)))) (\y215 Some (\e215 A-aN-bN:in e215 y213 y215) (\z True)))) (\y213 More (\z ANSUP-aD-b{N-aD}:large y213 z) (\z ANSUP-aD-b{N-aD}:large x212 z)))) (\y Equal y x))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N-aD:city e202 v202) (\z True)) (^ (^ (B-aN-b{A-aN}:be v202) (Some (\x209 ^ (Some (\e209 N-aD:570,000 e209 x209) (\z True)) (Some (\e208 A-aN:over e208 x209) (\z True))) (\xx209 N-b{N-aD}:a (\x205 Some (\z True) (\x206 B-aN-bN:populate x205 x206 xx209)) (\y204 Some (\e204 A-aN-bN:with e204 v202 y204) (\z True))))) (InAnaphorSet 101 v202))) (N-b{N-aD}:the (\x212 ^ (^ (Some (\e214 N-aD:city e214 x212) (\z True)) (Some (\x217 ^ (Some (\e217 N-aD:columbia e217 x217) (\z True)) (^ (InAnaphorSet 115 x217) (Some (\e216 N-aD:british e216 x217) (\z True)))) (\y215 Some (\e215 A-aN-bN:in e215 x212 y215) (\z True)))) (None (\y213 ^ (Some (\e214 N-aD:city e214 y213) (\z True)) (Some (\x217 ^ (Some (\e217 N-aD:columbia e217 x217) (\z True)) (^ (InAnaphorSet 115 x217) (Some (\e216 N-aD:british e216 x217) (\z True)))) (\y215 Some (\e215 A-aN-bN:in e215 y213 y215) (\z True)))) (\y213 More (\z ANSUP-aD-b{N-aD}:large y213 z) (\z ANSUP-aD-b{N-aD}:large x212 z)))) (\y Equal y v202)))) (\a202 ^ (Some (\x302 ^ (Some (\e302 N-aD:vancouver e302 x302) (\z True)) (^ (InAnaphorSet 1 x302) (Some (\e301 N-aD:metro e301 x302) (\z True)))) (\x303 Some (\a302 Equal a302 (\v302 ^ (Some (\e302 N-aD:vancouver e302 x303) (\z True)) (^ (InAnaphorSet 1 x303) (Some (\e301 N-aD:metro e301 x303) (\z True))))) (\a302 N-b{N-aD}:a (\x304 Some (\z True) (\x305 ^ (B-aN:populate x304 x305) (Some (\x308 ^ (Some (\e308 N-aD:million e308 x308) (\z True)) (Some (\e307 A-aN:2 e307 x308) (\z True))) (\y306 Some (\e306 A-aN-bN:over e306 x304 y306) (\z True))))) (\y303 Some (\e303 ^ (B-aN-bN:have e303 x303 y303) (Some (\e310 B-aN-bA:make e310 e303 (Intension (Some (\z311 ^ (Some (\e311 N:it e311 z311) (\z True)) (InAnaphorSet 302 z311)) (\x N-b{N-aD}:the (\x312 ^ (^ (Some (\e316 N-aD:area e316 x312) (\z True)) (^ (Some (\z318 ^ (Some (\e318 N:canada e318 z318) (\z True)) (InAnaphorSet 117 z318)) (\y317 Some (\e317 A-aN-bN:in e317 x312 y317) (\z True))) (Some (\e315 A-aN:metropolitan e315 x312) (\z True)))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:thirdMinusOne (\y313 ^ (Some (\e316 N-aD:area e316 y313) (\z True)) (^ (Some (\z318 ^ (Some (\e318 N:canada e318 z318) (\z True)) (InAnaphorSet 117 z318)) (\y317 Some (\e317 A-aN-bN:in e317 y313 y317) (\z True))) (Some (\e315 A-aN:metropolitan e315 y313) (\z True)))) (\y313 More (\z313 Some (\e314 ^ (A-aN:large e314 y313) (Equal z313 e314)) (\z True)) (\z313 Some (\e314 ^ (A-aN:large e314 x312) (Equal z313 e314)) (\z True))))) (\y Equal y x))))) (\z True))) (\z True))))) (^ (Some (\z401 ^ (Some (\e401 N:vancouver e401 z401) (\z True)) (InAnaphorSet 202 z401)) (\x402 Some (\a401 Equal a401 (\v401 ^ (Some (\e401 N:vancouver e401 x402) (\z True)) (InAnaphorSet 202 x402))) (\a401 Some (\x406 ^ (Some (\e406 N-aD:people e406 x406) (\z True)) (Some (\x409 ^ (Some (\e409 N-aD:culture e409 x409) (\z True)) (Some (\e408 A-aN:different e408 x409) (\z True))) (\y407 Some (\e407 A-aN-bN:from e407 x406 y407) (\z True)))) (\xx406 N-b{N-aD}:a (\x403 Some (\e404 N-aD-bO:mix e404 x403 xx406) (\z True)) (\y402 Some (\e402 ^ (B-aN-bN:have e402 x402 y402) (Some (\e411 A-aN-bA:with e411 e402 (Intension (Some (\x416 ^ (Some (\e416 N-aD:resident e416 x416) (\z True)) (^ (Some (\e415 N-aD:city e415 x416) (\z True)) (^ (InAntecedentSet 415 x416) (InAnaphorSet 401 x416)))) (\xx416 Some (\x413 ^ (Some (\e413 N-aD-bO:% e413 x413 xx416) (\z True)) (Some (\e412 A-aN:52 e412 x413) (\z True))) (\x417 N-b{N-aD}:a (\x418 ^ (^ (Some (\e420 N-aD:language e420 x418) (\z True)) (Some (\e421 ^ (A-aN:other e421 x418) (Some (\z423 Some (\e423 N:english e423 z423) (\z True)) (\y422 Some (\e422 A-aN-bN:than e422 e421 y422) (\z True)))) (\z True))) (NNORD-aD-b{N-aD}:firstMinusOne (\y419 ^ (Some (\e420 N-aD:language e420 y419) (\z True)) (Some (\e421 ^ (A-aN:other e421 y419) (Some (\z423 Some (\e423 N:english e423 z423) (\z True)) (\y422 Some (\e422 A-aN-bN:than e422 e421 y422) (\z True)))) (\z True))) (\y419 Prec x418 y419))) (\y417 Some (\e417 B-aN-bN:have e417 x417 y417) (\z True))))))) (\z True))) (\z True)))))) (^ (Some (\x501 Some (\e501 N-aD:history e501 x501) (\z True)) (\z True)) (Some (\x602 ^ (Some (\e602 N-aD:people e602 x602) (\z True)) (Some (\e601 A-aN:native e601 x602) (\z True))) (\x604 Some (\e604 ^ (B-aN:live e604 x604) (^ (^ (B-aN-b{A-aN}:begin e604) (Some (\x612 ^ (Some (\e612 N-aD:year e612 x612) (\z True)) (Some (\e611 ^ (A-aN:8,000 e611 x612) (^ (Some (\e608 A-aN:around e608 e611) (\z True)) (Some (\e609 A-aN:10,000 e609 e611) (\z True)))) (\z True))) (\y613 Some (\e613 A-aN-aN:ago e613 e604 y613) (\z True)))) (N-b{N-aD}:this (\x606 ^ (Some (\e607 N-aD:area e607 x606) (\z True)) (InAnaphorSet 415 x606)) (\y605 Some (\e605 A-aN-bN:in e605 e604 y605) (\z True))))) (\z True))))))))))))) 87 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:google e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:google e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:google e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:the (\x105 ^ (^ (Some (\e108 N-aD:engine e108 x105) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e113 N-aD:web e113 x110) (\z True)) (^ (Some (\e115 N-aD:www e115 x110) (\z True)) (Some (\e112 ^ (A-aN:wide e112 x110) (Some (\e111 N-aD:world e111 e112) (\z True))) (\z True)))) (\y109 Some (\e109 A-aN-bN:on e109 x105 y109) (\z True))) (Some (\z True) (\x107 B-aN:search x105 x107)))) (None (\y106 ^ (Some (\e108 N-aD:engine e108 y106) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e113 N-aD:web e113 x110) (\z True)) (^ (Some (\e115 N-aD:www e115 x110) (\z True)) (Some (\e112 ^ (A-aN:wide e112 x110) (Some (\e111 N-aD:world e111 e112) (\z True))) (\z True)))) (\y109 Some (\e109 A-aN-bN:on e109 y106 y109) (\z True))) (Some (\z True) (\x107 B-aN:search y106 x107)))) (\y106 More (\z ANSUP-aD-b{N-aD}:large y106 z) (\z ANSUP-aD-b{N-aD}:large x105 z)))) (\xx106 N-bO:one (\x103 Equal xx106 x103) (\y Equal y x)))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:google e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:the (\x105 ^ (^ (Some (\e108 N-aD:engine e108 x105) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e113 N-aD:web e113 x110) (\z True)) (^ (Some (\e115 N-aD:www e115 x110) (\z True)) (Some (\e112 ^ (A-aN:wide e112 x110) (Some (\e111 N-aD:world e111 e112) (\z True))) (\z True)))) (\y109 Some (\e109 A-aN-bN:on e109 x105 y109) (\z True))) (Some (\z True) (\x107 B-aN:search x105 x107)))) (None (\y106 ^ (Some (\e108 N-aD:engine e108 y106) (\z True)) (^ (N-b{N-aD}:the (\x110 ^ (Some (\e113 N-aD:web e113 x110) (\z True)) (^ (Some (\e115 N-aD:www e115 x110) (\z True)) (Some (\e112 ^ (A-aN:wide e112 x110) (Some (\e111 N-aD:world e111 e112) (\z True))) (\z True)))) (\y109 Some (\e109 A-aN-bN:on e109 y106 y109) (\z True))) (Some (\z True) (\x107 B-aN:search y106 x107)))) (\y106 More (\z ANSUP-aD-b{N-aD}:large y106 z) (\z ANSUP-aD-b{N-aD}:large x105 z)))) (\xx106 N-bO:one (\x103 Equal xx106 x103) (\y Equal y v101))))) (\a101 ^ (Some (\x202 ^ (Some (\e202 N-aD:engine e202 x202) (\z True)) (Some (\e201 A-aN:search e201 x202) (\z True))) (\x204 Some (\x206 ^ (Some (\e206 N-aD:thing e206 x206) (\z True)) (^ (Some (\e208 ^ (B-aN:search e208 x206) (A-aN-b{A-aN}:than e208)) (\z True)) (Some (\e205 A-aN:other e205 x206) (\z True)))) (\y204 Some (\e204 ^ (B-aN-bN:do e204 x204 y204) (Some (\e203 A-aN:also e203 e204) (\z True))) (\z True)))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N-aD:engine e202 v202) (\z True)) (Some (\e201 A-aN:search e201 v202) (\z True))) (Some (\x206 ^ (Some (\e206 N-aD:thing e206 x206) (\z True)) (^ (Some (\e208 ^ (B-aN:search e208 x206) (A-aN-b{A-aN}:than e208)) (\z True)) (Some (\e205 A-aN:other e205 x206) (\z True)))) (\y204 Some (\e204 ^ (B-aN-bN:do e204 v202 y204) (Some (\e203 A-aN:also e203 e204) (\z True))) (\z True))))) (\a202 ^ (Some (\x303 ^ (Some (\e303 N-aD:engine e303 x303) (\z True)) (^ (^ (^ (InAnaphorSet 202 x303) (^ (Some (\z306 Some (\e306 N:example e306 z306) (\z True)) (\y305 Some (\e305 A-aN-bN:for e305 x303 y305) (\z True))) (Some (\e308 N-aD:aol e308 x303) (\z True)))) (Some (\e301 A-aN:other e301 x303) (\z True))) (Some (\z True) (\x302 B-aN:search x303 x302)))) (\x310 ^ (Some (\x312 Some (\e312 N-aD:software e312 x312) (\z True)) (\y310 Some (\e310 ^ (B-aN-bN:use e310 x310 y310) (Some (\e318 A-aN:too e318 e310) (\z True))) (\z True))) (^ (Some (\z311 ^ (Some (\e311 D:its e311 z311) (\z True)) (InAnaphorSet 101 z311)) (\x314 Some (\e314 B-aN:inform e314 x314) (\y310 Some (\e310 ^ (B-aN-bN:use e310 x310 y310) (Some (\e318 A-aN:too e318 e310) (\z True))) (\z True)))) (Some (\x316 Some (\e316 N-aD:database e316 x316) (\z True)) (\y310 Some (\e310 ^ (B-aN-bN:use e310 x310 y310) (Some (\e318 A-aN:too e318 e310) (\z True))) (\z True)))))) (Some (\a310 Equal a310 (\v310 Some (\x303 ^ (Some (\e303 N-aD:engine e303 x303) (\z True)) (^ (^ (^ (InAnaphorSet 202 x303) (^ (Some (\z306 Some (\e306 N:example e306 z306) (\z True)) (\y305 Some (\e305 A-aN-bN:for e305 x303 y305) (\z True))) (Some (\e308 N-aD:aol e308 x303) (\z True)))) (Some (\e301 A-aN:other e301 x303) (\z True))) (Some (\z True) (\x302 B-aN:search x303 x302)))) (\x310 ^ (Some (\x312 Some (\e312 N-aD:software e312 x312) (\z True)) (\y310 ^ (B-aN-bN:use v310 x310 y310) (Some (\e318 A-aN:too e318 v310) (\z True)))) (^ (Some (\z311 ^ (Some (\e311 D:its e311 z311) (\z True)) (InAnaphorSet 101 z311)) (\x314 Some (\e314 B-aN:inform e314 x314) (\y310 ^ (B-aN-bN:use v310 x310 y310) (Some (\e318 A-aN:too e318 v310) (\z True))))) (Some (\x316 Some (\e316 N-aD:database e316 x316) (\z True)) (\y310 ^ (B-aN-bN:use v310 x310 y310) (Some (\e318 A-aN:too e318 v310) (\z True)))))))) (\a310 Some (\a311 Equal a311 (\v311 Some (\x303 ^ (Some (\e303 N-aD:engine e303 x303) (\z True)) (^ (^ (^ (InAnaphorSet 202 x303) (^ (Some (\z306 Some (\e306 N:example e306 z306) (\z True)) (\y305 Some (\e305 A-aN-bN:for e305 x303 y305) (\z True))) (Some (\e308 N-aD:aol e308 x303) (\z True)))) (Some (\e301 A-aN:other e301 x303) (\z True))) (Some (\z True) (\x302 B-aN:search x303 x302)))) (\x310 ^ (Some (\x312 Some (\e312 N-aD:software e312 x312) (\z True)) (\y310 Some (\e310 ^ (B-aN-bN:use e310 x310 y310) (Some (\e318 A-aN:too e318 e310) (\z True))) (\z True))) (^ (^ (^ (Some (\e311 D:its e311 v311) (\z True)) (InAnaphorSet 101 v311)) (Some (\e314 B-aN:inform e314 v311) (\y310 Some (\e310 ^ (B-aN-bN:use e310 x310 y310) (Some (\e318 A-aN:too e318 e310) (\z True))) (\z True)))) (Some (\x316 Some (\e316 N-aD:database e316 x316) (\z True)) (\y310 Some (\e310 ^ (B-aN-bN:use e310 x310 y310) (Some (\e318 A-aN:too e318 e310) (\z True))) (\z True))))))) (\a311 ^ (Some (\z401 ^ (Some (\e401 N:that e401 z401) (\z True)) (InAnaphorSet 310 z401)) (\x402 Some (\e402 B-aN-bA:make e402 x402 (Intension (Some (\z403 ^ (Some (\e403 N:it e403 z403) (\z True)) (InAnaphorSet 311 z403)) (\x N-b{N-aD}:the (\x404 ^ (^ (Some (\e409 N-aD:engine e409 x404) (\z True)) (^ (^ (N-b{N-aD}:the (\x411 Some (\e412 N-aD:web e412 x411) (\z True)) (\y410 Some (\e410 A-aN-bN:on e410 x404 y410) (\z True))) (InAntecedentSet 409 x404)) (Some (\z True) (\x408 B-aN:search x404 x408)))) (None (\y405 ^ (Some (\e409 N-aD:engine e409 y405) (\z True)) (^ (^ (N-b{N-aD}:the (\x411 Some (\e412 N-aD:web e412 x411) (\z True)) (\y410 Some (\e410 A-aN-bN:on e410 y405 y410) (\z True))) (InAntecedentSet 409 y405)) (Some (\z True) (\x408 B-aN:search y405 x408)))) (\y405 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\e407 ^ (A-aN:used e407 y405) (Equal z e407)) (\z True)) (\z Some (\e407 ^ (A-aN:used e407 x404) (Equal z e407)) (\z True))))) (\y Equal y x))))) (\z True))) (^ (Some (\x509 ^ (Some (\e509 N-aD:people e509 x509) (\z True)) (^ (Some (\e505 ^ (A-aN:million e505 x509) (Some (\e504 A-aN:200 e504 e505) (\z True))) (\z True)) (Some (\e507 A-aN:200,000,000 e507 x509) (\z True)))) (\x510 Some (\z511 ^ (Some (\e511 N:it e511 z511) (\z True)) (InAnaphorSet 409 z511)) (\y510 Some (\e510 ^ (B-aN-bN:use e510 x510 y510) (N-b{N-aD}:every (\x501 Some (\e502 N-aD:day e502 x501) (\z True)) (\y Equal y e510))) (\z True)))) (Some (\x603 ^ (^ (Some (\e604 N-aD:office e604 x603) (\z True)) (Some (\e607 N:googleplex e607 x603) (\z True))) (None (\y603 ^ (Some (\e604 N-aD:office e604 y603) (\z True)) (Some (\e607 N:googleplex e607 y603) (\z True))) (\y603 More (\z ANSUP-aD-b{N-aD}:main y603 z) (\z ANSUP-aD-b{N-aD}:main x603 z)))) (\x611 Some (\z True) (\x613 Some (\e613 ^ (B-aN:view e613 x613) (^ (^ (Some (\e617 N-aD:usa e617 e613) (\z True)) (Some (\e615 N-aD:california e615 e613) (\z True))) (Some (\e612 N-aD:mountain e612 e613) (\z True)))) (\y611 Some (\e611 ^ (A-aN-bN:in e611 x611 y611) (B-aN-b{A-aN}:be e611)) (\z True)))))))))))))))) 88 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:coat e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:coat e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:coat e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\z107 Some (\e107 N:clothing e107 z107) (\z True)) (\xx107 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:piece e105 x104 xx107) (\z True)) (\zz105 ^ (Some (\e108 N-rN:that e108 zz105) (\xx108 Some (\e110 ^ (A-aN:worn e110 xx108) (^ (B-aN-b{A-aN}:be e110) (Some (\x116 ^ (Some (\e116 N-aD:body e116 x116) (\z True)) (Some (\e115 A-aN:upper e115 x116) (\z True))) (\y111 Some (\e111 A-aN-bN:over e111 e110 y111) (\z True))))) (\z True))) (Equal zz105 x))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e102 N-aD:coat e102 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (Some (\z107 Some (\e107 N:clothing e107 z107) (\z True)) (\xx107 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:piece e105 x104 xx107) (\z True)) (\zz105 ^ (Some (\e108 N-rN:that e108 zz105) (\xx108 Some (\e110 ^ (A-aN:worn e110 xx108) (^ (B-aN-b{A-aN}:be e110) (Some (\x116 ^ (Some (\e116 N-aD:body e116 x116) (\z True)) (Some (\e115 A-aN:upper e115 x116) (\z True))) (\y111 Some (\e111 A-aN-bN:over e111 e110 y111) (\z True))))) (\z True))) (Equal zz105 v101)))))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz204 Some (\z True) (\x204 Some (\e204 ^ (B-aN-bI:use e204 x204 (Intension (^ (Some (\e207 ^ (A-aN:warm e207 zz204) (B-aN-b{A-aN}:keep e207)) (\z True)) (Some (\e209 ^ (A-aN:dry e209 zz204) (^ (B-aN-b{A-aN}:keep e209) (N-b{N-aD}:a (\x211 Some (\e212 N-aD:raincoat e212 x211) (\z True)) (\y Equal y e209)))) (\z True))))) (^ (B-aN-b{A-aN}:be e204) (B-aN-b{B-aN}:can e204))) (\z True)))) (^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 101 z301)) (\x305 Some (\e305 ^ (A-aN:worn e305 x305) (^ (^ (B-aN-b{A-aN}:be e305) (^ (B-aN-b{B-aN}:may e305) (Some (\e302 A-aN:also e302 e305) (\z True)))) (Some (\e307 B-aN-bB:make e307 e305 (Intension (N-b{N-aD}:a (\x308 ^ (Some (\e309 N-aD:person e309 x308) (\z True)) (InAnaphorSet 112 x308)) (\x311 Some (\e311 ^ (A-aN:good e311 x311) (B-aN-b{A-aN}:look e311)) (\z True))))) (\z True)))) (\z True))) (^ (N-b{N-aD}:a (\x401 ^ (Some (\e402 N-aD:coat e402 x401) (\z True)) (InAnaphorSet 101 x401)) (\x406 Some (\e406 ^ (B-aN:sleeve e406 x406) (^ (^ (B-aN-b{L-aN}:have e406) (Some (\e403 A-aN:usual e403 e406) (\z True))) (Some (\e405 A-aN:long e405 e406) (\z True)))) (\z True))) (N-b{N-aD}:a (\x401 ^ (Some (\e402 N-aD:coat e402 x401) (\z True)) (InAnaphorSet 101 x401)) (\zz410 Some (\z True) (\x410 Some (\e410 ^ (B-aN-bN:fasten e410 x410 zz410) (^ (^ (B-aN-b{A-aN}:be e410) (Some (\e403 A-aN:usual e403 e410) (\z True))) (N-b{N-aD}:the (\x412 Some (\e413 N-aD:front e413 x412) (\z True)) (\y411 Some (\e411 A-aN-bN:at e411 e410 y411) (\z True))))) (\z True))))))))))) 89 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:shooting e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:shooting e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:shooting e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x ^ (N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:rifle e105 x104) (\z True)) (Some (\e107 N-aD:shotgun e107 x104) (\z True))) (\zz123 Some (\z True) (\x123 ^ (B-aN-bN:fire x x123 zz123) (^ (B-aN-b{A-aN}:be x) (All (\z True) (\x103 N-b{V-g{R-aN}}:when x103 x)))))) (Some (\x110 ^ (Some (\e110 N-aD:weapon e110 x110) (\z True)) (^ (^ (Some (\z True) (\x118 Some (\e118 ^ (B-aN:bow e118 x118) (InAnaphorSet 110 e118)) (\y117 Some (\e117 ^ (A-aN-bN:as e117 x110 y117) (Some (\e116 A-aN:such e116 e117) (\z True))) (\z True)))) (Some (\x120 ^ (Some (\e120 N-aD:crossbow e120 x120) (\z True)) (InAnaphorSet 110 x120)) (\y117 Some (\e117 ^ (A-aN-bN:as e117 x110 y117) (Some (\e116 A-aN:such e116 e117) (\z True))) (\z True)))) (Some (\e109 A-aN:other e109 x110) (\z True)))) (\zz110 ^ (Some (\e111 N-rN:which e111 zz110) (\xx111 N-b{N-aD}:a (\x113 Some (\e114 N-aD:projectile e114 x113) (\z True)) (\y112 Some (\e112 B-aN-bN:fire e112 xx111 y112) (\z True)))) (Some (\z True) (\x123 ^ (B-aN-bN:fire x x123 zz110) (^ (B-aN-b{A-aN}:be x) (All (\z True) (\x103 N-b{V-g{R-aN}}:when x103 x))))))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:shooting e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:rifle e105 x104) (\z True)) (Some (\e107 N-aD:shotgun e107 x104) (\z True))) (\zz123 Some (\z True) (\x123 ^ (B-aN-bN:fire v101 x123 zz123) (^ (B-aN-b{A-aN}:be v101) (All (\z True) (\x103 N-b{V-g{R-aN}}:when x103 v101)))))) (Some (\x110 ^ (Some (\e110 N-aD:weapon e110 x110) (\z True)) (^ (^ (Some (\z True) (\x118 Some (\e118 ^ (B-aN:bow e118 x118) (InAnaphorSet 110 e118)) (\y117 Some (\e117 ^ (A-aN-bN:as e117 x110 y117) (Some (\e116 A-aN:such e116 e117) (\z True))) (\z True)))) (Some (\x120 ^ (Some (\e120 N-aD:crossbow e120 x120) (\z True)) (InAnaphorSet 110 x120)) (\y117 Some (\e117 ^ (A-aN-bN:as e117 x110 y117) (Some (\e116 A-aN:such e116 e117) (\z True))) (\z True)))) (Some (\e109 A-aN:other e109 x110) (\z True)))) (\zz110 ^ (Some (\e111 N-rN:which e111 zz110) (\xx111 N-b{N-aD}:a (\x113 Some (\e114 N-aD:projectile e114 x113) (\z True)) (\y112 Some (\e112 B-aN-bN:fire e112 xx111 y112) (\z True)))) (Some (\z True) (\x123 ^ (B-aN-bN:fire v101 x123 zz110) (^ (B-aN-b{A-aN}:be v101) (All (\z True) (\x103 N-b{V-g{R-aN}}:when x103 v101)))))))))) (\a101 ^ (^ (Some (\z205 Some (\e205 N:artillery e205 z205) (\z True)) (\xx208 N-b{N-aD}:the (\x202 ^ (Some (\e203 N-aD-bO:firing e203 x202 xx208) (\z True)) (Some (\e201 A-aN:even e201 x202) (\z True))) (\zz212 Some (\z True) (\x212 Some (\e212 ^ (B-aN-bA:call e212 x212 (Intension (^ (Some (\e213 N:shooting e213 zz212) (\z True)) (^ (InAntecedentSet 213 zz212) (InAnaphorSet 101 zz212))))) (^ (B-aN-b{A-aN}:be e212) (B-aN-b{B-aN}:can e212))) (\z True))))) (^ (Some (\x207 Some (\e207 N-aD:rocket e207 x207) (\z True)) (\xx208 N-b{N-aD}:the (\x202 ^ (Some (\e203 N-aD-bO:firing e203 x202 xx208) (\z True)) (Some (\e201 A-aN:even e201 x202) (\z True))) (\zz212 Some (\z True) (\x212 Some (\e212 ^ (B-aN-bA:call e212 x212 (Intension (^ (Some (\e213 N:shooting e213 zz212) (\z True)) (^ (InAntecedentSet 213 zz212) (InAnaphorSet 101 zz212))))) (^ (B-aN-b{A-aN}:be e212) (B-aN-b{B-aN}:can e212))) (\z True))))) (Some (\x209 Some (\e209 N-aD:missile e209 x209) (\z True)) (\xx208 N-b{N-aD}:the (\x202 ^ (Some (\e203 N-aD-bO:firing e203 x202 xx208) (\z True)) (Some (\e201 A-aN:even e201 x202) (\z True))) (\zz212 Some (\z True) (\x212 Some (\e212 ^ (B-aN-bA:call e212 x212 (Intension (^ (Some (\e213 N:shooting e213 zz212) (\z True)) (^ (InAntecedentSet 213 zz212) (InAnaphorSet 101 zz212))))) (^ (B-aN-b{A-aN}:be e212) (B-aN-b{B-aN}:can e212))) (\z True))))))) (^ (N-b{N-aD}:a (\x301 ^ (Some (\e302 N-aD:person e302 x301) (\z True)) (B-aN-b{A-aN}:be x301)) (\zz302 ^ (Some (\e303 N-rN:who e303 zz302) (\xx303 Some (\e306 ^ (A-aN:good e306 xx303) (^ (^ (B-aN-b{A-aN}:be e306) (Some (\e305 A-aN:very e305 e306) (\z True))) (Some (\z308 ^ (Some (\e308 N:shooting e308 z308) (\z True)) (InAnaphorSet 213 z308)) (\y307 Some (\e307 A-aN-bN:at e307 e306 y307) (\z True))))) (\z True))) (N-b{N-aD}:a (\x310 Some (\e311 N-aD:marksman e311 x310) (\z True)) (\y Equal y zz302)))) (Some (\a308 Equal a308 (\v308 Some (\x301 ^ (Some (\e302 N-aD:person e302 x301) (\z True)) (B-aN-b{A-aN}:be x301)) (\zz302 ^ (Some (\e303 N-rN:who e303 zz302) (\xx303 Some (\e306 ^ (A-aN:good e306 xx303) (^ (^ (B-aN-b{A-aN}:be e306) (Some (\e305 A-aN:very e305 e306) (\z True))) (^ (^ (Some (\e308 N:shooting e308 v308) (\z True)) (InAnaphorSet 213 v308)) (Some (\e307 A-aN-bN:at e307 e306 v308) (\z True))))) (\z True))) (Some (\e311 N-aD:marksman e311 zz302) (\z True))))) (\a308 ^ (Some (\z401 ^ (Some (\e401 N:shooting e401 z401) (\z True)) (InAnaphorSet 308 z401)) (\x403 Some (\a401 Equal a401 (\v401 ^ (Some (\e401 N:shooting e401 x403) (\z True)) (InAnaphorSet 308 x403))) (\a401 Some (\z404 Some (\e404 N:place e404 z404) (\z True)) (\y403 Some (\e403 ^ (B-aN-bN:take e403 x403 y403) (^ (^ (B-aN-b{B-aN}:can e403) (^ (Some (\x418 Some (\e418 N-aD:sport e418 x418) (\z True)) (\y417 Some (\e417 ^ (B-aN-bN:shoot e417 e403 y417) (^ (A-aN-b{G-aN}:in e417) (InAnaphorSet 401 e417))) (\z True))) (Some (\e421 B:combat e421 x421) (\y420 Some (\e420 A-aN-bN:in e420 e403 y420) (\z True))))) (^ (N-b{N-aD}:a (\x406 Some (\z True) (\x408 ^ (B-aN:range x406 x408) (Some (\e407 ^ (A-aN:shooting e407 x406) (InAnaphorSet 401 e407)) (\z True)))) (\y405 Some (\e405 A-aN-bN:in e405 e403 y405) (\z True))) (N-b{N-aD}:the (\x411 Some (\e412 N-aD:field e412 x411) (\z True)) (\y410 Some (\e410 ^ (A-aN-bN:in e410 e403 y410) (Some (\x414 Some (\e414 N-aD:hunting e414 x414) (\z True)) (\y413 Some (\e413 A-aN-bN:in e413 e410 y413) (\z True)))) (\z True)))))) (\z True))))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:shooting e401 v401) (\z True)) (InAnaphorSet 308 v401)) (Some (\a401 Equal a401 (\v401 ^ (Some (\e401 N:shooting e401 v401) (\z True)) (InAnaphorSet 308 v401))) (\a401 Some (\z404 Some (\e404 N:place e404 z404) (\z True)) (\y403 Some (\e403 ^ (B-aN-bN:take e403 v401 y403) (^ (^ (B-aN-b{B-aN}:can e403) (^ (Some (\x418 Some (\e418 N-aD:sport e418 x418) (\z True)) (\y417 Some (\e417 ^ (B-aN-bN:shoot e417 e403 y417) (^ (A-aN-b{G-aN}:in e417) (InAnaphorSet 401 e417))) (\z True))) (Some (\e421 B:combat e421 x421) (\y420 Some (\e420 A-aN-bN:in e420 e403 y420) (\z True))))) (^ (N-b{N-aD}:a (\x406 Some (\z True) (\x408 ^ (B-aN:range x406 x408) (Some (\e407 ^ (A-aN:shooting e407 x406) (InAnaphorSet 401 e407)) (\z True)))) (\y405 Some (\e405 A-aN-bN:in e405 e403 y405) (\z True))) (N-b{N-aD}:the (\x411 Some (\e412 N-aD:field e412 x411) (\z True)) (\y410 Some (\e410 ^ (A-aN-bN:in e410 e403 y410) (Some (\x414 Some (\e414 N-aD:hunting e414 x414) (\z True)) (\y413 Some (\e413 A-aN-bN:in e413 e410 y413) (\z True)))) (\z True)))))) (\z True)))))) (\a401 ^ (Some (\z501 ^ (Some (\e501 N:shooting e501 z501) (\z True)) (^ (^ (B-aN-b{A-aN}:be z501) (Some (\e503 A-aN:also e503 z501) (\z True))) (InAnaphorSet 401 z501))) (\x N-b{N-aD}:an (\x504 ^ (Some (\e506 N-aD:sport e506 x504) (\z True)) (Some (\e505 N-aD:olympic e505 x504) (\z True))) (\y Equal y x))) (Some (\x601 Some (\e601 N-aD:uses e601 x601) (\z True)) (\z True)))))))))))) 90 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:plate e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:plate e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:plate e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\z107 Some (\e107 N:dish e107 z107) (\z True)) (\xx107 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:type e105 x104 xx107) (\z True)) (\zz105 ^ (Some (\x109 Some (\e109 N-aD:food e109 x109) (\z True)) (\zz112 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:place e112 x112 zz112) (^ (^ (^ (B-aN-b{A-aN}:be e112) (B-aN-b{B-aN}:can e112)) (Some (\e108 A-aN-rN:where e108 e112 zz105) (\z True))) (Some (\z True) (\x115 Some (\e115 ^ (B-aN-bN:cook e115 x115 e112) (^ (^ (B-aN-b{A-aN}:be e115) (A-aN-b{G-aN}:after e115)) (Some (\e117 ^ (B-aN:eat e117 e115) (A-aN-b{G-aN}:for e117)) (\z True)))) (\z True))))) (\z True)))) (Equal zz105 x))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:plate e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\z107 Some (\e107 N:dish e107 z107) (\z True)) (\xx107 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:type e105 x104 xx107) (\z True)) (\zz105 ^ (Some (\x109 Some (\e109 N-aD:food e109 x109) (\z True)) (\zz112 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:place e112 x112 zz112) (^ (^ (^ (B-aN-b{A-aN}:be e112) (B-aN-b{B-aN}:can e112)) (Some (\e108 A-aN-rN:where e108 e112 zz105) (\z True))) (Some (\z True) (\x115 Some (\e115 ^ (B-aN-bN:cook e115 x115 e112) (^ (^ (B-aN-b{A-aN}:be e115) (A-aN-b{G-aN}:after e115)) (Some (\e117 ^ (B-aN:eat e117 e115) (A-aN-b{G-aN}:for e117)) (\z True)))) (\z True))))) (\z True)))) (Equal zz105 v102)))))) (\a102 ^ (Some (\z202 ^ (Some (\e202 N:they e202 z202) (\z True)) (InAnaphorSet 102 z202)) (\zz204 Some (\z True) (\x204 Some (\e204 ^ (B-aN-bA:call e204 x204 (Intension (Some (\e205 N:dish e205 zz204) (\z True)))) (^ (B-aN-b{A-aN}:be e204) (Some (\e201 A-aN:sometimes e201 e204) (\z True)))) (\z True)))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N:they e202 v202) (\z True)) (InAnaphorSet 102 v202)) (Some (\z True) (\x204 Some (\e204 ^ (B-aN-bA:call e204 x204 (Intension (Some (\e205 N:dish e205 v202) (\z True)))) (^ (B-aN-b{A-aN}:be e204) (Some (\e201 A-aN:sometimes e201 e204) (\z True)))) (\z True))))) (\a202 ^ (Some (\z301 ^ (Some (\e301 N:they e301 z301) (\z True)) (InAnaphorSet 202 z301)) (\zz304 Some (\z True) (\x304 Some (\e304 ^ (B-aN-bN:make e304 x304 zz304) (^ (^ (B-aN-b{A-aN}:be e304) (B-aN-b{B-aN}:may e304)) (^ (Some (\z307 Some (\e307 N:ceramic e307 z307) (\z True)) (\y305 Some (\e305 A-aN-bO:out e305 e304 y305) (\z True))) (^ (Some (\z309 Some (\e309 N:plastic e309 z309) (\z True)) (\y305 Some (\e305 A-aN-bO:out e305 e304 y305) (\z True))) (^ (Some (\z311 Some (\e311 N:paper e311 z311) (\z True)) (\y305 Some (\e305 A-aN-bO:out e305 e304 y305) (\z True))) (Some (\z314 Some (\e314 N:styrofoam e314 z314) (\z True)) (\y305 Some (\e305 A-aN-bO:out e305 e304 y305) (\z True)))))))) (\z True)))) (^ (N-b{N-aD}:a (\x401 ^ (Some (\e402 N-aD:plate e402 x401) (\z True)) (^ (^ (B-aN-b{A-aN}:be x401) (Some (\e404 A-aN:also e404 x401) (\z True))) (InAnaphorSet 1 x401))) (\x N-b{N-aD}:the (\x413 Some (\e414 N-aD:earth e414 x413) (\z True)) (\xx414 N-bO:lithosphere (\x411 Equal xx414 x411) (\xx411 N-b{N-aD}:the (\x407 ^ (Some (\e409 N-aD-bO:piece e409 x407 xx411) (\z True)) (Some (\e408 A-aN:broken e408 x407) (\z True))) (\xx409 N-bO:one (\x405 Equal xx409 x405) (\y Equal y x)))))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e402 N-aD:plate e402 v401) (\z True)) (^ (^ (B-aN-b{A-aN}:be v401) (Some (\e404 A-aN:also e404 v401) (\z True))) (InAnaphorSet 1 v401))) (N-b{N-aD}:the (\x413 Some (\e414 N-aD:earth e414 x413) (\z True)) (\xx414 N-bO:lithosphere (\x411 Equal xx414 x411) (\xx411 N-b{N-aD}:the (\x407 ^ (Some (\e409 N-aD-bO:piece e409 x407 xx411) (\z True)) (Some (\e408 A-aN:broken e408 x407) (\z True))) (\xx409 N-bO:one (\x405 Equal xx409 x405) (\y Equal y v401))))))) (\a401 ^ (Some (\x502 ^ (Some (\e502 N-aD:plate e502 x502) (\z True)) (^ (InAnaphorSet 401 x502) (Some (\e501 A-aN:all e501 x502) (\z True)))) (\x503 Some (\x505 ^ (Some (\e505 N-aD:shape e505 x505) (\z True)) (Some (\e504 A-aN:irregular e504 x505) (\z True))) (\y503 Some (\e503 B-aN-bN:have e503 x503 y503) (\z True)))) (Some (\a502 Equal a502 (\v502 ^ (^ (Some (\e502 N-aD:plate e502 v502) (\z True)) (^ (InAnaphorSet 401 v502) (Some (\e501 A-aN:all e501 v502) (\z True)))) (Some (\x505 ^ (Some (\e505 N-aD:shape e505 x505) (\z True)) (Some (\e504 A-aN:irregular e504 x505) (\z True))) (\y503 Some (\e503 B-aN-bN:have e503 v502 y503) (\z True))))) (\a502 ^ (Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 502 z601)) (\x602 Some (\e602 ^ (B-aN:lie e602 x602) (N-b{N-aD}:the (\x606 ^ (Some (\e608 N-aD:mantle e608 x606) (\z True)) (Some (\e607 A-aN:upper e607 x606) (\z True))) (\y605 Some (\e605 A-aN-bN:on e605 e602 y605) (\z True)))) (\z True))) (Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 502 z601)) (\x604 Some (\e604 ^ (B-aN:float e604 x604) (N-b{N-aD}:the (\x606 ^ (Some (\e608 N-aD:mantle e608 x606) (\z True)) (Some (\e607 A-aN:upper e607 x606) (\z True))) (\y605 Some (\e605 A-aN-bN:on e605 e604 y605) (\z True)))) (\z True))))))))))))))) 92 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:renaissance e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:renaissance e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:the (\x101 ^ (Some (\e102 N-aD:renaissance e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:period e105 x104) (\z True)) (^ (^ (Some (\e111 ^ (B-aN:begin e111 x104) (Some (\x114 ^ (Some (\e114 N-aD:1400 e114 x114) (\z True)) (Some (\e113 A-aN:about e113 x114) (\z True))) (\y112 Some (\e112 A-aN-bN:in e112 e111 y112) (\z True)))) (\z True)) (N-b{N-aD}:the (\x118 ^ (Some (\e120 N-aD:period e120 x118) (\z True)) (Some (\e119 A-aN:medieval e119 x118) (\z True))) (\y117 Some (\e117 B-aN-bN:follow e117 x104 y117) (\z True)))) (Some (\z110 Some (\e110 N:europe e110 z110) (\z True)) (\xx110 N-b{N-aD}:the (\x107 Some (\e108 N-aD-bO:history e108 x107 xx110) (\z True)) (\y106 Some (\e106 A-aN-bN:in e106 x104 y106) (\z True)))))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:renaissance e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:period e105 x104) (\z True)) (^ (^ (Some (\e111 ^ (B-aN:begin e111 x104) (Some (\x114 ^ (Some (\e114 N-aD:1400 e114 x114) (\z True)) (Some (\e113 A-aN:about e113 x114) (\z True))) (\y112 Some (\e112 A-aN-bN:in e112 e111 y112) (\z True)))) (\z True)) (N-b{N-aD}:the (\x118 ^ (Some (\e120 N-aD:period e120 x118) (\z True)) (Some (\e119 A-aN:medieval e119 x118) (\z True))) (\y117 Some (\e117 B-aN-bN:follow e117 x104 y117) (\z True)))) (Some (\z110 Some (\e110 N:europe e110 z110) (\z True)) (\xx110 N-b{N-aD}:the (\x107 Some (\e108 N-aD-bO:history e108 x107 xx110) (\z True)) (\y106 Some (\e106 A-aN-bN:in e106 x104 y106) (\z True)))))) (\y Equal y v102)))) (\a102 ^ (Some (\z202 ^ (Some (\e202 N:renaissance e202 z202) (\z True)) (^ (B-aN-b{A-aN}:be z202) (InAnaphorSet 1 z202))) (\x N-b{N-aD}:a (\x205 ^ (Some (\e207 N-aD:word e207 x205) (\z True)) (^ (Some (\e210 ^ (A-aN:rebirth e210 x205) (A-aN-b{A-aN}:meaning e210)) (\z True)) (Some (\e206 A-aN:french e206 x205) (\z True)))) (\y Equal y x))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N:renaissance e202 v202) (\z True)) (^ (B-aN-b{A-aN}:be v202) (InAnaphorSet 1 v202))) (N-b{N-aD}:a (\x205 ^ (Some (\e207 N-aD:word e207 x205) (\z True)) (^ (Some (\e210 ^ (A-aN:rebirth e210 x205) (A-aN-b{A-aN}:meaning e210)) (\z True)) (Some (\e206 A-aN:french e206 x205) (\z True)))) (\y Equal y v202)))) (\a202 ^ (N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD:period e302 x301) (\z True)) (InAnaphorSet 102 x301)) (\zz304 Some (\a302 Equal a302 (\v302 ^ (Some (\e302 N-aD:period e302 zz304) (\z True)) (InAnaphorSet 102 zz304))) (\a302 Some (\z True) (\x304 Some (\e304 ^ (B-aN-bN:call e304 x304 zz304) (^ (^ (B-aN-b{A-aN}:be e304) (Some (\e308 A-aN-bV:because e308 e304 (Intension (Some (\x313 Some (\e313 N-aD:people e313 x313) (\z True)) (\x315 N-b{N-aD}:an (\x316 ^ (Some (\e317 N-aD:interest e317 x316) (\z True)) (Some (\x323 ^ (Some (\e323 N-aD:time e323 x323) (\z True)) (Some (\e322 A-aN:ancient e322 x323) (\z True))) (\xx323 N-b{N-aD}:the (\x319 ^ (Some (\e320 N-aD-bO:learning e320 x319 xx323) (\z True)) (^ (Some (\e326 ^ (A-aN:particular e326 x319) (A-aN-b{A-aN}:in e326)) (\z True)) (^ (Some (\x331 ^ (Some (\e331 N-aD:greece e331 x331) (\z True)) (Some (\e330 N-aD:ancient e330 x331) (\z True))) (\xx332 N-b{N-aD}:the (\x327 Some (\e328 N-aD-bO:learning e328 x327 xx332) (\z True)) (\y Equal y x319))) (Some (\x333 Some (\e333 N-aD:rome e333 x333) (\z True)) (\xx332 N-b{N-aD}:the (\x327 Some (\e328 N-aD-bO:learning e328 x327 xx332) (\z True)) (\y Equal y x319)))))) (\y318 Some (\e318 A-aN-bN:in e318 x316 y318) (\z True))))) (\y315 Some (\e315 ^ (B-aN-bN:take e315 x315 y315) (^ (B-aN-b{A-aN}:start e315) (N-b{N-aD}:that (\x310 ^ (Some (\e311 N-aD:time e311 x310) (\z True)) (InAnaphorSet 302 x310)) (\y309 Some (\e309 A-aN-bN:at e309 e315 y309) (\z True))))) (\z True)))))) (\z True))) (N-b{N-aD}:this (\x306 ^ (Some (\e307 N-aD:name e307 x306) (\z True)) (InAnaphorSet 202 x306)) (\y305 Some (\e305 A-aN-bN:by e305 e304 y305) (\z True))))) (\z True))))) (Some (\a302 Equal a302 (\v302 ^ (^ (Some (\e302 N-aD:period e302 v302) (\z True)) (InAnaphorSet 102 v302)) (Some (\a302 Equal a302 (\v302 ^ (Some (\e302 N-aD:period e302 v302) (\z True)) (InAnaphorSet 102 v302))) (\a302 Some (\z True) (\x304 Some (\e304 ^ (B-aN-bN:call e304 x304 v302) (^ (^ (B-aN-b{A-aN}:be e304) (Some (\e308 A-aN-bV:because e308 e304 (Intension (Some (\x313 Some (\e313 N-aD:people e313 x313) (\z True)) (\x315 N-b{N-aD}:an (\x316 ^ (Some (\e317 N-aD:interest e317 x316) (\z True)) (Some (\x323 ^ (Some (\e323 N-aD:time e323 x323) (\z True)) (Some (\e322 A-aN:ancient e322 x323) (\z True))) (\xx323 N-b{N-aD}:the (\x319 ^ (Some (\e320 N-aD-bO:learning e320 x319 xx323) (\z True)) (^ (Some (\e326 ^ (A-aN:particular e326 x319) (A-aN-b{A-aN}:in e326)) (\z True)) (^ (Some (\x331 ^ (Some (\e331 N-aD:greece e331 x331) (\z True)) (Some (\e330 N-aD:ancient e330 x331) (\z True))) (\xx332 N-b{N-aD}:the (\x327 Some (\e328 N-aD-bO:learning e328 x327 xx332) (\z True)) (\y Equal y x319))) (Some (\x333 Some (\e333 N-aD:rome e333 x333) (\z True)) (\xx332 N-b{N-aD}:the (\x327 Some (\e328 N-aD-bO:learning e328 x327 xx332) (\z True)) (\y Equal y x319)))))) (\y318 Some (\e318 A-aN-bN:in e318 x316 y318) (\z True))))) (\y315 Some (\e315 ^ (B-aN-bN:take e315 x315 y315) (^ (B-aN-b{A-aN}:start e315) (N-b{N-aD}:that (\x310 ^ (Some (\e311 N-aD:time e311 x310) (\z True)) (InAnaphorSet 302 x310)) (\y309 Some (\e309 A-aN-bN:at e309 e315 y309) (\z True))))) (\z True)))))) (\z True))) (N-b{N-aD}:this (\x306 ^ (Some (\e307 N-aD:name e307 x306) (\z True)) (InAnaphorSet 202 x306)) (\y305 Some (\e305 A-aN-bN:by e305 e304 y305) (\z True))))) (\z True)))))) (\a302 ^ (N-b{N-aD}:the (\x401 ^ (Some (\e402 N-aD:renaissance e402 x401) (\z True)) (InAnaphorSet 302 x401)) (\zz404 Some (\z True) (\x404 Some (\e404 ^ (B-aN-bN:see e404 x404 zz404) (^ (B-aN-b{A-aN}:be e404) (N-b{N-aD}:that (\x411 Some (\e412 N-aD:learning e412 x411) (\z True)) (\xx412 N-b{N-aD}:a (\x406 Some (\e408 N-aD-bO:rebirth e408 x406 xx412) (\z True)) (\y405 Some (\e405 A-aN-bN:as e405 e404 y405) (\z True)))))) (\z True)))) (Some (\a402 Equal a402 (\v402 ^ (^ (Some (\e402 N-aD:renaissance e402 v402) (\z True)) (InAnaphorSet 302 v402)) (Some (\z True) (\x404 Some (\e404 ^ (B-aN-bN:see e404 x404 v402) (^ (B-aN-b{A-aN}:be e404) (N-b{N-aD}:that (\x411 Some (\e412 N-aD:learning e412 x411) (\z True)) (\xx412 N-b{N-aD}:a (\x406 Some (\e408 N-aD-bO:rebirth e408 x406 xx412) (\z True)) (\y405 Some (\e405 A-aN-bN:as e405 e404 y405) (\z True)))))) (\z True))))) (\a402 ^ (N-b{N-aD}:the (\x501 ^ (Some (\e502 N-aD:renaissance e502 x501) (\z True)) (InAnaphorSet 402 x501)) (\zz505 Some (\z True) (\x505 Some (\e505 ^ (B-aN-bI:say e505 x505 (Intension (^ (B-aN-b{A-aN}:be zz505) (N-b{N-aD}:the (\x511 ^ (Some (\e514 N-aD:age e514 x511) (\z True)) (Some (\e513 A-aN:modern e513 x511) (\z True))) (\xx514 N-b{N-aD}:the (\x508 Some (\z True) (\x509 B-aN-bN:start x508 x509 xx514)) (\y Equal y zz505)))))) (^ (B-aN-b{A-aN}:be e505) (Some (\e504 A-aN:often e504 e505) (\z True)))) (\z True)))) (Some (\a502 Equal a502 (\v502 ^ (^ (Some (\e502 N-aD:renaissance e502 v502) (\z True)) (InAnaphorSet 402 v502)) (Some (\z True) (\x505 Some (\e505 ^ (B-aN-bI:say e505 x505 (Intension (^ (B-aN-b{A-aN}:be v502) (N-b{N-aD}:the (\x511 ^ (Some (\e514 N-aD:age e514 x511) (\z True)) (Some (\e513 A-aN:modern e513 x511) (\z True))) (\xx514 N-b{N-aD}:the (\x508 Some (\z True) (\x509 B-aN-bN:start x508 x509 xx514)) (\y Equal y v502)))))) (^ (B-aN-b{A-aN}:be e505) (Some (\e504 A-aN:often e504 e505) (\z True)))) (\z True))))) (\a502 ^ (Some (\x609 ^ (Some (\e609 N-aD:artist e609 x609) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x609) (N-b{N-aD}:the (\x602 ^ (Some (\e603 N-aD:renaissance e603 x602) (\z True)) (InAnaphorSet 502 x602)) (\y601 Some (\e601 A-aN-bN:during e601 x609 y601) (\z True)))) (Some (\e607 A-aN:many e607 x609) (\z True))) (Some (\e608 A-aN:famous e608 x609) (\z True)))) (\z True)) (^ (Some (\x612 ^ (Some (\e612 N-aD:writer e612 x612) (\z True)) (^ (^ (B-aN-b{A-aN}:be x612) (N-b{N-aD}:the (\x602 ^ (Some (\e603 N-aD:renaissance e603 x602) (\z True)) (InAnaphorSet 502 x602)) (\y601 Some (\e601 A-aN-bN:during e601 x612 y601) (\z True)))) (Some (\e611 A-aN:many e611 x612) (\z True)))) (\z True)) (Some (\x615 ^ (Some (\e615 N-aD:philosopher e615 x615) (\z True)) (^ (^ (B-aN-b{A-aN}:be x615) (N-b{N-aD}:the (\x602 ^ (Some (\e603 N-aD:renaissance e603 x602) (\z True)) (InAnaphorSet 502 x602)) (\y601 Some (\e601 A-aN-bN:during e601 x615 y601) (\z True)))) (Some (\e614 A-aN:many e614 x615) (\z True)))) (\z True)))))))))))))))) 93 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:chapel e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:chapel e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:chapel e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:place e105 x104) (\z True)) (Some (\x108 ^ (Some (\e108 N-aD:worship e108 x108) (\z True)) (Some (\e107 N-aD:christian e107 x108) (\z True))) (\y106 Some (\e106 A-aN-bN:for e106 x104 y106) (\z True)))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:chapel e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:place e105 x104) (\z True)) (Some (\x108 ^ (Some (\e108 N-aD:worship e108 x108) (\z True)) (Some (\e107 N-aD:christian e107 x108) (\z True))) (\y106 Some (\e106 A-aN-bN:for e106 x104 y106) (\z True)))) (\y Equal y v102)))) (\a102 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e202 N-aD:word e202 x201) (\z True)) (InAnaphorSet 1 x201)) (\zz204 Some (\z True) (\x204 Some (\e204 ^ (B-aN-bN:use e204 x204 zz204) (^ (B-aN-b{A-aN}:be e204) (Some (\x208 ^ (Some (\e208 N-aD:way e208 x208) (\z True)) (^ (Some (\e206 A-aN:several e206 x208) (\z True)) (Some (\e207 A-aN:different e207 x208) (\z True)))) (\y205 Some (\e205 A-aN-bN:in e205 e204 y205) (\z True))))) (\z True)))) (^ (N-b{N-aD}:a (\x303 ^ (Some (\e304 N-aD:chapel e304 x303) (\z True)) (^ (^ (B-aN-b{A-aN}:be x303) (Some (\e301 A-aN:general e301 x303) (\z True))) (InAnaphorSet 102 x303))) (\x Some (\z309 Some (\e309 N:worship e309 z309) (\z True)) (\xx309 N-b{N-aD}:a (\x306 Some (\e307 N-aD-bO:place e307 x306 xx309) (\z True)) (\zz307 ^ (Some (\e310 N-rN:that e310 zz307) (\xx310 ^ (AMDL-aN-b{A-aN}:not (\e311 B-aN-b{A-aN}:be e311) (\e ^ (Equal xx310 e) (N-b{N-aD}:a (\x313 Some (\e314 N-aD:church e314 x313) (\z True)) (\zz314 ^ (Some (\e315 N-rN:which e315 zz314) (\xx315 Some (\e316 ^ (B-aN:belong e316 xx315) (N-b{N-aD}:a (\x318 ^ (Some (\e319 N-aD:parish e319 x318) (\z True)) (N-b{N-aD}:a (\x321 ^ (Some (\e322 N-aD:village e322 x321) (\z True)) (Some (\e324 N-aD:town e324 x321) (\z True))) (\y320 Some (\e320 A-aN-bN:in e320 x318 y320) (\z True)))) (\y317 Some (\e317 A-aN-bN:to e317 e316 y317) (\z True)))) (\z True))) (Equal zz314 xx310))))) (^ (Some (\e329 ^ (A-aN:private e329 xx310) (^ (B-aN-b{A-aN}:be e329) (Some (\e328 A-aN:more e328 e329) (\z True)))) (\z True)) (N-b{N-aD}:a (\x332 ^ (Some (\e334 N-aD:purpose e334 x332) (\z True)) (Some (\e333 A-aN:special e333 x332) (\z True))) (\y331 Some (\e331 B-aN-bN:have e331 xx310 y331) (\z True)))))) (Equal zz307 x))))) (Some (\a304 Equal a304 (\v304 ^ (^ (Some (\e304 N-aD:chapel e304 v304) (\z True)) (^ (^ (B-aN-b{A-aN}:be v304) (Some (\e301 A-aN:general e301 v304) (\z True))) (InAnaphorSet 102 v304))) (Some (\z309 Some (\e309 N:worship e309 z309) (\z True)) (\xx309 N-b{N-aD}:a (\x306 Some (\e307 N-aD-bO:place e307 x306 xx309) (\z True)) (\zz307 ^ (Some (\e310 N-rN:that e310 zz307) (\xx310 ^ (AMDL-aN-b{A-aN}:not (\e311 B-aN-b{A-aN}:be e311) (\e ^ (Equal xx310 e) (N-b{N-aD}:a (\x313 Some (\e314 N-aD:church e314 x313) (\z True)) (\zz314 ^ (Some (\e315 N-rN:which e315 zz314) (\xx315 Some (\e316 ^ (B-aN:belong e316 xx315) (N-b{N-aD}:a (\x318 ^ (Some (\e319 N-aD:parish e319 x318) (\z True)) (N-b{N-aD}:a (\x321 ^ (Some (\e322 N-aD:village e322 x321) (\z True)) (Some (\e324 N-aD:town e324 x321) (\z True))) (\y320 Some (\e320 A-aN-bN:in e320 x318 y320) (\z True)))) (\y317 Some (\e317 A-aN-bN:to e317 e316 y317) (\z True)))) (\z True))) (Equal zz314 xx310))))) (^ (Some (\e329 ^ (A-aN:private e329 xx310) (^ (B-aN-b{A-aN}:be e329) (Some (\e328 A-aN:more e328 e329) (\z True)))) (\z True)) (N-b{N-aD}:a (\x332 ^ (Some (\e334 N-aD:purpose e334 x332) (\z True)) (Some (\e333 A-aN:special e333 x332) (\z True))) (\y331 Some (\e331 B-aN-bN:have e331 xx310 y331) (\z True)))))) (Equal zz307 v304)))))) (\a304 ^ (Some (\x402 ^ (Some (\e402 N-aD:chapel e402 x402) (\z True)) (^ (InAnaphorSet 304 x402) (Some (\e401 A-aN:private e401 x402) (\z True)))) (\z True)) (Some (\a402 Equal a402 (\v402 ^ (Some (\e402 N-aD:chapel e402 v402) (\z True)) (^ (InAnaphorSet 304 v402) (Some (\e401 A-aN:private e401 v402) (\z True))))) (\a402 ^ (Some (\x502 ^ (Some (\e502 N-aD:chapels e502 x502) (\z True)) (^ (InAnaphorSet 304 x502) (Some (\e501 A-aN:small e501 x502) (\z True)))) (\z True)) (N-b{N-aD}:some (\x601 ^ (^ (Some (\e603 N-aD:house e603 x601) (\z True)) (Some (\e602 A-aN:large e602 x601) (\z True))) (Some (\e605 N-aD:palace e605 x601) (\z True))) (\x606 Some (\x610 ^ (Some (\e610 N-aD:chapel e610 x610) (\z True)) (^ (^ (InAnaphorSet 402 x610) (Some (\e608 A-aN:own e608 x610) (\z True))) (Some (\e609 A-aN:private e609 x610) (\z True)))) (\zz610 ^ (N-b{N-aD}:the (\x618 Some (\e619 N-aD:house e619 x618) (\z True)) (\xx619 ^ (N-b{N-aD}:the (\x612 Some (\e613 N-aD-bO:family e613 x612 xx619) (\z True)) (\x621 Some (\e621 ^ (B-aN:worship e621 x621) (^ (B-aN-b{B-aN}:can e621) (Some (\e611 A-aN-rN:where e611 e621 zz610) (\z True)))) (\z True))) (N-b{N-aD}:the (\x615 Some (\e616 N-aD-bO:servant e616 x615 xx619) (\z True)) (\x621 Some (\e621 ^ (B-aN:worship e621 x621) (^ (B-aN-b{B-aN}:can e621) (Some (\e611 A-aN-rN:where e611 e621 zz610) (\z True)))) (\z True))))) (Some (\e606 B-aN-bN:have e606 x606 zz610) (\z True))))))))))))))) 94 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:frequency e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:frequency e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:frequency e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{V-g{R-aN}}-b{R-aN}:how (\a103 N-b{N-aD}:an (\x105 Some (\e106 N-aD:event e106 x105) (\z True)) (\x107 Some (\z108 Some (\e108 N:itself e108 z108) (\z True)) (\y107 ^ (B-aN-bN:repeat x x107 y107) (^ (Some (\e104 ^ (A-aN:often e104 x) (In a103 e104)) (\z True)) (Some (\z114 Some (\e114 N:time e114 z114) (\z True)) (\xx114 N-b{N-aD}:a (\x110 ^ (Some (\e112 N-aD-bO:amount e112 x110 xx114) (\z True)) (Some (\z True) (\x111 Some (\e111 B-aN-bN:set e111 x111 x110) (\z True)))) (\y109 Some (\e109 A-aN-bN:over e109 x y109) (\z True)))))))) (\z True))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:frequency e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{V-g{R-aN}}-b{R-aN}:how (\a103 N-b{N-aD}:an (\x105 Some (\e106 N-aD:event e106 x105) (\z True)) (\x107 Some (\z108 Some (\e108 N:itself e108 z108) (\z True)) (\y107 ^ (B-aN-bN:repeat v101 x107 y107) (^ (Some (\e104 ^ (A-aN:often e104 v101) (In a103 e104)) (\z True)) (Some (\z114 Some (\e114 N:time e114 z114) (\z True)) (\xx114 N-b{N-aD}:a (\x110 ^ (Some (\e112 N-aD-bO:amount e112 x110 xx114) (\z True)) (Some (\z True) (\x111 Some (\e111 B-aN-bN:set e111 x111 x110) (\z True)))) (\y109 Some (\e109 A-aN-bN:over e109 v101 y109) (\z True)))))))) (\z True)))) (\a101 ^ (N-b{N-aD}:a (\x207 Some (\e208 N-aD:wave e208 x207) (\z True)) (\xx208 Some (\a208 Equal a208 (\v208 Some (\e208 N-aD:wave e208 xx208) (\z True))) (\a208 N-b{N-aD}:the (\x204 ^ (Some (\e205 N-aD-bO:frequency e205 x204 xx208) (\z True)) (^ (^ (B-aN-b{A-aN}:be x204) (Some (\x202 Some (\e202 N-aD:physics e202 x202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 x204 y201) (\z True)))) (InAnaphorSet 101 x204))) (\x Some (\z True) (\x214 Some (\e214 ^ (B-aN:crest e214 x214) (^ (Some (\e213 N-aD:wave e213 e214) (\z True)) (InAnaphorSet 208 e214))) (\xx214 N-b{N-aD}:the (\x210 Some (\e211 N-aD-bO:number e211 x210 xx214) (\z True)) (\zz211 ^ (N-b{N-aD}:a (\x217 Some (\e218 N-aD:point e218 x217) (\z True)) (\y216 Some (\e216 ^ (B-aN-bN:pass e216 zz211 y216) (Some (\x221 ^ (Some (\e221 N-aD:second e221 x221) (\z True)) (Some (\e220 A-aN:one e220 x221) (\z True))) (\y219 Some (\e219 A-aN-bN:in e219 e216 y219) (\z True)))) (\x215 Some (\e215 C-bV:that e215 x215) (\z True)))) (Equal zz211 x)))))))) (Some (\a205 Equal a205 (\v205 Some (\x207 Some (\e208 N-aD:wave e208 x207) (\z True)) (\xx208 Some (\a208 Equal a208 (\v208 Some (\e208 N-aD:wave e208 xx208) (\z True))) (\a208 ^ (^ (Some (\e205 N-aD-bO:frequency e205 v205 xx208) (\z True)) (^ (^ (B-aN-b{A-aN}:be v205) (Some (\x202 Some (\e202 N-aD:physics e202 x202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 v205 y201) (\z True)))) (InAnaphorSet 101 v205))) (Some (\z True) (\x214 Some (\e214 ^ (B-aN:crest e214 x214) (^ (Some (\e213 N-aD:wave e213 e214) (\z True)) (InAnaphorSet 208 e214))) (\xx214 N-b{N-aD}:the (\x210 Some (\e211 N-aD-bO:number e211 x210 xx214) (\z True)) (\zz211 ^ (N-b{N-aD}:a (\x217 Some (\e218 N-aD:point e218 x217) (\z True)) (\y216 Some (\e216 ^ (B-aN-bN:pass e216 zz211 y216) (Some (\x221 ^ (Some (\e221 N-aD:second e221 x221) (\z True)) (Some (\e220 A-aN:one e220 x221) (\z True))) (\y219 Some (\e219 A-aN-bN:in e219 e216 y219) (\z True)))) (\x215 Some (\e215 C-bV:that e215 x215) (\z True)))) (Equal zz211 v205))))))))) (\a205 ^ (Some (\z301 ^ (Some (\e301 N:hertz e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (^ (Some (\e304 N-aD:hz e304 z301) (\z True)) (Some (\e303 N-aD:symbol e303 z301) (\z True))))) (\x Some (\x310 ^ (Some (\e310 N-aD:frequency e310 x310) (\z True)) (InAnaphorSet 205 x310)) (\xx310 N-b{N-aD}:the (\x307 Some (\e308 N-aD-bO:unit e308 x307 xx310) (\z True)) (\y Equal y x)))) (Some (\a310 Equal a310 (\v310 Some (\z301 ^ (Some (\e301 N:hertz e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (^ (Some (\e304 N-aD:hz e304 z301) (\z True)) (Some (\e303 N-aD:symbol e303 z301) (\z True))))) (\x ^ (^ (Some (\e310 N-aD:frequency e310 v310) (\z True)) (InAnaphorSet 205 v310)) (N-b{N-aD}:the (\x307 Some (\e308 N-aD-bO:unit e308 x307 v310) (\z True)) (\y Equal y x))))) (\a310 N-b{N-aD}:the (\x401 ^ (Some (\e402 N-aD:relationship e402 x401) (\z True)) (^ (Some (\z404 ^ (Some (\e404 N:frequency e404 z404) (\z True)) (InAnaphorSet 310 z404)) (\y403 Some (\e403 A-aN-bN:between e403 x401 y403) (\z True))) (Some (\z406 Some (\e406 N:wavelength e406 z406) (\z True)) (\y403 Some (\e403 A-aN-bN:between e403 x401 y403) (\z True))))) (\zz408 Some (\z True) (\x408 Some (\e408 ^ (B-aN-bN:express e408 x408 zz408) (^ (B-aN-b{A-aN}:be e408) (N-b{N-aD}:the (\x410 Some (\e411 N-aD:formula e411 x410) (\z True)) (\y409 Some (\e409 A-aN-bN:by e409 e408 y409) (\z True))))) (\z True)))))))))))) 95 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:plain e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:plain e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x104 ^ (Some (\e105 N-aD:plain e105 x104) (\z True)) (^ (^ (B-aN-b{A-aN}:be x104) (Some (\z102 Some (\e102 N:geography e102 z102) (\z True)) (\y101 Some (\e101 A-aN-bN:in e101 x104 y101) (\z True)))) (InAnaphorSet 1 x104))) (\x Some (\x111 Some (\e111 N-aD:land e111 x111) (\z True)) (\xx111 N-b{N-aD}:a (\x107 ^ (Some (\e109 N-aD-bO:area e109 x107 xx111) (\z True)) (^ (N-b{N-aD}:no (\x113 ^ (Some (\e114 N-aD:hill e114 x113) (\z True)) (Some (\e116 N-aD:mountain e116 x113) (\z True))) (\y112 Some (\e112 A-aN-bN:with e112 x107 y112) (\z True))) (Some (\e108 A-aN:large e108 x107) (\z True)))) (\y Equal y x)))) (Some (\a105 Equal a105 (\v105 ^ (^ (Some (\e105 N-aD:plain e105 v105) (\z True)) (^ (^ (B-aN-b{A-aN}:be v105) (Some (\z102 Some (\e102 N:geography e102 z102) (\z True)) (\y101 Some (\e101 A-aN-bN:in e101 v105 y101) (\z True)))) (InAnaphorSet 1 v105))) (Some (\x111 Some (\e111 N-aD:land e111 x111) (\z True)) (\xx111 N-b{N-aD}:a (\x107 ^ (Some (\e109 N-aD-bO:area e109 x107 xx111) (\z True)) (^ (N-b{N-aD}:no (\x113 ^ (Some (\e114 N-aD:hill e114 x113) (\z True)) (Some (\e116 N-aD:mountain e116 x113) (\z True))) (\y112 Some (\e112 A-aN-bN:with e112 x107 y112) (\z True))) (Some (\e108 A-aN:large e108 x107) (\z True)))) (\y Equal y v105))))) (\a105 ^ (Some (\x201 ^ (Some (\e201 N-aD:plain e201 x201) (\z True)) (InAnaphorSet 105 x201)) (\x205 Some (\e205 ^ (A-aN:suitable e205 x205) (^ (^ (^ (B-aN-b{A-aN}:be e205) (Some (\e202 A-aN:most e202 e205) (\z True))) (Some (\e204 ^ (A-aN:more e204 e205) (^ (Some (\z209 Some (\e209 N:plateaus e209 z209) (\z True)) (\y208 Some (\e208 A-aN-bN:than e208 e204 y208) (\z True))) (Some (\z211 Some (\e211 N:mountain e211 z211) (\z True)) (\y208 Some (\e208 A-aN-bN:than e208 e204 y208) (\z True))))) (\z True))) (Some (\x207 Some (\e207 N-aD:farming e207 x207) (\z True)) (\y206 Some (\e206 A-aN-bN:for e206 e205 y206) (\z True))))) (\z True))) (Some (\x304 ^ (Some (\e304 N-aD:plain e304 x304) (\z True)) (^ (InAnaphorSet 105 x304) (Some (\e303 A-aN:famous e303 x304) (\z True)))) (\xx304 Some (\x301 Some (\e301 N-aD-bO:list e301 x301 xx304) (\z True)) (\z True)))))))) 96 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:arm e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:arm e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:an (\x101 ^ (Some (\e102 N-aD:arm e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\e105 N-aD:limb e105 x104) (\z True)) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:arm e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD:limb e105 x104) (\z True)) (\y Equal y v102)))) (\a102 ^ (Some (\x202 ^ (Some (\e202 N-aD:human e202 x202) (\z True)) (Some (\e201 A-aN:most e201 x202) (\z True))) (\x203 Some (\x205 ^ (Some (\e205 N-aD:arm e205 x205) (\z True)) (^ (^ (InAnaphorSet 102 x205) (Some (\e206 N:each e206 x205) (\z True))) (Some (\e204 A-aN:two e204 x205) (\z True)))) (\y203 Some (\e203 ^ (B-aN-bN:have e203 x203 y203) (Some (\e208 ^ (B-aN:come e208 e203) (^ (N-b{N-aD}:the (\x215 Some (\e216 N-aD:neck e216 x215) (\z True)) (\y214 Some (\e214 ^ (A-aN-bN:below e214 e208 y214) (Some (\e213 A-aN:just e213 e214) (\z True))) (\z True))) (Some (\x212 Some (\e212 N-aD:body e212 x212) (\z True)) (\y209 Some (\e209 A-aN-bO:out e209 e208 y209) (\z True))))) (\z True))) (\z True)))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N-aD:human e202 v202) (\z True)) (Some (\e201 A-aN:most e201 v202) (\z True))) (Some (\x205 ^ (Some (\e205 N-aD:arm e205 x205) (\z True)) (^ (^ (InAnaphorSet 102 x205) (Some (\e206 N:each e206 x205) (\z True))) (Some (\e204 A-aN:two e204 x205) (\z True)))) (\y203 Some (\e203 ^ (B-aN-bN:have e203 v202 y203) (Some (\e208 ^ (B-aN:come e208 e203) (^ (N-b{N-aD}:the (\x215 Some (\e216 N-aD:neck e216 x215) (\z True)) (\y214 Some (\e214 ^ (A-aN-bN:below e214 e208 y214) (Some (\e213 A-aN:just e213 e214) (\z True))) (\z True))) (Some (\x212 Some (\e212 N-aD:body e212 x212) (\z True)) (\y209 Some (\e209 A-aN-bO:out e209 e208 y209) (\z True))))) (\z True))) (\z True))))) (\a202 Some (\a205 Equal a205 (\v205 Some (\x202 ^ (Some (\e202 N-aD:human e202 x202) (\z True)) (Some (\e201 A-aN:most e201 x202) (\z True))) (\x203 ^ (^ (Some (\e205 N-aD:arm e205 v205) (\z True)) (^ (^ (InAnaphorSet 102 v205) (Some (\e206 N:each e206 v205) (\z True))) (Some (\e204 A-aN:two e204 v205) (\z True)))) (Some (\e203 ^ (B-aN-bN:have e203 x203 v205) (Some (\e208 ^ (B-aN:come e208 e203) (^ (N-b{N-aD}:the (\x215 Some (\e216 N-aD:neck e216 x215) (\z True)) (\y214 Some (\e214 ^ (A-aN-bN:below e214 e208 y214) (Some (\e213 A-aN:just e213 e214) (\z True))) (\z True))) (Some (\x212 Some (\e212 N-aD:body e212 x212) (\z True)) (\y209 Some (\e209 A-aN-bO:out e209 e208 y209) (\z True))))) (\z True))) (\z True))))) (\a205 ^ (N-b{N-aD}:a (\x308 Some (\e309 N-aD:hand e309 x308) (\z True)) (\x301 N-b{N-aD}:each (\x305 ^ (Some (\e306 N-aD:arm e306 x305) (\z True)) (InAnaphorSet 205 x305)) (\xx306 N-b{N-aD}:the (\x302 Some (\z True) (\x303 B-aN-bN:end x302 x303 xx306)) (\y301 Some (\e301 A-aN-bN:on e301 x301 y301) (\z True))))) (Some (\a309 Equal a309 (\v309 ^ (Some (\e309 N-aD:hand e309 v309) (\z True)) (N-b{N-aD}:each (\x305 ^ (Some (\e306 N-aD:arm e306 x305) (\z True)) (InAnaphorSet 205 x305)) (\xx306 N-b{N-aD}:the (\x302 Some (\z True) (\x303 B-aN-bN:end x302 x303 xx306)) (\y301 Some (\e301 A-aN-bN:on e301 v309 y301) (\z True)))))) (\a309 Some (\a306 Equal a306 (\v306 Some (\x308 Some (\e309 N-aD:hand e309 x308) (\z True)) (\x301 ^ (^ (Some (\e306 N-aD:arm e306 v306) (\z True)) (InAnaphorSet 205 v306)) (N-b{N-aD}:the (\x302 Some (\z True) (\x303 B-aN-bN:end x302 x303 v306)) (\y301 Some (\e301 A-aN-bN:on e301 x301 y301) (\z True)))))) (\a306 ^ (^ (^ (Some (\x403 ^ (Some (\e403 N-aD:arm e403 x403) (\z True)) (InAnaphorSet 306 x403)) (\x402 Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 Some (\e407 ^ (B-aN-bN:do e407 x407 y407) (^ (B-aN-b{I-aN}-bN:use e407) (Some (\x411 ^ (Some (\e411 N-aD:object e411 x411) (\z True)) (Some (\e410 A-aN:other e410 x411) (\z True))) (\y409 Some (\e409 A-aN-bN:to e409 e407 y409) (\z True))))) (\z True))))) (Some (\x405 ^ (Some (\e405 N-aD:hand e405 x405) (\z True)) (InAnaphorSet 309 x405)) (\x402 Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 Some (\e407 ^ (B-aN-bN:do e407 x407 y407) (^ (B-aN-b{I-aN}-bN:use e407) (Some (\x411 ^ (Some (\e411 N-aD:object e411 x411) (\z True)) (Some (\e410 A-aN:other e410 x411) (\z True))) (\y409 Some (\e409 A-aN-bN:to e409 e407 y409) (\z True))))) (\z True)))))) (Some (\a407 Equal a407 (\v407 ^ (Some (\x403 ^ (Some (\e403 N-aD:arm e403 x403) (\z True)) (InAnaphorSet 306 x403)) (\x402 Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 ^ (B-aN-bN:do v407 x407 y407) (^ (B-aN-b{I-aN}-bN:use v407) (Some (\x411 ^ (Some (\e411 N-aD:object e411 x411) (\z True)) (Some (\e410 A-aN:other e410 x411) (\z True))) (\y409 Some (\e409 A-aN-bN:to e409 v407 y409) (\z True)))))))) (Some (\x405 ^ (Some (\e405 N-aD:hand e405 x405) (\z True)) (InAnaphorSet 309 x405)) (\x402 Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 ^ (B-aN-bN:do v407 x407 y407) (^ (B-aN-b{I-aN}-bN:use v407) (Some (\x411 ^ (Some (\e411 N-aD:object e411 x411) (\z True)) (Some (\e410 A-aN:other e410 x411) (\z True))) (\y409 Some (\e409 A-aN-bN:to e409 v407 y409) (\z True)))))))))) (\a407 Some (\z413 ^ (Some (\e413 N:this e413 z413) (\z True)) (InAnaphorSet 407 z413)) (\x415 Some (\e416 B:manipulate e416 x416) (\y415 Some (\e415 ^ (A-aN-bN:called e415 x415 y415) (B-aN-b{A-aN}:be e415)) (\z True)))))) (Some (\a411 Equal a411 (\v411 ^ (^ (Some (\x403 ^ (Some (\e403 N-aD:arm e403 x403) (\z True)) (InAnaphorSet 306 x403)) (\x402 Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 Some (\e407 ^ (B-aN-bN:do e407 x407 y407) (^ (B-aN-b{I-aN}-bN:use e407) (^ (^ (Some (\e411 N-aD:object e411 v411) (\z True)) (Some (\e410 A-aN:other e410 v411) (\z True))) (Some (\e409 A-aN-bN:to e409 e407 v411) (\z True))))) (\z True))))) (Some (\x405 ^ (Some (\e405 N-aD:hand e405 x405) (\z True)) (InAnaphorSet 309 x405)) (\x402 Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 Some (\e407 ^ (B-aN-bN:do e407 x407 y407) (^ (B-aN-b{I-aN}-bN:use e407) (^ (^ (Some (\e411 N-aD:object e411 v411) (\z True)) (Some (\e410 A-aN:other e410 v411) (\z True))) (Some (\e409 A-aN-bN:to e409 e407 v411) (\z True))))) (\z True)))))) (Some (\a407 Equal a407 (\v407 ^ (Some (\x403 ^ (Some (\e403 N-aD:arm e403 x403) (\z True)) (InAnaphorSet 306 x403)) (\x402 Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 ^ (B-aN-bN:do v407 x407 y407) (^ (B-aN-b{I-aN}-bN:use v407) (^ (^ (Some (\e411 N-aD:object e411 v411) (\z True)) (Some (\e410 A-aN:other e410 v411) (\z True))) (Some (\e409 A-aN-bN:to e409 v407 v411) (\z True)))))))) (Some (\x405 ^ (Some (\e405 N-aD:hand e405 x405) (\z True)) (InAnaphorSet 309 x405)) (\x402 Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 ^ (B-aN-bN:do v407 x407 y407) (^ (B-aN-b{I-aN}-bN:use v407) (^ (^ (Some (\e411 N-aD:object e411 v411) (\z True)) (Some (\e410 A-aN:other e410 v411) (\z True))) (Some (\e409 A-aN-bN:to e409 v407 v411) (\z True)))))))))) (\a407 Some (\z413 ^ (Some (\e413 N:this e413 z413) (\z True)) (InAnaphorSet 407 z413)) (\x415 Some (\e416 B:manipulate e416 x416) (\y415 Some (\e415 ^ (A-aN-bN:called e415 x415 y415) (B-aN-b{A-aN}:be e415)) (\z True))))))) (\a411 Some (\a405 Equal a405 (\v405 ^ (^ (Some (\x403 ^ (Some (\e403 N-aD:arm e403 x403) (\z True)) (InAnaphorSet 306 x403)) (\x402 Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 Some (\e407 ^ (B-aN-bN:do e407 x407 y407) (^ (B-aN-b{I-aN}-bN:use e407) (Some (\x411 ^ (Some (\e411 N-aD:object e411 x411) (\z True)) (Some (\e410 A-aN:other e410 x411) (\z True))) (\y409 Some (\e409 A-aN-bN:to e409 e407 y409) (\z True))))) (\z True))))) (^ (^ (Some (\e405 N-aD:hand e405 v405) (\z True)) (InAnaphorSet 309 v405)) (Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 Some (\e407 ^ (B-aN-bN:do e407 x407 y407) (^ (B-aN-b{I-aN}-bN:use e407) (Some (\x411 ^ (Some (\e411 N-aD:object e411 x411) (\z True)) (Some (\e410 A-aN:other e410 x411) (\z True))) (\y409 Some (\e409 A-aN-bN:to e409 e407 y409) (\z True))))) (\z True)))))) (Some (\a407 Equal a407 (\v407 ^ (Some (\x403 ^ (Some (\e403 N-aD:arm e403 x403) (\z True)) (InAnaphorSet 306 x403)) (\x402 Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 ^ (B-aN-bN:do v407 x407 y407) (^ (B-aN-b{I-aN}-bN:use v407) (Some (\x411 ^ (Some (\e411 N-aD:object e411 x411) (\z True)) (Some (\e410 A-aN:other e410 x411) (\z True))) (\y409 Some (\e409 A-aN-bN:to e409 v407 y409) (\z True)))))))) (^ (^ (Some (\e405 N-aD:hand e405 v405) (\z True)) (InAnaphorSet 309 v405)) (Some (\x401 ^ (Some (\e401 N-aD:human e401 x401) (\z True)) (InAnaphorSet 202 x401)) (\x407 Some (\x408 Some (\e408 N-aD:thing e408 x408) (\z True)) (\y407 ^ (B-aN-bN:do v407 x407 y407) (^ (B-aN-b{I-aN}-bN:use v407) (Some (\x411 ^ (Some (\e411 N-aD:object e411 x411) (\z True)) (Some (\e410 A-aN:other e410 x411) (\z True))) (\y409 Some (\e409 A-aN-bN:to e409 v407 y409) (\z True)))))))))) (\a407 Some (\z413 ^ (Some (\e413 N:this e413 z413) (\z True)) (InAnaphorSet 407 z413)) (\x415 Some (\e416 B:manipulate e416 x416) (\y415 Some (\e415 ^ (A-aN-bN:called e415 x415 y415) (B-aN-b{A-aN}:be e415)) (\z True))))))) (\a405 ^ (N-b{N-aD}:the (\x505 ^ (Some (\e506 N-aD:hand e506 x505) (\z True)) (InAnaphorSet 405 x505)) (\xx506 N-b{N-aD}:the (\x501 ^ (Some (\e503 N-aD-bO:purpose e503 x501 xx506) (\z True)) (None (\y502 Some (\e503 N-aD-bO:purpose e503 y502 xx506) (\z True)) (\y502 More (\z ANSUP-aD-b{N-aD}:main y502 z) (\z ANSUP-aD-b{N-aD}:main x501 z)))) (\x509 Some (\x510 ^ (Some (\e510 N-aD:object e510 x510) (\z True)) (InAnaphorSet 411 x510)) (\y509 Some (\e509 ^ (B-aN-bN:grasp e509 x509 y509) (B-aN-b{I-aN}:be e509)) (\z True))))) (N-b{N-aD}:some (\x601 ^ (Some (\e603 N-aD:primate e603 x601) (\z True)) (Some (\e602 A-aN:other e602 x601) (\z True))) (\x604 Some (\a603 Equal a603 (\v603 ^ (Some (\e603 N-aD:primate e603 x604) (\z True)) (Some (\e602 A-aN:other e602 x604) (\z True)))) (\a603 Some (\x605 ^ (Some (\e605 N-aD:arm e605 x605) (\z True)) (InAnaphorSet 102 x605)) (\zz605 ^ (Some (\e606 N-rN:which e606 zz605) (\xx606 Some (\z607 ^ (Some (\e607 N:they e607 z607) (\z True)) (InAnaphorSet 603 z607)) (\x610 Some (\a607 Equal a607 (\v607 ^ (Some (\e607 N:they e607 x610) (\z True)) (InAnaphorSet 603 x610))) (\a607 Some (\e610 ^ (B-aN:move e610 x610) (^ (^ (B-aN-b{I-aN}-bN:use e610) (^ (Some (\e613 ^ (B-aN:hold e613 e610) (^ (A-aN-b{G-aN}:by e613) (Some (\x615 Some (\e615 N-aD:tree e615 x615) (\z True)) (\y614 Some (\e614 A-aN-bN:onto e614 e613 y614) (\z True))))) (\z True)) (Some (\z618 ^ (Some (\e618 N:themself e618 z618) (\z True)) (InAnaphorSet 607 z618)) (\y617 Some (\a618 Equal a618 (\v618 ^ (Some (\e618 N:themself e618 y617) (\z True)) (InAnaphorSet 607 y617))) (\a618 Some (\e617 ^ (B-aN-bN:support e617 e610 y617) (^ (A-aN-b{G-aN}:by e617) (Some (\e619 A-aN-bV:as e619 e617 (Intension (Some (\z620 ^ (Some (\e620 N:they e620 z620) (\z True)) (InAnaphorSet 618 z620)) (\x621 Some (\e621 ^ (B-aN:walk e621 x621) (N-b{N-aD}:the (\x623 Some (\e624 N-aD:ground e624 x623) (\z True)) (\y622 Some (\e622 A-aN-bN:along e622 e621 y622) (\z True)))) (\z True))))) (\z True)))) (\z True)))))) (Some (\e611 A-aN:around e611 e610) (\z True)))) (\z True))))) (Some (\e604 B-aN-bN:have e604 x604 zz605) (\z True)))))))))))))))))))) 98 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:cattle e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:cattle e1 v1) (\z True))) (\a1 ^ (^ (Some (\x101 ^ (Some (\e101 N-aD:cattle e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:word e104 x103) (\z True)) (Some (\x107 Some (\e107 N-aD:animal e107 x107) (\z True)) (\zz107 ^ (Some (\e108 N-rN:which e108 zz107) (\xx108 ^ (^ (B-aN-b{A-aN}:be xx108) (Some (\e110 N-aD:mammal e110 xx108) (\z True))) (Some (\e112 ^ (B-aN:belong e112 xx108) (N-b{N-aD}:the (\x114 ^ (Some (\e117 N-aD:bo e117 x114) (\z True)) (Some (\e115 A-aN:genus e115 x114) (\z True))) (\y113 Some (\e113 A-aN-bN:to e113 e112 y113) (\z True)))) (\z True)))) (Some (\e106 B-aN-bN:describe e106 x103 zz107) (\z True))))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:cattle e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:word e104 x103) (\z True)) (Some (\x107 Some (\e107 N-aD:animal e107 x107) (\z True)) (\zz107 ^ (Some (\e108 N-rN:which e108 zz107) (\xx108 ^ (^ (B-aN-b{A-aN}:be xx108) (Some (\e110 N-aD:mammal e110 xx108) (\z True))) (Some (\e112 ^ (B-aN:belong e112 xx108) (N-b{N-aD}:the (\x114 ^ (Some (\e117 N-aD:bo e117 x114) (\z True)) (Some (\e115 A-aN:genus e115 x114) (\z True))) (\y113 Some (\e113 A-aN-bN:to e113 e112 y113) (\z True)))) (\z True)))) (Some (\e106 B-aN-bN:describe e106 x103 zz107) (\z True))))) (\y Equal y v101)))) (\a101 Some (\x101 ^ (Some (\e101 N-aD:cattle e101 x101) (\z True)) (InAnaphorSet 1 x101)) (\x121 Some (\e121 ^ (A-aN-bC:such e121 x121 (Intension (Some (\z123 ^ (Some (\e123 N:it e123 z123) (\z True)) (^ (InAntecedentSet 123 z123) (InAnaphorSet 101 z123))) (\x126 Some (\e126 ^ (A-aN:specific e126 x126) (^ (^ (B-aN-b{A-aN}:be e126) (Some (\e125 A-aN:never e125 e126) (\z True))) (^ (Some (\z128 Some (\e128 N:gender e128 z128) (\z True)) (\y127 Some (\e127 A-aN-bN:to e127 e126 y127) (\z True))) (^ (Some (\z130 Some (\e130 N:age e130 z130) (\z True)) (\y127 Some (\e127 A-aN-bN:to e127 e126 y127) (\z True))) (^ (Some (\z132 Some (\e132 N:breed e132 z132) (\z True)) (\y127 Some (\e127 A-aN-bN:to e127 e126 y127) (\z True))) (Some (\z134 Some (\e134 N:type e134 z134) (\z True)) (\y127 Some (\e127 A-aN-bN:to e127 e126 y127) (\z True)))))))) (\z True))))) (B-aN-b{A-aN}:be e121)) (\z True))))) (^ (Some (\e209 ^ (B-aN-b{A-aN}:be e209) (Some (\x206 Some (\e206 N-aD:cattle e206 x206) (\z True)) (\xx206 N-b{N-aD}:the (\x202 ^ (Some (\e204 N-aD-bO:term e204 x202 xx206) (\z True)) (^ (^ (InAnaphorSet 123 x202) (Some (\e207 N:itself e207 x202) (\z True))) (Some (\e203 A-aN:general e203 x202) (\z True)))) (\y201 Some (\e201 A-aN-bN:within e201 e209 y201) (\z True))))) (\x ^ (Some (\e210 N-aD:cow e210 x) (\z True)) (^ (Some (\e212 N-aD:bull e212 x) (\z True)) (^ (Some (\e214 N-aD:oxen e214 x) (\z True)) (^ (Some (\e216 N-aD:heifer e216 x) (\z True)) (^ (Some (\e218 N-aD:steer e218 x) (\z True)) (^ (Some (\e220 N-aD:bullock e220 x) (\z True)) (Some (\e222 N-aD:calve e222 x) (\z True))))))))) (^ (Some (\x301 ^ (Some (\e301 N-aD:cattle e301 x301) (\z True)) (^ (B-aN-b{A-aN}:be x301) (InAnaphorSet 1 x301))) (\x Some (\x311 ^ (Some (\e311 N-aD:animal e311 x311) (\z True)) (^ (^ (Some (\e308 A-aN:large e308 x311) (\z True)) (Some (\e309 A-aN:domesticated e309 x311) (\z True))) (Some (\e310 A-aN:hoofed e310 x311) (\z True)))) (\xx311 N-b{N-aD}:the (\x303 ^ (Some (\e306 N-aD-bO:type e306 x303 xx311) (\z True)) (None (\y304 Some (\e306 N-aD-bO:type e306 y304 xx311) (\z True)) (\y304 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\e305 ^ (A-aN:common e305 y304) (Equal z e305)) (\z True)) (\z Some (\e305 ^ (A-aN:common e305 x303) (Equal z e305)) (\z True))))) (\y Equal y x)))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N-aD:cattle e301 v301) (\z True)) (^ (B-aN-b{A-aN}:be v301) (InAnaphorSet 1 v301))) (Some (\x311 ^ (Some (\e311 N-aD:animal e311 x311) (\z True)) (^ (^ (Some (\e308 A-aN:large e308 x311) (\z True)) (Some (\e309 A-aN:domesticated e309 x311) (\z True))) (Some (\e310 A-aN:hoofed e310 x311) (\z True)))) (\xx311 N-b{N-aD}:the (\x303 ^ (Some (\e306 N-aD-bO:type e306 x303 xx311) (\z True)) (None (\y304 Some (\e306 N-aD-bO:type e306 y304 xx311) (\z True)) (\y304 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\e305 ^ (A-aN:common e305 y304) (Equal z e305)) (\z True)) (\z Some (\e305 ^ (A-aN:common e305 x303) (Equal z e305)) (\z True))))) (\y Equal y v301))))) (\a301 ^ (Some (\z401 ^ (Some (\e401 N:they e401 z401) (\z True)) (^ (B-aN-b{A-aN}:be z401) (InAnaphorSet 301 z401))) (\x N-b{N-aD}:the (\x408 ^ (Some (\e410 N-aD:bovinae e410 x408) (\z True)) (Some (\e409 A-aN:subfamily e409 x408) (\z True))) (\xx410 N-b{N-aD}:a (\x403 ^ (Some (\e406 N-aD-bO:member e406 x403 xx410) (\z True)) (^ (Some (\e404 A-aN:prominent e404 x403) (\z True)) (Some (\e405 A-aN:modern e405 x403) (\z True)))) (\y Equal y x)))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:they e401 v401) (\z True)) (^ (B-aN-b{A-aN}:be v401) (InAnaphorSet 301 v401))) (N-b{N-aD}:the (\x408 ^ (Some (\e410 N-aD:bovinae e410 x408) (\z True)) (Some (\e409 A-aN:subfamily e409 x408) (\z True))) (\xx410 N-b{N-aD}:a (\x403 ^ (Some (\e406 N-aD-bO:member e406 x403 xx410) (\z True)) (^ (Some (\e404 A-aN:prominent e404 x403) (\z True)) (Some (\e405 A-aN:modern e405 x403) (\z True)))) (\y Equal y v401))))) (\a401 ^ (Some (\x501 ^ (Some (\e501 N-aD:cattle e501 x501) (\z True)) (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 401 x501))) (\x ^ (Some (\e507 N-aD:mammal e507 x) (\z True)) (^ (^ (^ (Some (\x514 ^ (Some (\e514 N-aD:hoof e514 x514) (\z True)) (^ (Some (\e511 ^ (A-aN:toed e511 x514) (Some (\e509 A-aN:two e509 e511) (\z True))) (\z True)) (Some (\e513 A-aN:cloven e513 x514) (\z True)))) (\y508 Some (\e508 A-aN-bN:with e508 x y508) (\z True))) (N-b{N-aD}:a (\x516 ^ (Some (\e520 N-aD:stomach e520 x516) (\z True)) (Some (\e519 ^ (A-aN:chambered e519 x516) (Some (\e517 A-aN:four e517 e519) (\z True))) (\z True))) (\zz520 ^ (Some (\e521 N-rN:which e521 zz520) (\xx521 ^ (B-aN-b{A-aN}:be xx521) (N-b{N-aD}:an (\x523 Some (\z True) (\x524 ^ (B-aN:adaptate x523 x524) (Some (\x529 ^ (Some (\e529 N-aD:material e529 x529) (\z True)) (^ (InAnaphorSet 504 x529) (Some (\e528 A-aN:such e528 x529) (\z True)))) (\y527 Some (\e527 ^ (B-aN-bN:digest e527 x523 y527) (B-aN-b{B-aN}:help e527)) (\z True))))) (\y Equal y xx521)))) (Some (\e508 A-aN-bN:with e508 x zz520) (\z True))))) (Some (\e503 A-aN:large e503 x) (\z True))) (Some (\e506 ^ (A-aN:eating e506 x) (Some (\e504 A-aN:grass e504 e506) (\z True))) (\z True))))) (Some (\a501 Equal a501 (\v501 ^ (^ (Some (\e501 N-aD:cattle e501 v501) (\z True)) (^ (B-aN-b{A-aN}:be v501) (InAnaphorSet 401 v501))) (^ (Some (\e507 N-aD:mammal e507 v501) (\z True)) (^ (^ (^ (Some (\x514 ^ (Some (\e514 N-aD:hoof e514 x514) (\z True)) (^ (Some (\e511 ^ (A-aN:toed e511 x514) (Some (\e509 A-aN:two e509 e511) (\z True))) (\z True)) (Some (\e513 A-aN:cloven e513 x514) (\z True)))) (\y508 Some (\e508 A-aN-bN:with e508 v501 y508) (\z True))) (N-b{N-aD}:a (\x516 ^ (Some (\e520 N-aD:stomach e520 x516) (\z True)) (Some (\e519 ^ (A-aN:chambered e519 x516) (Some (\e517 A-aN:four e517 e519) (\z True))) (\z True))) (\zz520 ^ (Some (\e521 N-rN:which e521 zz520) (\xx521 ^ (B-aN-b{A-aN}:be xx521) (N-b{N-aD}:an (\x523 Some (\z True) (\x524 ^ (B-aN:adaptate x523 x524) (Some (\x529 ^ (Some (\e529 N-aD:material e529 x529) (\z True)) (^ (InAnaphorSet 504 x529) (Some (\e528 A-aN:such e528 x529) (\z True)))) (\y527 Some (\e527 ^ (B-aN-bN:digest e527 x523 y527) (B-aN-b{B-aN}:help e527)) (\z True))))) (\y Equal y xx521)))) (Some (\e508 A-aN-bN:with e508 v501 zz520) (\z True))))) (Some (\e503 A-aN:large e503 v501) (\z True))) (Some (\e506 ^ (A-aN:eating e506 v501) (Some (\e504 A-aN:grass e504 e506) (\z True))) (\z True)))))) (\a501 ^ (Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 501 z601)) (\zz604 Some (\a601 Equal a601 (\v601 ^ (Some (\e601 N:they e601 zz604) (\z True)) (InAnaphorSet 501 zz604))) (\a601 Some (\z True) (\x604 Some (\e604 ^ (B-aN-bN:horn e604 x604 zz604) (^ (B-aN-b{A-aN}:be e604) (^ (B-aN-b{B-aN}:can e604) (Some (\e612 ^ (B-aN:depend e612 e604) (N-b{N-aD}:the (\x614 ^ (Some (\e615 N-aD:breed e615 x614) (\z True)) (InAnaphorSet 601 x614)) (\y613 Some (\e613 A-aN-bN:on e613 e612 y613) (\z True)))) (\z True))))) (\z True))))) (Some (\a601 Equal a601 (\v601 ^ (^ (Some (\e601 N:they e601 v601) (\z True)) (InAnaphorSet 501 v601)) (Some (\a601 Equal a601 (\v601 ^ (Some (\e601 N:they e601 v601) (\z True)) (InAnaphorSet 501 v601))) (\a601 Some (\z True) (\x604 Some (\e604 ^ (B-aN-bN:horn e604 x604 v601) (^ (B-aN-b{A-aN}:be e604) (^ (B-aN-b{B-aN}:can e604) (Some (\e612 ^ (B-aN:depend e612 e604) (N-b{N-aD}:the (\x614 ^ (Some (\e615 N-aD:breed e615 x614) (\z True)) (InAnaphorSet 601 x614)) (\y613 Some (\e613 A-aN-bN:on e613 e612 y613) (\z True)))) (\z True))))) (\z True)))))) (\a601 ^ (Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 501 z601)) (\zz606 Some (\z True) (\x606 Some (\e606 ^ (B-aN-bN:poll e606 x606 zz606) (^ (B-aN-b{A-aN}:be e606) (^ (B-aN-b{B-aN}:can e606) (Some (\e612 ^ (B-aN:depend e612 e606) (N-b{N-aD}:the (\x614 ^ (Some (\e615 N-aD:breed e615 x614) (\z True)) (InAnaphorSet 601 x614)) (\y613 Some (\e613 A-aN-bN:on e613 e612 y613) (\z True)))) (\z True))))) (\z True)))) (Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 501 z601)) (\x609 Some (\e609 ^ (A-aN:hornless e609 x609) (^ (B-aN-b{A-aN}:be e609) (^ (B-aN-b{B-aN}:can e609) (Some (\e612 ^ (B-aN:depend e612 e609) (N-b{N-aD}:the (\x614 ^ (Some (\e615 N-aD:breed e615 x614) (\z True)) (InAnaphorSet 601 x614)) (\y613 Some (\e613 A-aN-bN:on e613 e612 y613) (\z True)))) (\z True))))) (\z True)))))))))))))))) 99 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:perfect e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:perfect e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:perfect e101 x101) (\z True)) (InAnaphorSet 1 x101)) (\x103 Some (\e103 ^ (B-aN-bC:mean e103 x103 (Intension (Some (\z True) (\z True)))) (B-aN-b{B-aN}:could e103)) (\z True))) (^ (Some (\z True) (\x201 Some (\x202 Some (\e202 N-aD:mathematics e202 x202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 x201 y201) (\z True)))) (^ (Some (\z True) (\x301 Some (\x302 Some (\e302 N-aD:biology e302 x302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 x301 y301) (\z True)))) (^ (Some (\z True) (\x401 Some (\x402 Some (\e402 N-aD:music e402 x402) (\z True)) (\y401 Some (\e401 A-aN-bN:in e401 x401 y401) (\z True)))) (Some (\z True) (\x501 N-b{N-aD}:a (\x502 ^ (Some (\e504 N-aD:name e504 x502) (\z True)) (Some (\e503 A-aN:proper e503 x502) (\z True))) (\y501 Some (\e501 A-aN-bN:as e501 x501 y501) (\z True)))))))))) 100 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:equation e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:equation e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 Some (\z True) (\x103 ^ (B-aN:equate x101 x103) (^ (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)) (Some (\e102 A-aN:mathematical e102 x101) (\z True))))) (\x N-b{N-aD}:a (\x105 ^ (Some (\e106 N-aD:formula e106 x105) (\z True)) (^ (N-b{N-aD}:a (\x117 Some (\z True) (\x119 ^ (B-aN:express x117 x119) (^ (Some (\z124 ^ (Some (\e124 N:it e124 z124) (\z True)) (InAnaphorSet 111 z124)) (\xx124 N-b{N-aD}:each (\x121 Some (\e122 N-aD-bO:side e122 x121 xx124) (\z True)) (\y120 Some (\e120 A-aN-bN:on e120 x117 y120) (\z True)))) (Some (\e118 A-aN:mathematical e118 x117) (\z True))))) (\y116 Some (\e116 A-aN-bN:with e116 x105 y116) (\z True))) (N-b{N-aD}:an (\x108 ^ (Some (\e111 N-aD:sign e111 x108) (\z True)) (^ (Some (\e114 N:= e114 x108) (\z True)) (Some (\e110 A-aN:equals e110 x108) (\z True)))) (\y107 Some (\e107 B-aN-bN:contain e107 x105 y107) (\z True))))) (\y Equal y x))) (Some (\a103 Equal a103 (\v103 ^ (Some (\z True) (\x103 ^ (B-aN:equate v103 x103) (^ (^ (B-aN-b{A-aN}:be v103) (InAnaphorSet 1 v103)) (Some (\e102 A-aN:mathematical e102 v103) (\z True))))) (N-b{N-aD}:a (\x105 ^ (Some (\e106 N-aD:formula e106 x105) (\z True)) (^ (N-b{N-aD}:a (\x117 Some (\z True) (\x119 ^ (B-aN:express x117 x119) (^ (Some (\z124 ^ (Some (\e124 N:it e124 z124) (\z True)) (InAnaphorSet 111 z124)) (\xx124 N-b{N-aD}:each (\x121 Some (\e122 N-aD-bO:side e122 x121 xx124) (\z True)) (\y120 Some (\e120 A-aN-bN:on e120 x117 y120) (\z True)))) (Some (\e118 A-aN:mathematical e118 x117) (\z True))))) (\y116 Some (\e116 A-aN-bN:with e116 x105 y116) (\z True))) (N-b{N-aD}:an (\x108 ^ (Some (\e111 N-aD:sign e111 x108) (\z True)) (^ (Some (\e114 N:= e114 x108) (\z True)) (Some (\e110 A-aN:equals e110 x108) (\z True)))) (\y107 Some (\e107 B-aN-bN:contain e107 x105 y107) (\z True))))) (\y Equal y v103)))) (\a103 Some (\a124 Equal a124 (\v124 Some (\x101 Some (\z True) (\x103 ^ (B-aN:equate x101 x103) (^ (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)) (Some (\e102 A-aN:mathematical e102 x101) (\z True))))) (\x ^ (Some (\e106 N-aD:formula e106 x) (\z True)) (^ (N-b{N-aD}:a (\x117 Some (\z True) (\x119 ^ (B-aN:express x117 x119) (^ (^ (^ (Some (\e124 N:it e124 v124) (\z True)) (InAnaphorSet 111 v124)) (N-b{N-aD}:each (\x121 Some (\e122 N-aD-bO:side e122 x121 v124) (\z True)) (\y120 Some (\e120 A-aN-bN:on e120 x117 y120) (\z True)))) (Some (\e118 A-aN:mathematical e118 x117) (\z True))))) (\y116 Some (\e116 A-aN-bN:with e116 x y116) (\z True))) (N-b{N-aD}:an (\x108 ^ (Some (\e111 N-aD:sign e111 x108) (\z True)) (^ (Some (\e114 N:= e114 x108) (\z True)) (Some (\e110 A-aN:equals e110 x108) (\z True)))) (\y107 Some (\e107 B-aN-bN:contain e107 x y107) (\z True))))))) (\a124 Some (\a122 Equal a122 (\v122 Some (\x101 Some (\z True) (\x103 ^ (B-aN:equate x101 x103) (^ (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)) (Some (\e102 A-aN:mathematical e102 x101) (\z True))))) (\x ^ (Some (\e106 N-aD:formula e106 x) (\z True)) (^ (N-b{N-aD}:a (\x117 Some (\z True) (\x119 ^ (B-aN:express x117 x119) (^ (Some (\z124 ^ (Some (\e124 N:it e124 z124) (\z True)) (InAnaphorSet 111 z124)) (\xx124 ^ (Some (\e122 N-aD-bO:side e122 v122 xx124) (\z True)) (Some (\e120 A-aN-bN:on e120 x117 v122) (\z True)))) (Some (\e118 A-aN:mathematical e118 x117) (\z True))))) (\y116 Some (\e116 A-aN-bN:with e116 x y116) (\z True))) (N-b{N-aD}:an (\x108 ^ (Some (\e111 N-aD:sign e111 x108) (\z True)) (^ (Some (\e114 N:= e114 x108) (\z True)) (Some (\e110 A-aN:equals e110 x108) (\z True)))) (\y107 Some (\e107 B-aN-bN:contain e107 x y107) (\z True))))))) (\a122 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e203 N-aD:sign e203 x201) (\z True)) (^ (InAnaphorSet 124 x201) (Some (\e202 A-aN:equals e202 x201) (\z True)))) (\x204 Some (\e204 B-aN-bC:say e204 x204 (Intension (Some (\x207 ^ (Some (\e207 N-aD:side e207 x207) (\z True)) (^ (^ (B-aN-b{A-aN}:be x207) (InAnaphorSet 122 x207)) (Some (\e206 A-aN:both e206 x207) (\z True)))) (\x N-b{N-aD}:the (\x210 ^ (Some (\e212 N-aD:value e212 x210) (\z True)) (^ (Some (\e209 A-aN:exact e209 x210) (\z True)) (Some (\e211 A-aN:same e211 x210) (\z True)))) (\y Equal y x))))) (\z True))) (^ (^ (^ (Some (\z308 Some (\e308 N:formula_1 e308 z308) (\z True)) (\xx308 N-b{N-aD}:an (\x301 Some (\z True) (\x302 ^ (B-aN:equate x301 x302) (InAnaphorSet 103 x301))) (\x306 Some (\e306 ^ (A-aN:simple e306 x306) (^ (^ (B-aN-b{A-aN}:be e306) (B-aN-b{B-aN}:can e306)) (Some (\e305 A-aN-bOas:as e305 e306 xx308) (\z True)))) (\z True)))) (Some (\z314 Some (\e314 N:formula_2 e314 z314) (\z True)) (\xx313 N-b{N-aD}:an (\x301 Some (\z True) (\x302 ^ (B-aN:equate x301 x302) (InAnaphorSet 103 x301))) (\x312 Some (\e312 ^ (A-aN:hard e312 x312) (^ (^ (B-aN-b{A-aN}:be e312) (B-aN-b{B-aN}:can e312)) (Some (\e311 A-aN-bOas:as e311 e312 xx313) (\z True)))) (\z True))))) (N-b{N-aD}:an (\x301 Some (\z True) (\x302 ^ (B-aN:equate x301 x302) (InAnaphorSet 103 x301))) (\x316 Some (\e316 ^ (A-aN:hard e316 x316) (^ (B-aN-b{A-aN}:be e316) (B-aN-b{B-aN}:can e316))) (\z True)))) (Some (\a302 Equal a302 (\v302 ^ (^ (Some (\z308 Some (\e308 N:formula_1 e308 z308) (\z True)) (\xx308 ^ (Some (\z True) (\x302 ^ (B-aN:equate v302 x302) (InAnaphorSet 103 v302))) (Some (\e306 ^ (A-aN:simple e306 v302) (^ (^ (B-aN-b{A-aN}:be e306) (B-aN-b{B-aN}:can e306)) (Some (\e305 A-aN-bOas:as e305 e306 xx308) (\z True)))) (\z True)))) (Some (\z314 Some (\e314 N:formula_2 e314 z314) (\z True)) (\xx313 ^ (Some (\z True) (\x302 ^ (B-aN:equate v302 x302) (InAnaphorSet 103 v302))) (Some (\e312 ^ (A-aN:hard e312 v302) (^ (^ (B-aN-b{A-aN}:be e312) (B-aN-b{B-aN}:can e312)) (Some (\e311 A-aN-bOas:as e311 e312 xx313) (\z True)))) (\z True))))) (^ (Some (\z True) (\x302 ^ (B-aN:equate v302 x302) (InAnaphorSet 103 v302))) (Some (\e316 ^ (A-aN:hard e316 v302) (^ (B-aN-b{A-aN}:be e316) (B-aN-b{B-aN}:can e316))) (\z True))))) (\a302 ^ (Some (\z True) (\x407 Some (\e407 ^ (B-aN:equate e407 x407) (^ (InAnaphorSet 302 e407) (Some (\e406 A-aN:mathematical e406 e407) (\z True)))) (\xx407 Some (\x404 ^ (Some (\e404 N-aD-bO:kind e404 x404 xx407) (\z True)) (^ (B-aN-b{A-aN}:be x404) (Some (\e403 A-aN:two e403 x404) (\z True)))) (\z True)))) (Some (\a407 Equal a407 (\v407 Some (\z True) (\x407 ^ (^ (B-aN:equate v407 x407) (^ (InAnaphorSet 302 v407) (Some (\e406 A-aN:mathematical e406 v407) (\z True)))) (Some (\x404 ^ (Some (\e404 N-aD-bO:kind e404 x404 v407) (\z True)) (^ (B-aN-b{A-aN}:be x404) (Some (\e403 A-aN:two e403 x404) (\z True)))) (\z True))))) (\a407 N-b{N-aD}:the (\x501 ^ (^ (Some (\e503 N-aD:kind e503 x501) (\z True)) (InAnaphorSet 407 x501)) (NNORD-aD-b{N-aD}:secondMinusOne (\y502 ^ (Some (\e503 N-aD:kind e503 y502) (\z True)) (InAnaphorSet 407 y502)) (\y502 Prec x501 y502))) (\zz506 Some (\z True) (\x506 Some (\e506 ^ (B-aN-bI:use e506 x506 (Intension (Some (\x509 Some (\e509 N-aD:problem e509 x509) (\z True)) (\zz509 ^ (Some (\z512 Some (\e512 N:you e512 z512) (\z True)) (\x515 N-b{N-aD}:some (\x519 Some (\e520 N-aD:variable e520 x519) (\z True)) (\xx520 N-b{N-aD}:the (\x516 Some (\e517 N-aD-bO:value e517 x516 xx520) (\z True)) (\y515 Some (\e515 ^ (B-aN-bN:know e515 x515 y515) (^ (B-aN-b{I-aN}:have e515) (Some (\e511 N-rN:which e511 zz509) (\y510 Some (\e510 A-aN-bN:in e510 e515 y510) (\z True))))) (\z True))))) (Some (\e508 B-aN-bN:solve e508 zz506 zz509) (\z True)))))) (^ (B-aN-b{A-aN}:be e506) (Some (\e505 A-aN:often e505 e506) (\z True)))) (\z True))))))))))))))) 101 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:cricket e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:cricket e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:cricket e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 Some (\e104 N-aD:sport e104 x103) (\z True)) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:cricket e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 Some (\e104 N-aD:sport e104 x103) (\z True)) (\y Equal y v101)))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz203 Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:play e203 x203 zz203) (^ (B-aN-b{A-aN}:be e203) (Some (\x209 ^ (Some (\e209 N-aD:player e209 x209) (\z True)) (^ (Some (\e210 N:each e210 x209) (\z True)) (Some (\e208 A-aN:eleven e208 x209) (\z True)))) (\xx209 Some (\x206 ^ (Some (\e206 N-aD-bO:team e206 x206 xx209) (\z True)) (Some (\e205 A-aN:two e205 x206) (\z True))) (\zz206 ^ (Some (\e211 N-rN:who e211 zz206) (\xx211 Some (\x215 Some (\e215 N-aD:point e215 x215) (\z True)) (\y213 Some (\e213 ^ (B-aN-bN:run e213 xx211 y213) (^ (Some (\e212 A-aN:score e212 e213) (\z True)) (Some (\e218 ^ (B-aN:run e218 e213) (^ (A-aN-b{G-aN}:by e218) (Some (\x227 ^ (Some (\e227 N-aD:post e227 x227) (\z True)) (^ (^ (^ (Some (\z True) (\x228 Some (\e228 B-aN-bA:call e228 x228 (Intension (^ (Some (\e229 N:wicket e229 x227) (\z True)) (InAntecedentSet 229 x227)))) (\z True))) (Some (\e223 A-aN:three e223 x227) (\z True))) (Some (\e224 A-aN:small e224 x227) (\z True))) (Some (\e226 A-aN:wooden e226 x227) (\z True)))) (\xx227 Some (\x221 ^ (Some (\e221 N-aD-bO:set e221 x221 xx227) (\z True)) (Some (\e220 A-aN:two e220 x221) (\z True))) (\y219 Some (\e219 A-aN-bN:between e219 e218 y219) (\z True)))))) (\z True)))) (\z True)))) (Some (\e204 A-aN-bN:between e204 e203 zz206) (\z True))))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:play e203 x203 v201) (^ (B-aN-b{A-aN}:be e203) (Some (\x209 ^ (Some (\e209 N-aD:player e209 x209) (\z True)) (^ (Some (\e210 N:each e210 x209) (\z True)) (Some (\e208 A-aN:eleven e208 x209) (\z True)))) (\xx209 Some (\x206 ^ (Some (\e206 N-aD-bO:team e206 x206 xx209) (\z True)) (Some (\e205 A-aN:two e205 x206) (\z True))) (\zz206 ^ (Some (\e211 N-rN:who e211 zz206) (\xx211 Some (\x215 Some (\e215 N-aD:point e215 x215) (\z True)) (\y213 Some (\e213 ^ (B-aN-bN:run e213 xx211 y213) (^ (Some (\e212 A-aN:score e212 e213) (\z True)) (Some (\e218 ^ (B-aN:run e218 e213) (^ (A-aN-b{G-aN}:by e218) (Some (\x227 ^ (Some (\e227 N-aD:post e227 x227) (\z True)) (^ (^ (^ (Some (\z True) (\x228 Some (\e228 B-aN-bA:call e228 x228 (Intension (^ (Some (\e229 N:wicket e229 x227) (\z True)) (InAntecedentSet 229 x227)))) (\z True))) (Some (\e223 A-aN:three e223 x227) (\z True))) (Some (\e224 A-aN:small e224 x227) (\z True))) (Some (\e226 A-aN:wooden e226 x227) (\z True)))) (\xx227 Some (\x221 ^ (Some (\e221 N-aD-bO:set e221 x221 xx227) (\z True)) (Some (\e220 A-aN:two e220 x221) (\z True))) (\y219 Some (\e219 A-aN-bN:between e219 e218 y219) (\z True)))))) (\z True)))) (\z True)))) (Some (\e204 A-aN-bN:between e204 e203 zz206) (\z True))))))) (\z True))))) (\a201 ^ (N-b{N-aD}:the (\x303 ^ (Some (\e304 N-aD:wicket e304 x303) (\z True)) (InAnaphorSet 229 x303)) (\xx304 N-bO:each (\x301 Equal xx304 x301) (\x306 Some (\x314 ^ (Some (\e314 N-aD:grass e314 x314) (\z True)) (Some (\e313 N-aD:flattened e313 x314) (\z True))) (\xx314 N-b{N-aD}:a (\x310 ^ (Some (\e311 N-aD-bO:rectangle e311 x310 xx314) (\z True)) (Some (\z True) (\x315 Some (\e315 B-aN-bA:call e315 x315 (Intension (N-b{N-aD}:the (\x316 Some (\e317 N-aD:pitch e317 x316) (\z True)) (\y Equal y x310)))) (\z True)))) (\xx311 Some (\z True) (\x308 Some (\e308 ^ (B-aN-bN:end e308 x308 xx311) (Some (\e307 A-aN:one e307 e308) (\z True))) (\y306 Some (\e306 ^ (A-aN-bN:at e306 x306 y306) (B-aN-b{A-aN}:be e306)) (\z True)))))))) (Some (\a311 Equal a311 (\v311 Some (\x303 ^ (Some (\e304 N-aD:wicket e304 x303) (\z True)) (InAnaphorSet 229 x303)) (\xx304 Some (\x301 Equal xx304 x301) (\x306 Some (\x314 ^ (Some (\e314 N-aD:grass e314 x314) (\z True)) (Some (\e313 N-aD:flattened e313 x314) (\z True))) (\xx314 ^ (^ (Some (\e311 N-aD-bO:rectangle e311 v311 xx314) (\z True)) (Some (\z True) (\x315 Some (\e315 B-aN-bA:call e315 x315 (Intension (N-b{N-aD}:the (\x316 Some (\e317 N-aD:pitch e317 x316) (\z True)) (\y Equal y v311)))) (\z True)))) (Some (\z True) (\x308 Some (\e308 ^ (B-aN-bN:end e308 x308 v311) (Some (\e307 A-aN:one e307 e308) (\z True))) (\y306 Some (\e306 ^ (A-aN-bN:at e306 x306 y306) (B-aN-b{A-aN}:be e306)) (\z True))))))))) (\a311 ^ (Some (\z410 Some (\e410 N:grass e410 z410) (\z True)) (\xx410 N-b{N-aD}:a (\x405 ^ (Some (\e408 N-aD-bO:oval e408 x405 xx410) (\z True)) (^ (Some (\z True) (\x411 Some (\e411 B-aN-bA:call e411 x411 (Intension (N-b{N-aD}:the (\x412 ^ (Some (\e414 N-aD:ground e414 x412) (\z True)) (Some (\e413 N-aD:cricket e413 x412) (\z True))) (\y Equal y x405)))) (\z True))) (Some (\e407 ^ (A-aN:large e407 x405) (Some (\e406 A-aN:much e406 e407) (\z True))) (\z True)))) (\x401 N-b{N-aD}:the (\x402 ^ (Some (\e403 N-aD:pitch e403 x402) (\z True)) (InAnaphorSet 311 x402)) (\y401 Some (\e401 A-aN-bN:around e401 x401 y401) (\z True))))) (^ (N-b{N-aD}:the (\x501 ^ (Some (\e502 N-aD:game e502 x501) (\z True)) (InAnaphorSet 201 x501)) (\x503 Some (\e503 ^ (B-aN:start e503 x503) (^ (N-b{N-aD}:the (\x507 ^ (Some (\e509 N-aD:century e509 x507) (\z True)) (NNORD-aD-b{N-aD}:16thMinusOne (\y508 Some (\e509 N-aD:century e509 y508) (\z True)) (\y508 Prec x507 y508))) (\y506 Some (\e506 A-aN-bN:in e506 e503 y506) (\z True))) (Some (\z505 Some (\e505 N:england e505 z505) (\z True)) (\y504 Some (\e504 A-aN-bN:in e504 e503 y504) (\z True))))) (\z True))) (Some (\a502 Equal a502 (\v502 ^ (^ (Some (\e502 N-aD:game e502 v502) (\z True)) (InAnaphorSet 201 v502)) (Some (\e503 ^ (B-aN:start e503 v502) (^ (N-b{N-aD}:the (\x507 ^ (Some (\e509 N-aD:century e509 x507) (\z True)) (NNORD-aD-b{N-aD}:16thMinusOne (\y508 Some (\e509 N-aD:century e509 y508) (\z True)) (\y508 Prec x507 y508))) (\y506 Some (\e506 A-aN-bN:in e506 e503 y506) (\z True))) (Some (\z505 Some (\e505 N:england e505 z505) (\z True)) (\y504 Some (\e504 A-aN-bN:in e504 e503 y504) (\z True))))) (\z True)))) (\a502 N-b{N-aD}:the (\x601 ^ (^ (Some (\e604 N-aD:reference e604 x601) (\z True)) (^ (N-b{N-aD}:the (\x606 ^ (Some (\e607 N-aD:sport e607 x606) (\z True)) (InAnaphorSet 502 x606)) (\y605 Some (\e605 A-aN-bN:to e605 x601 y605) (\z True))) (Some (\e603 A-aN:definite e603 x601) (\z True)))) (None (\y602 ^ (Some (\e604 N-aD:reference e604 y602) (\z True)) (^ (N-b{N-aD}:the (\x606 ^ (Some (\e607 N-aD:sport e607 x606) (\z True)) (InAnaphorSet 502 x606)) (\y605 Some (\e605 A-aN-bN:to e605 y602 y605) (\z True))) (Some (\e603 A-aN:definite e603 y602) (\z True)))) (\y602 More (\z ANSUP-aD-b{N-aD}:early y602 z) (\z ANSUP-aD-b{N-aD}:early x601 z)))) (\x609 Some (\z614 Some (\e614 N:1598 e614 z614) (\z True)) (\xx614 N-b{N-aD}:a (\x610 ^ (Some (\e612 N-aD-bO:case e612 x610 xx614) (\z True)) (Some (\e611 N-aD:court e611 x610) (\z True))) (\y609 Some (\e609 ^ (A-aN-bN:in e609 x609 y609) (B-aN-b{A-aN}:be e609)) (\z True)))))))))))))))) 102 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:earl e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:earl e1 v1) (\z True))) (\a1 ^ (^ (N-b{N-aD}:an (\x101 ^ (Some (\e102 N-aD:earl e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x108 ^ (Some (\e109 N-aD:title e109 x108) (\z True)) (^ (Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:use e112 x112 x108) (^ (Some (\x116 ^ (Some (\e116 N-aD:saxon e116 x116) (\z True)) (Some (\e114 N-aD:anglo e114 x116) (\z True))) (\y113 Some (\e113 A-aN-bN:by e113 e112 y113) (\z True))) (Some (\z118 Some (\e118 N:scandinavian e118 z118) (\z True)) (\y113 Some (\e113 A-aN-bN:by e113 e112 y113) (\z True))))) (\z True))) (Some (\z True) (\x111 Some (\e111 A-aN:noble e111 x111) (\y110 Some (\e110 A-aN-bN:for e110 x108 y110) (\z True)))))) (\y Equal y x))) (Some (\x105 ^ (Some (\e105 N-aD:jarl e105 x105) (\z True)) (B-aN-b{A-aN}:be x105)) (\x N-b{N-aD}:a (\x108 ^ (Some (\e109 N-aD:title e109 x108) (\z True)) (^ (Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:use e112 x112 x108) (^ (Some (\x116 ^ (Some (\e116 N-aD:saxon e116 x116) (\z True)) (Some (\e114 N-aD:anglo e114 x116) (\z True))) (\y113 Some (\e113 A-aN-bN:by e113 e112 y113) (\z True))) (Some (\z118 Some (\e118 N:scandinavian e118 z118) (\z True)) (\y113 Some (\e113 A-aN-bN:by e113 e112 y113) (\z True))))) (\z True))) (Some (\z True) (\x111 Some (\e111 A-aN:noble e111 x111) (\y110 Some (\e110 A-aN-bN:for e110 x108 y110) (\z True)))))) (\y Equal y x)))) (^ (^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 1 z201)) (\x205 Some (\e205 ^ (A-aN:chieftain e205 x205) (^ (B-aN-b{A-aN}:mean e205) (Some (\e202 A-aN:original e202 e205) (\z True)))) (\z True))) (Some (\z208 ^ (Some (\e208 N:it e208 z208) (\z True)) (InAnaphorSet 1 z208)) (\x209 Some (\e209 ^ (B-aN:refer e209 x209) (^ (Some (\x212 ^ (Some (\e212 N-aD:chieftain e212 x212) (\z True)) (Some (\z True) (\x213 Some (\e213 B-aN-bI:set e213 x213 (Intension (N-b{N-aD}:a (\x216 Some (\e217 N-aD:territory e217 x216) (\z True)) (\y215 Some (\e215 ^ (B-aN-bN:rule e215 x212 y215) (Some (\x222 Some (\e222 N-aD:stead e222 x222) (\z True)) (\y218 Some (\e218 A-aN-bN:in e218 e215 y218) (\z True)))) (\z True))))) (\z True)))) (\y211 Some (\e211 A-aN-bN:to e211 e209 y211) (\z True))) (Some (\e210 A-aN:especial e210 e209) (\z True)))) (\z True)))) (Some (\a208 Equal a208 (\v208 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 1 z201)) (\x205 Some (\e205 ^ (A-aN:chieftain e205 x205) (^ (B-aN-b{A-aN}:mean e205) (Some (\e202 A-aN:original e202 e205) (\z True)))) (\z True))) (^ (^ (Some (\e208 N:it e208 v208) (\z True)) (InAnaphorSet 1 v208)) (Some (\e209 ^ (B-aN:refer e209 v208) (^ (Some (\x212 ^ (Some (\e212 N-aD:chieftain e212 x212) (\z True)) (Some (\z True) (\x213 Some (\e213 B-aN-bI:set e213 x213 (Intension (N-b{N-aD}:a (\x216 Some (\e217 N-aD:territory e217 x216) (\z True)) (\y215 Some (\e215 ^ (B-aN-bN:rule e215 x212 y215) (Some (\x222 Some (\e222 N-aD:stead e222 x222) (\z True)) (\y218 Some (\e218 A-aN-bN:in e218 e215 y218) (\z True)))) (\z True))))) (\z True)))) (\y211 Some (\e211 A-aN-bN:to e211 e209 y211) (\z True))) (Some (\e210 A-aN:especial e210 e209) (\z True)))) (\z True))))) (\a208 ^ (Some (\z304 ^ (Some (\e304 N:it e304 z304) (\z True)) (InAnaphorSet 208 z304)) (\zz307 Some (\z True) (\x307 Some (\e307 ^ (B-aN-bN:use e307 x307 zz307) (^ (B-aN-b{A-aN}:be e307) (^ (B-aN-b{G-aN}:stop e307) (^ (^ (Some (\e313 A-aN-bV:whereas e313 e307 (Intension (Some (\z318 ^ (Some (\e318 N:it e318 z318) (\z True)) (^ (InAntecedentSet 318 z318) (InAnaphorSet 208 z318))) (\x320 Some (\e320 ^ (A-aN:synonymous e320 x320) (^ (^ (B-aN-b{A-aN}:become e320) (Some (\z316 Some (\e316 N:britain e316 z316) (\z True)) (\y315 Some (\e315 A-aN-bN:in e315 e320 y315) (\z True)))) (N-b{N-aD}:the (\x322 Some (\z True) (\x324 ^ (B-aN:count x322 x324) (Some (\e323 A-aN:continental e323 x322) (\z True)))) (\y321 Some (\e321 A-aN-bN:with e321 e320 y321) (\z True))))) (\z True))))) (\z True)) (Some (\z302 Some (\e302 N:scandinavia e302 z302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 e307 y301) (\z True)))) (N-b{N-aD}:the (\x309 ^ (Some (\e311 N-aD:age e311 x309) (\z True)) (Some (\e310 N-aD:middle e310 x309) (\z True))) (\y308 Some (\e308 A-aN-bN:in e308 e307 y308) (\z True))))))) (\z True)))) (^ (^ (N-b{N-aD}:an (\x403 ^ (Some (\e404 N-aD:earl e404 x403) (\z True)) (^ (^ (B-aN-b{A-aN}:be x403) (Some (\e401 N:today e401 x403) (\z True))) (InAnaphorSet 1 x403))) (\x N-b{N-aD}:the (\x409 ^ (Some (\e411 N-aD:peerage e411 x409) (\z True)) (Some (\e410 A-aN:british e410 x409) (\z True))) (\xx411 N-b{N-aD}:a (\x406 Some (\e407 N-aD-bO:member e407 x406 xx411) (\z True)) (\y Equal y x)))) (^ (N-b{N-aD}:an (\x403 ^ (Some (\e404 N-aD:earl e404 x403) (\z True)) (InAnaphorSet 1 x403)) (\x415 N-b{N-aD}:a (\x416 Some (\e417 N-aD:marquess e417 x416) (\z True)) (\y415 Some (\e415 ^ (A-aN-bN:below e415 x415 y415) (^ (B-aN-b{A-aN}:be e415) (Some (\e401 N:today e401 e415) (\z True)))) (\z True)))) (N-b{N-aD}:an (\x403 ^ (Some (\e404 N-aD:earl e404 x403) (\z True)) (InAnaphorSet 1 x403)) (\x420 N-b{N-aD}:a (\x421 Some (\e422 N-aD:viscount e422 x421) (\z True)) (\y420 Some (\e420 ^ (A-aN-bN:above e420 x420 y420) (^ (B-aN-b{A-aN}:be e420) (Some (\e401 N:today e401 e420) (\z True)))) (\z True)))))) (Some (\a404 Equal a404 (\v404 ^ (^ (^ (Some (\e404 N-aD:earl e404 v404) (\z True)) (^ (^ (B-aN-b{A-aN}:be v404) (Some (\e401 N:today e401 v404) (\z True))) (InAnaphorSet 1 v404))) (N-b{N-aD}:the (\x409 ^ (Some (\e411 N-aD:peerage e411 x409) (\z True)) (Some (\e410 A-aN:british e410 x409) (\z True))) (\xx411 N-b{N-aD}:a (\x406 Some (\e407 N-aD-bO:member e407 x406 xx411) (\z True)) (\y Equal y v404)))) (^ (^ (^ (Some (\e404 N-aD:earl e404 v404) (\z True)) (InAnaphorSet 1 v404)) (N-b{N-aD}:a (\x416 Some (\e417 N-aD:marquess e417 x416) (\z True)) (\y415 Some (\e415 ^ (A-aN-bN:below e415 v404 y415) (^ (B-aN-b{A-aN}:be e415) (Some (\e401 N:today e401 e415) (\z True)))) (\z True)))) (^ (^ (Some (\e404 N-aD:earl e404 v404) (\z True)) (InAnaphorSet 1 v404)) (N-b{N-aD}:a (\x421 Some (\e422 N-aD:viscount e422 x421) (\z True)) (\y420 Some (\e420 ^ (A-aN-bN:above e420 v404 y420) (^ (B-aN-b{A-aN}:be e420) (Some (\e401 N:today e401 e420) (\z True)))) (\z True))))))) (\a404 ^ (N-b{N-aD}:a (\x501 ^ (Some (\e503 N-aD:earl e503 x501) (\z True)) (^ (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 404 x501)) (Some (\e502 A-aN:british e502 x501) (\z True)))) (\x N-b{N-aD}:the (\x505 ^ (Some (\e506 N-aD:same e506 x505) (\z True)) (N-b{N-aD}:a (\x508 Some (\z True) (\x510 ^ (B-aN:count x508 x510) (Some (\e509 A-aN:continental e509 x508) (\z True)))) (\y507 Some (\e507 A-aN-bN:as e507 x505 y507) (\z True)))) (\y Equal y x))) (Some (\a503 Equal a503 (\v503 ^ (^ (Some (\e503 N-aD:earl e503 v503) (\z True)) (^ (^ (B-aN-b{A-aN}:be v503) (InAnaphorSet 404 v503)) (Some (\e502 A-aN:british e502 v503) (\z True)))) (N-b{N-aD}:the (\x505 ^ (Some (\e506 N-aD:same e506 x505) (\z True)) (N-b{N-aD}:a (\x508 Some (\z True) (\x510 ^ (B-aN:count x508 x510) (Some (\e509 A-aN:continental e509 x508) (\z True)))) (\y507 Some (\e507 A-aN-bN:as e507 x505 y507) (\z True)))) (\y Equal y v503)))) (\a503 N-b{N-aD}:an (\x613 ^ (Some (\e614 N-aD:earl e614 x613) (\z True)) (InAnaphorSet 503 x613)) (\xx614 N-b{N-aD}:the (\x610 Some (\e611 N-aD-bO:wife e611 x610 xx614) (\z True)) (\x615 Some (\x619 ^ (Some (\e619 N-aD:countess e619 x619) (\z True)) (N-b{N-aD}:the (\x621 ^ (Some (\e622 N-aD:continental e622 x621) (\z True)) (Some (\e623 N:equivalent e623 x621) (\z True))) (\y Equal y x619))) (\xx619 N-b{N-aD}:the (\x616 Some (\z True) (\x617 B-aN-bN:rank x616 x617 xx619)) (\y615 Some (\e615 ^ (B-aN-bN:have e615 x615 y615) (Some (\e601 A-aN-bV:since e601 e615 (Intension (Some (\x608 ^ (Some (\e608 N-aD:earl e608 x608) (\z True)) (InAnaphorSet 318 x608)) (\xx608 N-b{N-aD}:no (\x604 ^ (Some (\e606 N-aD-bO:form e606 x604 xx608) (\z True)) (^ (B-aN-b{A-aN}:be x604) (Some (\e605 A-aN:feminine e605 x604) (\z True)))) (\z True))))) (\z True))) (\z True)))))))))))))))) 103 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:tourism e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:tourism e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:tourism e101 z101) (\z True)) (InAnaphorSet 1 z101)) (\x103 ^ (Some (\x105 Some (\e105 N-aD:people e105 x105) (\z True)) (\x106 Some (\e106 ^ (B-aN:travel e106 x106) (^ (All (\z True) (\x104 N-b{V-g{R-aN}}:when x104 e106)) (Some (\z108 Some (\e108 N:fun e108 z108) (\z True)) (\y107 Some (\e107 A-aN-bN:for e107 e106 y107) (\z True))))) (\y103 Some (\e103 ^ (B-aN-bN:mean e103 x103 y103) (B-aN-b{B-aN}:can e103)) (\z True)))) (Some (\a105 Equal a105 (\v105 ^ (Some (\e105 N-aD:people e105 v105) (\z True)) (Some (\e106 ^ (B-aN:travel e106 v105) (^ (All (\z True) (\x104 N-b{V-g{R-aN}}:when x104 e106)) (Some (\z108 Some (\e108 N:fun e108 z108) (\z True)) (\y107 Some (\e107 A-aN-bN:for e107 e106 y107) (\z True))))) (\y103 Some (\e103 ^ (B-aN-bN:mean e103 x103 y103) (B-aN-b{B-aN}:can e103)) (\z True))))) (\a105 N-b{N-aD}:the (\x112 ^ (Some (\e113 N-aD:industry e113 x112) (\z True)) (Some (\e111 A-aN:also e111 x112) (\z True))) (\zz113 ^ (N-b{N-aD}:these (\x116 ^ (Some (\e117 N-aD:people e117 x116) (\z True)) (InAnaphorSet 105 x116)) (\y115 Some (\e115 B-aN-bN:help e115 zz113 y115) (\z True))) (Some (\e103 ^ (B-aN-bN:mean e103 x103 zz113) (B-aN-b{B-aN}:can e103)) (\z True))))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:tourism e101 v101) (\z True)) (InAnaphorSet 1 v101)) (^ (Some (\x105 Some (\e105 N-aD:people e105 x105) (\z True)) (\x106 Some (\e106 ^ (B-aN:travel e106 x106) (^ (All (\z True) (\x104 N-b{V-g{R-aN}}:when x104 e106)) (Some (\z108 Some (\e108 N:fun e108 z108) (\z True)) (\y107 Some (\e107 A-aN-bN:for e107 e106 y107) (\z True))))) (\y103 Some (\e103 ^ (B-aN-bN:mean e103 v101 y103) (B-aN-b{B-aN}:can e103)) (\z True)))) (Some (\a105 Equal a105 (\v105 ^ (Some (\e105 N-aD:people e105 v105) (\z True)) (Some (\e106 ^ (B-aN:travel e106 v105) (^ (All (\z True) (\x104 N-b{V-g{R-aN}}:when x104 e106)) (Some (\z108 Some (\e108 N:fun e108 z108) (\z True)) (\y107 Some (\e107 A-aN-bN:for e107 e106 y107) (\z True))))) (\y103 Some (\e103 ^ (B-aN-bN:mean e103 v101 y103) (B-aN-b{B-aN}:can e103)) (\z True))))) (\a105 N-b{N-aD}:the (\x112 ^ (Some (\e113 N-aD:industry e113 x112) (\z True)) (Some (\e111 A-aN:also e111 x112) (\z True))) (\zz113 ^ (N-b{N-aD}:these (\x116 ^ (Some (\e117 N-aD:people e117 x116) (\z True)) (InAnaphorSet 105 x116)) (\y115 Some (\e115 B-aN-bN:help e115 zz113 y115) (\z True))) (Some (\e103 ^ (B-aN-bN:mean e103 v101 zz113) (B-aN-b{B-aN}:can e103)) (\z True)))))))) (\a101 Some (\a108 Equal a108 (\v108 Some (\z101 ^ (Some (\e101 N:tourism e101 z101) (\z True)) (InAnaphorSet 1 z101)) (\x103 ^ (Some (\x105 Some (\e105 N-aD:people e105 x105) (\z True)) (\x106 Some (\e106 ^ (B-aN:travel e106 x106) (^ (All (\z True) (\x104 N-b{V-g{R-aN}}:when x104 e106)) (^ (Some (\e108 N:fun e108 v108) (\z True)) (Some (\e107 A-aN-bN:for e107 e106 v108) (\z True))))) (\y103 Some (\e103 ^ (B-aN-bN:mean e103 x103 y103) (B-aN-b{B-aN}:can e103)) (\z True)))) (Some (\a105 Equal a105 (\v105 ^ (Some (\e105 N-aD:people e105 v105) (\z True)) (Some (\e106 ^ (B-aN:travel e106 v105) (^ (All (\z True) (\x104 N-b{V-g{R-aN}}:when x104 e106)) (^ (Some (\e108 N:fun e108 v108) (\z True)) (Some (\e107 A-aN-bN:for e107 e106 v108) (\z True))))) (\y103 Some (\e103 ^ (B-aN-bN:mean e103 x103 y103) (B-aN-b{B-aN}:can e103)) (\z True))))) (\a105 Some (\x112 ^ (Some (\e113 N-aD:industry e113 x112) (\z True)) (Some (\e111 A-aN:also e111 x112) (\z True))) (\zz113 ^ (Some (\x116 ^ (Some (\e117 N-aD:people e117 x116) (\z True)) (InAnaphorSet 105 x116)) (\y115 Some (\e115 B-aN-bN:help e115 zz113 y115) (\z True))) (Some (\e103 ^ (B-aN-bN:mean e103 x103 zz113) (B-aN-b{B-aN}:can e103)) (\z True)))))))) (\a108 Some (\a117 Equal a117 (\v117 Some (\z101 ^ (Some (\e101 N:tourism e101 z101) (\z True)) (InAnaphorSet 1 z101)) (\x103 ^ (Some (\x105 Some (\e105 N-aD:people e105 x105) (\z True)) (\x106 Some (\e106 ^ (B-aN:travel e106 x106) (^ (All (\z True) (\x104 N-b{V-g{R-aN}}:when x104 e106)) (Some (\z108 Some (\e108 N:fun e108 z108) (\z True)) (\y107 Some (\e107 A-aN-bN:for e107 e106 y107) (\z True))))) (\y103 Some (\e103 ^ (B-aN-bN:mean e103 x103 y103) (B-aN-b{B-aN}:can e103)) (\z True)))) (Some (\a105 Equal a105 (\v105 ^ (Some (\e105 N-aD:people e105 v105) (\z True)) (Some (\e106 ^ (B-aN:travel e106 v105) (^ (All (\z True) (\x104 N-b{V-g{R-aN}}:when x104 e106)) (Some (\z108 Some (\e108 N:fun e108 z108) (\z True)) (\y107 Some (\e107 A-aN-bN:for e107 e106 y107) (\z True))))) (\y103 Some (\e103 ^ (B-aN-bN:mean e103 x103 y103) (B-aN-b{B-aN}:can e103)) (\z True))))) (\a105 Some (\x112 ^ (Some (\e113 N-aD:industry e113 x112) (\z True)) (Some (\e111 A-aN:also e111 x112) (\z True))) (\zz113 ^ (^ (^ (Some (\e117 N-aD:people e117 v117) (\z True)) (InAnaphorSet 105 v117)) (Some (\e115 B-aN-bN:help e115 zz113 v117) (\z True))) (Some (\e103 ^ (B-aN-bN:mean e103 x103 zz113) (B-aN-b{B-aN}:can e103)) (\z True)))))))) (\a117 ^ (Some (\x201 ^ (Some (\e201 N-aD:travel e201 x201) (\z True)) (Some (\z203 ^ (Some (\e203 N:fun e203 z203) (\z True)) (InAnaphorSet 108 z203)) (\y202 Some (\e202 A-aN-bN:for e202 x201 y202) (\z True)))) (\z True)) (Some (\a203 Equal a203 (\v203 Some (\x201 ^ (Some (\e201 N-aD:travel e201 x201) (\z True)) (^ (^ (Some (\e203 N:fun e203 v203) (\z True)) (InAnaphorSet 108 v203)) (Some (\e202 A-aN-bN:for e202 x201 v203) (\z True)))) (\z True))) (\a203 ^ (Some (\x301 ^ (Some (\e301 N-aD:people e301 x301) (\z True)) (InAnaphorSet 117 x301)) (\zz301 ^ (Some (\e302 N-rN:who e302 zz301) (\xx302 Some (\e303 ^ (B-aN:travel e303 xx302) (Some (\z305 ^ (Some (\e305 N:fun e305 z305) (\z True)) (InAnaphorSet 203 z305)) (\y304 Some (\e304 A-aN-bN:for e304 e303 y304) (\z True)))) (\z True))) (Some (\z True) (\x307 Some (\e307 ^ (B-aN-bA:call e307 x307 (Intension (Some (\e309 N-aD:tourist e309 zz301) (\z True)))) (B-aN-b{A-aN}:be e307)) (\z True))))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N-aD:people e301 v301) (\z True)) (InAnaphorSet 117 v301)) (^ (Some (\e302 N-rN:who e302 v301) (\xx302 Some (\e303 ^ (B-aN:travel e303 xx302) (Some (\z305 ^ (Some (\e305 N:fun e305 z305) (\z True)) (InAnaphorSet 203 z305)) (\y304 Some (\e304 A-aN-bN:for e304 e303 y304) (\z True)))) (\z True))) (Some (\z True) (\x307 Some (\e307 ^ (B-aN-bA:call e307 x307 (Intension (Some (\e309 N-aD:tourist e309 v301) (\z True)))) (B-aN-b{A-aN}:be e307)) (\z True)))))) (\a301 Some (\a305 Equal a305 (\v305 Some (\x301 ^ (Some (\e301 N-aD:people e301 x301) (\z True)) (InAnaphorSet 117 x301)) (\zz301 ^ (Some (\e302 N-rN:who e302 zz301) (\xx302 Some (\e303 ^ (B-aN:travel e303 xx302) (^ (^ (Some (\e305 N:fun e305 v305) (\z True)) (InAnaphorSet 203 v305)) (Some (\e304 A-aN-bN:for e304 e303 v305) (\z True)))) (\z True))) (Some (\z True) (\x307 Some (\e307 ^ (B-aN-bA:call e307 x307 (Intension (Some (\e309 N-aD:tourist e309 zz301) (\z True)))) (B-aN-b{A-aN}:be e307)) (\z True)))))) (\a305 ^ (Some (\x401 Some (\e401 N-aD:place e401 x401) (\z True)) (\zz401 ^ (Some (\e402 N-rN:that e402 zz401) (\xx402 Some (\x406 ^ (Some (\e406 N-aD:people e406 x406) (\z True)) (InAnaphorSet 301 x406)) (\xx406 N-b{N-aD}:a (\x403 Some (\e404 N-aD-bO:lot e404 x403 xx406) (\z True)) (\x407 Some (\e407 B-aN-bN:visit e407 x407 xx402) (\z True))))) (Some (\z True) (\x409 Some (\e409 ^ (B-aN-bA:call e409 x409 (Intension (Some (\z True) (\x411 B-aN:resort zz401 x411)))) (B-aN-b{A-aN}:be e409)) (\z True))))) (Some (\a406 Equal a406 (\v406 Some (\x401 Some (\e401 N-aD:place e401 x401) (\z True)) (\zz401 ^ (Some (\e402 N-rN:that e402 zz401) (\xx402 ^ (^ (Some (\e406 N-aD:people e406 v406) (\z True)) (InAnaphorSet 301 v406)) (N-b{N-aD}:a (\x403 Some (\e404 N-aD-bO:lot e404 x403 v406) (\z True)) (\x407 Some (\e407 B-aN-bN:visit e407 x407 xx402) (\z True))))) (Some (\z True) (\x409 Some (\e409 ^ (B-aN-bA:call e409 x409 (Intension (Some (\z True) (\x411 B-aN:resort zz401 x411)))) (B-aN-b{A-aN}:be e409)) (\z True)))))) (\a406 ^ (Some (\x506 Some (\e506 N-aD:reason e506 x506) (\z True)) (\zz506 ^ (Some (\x508 ^ (Some (\e508 N-aD:people e508 x508) (\z True)) (InAnaphorSet 406 x508)) (\x509 Some (\e509 ^ (B-aN:travel e509 x509) (^ (Some (\e507 A-aN-rN:why e507 e509 zz506) (\z True)) (Some (\z511 ^ (Some (\e511 N:fun e511 z511) (\z True)) (InAnaphorSet 305 z511)) (\y510 Some (\e510 A-aN-bN:for e510 e509 y510) (\z True))))) (\z True))) (N-b{N-aD}:a (\x503 ^ (Some (\e504 N-aD-bO:lot e504 x503 zz506) (\z True)) (B-aN-b{A-aN}:be x503)) (\z True)))) (N-b{N-aD}:the (\x601 ^ (Some (\e603 N-aD:industry e603 x601) (\z True)) (^ (Some (\e602 N-aD:tourism e602 x601) (\z True)) (InAnaphorSet 101 x601))) (\z True)))))))))))))))) 104 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:error e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:error e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:the (\x101 ^ (Some (\e103 N-aD:error e103 x101) (\z True)) (^ (Some (\e102 N-aD:word e102 x101) (\z True)) (InAnaphorSet 1 x101))) (\x105 Some (\x107 ^ (Some (\e107 N-aD:thing e107 x107) (\z True)) (Some (\e106 A-aN:different e106 x107) (\z True))) (\y105 Some (\e105 ^ (B-aN-bN:mean e105 x105 y105) (B-aN-b{B-aN}:can e105)) (\z True)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e103 N-aD:error e103 v102) (\z True)) (^ (Some (\e102 N-aD:word e102 v102) (\z True)) (InAnaphorSet 1 v102))) (Some (\x107 ^ (Some (\e107 N-aD:thing e107 x107) (\z True)) (Some (\e106 A-aN:different e106 x107) (\z True))) (\y105 Some (\e105 ^ (B-aN-bN:mean e105 v102 y105) (B-aN-b{B-aN}:can e105)) (\z True))))) (\a102 ^ (^ (^ (Some (\z205 ^ (Some (\e205 N:error e205 z205) (\z True)) (InAnaphorSet 102 z205)) (\x209 Some (\e209 ^ (B-aN:wander e209 x209) (^ (B-aN-b{A-aN}:mean e209) (Some (\z202 Some (\e202 N:latin e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e209 y201) (\z True))))) (\z True))) (Some (\z205 ^ (Some (\e205 N:error e205 z205) (\z True)) (InAnaphorSet 102 z205)) (\x213 Some (\e213 ^ (B-aN:go e213 x213) (^ (^ (B-aN-b{A-aN}:mean e213) (Some (\z202 Some (\e202 N:latin e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e213 y201) (\z True)))) (Some (\e214 A-aN:away e214 e213) (\z True)))) (\z True)))) (Some (\a205 Equal a205 (\v205 ^ (^ (^ (Some (\e205 N:error e205 v205) (\z True)) (InAnaphorSet 102 v205)) (Some (\e209 ^ (B-aN:wander e209 v205) (^ (B-aN-b{A-aN}:mean e209) (Some (\z202 Some (\e202 N:latin e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e209 y201) (\z True))))) (\z True))) (^ (^ (Some (\e205 N:error e205 v205) (\z True)) (InAnaphorSet 102 v205)) (Some (\e213 ^ (B-aN:go e213 v205) (^ (^ (B-aN-b{A-aN}:mean e213) (Some (\z202 Some (\e202 N:latin e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e213 y201) (\z True)))) (Some (\e214 A-aN:away e214 e213) (\z True)))) (\z True))))) (\a205 Some (\z218 ^ (Some (\e218 N:it e218 z218) (\z True)) (InAnaphorSet 205 z218)) (\zz220 Some (\z True) (\x224 Some (\z226 Some (\e226 N:mistake e226 z226) (\z True)) (\y224 Some (\e224 ^ (B-aN-bN:mean e224 x224 y224) (^ (B-aN-b{I-aN}-bN:use e224) (^ (^ (B-aN-b{A-aN}:be e224) (Some (\z202 Some (\e202 N:latin e202 z202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e224 y201) (\z True)))) (Some (\e222 ^ (A-aN:often e222 e224) (Some (\e221 A-aN:more e221 e222) (\z True))) (\z True))))) (\z True))))))) (^ (Some (\z True) (\x301 Some (\x302 Some (\e302 N-aD:statistic e302 x302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 x301 y301) (\z True)))) (Some (\a302 Equal a302 (\v302 Some (\z True) (\x301 ^ (Some (\e302 N-aD:statistic e302 v302) (\z True)) (Some (\e301 A-aN-bN:in e301 x301 v302) (\z True))))) (\a302 ^ (N-b{N-aD}:an (\x404 ^ (Some (\e405 N-aD:error e405 x404) (\z True)) (InAnaphorSet 102 x404)) (\xx405 BMDL-aN-b{B-aN}:not (\x ^ (B-aN-b{B-aN}:do x) (Some (\x402 ^ (Some (\e402 N-aD:statistics e402 x402) (\z True)) (InAnaphorSet 302 x402)) (\y401 Some (\e401 A-aN-bN:in e401 x y401) (\z True)))) (\e N-b{N-aD}:a (\x411 Some (\e412 N-aD:mistake e412 x411) (\z True)) (\y410 Some (\e410 ^ (B-aN-bN:mean e410 xx405 y410) (Equal e410 e)) (\z True))))) (^ (N-b{N-aD}:a (\x501 ^ (Some (\e503 N-aD:error e503 x501) (\z True)) (^ (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 1 x501)) (Some (\e502 A-aN:statistical e502 x501) (\z True)))) (\x N-b{N-aD}:the (\x506 Some (\e507 N-aD:amount e507 x506) (\z True)) (\zz507 ^ (N-b{N-aD}:a (\x510 Some (\e511 N-aD:sample e511 x510) (\z True)) (\x512 Some (\e512 ^ (B-aN:differ e512 x512) (^ (Some (\e509 N-rN:which e509 zz507) (\y508 Some (\e508 A-aN-bN:by e508 e512 y508) (\z True))) (Some (\x516 ^ (Some (\e516 N-aD:value e516 x516) (\z True)) (Some (\e515 A-aN:expected e515 x516) (\z True))) (\y513 Some (\e513 A-aN-bN:from e513 e512 y513) (\z True))))) (\z True))) (Equal zz507 x)))) (Some (\a516 Equal a516 (\v516 Some (\x501 ^ (Some (\e503 N-aD:error e503 x501) (\z True)) (^ (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 1 x501)) (Some (\e502 A-aN:statistical e502 x501) (\z True)))) (\x ^ (Some (\e507 N-aD:amount e507 x) (\z True)) (Some (\x510 Some (\e511 N-aD:sample e511 x510) (\z True)) (\x512 Some (\e512 ^ (B-aN:differ e512 x512) (^ (Some (\e509 N-rN:which e509 x) (\y508 Some (\e508 A-aN-bN:by e508 e512 y508) (\z True))) (^ (^ (Some (\e516 N-aD:value e516 v516) (\z True)) (Some (\e515 A-aN:expected e515 v516) (\z True))) (Some (\e513 A-aN-bN:from e513 e512 v516) (\z True))))) (\z True)))))) (\a516 N-b{N-aD}:the (\x601 ^ (Some (\e603 N-aD:value e603 x601) (\z True)) (^ (InAnaphorSet 516 x601) (Some (\z True) (\x602 Some (\e602 B-aN-bN:expect e602 x602 x601) (\z True))))) (\zz605 Some (\z True) (\x605 Some (\e605 ^ (B-aN-bN:base e605 x605 zz605) (^ (B-aN-b{A-aN}:be e605) (N-b{N-aD}:the (\x607 Some (\z True) (\x609 ^ (B-aN:populate x607 x609) (Some (\e608 A-aN:whole e608 x607) (\z True)))) (\zz609 ^ (N-b{N-aD}:the (\x612 ^ (Some (\e613 N-aD:individual e613 x612) (\z True)) (InAnaphorSet 514 x612)) (\zz615 Some (\z True) (\x615 Some (\e615 ^ (B-aN-bN:choose e615 x615 zz615) (^ (B-aN-b{A-aN}:be e615) (Some (\e611 N-rN:which e611 zz609) (\y610 Some (\e610 A-aN-bN:from e610 e615 y610) (\z True))))) (\z True)))) (Some (\e606 A-aN-bN:on e606 e605 zz609) (\z True)))))) (\z True)))))))))))))) 105 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:chocolate e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:chocolate e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:chocolate e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:food e104 x103) (\z True)) (Some (\z True) (\x105 Some (\e105 ^ (B-aN-bN:make e105 x105 x103) (N-b{N-aD}:a (\x110 ^ (Some (\e112 N-aD:tree e112 x110) (\z True)) (Some (\e111 N-aD:cacao e111 x110) (\z True))) (\xx112 N-b{N-aD}:the (\x107 Some (\e108 N-aD-bO:seed e108 x107 xx112) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 e105 y106) (\z True))))) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:chocolate e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:food e104 x103) (\z True)) (Some (\z True) (\x105 Some (\e105 ^ (B-aN-bN:make e105 x105 x103) (N-b{N-aD}:a (\x110 ^ (Some (\e112 N-aD:tree e112 x110) (\z True)) (Some (\e111 N-aD:cacao e111 x110) (\z True))) (\xx112 N-b{N-aD}:the (\x107 Some (\e108 N-aD-bO:seed e108 x107 xx112) (\z True)) (\y106 Some (\e106 A-aN-bN:from e106 e105 y106) (\z True))))) (\z True)))) (\y Equal y v101)))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz203 Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:use e203 x203 zz203) (^ (B-aN-b{A-aN}:be e203) (Some (\x206 ^ (Some (\e206 N-aD:dessert e206 x206) (\z True)) (^ (^ (Some (\z208 ^ (Some (\e208 N:pudding e208 z208) (\z True)) (InAnaphorSet 206 z208)) (\y207 Some (\e207 A-aN-bN:like e207 x206 y207) (\z True))) (^ (Some (\x210 ^ (Some (\e210 N-aD:cake e210 x210) (\z True)) (InAnaphorSet 206 x210)) (\y207 Some (\e207 A-aN-bN:like e207 x206 y207) (\z True))) (^ (Some (\x212 ^ (Some (\e212 N-aD:candy e212 x212) (\z True)) (InAnaphorSet 206 x212)) (\y207 Some (\e207 A-aN-bN:like e207 x206 y207) (\z True))) (Some (\x216 ^ (Some (\e216 N-aD:cream e216 x216) (\z True)) (^ (InAnaphorSet 206 x216) (Some (\e215 N-aD:ice e215 x216) (\z True)))) (\y207 Some (\e207 A-aN-bN:like e207 x206 y207) (\z True)))))) (Some (\e205 A-aN:many e205 x206) (\z True)))) (\y204 Some (\e204 A-aN-bN:in e204 e203 y204) (\z True))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:use e203 x203 v201) (^ (B-aN-b{A-aN}:be e203) (Some (\x206 ^ (Some (\e206 N-aD:dessert e206 x206) (\z True)) (^ (^ (Some (\z208 ^ (Some (\e208 N:pudding e208 z208) (\z True)) (InAnaphorSet 206 z208)) (\y207 Some (\e207 A-aN-bN:like e207 x206 y207) (\z True))) (^ (Some (\x210 ^ (Some (\e210 N-aD:cake e210 x210) (\z True)) (InAnaphorSet 206 x210)) (\y207 Some (\e207 A-aN-bN:like e207 x206 y207) (\z True))) (^ (Some (\x212 ^ (Some (\e212 N-aD:candy e212 x212) (\z True)) (InAnaphorSet 206 x212)) (\y207 Some (\e207 A-aN-bN:like e207 x206 y207) (\z True))) (Some (\x216 ^ (Some (\e216 N-aD:cream e216 x216) (\z True)) (^ (InAnaphorSet 206 x216) (Some (\e215 N-aD:ice e215 x216) (\z True)))) (\y207 Some (\e207 A-aN-bN:like e207 x206 y207) (\z True)))))) (Some (\e205 A-aN:many e205 x206) (\z True)))) (\y204 Some (\e204 A-aN-bN:in e204 e203 y204) (\z True))))) (\z True))))) (\a201 ^ (^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (^ (^ (B-aN-b{A-aN}:be z301) (B-aN-b{B-aN}:can z301)) (InAnaphorSet 201 z301))) (\x N-b{N-aD}:a (\x304 ^ (Some (\e306 N-aD:form e306 x304) (\z True)) (^ (N-b{N-aD}:a (\x308 ^ (Some (\e310 N-aD:bar e310 x308) (\z True)) (Some (\e309 N-aD:candy e309 x308) (\z True))) (\y307 Some (\e307 A-aN-bN:like e307 x304 y307) (\z True))) (Some (\e305 A-aN:solid e305 x304) (\z True)))) (\y Equal y x))) (Some (\z312 ^ (Some (\e312 N:it e312 z312) (\z True)) (InAnaphorSet 201 z312)) (\x315 N-b{N-aD}:a (\x316 ^ (Some (\e318 N-aD:form e318 x316) (\z True)) (^ (Some (\x321 ^ (Some (\e321 N-aD:chocolate e321 x321) (\z True)) (Some (\e320 A-aN:hot e320 x321) (\z True))) (\y319 Some (\e319 A-aN-bN:like e319 x316 y319) (\z True))) (Some (\e317 A-aN:liquid e317 x316) (\z True)))) (\y315 Some (\e315 ^ (A-aN-bN:in e315 x315 y315) (^ (B-aN-b{A-aN}:be e315) (B-aN-b{B-aN}:can e315))) (\z True))))) (^ (Some (\x404 ^ (Some (\e404 N-aD:chocolate e404 x404) (\z True)) (InAnaphorSet 201 x404)) (\xx404 Some (\a404 Equal a404 (\v404 ^ (Some (\e404 N-aD:chocolate e404 xx404) (\z True)) (InAnaphorSet 201 xx404))) (\a404 N-b{N-aD}:the (\x401 Some (\z True) (\x402 B-aN-bN:taste x401 x402 xx404)) (\zz407 Some (\a402 Equal a402 (\v402 Some (\z True) (\x402 B-aN-bN:taste zz407 x402 xx404))) (\a402 Some (\z True) (\x407 Some (\e407 ^ (B-aN-bN:describe e407 x407 zz407) (^ (^ (^ (B-aN-b{A-aN}:be e407) (Some (\e406 A-aN:often e406 e407) (\z True))) (Some (\e410 A-aN-bV:because e410 e407 (Intension (Some (\x412 ^ (Some (\e412 N-aD:maker e412 x412) (\z True)) (^ (Some (\e411 N-aD:chocolate e411 x412) (\z True)) (^ (InAntecedentSet 411 x412) (InAnaphorSet 404 x412)))) (\x414 ^ (Some (\z418 Some (\e418 N:sugar e418 z418) (\z True)) (\xx419 N-b{N-aD}:a (\x415 Some (\e416 N-aD-bO:lot e416 x415 xx419) (\z True)) (\y414 Some (\e414 ^ (B-aN-bN:add e414 x414 y414) (^ (Some (\e413 A-aN:usual e413 e414) (\z True)) (Some (\e422 ^ (B:taste e422 x422) (InAnaphorSet 402 e422)) (\y421 Some (\e421 A-aN-bN:for e421 e414 y421) (\z True))))) (\z True)))) (Some (\z420 Some (\e420 N:milk e420 z420) (\z True)) (\xx419 N-b{N-aD}:a (\x415 Some (\e416 N-aD-bO:lot e416 x415 xx419) (\z True)) (\y414 Some (\e414 ^ (B-aN-bN:add e414 x414 y414) (^ (Some (\e413 A-aN:usual e413 e414) (\z True)) (Some (\e422 ^ (B:taste e422 x422) (InAnaphorSet 402 e422)) (\y421 Some (\e421 A-aN-bN:for e421 e414 y421) (\z True))))) (\z True)))))))) (\z True))) (Some (\e409 ^ (A-aN:sweet e409 e407) (A-aN-b{A-aN}:as e409)) (\z True)))) (\z True))))))) (^ (Some (\z501 Some (\e501 N:this e501 z501) (\z True)) (\x502 Some (\e502 ^ (B-aN-bC:mean e502 x502 (Intension (Some (\x504 ^ (Some (\e504 N-aD:chocolate e504 x504) (\z True)) (^ (InAntecedentSet 504 x504) (InAnaphorSet 411 x504))) (\x507 Some (\e507 ^ (A-aN:bad e507 x507) (^ (^ (B-aN-b{A-aN}:be e507) (B-aN-b{B-aN}:can e507)) (Some (\x510 Some (\e510 N-aD:health e510 x510) (\z True)) (\y508 Some (\e508 A-aN-bN:for e508 e507 y508) (\z True))))) (\z True))))) (Some (\e512 A-aN-bV:so e512 e502 (Intension (Some (\z True) (\x517 Some (\z518 ^ (Some (\e518 N:it e518 z518) (\z True)) (InAnaphorSet 504 z518)) (\y517 Some (\e517 ^ (B-aN-bN:eat e517 x517 y517) (Some (\e520 B:moderate e520 x520) (\y519 Some (\e519 A-aN-bN:in e519 e517 y519) (\z True)))) (\x515 Some (\e515 ^ (A-aN:good e515 x515) (B-aN-b{A-aN}:be e515)) (\z True))))))) (\z True))) (\z True))) (Some (\x603 ^ (Some (\e603 N-aD:chocolate e603 x603) (\z True)) (InAnaphorSet 504 x603)) (\xx603 Some (\x601 Some (\e601 N-aD-bO:type e601 x601 xx603) (\z True)) (\z True)))))))))))) 106 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:guinea e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:guinea e1 v1) (\z True))) (\a1 ^ (^ (Some (\z101 ^ (Some (\e101 N:guinea e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:an (\x112 ^ (Some (\e114 N-aD:nation e114 x112) (\z True)) (^ (Some (\x117 ^ (Some (\e117 N-aD:africa e117 x117) (\z True)) (Some (\e116 A-aN:western e116 x117) (\z True))) (\y115 Some (\e115 A-aN-bN:in e115 x112 y115) (\z True))) (Some (\e113 A-aN:independent e113 x112) (\z True)))) (\y Equal y x))) (Some (\z107 Some (\e107 N:guinea e107 z107) (\z True)) (\xx107 N-b{N-aD}:the (\x104 ^ (Some (\e105 N-aD-bO:republic e105 x104 xx107) (\z True)) (B-aN-b{A-aN}:be x104)) (\x N-b{N-aD}:an (\x112 ^ (Some (\e114 N-aD:nation e114 x112) (\z True)) (^ (Some (\x117 ^ (Some (\e117 N-aD:africa e117 x117) (\z True)) (Some (\e116 A-aN:western e116 x117) (\z True))) (\y115 Some (\e115 A-aN-bN:in e115 x112 y115) (\z True))) (Some (\e113 A-aN:independent e113 x112) (\z True)))) (\y Equal y x))))) (Some (\a101 Equal a101 (\v101 ^ (^ (^ (Some (\e101 N:guinea e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:an (\x112 ^ (Some (\e114 N-aD:nation e114 x112) (\z True)) (^ (Some (\x117 ^ (Some (\e117 N-aD:africa e117 x117) (\z True)) (Some (\e116 A-aN:western e116 x117) (\z True))) (\y115 Some (\e115 A-aN-bN:in e115 x112 y115) (\z True))) (Some (\e113 A-aN:independent e113 x112) (\z True)))) (\y Equal y v101))) (Some (\z107 Some (\e107 N:guinea e107 z107) (\z True)) (\xx107 Some (\x104 ^ (Some (\e105 N-aD-bO:republic e105 x104 xx107) (\z True)) (B-aN-b{A-aN}:be x104)) (\x ^ (Some (\e114 N-aD:nation e114 x) (\z True)) (^ (Some (\x117 ^ (Some (\e117 N-aD:africa e117 x117) (\z True)) (Some (\e116 A-aN:western e116 x117) (\z True))) (\y115 Some (\e115 A-aN-bN:in e115 x y115) (\z True))) (Some (\e113 A-aN:independent e113 x) (\z True)))))))) (\a101 ^ (Some (\z201 Some (\e201 N:they e201 z201) (\z True)) (\x202 Some (\x203 Some (\e203 N-aD:french e203 x203) (\z True)) (\y202 Some (\e202 B-aN-bN:speak e202 x202 y202) (\z True)))) (^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (InAnaphorSet 101 z301))) (\x Some (\x311 ^ (Some (\e311 N-aD:state e311 x311) (\z True)) (Some (\e310 ^ (A-aN:african e310 x311) (Some (\e309 A-aN:west e309 e310) (\z True))) (\z True))) (\xx311 Some (\x307 ^ (Some (\e307 N-aD-bO:community e307 x307 xx311) (\z True)) (Some (\e306 N-aD:economic e306 x307) (\z True))) (\xx307 N-b{N-aD}:a (\x303 Some (\e304 N-aD-bO:member e304 x303 xx307) (\z True)) (\y Equal y x))))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:it e301 v301) (\z True)) (^ (B-aN-b{A-aN}:be v301) (InAnaphorSet 101 v301))) (Some (\x311 ^ (Some (\e311 N-aD:state e311 x311) (\z True)) (Some (\e310 ^ (A-aN:african e310 x311) (Some (\e309 A-aN:west e309 e310) (\z True))) (\z True))) (\xx311 Some (\x307 ^ (Some (\e307 N-aD-bO:community e307 x307 xx311) (\z True)) (Some (\e306 N-aD:economic e306 x307) (\z True))) (\xx307 N-b{N-aD}:a (\x303 Some (\e304 N-aD-bO:member e304 x303 xx307) (\z True)) (\y Equal y v301)))))) (\a301 ^ (^ (Some (\x401 Some (\e401 N-aD:prefecture e401 x401) (\z True)) (\z True)) (Some (\x403 Some (\e403 N-aD:region e403 x403) (\z True)) (\z True))) (Some (\a401 Equal a401 (\v401 ^ (Some (\e401 N-aD:prefecture e401 v401) (\z True)) (Some (\x403 Some (\e403 N-aD:region e403 x403) (\z True)) (\z True)))) (\a401 Some (\a403 Equal a403 (\v403 ^ (Some (\x401 Some (\e401 N-aD:prefecture e401 x401) (\z True)) (\z True)) (Some (\e403 N-aD:region e403 v403) (\z True)))) (\a403 ^ (^ (Some (\z501 ^ (Some (\e501 N:guinea e501 z501) (\z True)) (InAnaphorSet 301 z501)) (\zz503 Some (\z True) (\x503 Some (\e503 ^ (B-aN-bN:divide e503 x503 zz503) (^ (B-aN-b{A-aN}:be e503) (Some (\x506 ^ (Some (\e506 N-aD:region e506 x506) (\z True)) (^ (InAnaphorSet 403 x506) (Some (\e505 A-aN:7 e505 x506) (\z True)))) (\y504 Some (\e504 A-aN-bN:into e504 e503 y504) (\z True))))) (\z True)))) (Some (\z501 ^ (Some (\e501 N:guinea e501 z501) (\z True)) (InAnaphorSet 301 z501)) (\zz509 Some (\z True) (\x509 Some (\e509 ^ (B-aN-bN:divide e509 x509 zz509) (^ (^ (^ (B-aN-b{A-aN}:be e509) (Some (\e508 A-aN:then e508 e509) (\z True))) (Some (\x514 ^ (Some (\e514 N-aD:prefecture e514 x514) (\z True)) (^ (InAnaphorSet 401 x514) (Some (\e513 A-aN:33 e513 x514) (\z True)))) (\y512 Some (\e512 A-aN-bN:into e512 e509 y512) (\z True)))) (Some (\e511 ^ (A-aN:far e511 e509) (Some (\e510 A-aN:even e510 e511) (\z True))) (\z True)))) (\z True))))) (Some (\a501 Equal a501 (\v501 ^ (^ (^ (Some (\e501 N:guinea e501 v501) (\z True)) (InAnaphorSet 301 v501)) (Some (\z True) (\x503 Some (\e503 ^ (B-aN-bN:divide e503 x503 v501) (^ (B-aN-b{A-aN}:be e503) (Some (\x506 ^ (Some (\e506 N-aD:region e506 x506) (\z True)) (^ (InAnaphorSet 403 x506) (Some (\e505 A-aN:7 e505 x506) (\z True)))) (\y504 Some (\e504 A-aN-bN:into e504 e503 y504) (\z True))))) (\z True)))) (^ (^ (Some (\e501 N:guinea e501 v501) (\z True)) (InAnaphorSet 301 v501)) (Some (\z True) (\x509 Some (\e509 ^ (B-aN-bN:divide e509 x509 v501) (^ (^ (^ (B-aN-b{A-aN}:be e509) (Some (\e508 A-aN:then e508 e509) (\z True))) (Some (\x514 ^ (Some (\e514 N-aD:prefecture e514 x514) (\z True)) (^ (InAnaphorSet 401 x514) (Some (\e513 A-aN:33 e513 x514) (\z True)))) (\y512 Some (\e512 A-aN-bN:into e512 e509 y512) (\z True)))) (Some (\e511 ^ (A-aN:far e511 e509) (Some (\e510 A-aN:even e510 e511) (\z True))) (\z True)))) (\z True)))))) (\a501 Some (\z604 ^ (Some (\e604 N:guinea e604 z604) (\z True)) (^ (InAnaphorSet 501 z604) (Some (\e606 N:conakry e606 z604) (\z True)))) (\xx604 N-b{N-aD}:the (\x601 ^ (Some (\e602 N-aD-bO:capital e602 x601 xx604) (\z True)) (B-aN-b{A-aN}:be x601)) (\x N-b{N-aD}:a (\x609 ^ (Some (\e611 N-aD:area e611 x609) (\z True)) (Some (\e610 A-aN:special e610 x609) (\z True))) (\y Equal y x)))))))))))))))) 107 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:samuel e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:samuel e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:samuel e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x103 ^ (^ (Some (\e105 N-aD:priest e105 x103) (\z True)) (^ (N-b{N-aD}:the (\x114 ^ (Some (\e116 N-aD:testament e116 x114) (\z True)) (Some (\e115 N-aD:old e115 x114) (\z True))) (\y113 Some (\e113 A-aN-bN:in e113 x103 y113) (\z True))) (Some (\e104 A-aN:jewish e104 x103) (\z True)))) (^ (^ (Some (\e107 N-aD:prophet e107 x103) (\z True)) (^ (N-b{N-aD}:the (\x114 ^ (Some (\e116 N-aD:testament e116 x114) (\z True)) (Some (\e115 N-aD:old e115 x114) (\z True))) (\y113 Some (\e113 A-aN-bN:in e113 x103 y113) (\z True))) (Some (\e104 A-aN:jewish e104 x103) (\z True)))) (^ (Some (\e110 N-aD:judge e110 x103) (\z True)) (^ (^ (N-b{N-aD}:the (\x114 ^ (Some (\e116 N-aD:testament e116 x114) (\z True)) (Some (\e115 N-aD:old e115 x114) (\z True))) (\y113 Some (\e113 A-aN-bN:in e113 x103 y113) (\z True))) (Some (\e104 A-aN:jewish e104 x103) (\z True))) (Some (\z112 Some (\e112 N:israel e112 z112) (\z True)) (\y111 Some (\e111 A-aN-bN:over e111 x103 y111) (\z True))))))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:samuel e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (^ (Some (\e105 N-aD:priest e105 x103) (\z True)) (^ (N-b{N-aD}:the (\x114 ^ (Some (\e116 N-aD:testament e116 x114) (\z True)) (Some (\e115 N-aD:old e115 x114) (\z True))) (\y113 Some (\e113 A-aN-bN:in e113 x103 y113) (\z True))) (Some (\e104 A-aN:jewish e104 x103) (\z True)))) (^ (^ (Some (\e107 N-aD:prophet e107 x103) (\z True)) (^ (N-b{N-aD}:the (\x114 ^ (Some (\e116 N-aD:testament e116 x114) (\z True)) (Some (\e115 N-aD:old e115 x114) (\z True))) (\y113 Some (\e113 A-aN-bN:in e113 x103 y113) (\z True))) (Some (\e104 A-aN:jewish e104 x103) (\z True)))) (^ (Some (\e110 N-aD:judge e110 x103) (\z True)) (^ (^ (N-b{N-aD}:the (\x114 ^ (Some (\e116 N-aD:testament e116 x114) (\z True)) (Some (\e115 N-aD:old e115 x114) (\z True))) (\y113 Some (\e113 A-aN-bN:in e113 x103 y113) (\z True))) (Some (\e104 A-aN:jewish e104 x103) (\z True))) (Some (\z112 Some (\e112 N:israel e112 z112) (\z True)) (\y111 Some (\e111 A-aN-bN:over e111 x103 y111) (\z True))))))) (\y Equal y v101)))) (\a101 Some (\a116 Equal a116 (\v116 Some (\x101 ^ (Some (\e101 N-aD:samuel e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (^ (Some (\e105 N-aD:priest e105 x) (\z True)) (^ (^ (^ (Some (\e116 N-aD:testament e116 v116) (\z True)) (Some (\e115 N-aD:old e115 v116) (\z True))) (Some (\e113 A-aN-bN:in e113 x v116) (\z True))) (Some (\e104 A-aN:jewish e104 x) (\z True)))) (^ (^ (Some (\e107 N-aD:prophet e107 x) (\z True)) (^ (^ (^ (Some (\e116 N-aD:testament e116 v116) (\z True)) (Some (\e115 N-aD:old e115 v116) (\z True))) (Some (\e113 A-aN-bN:in e113 x v116) (\z True))) (Some (\e104 A-aN:jewish e104 x) (\z True)))) (^ (Some (\e110 N-aD:judge e110 x) (\z True)) (^ (^ (^ (^ (Some (\e116 N-aD:testament e116 v116) (\z True)) (Some (\e115 N-aD:old e115 v116) (\z True))) (Some (\e113 A-aN-bN:in e113 x v116) (\z True))) (Some (\e104 A-aN:jewish e104 x) (\z True))) (Some (\z112 Some (\e112 N:israel e112 z112) (\z True)) (\y111 Some (\e111 A-aN-bN:over e111 x y111) (\z True))))))))) (\a116 ^ (Some (\z201 ^ (Some (\e201 N:he e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz203 Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:find e203 x203 zz203) (^ (B-aN-b{A-aN}:be e203) (Some (\x206 ^ (Some (\e206 N-aD:samuel e206 x206) (\z True)) (Some (\e205 A-aN:1 e205 x206) (\z True))) (\y204 Some (\e204 A-aN-bN:in e204 e203 y204) (\z True))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:he e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:find e203 x203 v201) (^ (B-aN-b{A-aN}:be e203) (Some (\x206 ^ (Some (\e206 N-aD:samuel e206 x206) (\z True)) (Some (\e205 A-aN:1 e205 x206) (\z True))) (\y204 Some (\e204 A-aN-bN:in e204 e203 y204) (\z True))))) (\z True))))) (\a201 ^ (Some (\x302 ^ (Some (\e302 N-aD:name e302 x302) (\z True)) (InAnaphorSet 1 x302)) (\x303 Some (\z307 Some (\e307 N:god e307 z307) (\z True)) (\xx307 N-bO:heard (\x305 ^ (^ (Some (\e312 N-aD:20 e312 xx307) (\z True)) (^ (Some (\e310 A-aN:1 e310 xx307) (\z True)) (Some (\e311 N-aD:samuel e311 xx307) (\z True)))) (Equal xx307 x305)) (\y303 Some (\e303 B-aN-bN:suggest e303 x303 y303) (\z True))))) (^ (Some (\x401 Some (\e401 N-aD:birth e401 x401) (\z True)) (\z True)) (^ (Some (\z501 Some (\e501 N:we e501 z501) (\z True)) (\x504 Some (\e504 ^ (A-aN:sure e504 x504) (^ (B-aN-b{A-aN}:be e504) (Some (\e502 A-aN:cannot e502 e504) (\z True)))) (\zz504 Some (\x507 ^ (Some (\e507 N-aD:samuel e507 x507) (\z True)) (^ (InAnaphorSet 201 x507) (Some (\e506 A-aN:exact e506 x507) (\z True)))) (\zz509 Some (\z True) (\x509 Some (\e509 ^ (B-aN-bN:born e509 x509 zz509) (^ (B-aN-b{A-aN}:be e509) (Some (\e505 A-aN-rN:when e505 e509 zz504) (\z True)))) (\z True)))))) (Some (\a501 Equal a501 (\v501 ^ (Some (\e501 N:we e501 v501) (\z True)) (Some (\e504 ^ (A-aN:sure e504 v501) (^ (B-aN-b{A-aN}:be e504) (Some (\e502 A-aN:cannot e502 e504) (\z True)))) (\zz504 Some (\x507 ^ (Some (\e507 N-aD:samuel e507 x507) (\z True)) (^ (InAnaphorSet 201 x507) (Some (\e506 A-aN:exact e506 x507) (\z True)))) (\zz509 Some (\z True) (\x509 Some (\e509 ^ (B-aN-bN:born e509 x509 zz509) (^ (B-aN-b{A-aN}:be e509) (Some (\e505 A-aN-rN:when e505 e509 zz504) (\z True)))) (\z True))))))) (\a501 Some (\z603 ^ (Some (\e603 N:we e603 z603) (\z True)) (InAnaphorSet 501 z603)) (\x605 Some (\e605 ^ (B-aN-bC:know e605 x605 (Intension (Some (\x612 ^ (Some (\e612 N-aD:father e612 x612) (\z True)) (B-aN-b{A-aN}:be x612)) (\x N-b{N-aD}:a (\x615 ^ (Some (\e616 N-aD:zuphite e616 x615) (\z True)) (N-b{N-aD}:the (\x618 ^ (Some (\e620 N-aD:country e620 x618) (\z True)) (^ (Some (\x622 Some (\e622 N-aD:ephraim e622 x622) (\z True)) (\y621 Some (\e621 A-aN-bN:of e621 x618 y621) (\z True))) (Some (\e619 N-aD:hill e619 x618) (\z True)))) (\y617 Some (\e617 A-aN-bN:from e617 x615 y617) (\z True)))) (\zz616 ^ (Some (\x625 Some (\e625 N-aD:name e625 x625) (\z True)) (\xx625 ^ (B-aN-b{A-aN}:be xx625) (^ (Some (\e627 N-aD:elkanah e627 xx625) (\z True)) (Some (\x630 ^ (Some (\e630 N-aD:jeroham e630 x630) (\z True)) (Some (\x635 ^ (Some (\e635 N-aD:elihu e635 x635) (\z True)) (Some (\x640 ^ (Some (\e640 N-aD:tohu e640 x640) (\z True)) (Some (\x645 ^ (Some (\e645 N-aD:zuph e645 x645) (\z True)) (N-b{N-aD}:an (\x647 Some (\e648 N-aD:ephraimite e648 x647) (\z True)) (\y Equal y x645))) (\xx645 N-b{N-aD}:the (\x642 Some (\e643 N-aD-bO:son e643 x642 xx645) (\z True)) (\y Equal y x640)))) (\xx640 N-b{N-aD}:the (\x637 Some (\e638 N-aD-bO:son e638 x637 xx640) (\z True)) (\y Equal y x635)))) (\xx635 N-b{N-aD}:the (\x632 Some (\e633 N-aD-bO:son e633 x632 xx635) (\z True)) (\y Equal y x630)))) (\xx630 Some (\e628 N-aD-bO:son e628 xx625 xx630) (\z True)))))) (Equal zz616 x)))))) (^ (^ (B-aN-b{B-aN}:do e605) (Some (\e601 A-aN:however e601 e605) (\z True))) (N-b{N-aD}:the (\x607 ^ (Some (\e609 N-aD:testament e609 x607) (\z True)) (^ (InAnaphorSet 116 x607) (Some (\e608 A-aN:old e608 x607) (\z True)))) (\y606 Some (\e606 A-aN-bN:from e606 e605 y606) (\z True))))) (\z True)))))))))))))) 108 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:weapon e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:weapon e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:weapon e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:an (\x104 Some (\e105 N-aD:object e105 x104) (\z True)) (\zz105 ^ (Some (\z True) (\x109 Some (\e109 ^ (B-aN-bN:use e109 x109 zz105) (^ (^ (B-aN-b{A-aN}:be e109) (B-aN-b{B-aN}:can e109)) (^ (N-b{N-aD}:a (\x114 ^ (Some (\e115 N-aD:person e115 x114) (\z True)) (Some (\e117 N-aD:animal e117 x114) (\z True))) (\y111 Some (\e111 B-aN-bN:attack e111 e109 y111) (\z True))) (N-b{N-aD}:a (\x114 ^ (Some (\e115 N-aD:person e115 x114) (\z True)) (Some (\e117 N-aD:animal e117 x114) (\z True))) (\y113 Some (\e113 B-aN-bN:injure e113 e109 y113) (\z True)))))) (\z True))) (Equal zz105 x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:weapon e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:an (\x104 Some (\e105 N-aD:object e105 x104) (\z True)) (\zz105 ^ (Some (\z True) (\x109 Some (\e109 ^ (B-aN-bN:use e109 x109 zz105) (^ (^ (B-aN-b{A-aN}:be e109) (B-aN-b{B-aN}:can e109)) (^ (N-b{N-aD}:a (\x114 ^ (Some (\e115 N-aD:person e115 x114) (\z True)) (Some (\e117 N-aD:animal e117 x114) (\z True))) (\y111 Some (\e111 B-aN-bN:attack e111 e109 y111) (\z True))) (N-b{N-aD}:a (\x114 ^ (Some (\e115 N-aD:person e115 x114) (\z True)) (Some (\e117 N-aD:animal e117 x114) (\z True))) (\y113 Some (\e113 B-aN-bN:injure e113 e109 y113) (\z True)))))) (\z True))) (Equal zz105 v102))))) (\a102 ^ (Some (\x201 Some (\e201 N-aD:people e201 x201) (\z True)) (\x203 Some (\x204 ^ (Some (\e204 N-aD:weapon e204 x204) (\z True)) (InAnaphorSet 102 x204)) (\y203 Some (\e203 ^ (B-aN-bN:use e203 x203 y203) (^ (B-aN-b{L-aN}:have e203) (Some (\x208 ^ (Some (\e208 N-aD:time e208 x208) (\z True)) (Some (\e207 ^ (A-aN:ancient e207 x208) (Some (\e206 A-aN:very e206 e207) (\z True))) (\z True))) (\y205 Some (\e205 A-aN-bN:since e205 e203 y205) (\z True))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (Some (\e201 N-aD:people e201 v201) (\z True)) (Some (\x204 ^ (Some (\e204 N-aD:weapon e204 x204) (\z True)) (InAnaphorSet 102 x204)) (\y203 Some (\e203 ^ (B-aN-bN:use e203 v201 y203) (^ (B-aN-b{L-aN}:have e203) (Some (\x208 ^ (Some (\e208 N-aD:time e208 x208) (\z True)) (Some (\e207 ^ (A-aN:ancient e207 x208) (Some (\e206 A-aN:very e206 e207) (\z True))) (\z True))) (\y205 Some (\e205 A-aN-bN:since e205 e203 y205) (\z True))))) (\z True))))) (\a201 Some (\a204 Equal a204 (\v204 Some (\x201 Some (\e201 N-aD:people e201 x201) (\z True)) (\x203 ^ (^ (Some (\e204 N-aD:weapon e204 v204) (\z True)) (InAnaphorSet 102 v204)) (Some (\e203 ^ (B-aN-bN:use e203 x203 v204) (^ (B-aN-b{L-aN}:have e203) (Some (\x208 ^ (Some (\e208 N-aD:time e208 x208) (\z True)) (Some (\e207 ^ (A-aN:ancient e207 x208) (Some (\e206 A-aN:very e206 e207) (\z True))) (\z True))) (\y205 Some (\e205 A-aN-bN:since e205 e203 y205) (\z True))))) (\z True))))) (\a204 ^ (N-b{N-aD}:the (\x303 ^ (Some (\e305 N-aD:remain e305 x303) (\z True)) (None (\y304 Some (\e305 N-aD:remain e305 y304) (\z True)) (\y304 More (\z ANSUP-aD-b{N-aD}:old y304 z) (\z ANSUP-aD-b{N-aD}:old x303 z)))) (\xx304 N-bO:some (\x301 ^ (B-aN-b{A-aN}:be xx304) (Equal xx304 x301)) (\zz301 ^ (Some (\e306 N-rN:that e306 zz301) (\xx306 Some (\z307 Some (\e307 N:we e307 z307) (\z True)) (\x308 Some (\e308 ^ (B-aN-bN:have e308 x308 xx306) (Some (\x311 ^ (Some (\e311 N-aD:people e311 x311) (\z True)) (^ (InAnaphorSet 201 x311) (Some (\e310 A-aN:ancient e310 x311) (\z True)))) (\y309 Some (\e309 A-aN-bN:of e309 e308 y309) (\z True)))) (\z True)))) (^ (Some (\e313 N-aD:weapon e313 zz301) (\z True)) (^ (InAnaphorSet 204 zz301) (Some (\z True) (\x314 Some (\e314 ^ (B-aN-bN:make e314 x314 zz301) (Some (\z316 Some (\e316 N:stone e316 z316) (\z True)) (\y315 Some (\e315 A-aN-bN:of e315 e314 y315) (\z True)))) (\z True)))))))) (Some (\a311 Equal a311 (\v311 Some (\x303 ^ (Some (\e305 N-aD:remain e305 x303) (\z True)) (None (\y304 Some (\e305 N-aD:remain e305 y304) (\z True)) (\y304 More (\z ANSUP-aD-b{N-aD}:old y304 z) (\z ANSUP-aD-b{N-aD}:old x303 z)))) (\xx304 Some (\x301 ^ (B-aN-b{A-aN}:be xx304) (Equal xx304 x301)) (\zz301 ^ (Some (\e306 N-rN:that e306 zz301) (\xx306 Some (\z307 Some (\e307 N:we e307 z307) (\z True)) (\x308 Some (\e308 ^ (B-aN-bN:have e308 x308 xx306) (^ (^ (Some (\e311 N-aD:people e311 v311) (\z True)) (^ (InAnaphorSet 201 v311) (Some (\e310 A-aN:ancient e310 v311) (\z True)))) (Some (\e309 A-aN-bN:of e309 e308 v311) (\z True)))) (\z True)))) (^ (Some (\e313 N-aD:weapon e313 zz301) (\z True)) (^ (InAnaphorSet 204 zz301) (Some (\z True) (\x314 Some (\e314 ^ (B-aN-bN:make e314 x314 zz301) (Some (\z316 Some (\e316 N:stone e316 z316) (\z True)) (\y315 Some (\e315 A-aN-bN:of e315 e314 y315) (\z True)))) (\z True))))))))) (\a311 ^ (Some (\x402 ^ (Some (\e402 N-aD:people e402 x402) (\z True)) (^ (InAnaphorSet 311 x402) (Some (\e401 A-aN:ancient e401 x402) (\z True)))) (\x404 ^ (Some (\x405 Some (\e405 N-aD:spear e405 x405) (\z True)) (\y404 Some (\e404 ^ (B-aN-bN:use e404 x404 y404) (Some (\e403 A-aN:also e403 e404) (\z True))) (\z True))) (^ (Some (\z True) (\x407 Some (\e407 B-aN:bow e407 x407) (\y404 Some (\e404 ^ (B-aN-bN:use e404 x404 y404) (Some (\e403 A-aN:also e403 e404) (\z True))) (\z True)))) (Some (\x409 Some (\e409 N-aD:arrow e409 x409) (\z True)) (\y404 Some (\e404 ^ (B-aN-bN:use e404 x404 y404) (Some (\e403 A-aN:also e403 e404) (\z True))) (\z True)))))) (^ (Some (\x511 ^ (Some (\e511 N-aD:people e511 x511) (\z True)) (^ (InAnaphorSet 502 x511) (Some (\e510 A-aN:many e510 x511) (\z True)))) (\x512 Some (\x513 Some (\e513 N-aD:sword e513 x513) (\z True)) (\y512 Some (\e512 ^ (B-aN-bN:use e512 x512 y512) (Some (\x502 ^ (Some (\e502 N-aD:people e502 x502) (\z True)) (^ (InAnaphorSet 201 x502) (Some (\z True) (\x503 Some (\e503 ^ (B-aN-bN:learn e503 x503 x502) (Some (\x506 ^ (Some (\e506 N-aD:thing e506 x506) (\z True)) (Some (\x508 Some (\e508 N-aD:metal e508 x508) (\z True)) (\y507 Some (\e507 A-aN-bN:of e507 x506 y507) (\z True)))) (\y505 Some (\e505 B-aN-bN:make e505 e503 y505) (\z True)))) (\z True))))) (\y501 Some (\e501 A-aN-bN:after e501 e512 y501) (\z True)))) (\z True)))) (Some (\x601 ^ (Some (\e601 N-aD:people e601 x601) (\z True)) (InAnaphorSet 201 x601)) (\x603 Some (\x605 ^ (Some (\e605 N-aD:machine e605 x605) (\z True)) (Some (\e604 A-aN:huge e604 x605) (\z True))) (\zz605 ^ (Some (\e606 N-rN:which e606 zz605) (\xx606 Some (\x609 Some (\e609 N-aD:rock e609 x609) (\z True)) (\y608 Some (\e608 ^ (B-aN-bN:throw e608 xx606 y608) (^ (B-aN-b{B-aN}:could e608) (Some (\x617 ^ (Some (\e617 N-aD:city e617 x617) (\z True)) (Some (\e616 N-aD:enemy e616 x617) (\z True))) (\xx617 N-b{N-aD}:the (\x612 ^ (Some (\e614 N-aD-bO:wall e614 x612 xx617) (\z True)) (Some (\e613 A-aN:defensive e613 x612) (\z True))) (\y611 Some (\e611 B-aN-bN:destroy e611 e608 y611) (\z True)))))) (\z True)))) (Some (\e603 ^ (B-aN-bN:build e603 x603 zz605) (Some (\e602 A-aN:also e602 e603) (\z True))) (\z True)))))))))))))))) 109 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:accept e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:accept e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:accept e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e106 N-aD:band e106 x103) (\z True)) (^ (^ (Some (\x108 ^ (Some (\e108 N-aD:solingen e108 x108) (\z True)) (^ (Some (\e115 N-aD:germany e115 x108) (\z True)) (^ (Some (\e110 N-aD:north e110 x108) (\z True)) (^ (Some (\e113 N-aD:westphalia e113 x108) (\z True)) (Some (\e111 N-aD:rhine e111 x108) (\z True)))))) (\y107 Some (\e107 A-aN-bN:from e107 x103 y107) (\z True))) (Some (\e104 A-aN:heavy e104 x103) (\z True))) (Some (\e105 N-aD:metal e105 x103) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:accept e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e106 N-aD:band e106 x103) (\z True)) (^ (^ (Some (\x108 ^ (Some (\e108 N-aD:solingen e108 x108) (\z True)) (^ (Some (\e115 N-aD:germany e115 x108) (\z True)) (^ (Some (\e110 N-aD:north e110 x108) (\z True)) (^ (Some (\e113 N-aD:westphalia e113 x108) (\z True)) (Some (\e111 N-aD:rhine e111 x108) (\z True)))))) (\y107 Some (\e107 A-aN-bN:from e107 x103 y107) (\z True))) (Some (\e104 A-aN:heavy e104 x103) (\z True))) (Some (\e105 N-aD:metal e105 x103) (\z True)))) (\y Equal y v101)))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\zz203 Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:form e203 x203 zz203) (^ (^ (B-aN-b{A-aN}:be e203) (Some (\x208 ^ (Some (\e208 N-aD:dirkschneider e208 x208) (\z True)) (Some (\e207 N-aD:udo e207 x208) (\z True))) (\y206 Some (\e206 A-aN-bN:by e206 e203 y206) (\z True)))) (Some (\z205 Some (\e205 N:1968 e205 z205) (\z True)) (\y204 Some (\e204 A-aN-bN:in e204 e203 y204) (\z True))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\z True) (\x203 Some (\e203 ^ (B-aN-bN:form e203 x203 v201) (^ (^ (B-aN-b{A-aN}:be e203) (Some (\x208 ^ (Some (\e208 N-aD:dirkschneider e208 x208) (\z True)) (Some (\e207 N-aD:udo e207 x208) (\z True))) (\y206 Some (\e206 A-aN-bN:by e206 e203 y206) (\z True)))) (Some (\z205 Some (\e205 N:1968 e205 z205) (\z True)) (\y204 Some (\e204 A-aN-bN:in e204 e203 y204) (\z True))))) (\z True))))) (\a201 N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD:band e302 x301) (\z True)) (InAnaphorSet 201 x301)) (\x303 N-b{N-aD}:an (\x304 ^ (Some (\e306 N-aD:role e306 x304) (\z True)) (Some (\e305 A-aN:important e305 x304) (\z True))) (\y303 Some (\e303 ^ (B-aN-bN:play e303 x303 y303) (Some (\x312 ^ (Some (\e312 N-aD:metal e312 x312) (\z True)) (Some (\e311 N-aD:speed e311 x312) (\z True))) (\xx312 N-b{N-aD}:the (\x308 Some (\z True) (\x309 B-aN-bN:develop x308 x309 xx312)) (\y307 Some (\e307 A-aN-bN:in e307 e303 y307) (\z True))))) (\z True)))))))))) 110 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:cabinet e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:cabinet e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:cabinet e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\x108 ^ (Some (\e108 N-aD:people e108 x108) (\z True)) (^ (N-b{N-aD}:a (\x110 Some (\e111 N-aD:government e111 x110) (\z True)) (\y109 Some (\e109 A-aN-bN:in e109 x108 y109) (\z True))) (Some (\e107 A-aN:important e107 x108) (\z True)))) (\zz108 Some (\a111 Equal a111 (\v111 ^ (Some (\e108 N-aD:people e108 zz108) (\z True)) (^ (^ (Some (\e111 N-aD:government e111 v111) (\z True)) (Some (\e109 A-aN-bN:in e109 zz108 v111) (\z True))) (Some (\e107 A-aN:important e107 zz108) (\z True))))) (\a111 ^ (Some (\e113 N-rN:who e113 zz108) (\xx113 Some (\z119 ^ (Some (\e119 N:government e119 z119) (\z True)) (InAnaphorSet 111 z119)) (\xx119 N-b{N-aD}:the (\x116 Some (\e117 N-aD-bO:head e117 x116 xx119) (\z True)) (\y115 Some (\e115 ^ (B-aN-bN:represent e115 xx113 y115) (Some (\e114 A-aN:normal e114 e115) (\z True))) (\z True))))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:group e105 x104 zz108) (\z True)) (\y Equal y x)))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:cabinet e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\x108 ^ (Some (\e108 N-aD:people e108 x108) (\z True)) (^ (N-b{N-aD}:a (\x110 Some (\e111 N-aD:government e111 x110) (\z True)) (\y109 Some (\e109 A-aN-bN:in e109 x108 y109) (\z True))) (Some (\e107 A-aN:important e107 x108) (\z True)))) (\zz108 Some (\a111 Equal a111 (\v111 ^ (Some (\e108 N-aD:people e108 zz108) (\z True)) (^ (^ (Some (\e111 N-aD:government e111 v111) (\z True)) (Some (\e109 A-aN-bN:in e109 zz108 v111) (\z True))) (Some (\e107 A-aN:important e107 zz108) (\z True))))) (\a111 ^ (Some (\e113 N-rN:who e113 zz108) (\xx113 Some (\z119 ^ (Some (\e119 N:government e119 z119) (\z True)) (InAnaphorSet 111 z119)) (\xx119 N-b{N-aD}:the (\x116 Some (\e117 N-aD-bO:head e117 x116 xx119) (\z True)) (\y115 Some (\e115 ^ (B-aN-bN:represent e115 xx113 y115) (Some (\e114 A-aN:normal e114 e115) (\z True))) (\z True))))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:group e105 x104 zz108) (\z True)) (\y Equal y v102))))))) (\a102 Some (\a119 Equal a119 (\v119 Some (\x101 ^ (Some (\e102 N-aD:cabinet e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\x108 ^ (Some (\e108 N-aD:people e108 x108) (\z True)) (^ (N-b{N-aD}:a (\x110 Some (\e111 N-aD:government e111 x110) (\z True)) (\y109 Some (\e109 A-aN-bN:in e109 x108 y109) (\z True))) (Some (\e107 A-aN:important e107 x108) (\z True)))) (\zz108 Some (\a111 Equal a111 (\v111 ^ (Some (\e108 N-aD:people e108 zz108) (\z True)) (^ (^ (Some (\e111 N-aD:government e111 v111) (\z True)) (Some (\e109 A-aN-bN:in e109 zz108 v111) (\z True))) (Some (\e107 A-aN:important e107 zz108) (\z True))))) (\a111 ^ (Some (\e113 N-rN:who e113 zz108) (\xx113 ^ (^ (Some (\e119 N:government e119 v119) (\z True)) (InAnaphorSet 111 v119)) (N-b{N-aD}:the (\x116 Some (\e117 N-aD-bO:head e117 x116 v119) (\z True)) (\y115 Some (\e115 ^ (B-aN-bN:represent e115 xx113 y115) (Some (\e114 A-aN:normal e114 e115) (\z True))) (\z True))))) (Some (\e105 N-aD-bO:group e105 x zz108) (\z True))))))) (\a119 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 102 z201)) (\zz204 Some (\z True) (\x204 Some (\e204 ^ (B-aN-bN:know e204 x204 zz204) (^ (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:also e203 e204) (\z True))) (^ (Some (\x209 Some (\e209 N-aD:minister e209 x209) (\z True)) (\xx209 N-b{N-aD}:the (\x206 Some (\e207 N-aD-bO:council e207 x206 xx209) (\z True)) (\y205 Some (\e205 A-aN-bN:as e205 e204 y205) (\z True)))) (N-b{N-aD}:the (\x211 ^ (Some (\e213 N-aD:council e213 x211) (\z True)) (Some (\e212 N-aD:executive e212 x211) (\z True))) (\y205 Some (\e205 A-aN-bN:as e205 e204 y205) (\z True)))))) (\z True)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 102 v201)) (Some (\z True) (\x204 Some (\e204 ^ (B-aN-bN:know e204 x204 v201) (^ (^ (B-aN-b{A-aN}:be e204) (Some (\e203 A-aN:also e203 e204) (\z True))) (^ (Some (\x209 Some (\e209 N-aD:minister e209 x209) (\z True)) (\xx209 N-b{N-aD}:the (\x206 Some (\e207 N-aD-bO:council e207 x206 xx209) (\z True)) (\y205 Some (\e205 A-aN-bN:as e205 e204 y205) (\z True)))) (N-b{N-aD}:the (\x211 ^ (Some (\e213 N-aD:council e213 x211) (\z True)) (Some (\e212 N-aD:executive e212 x211) (\z True))) (\y205 Some (\e205 A-aN-bN:as e205 e204 y205) (\z True)))))) (\z True))))) (\a201 ^ (Some (\z301 ^ (Some (\e301 N:they e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (InAnaphorSet 201 z301))) (\x Some (\z309 ^ (Some (\e309 N:government e309 z309) (\z True)) (InAnaphorSet 119 z309)) (\xx309 N-b{N-aD}:the (\x305 Some (\z True) (\x307 ^ (B-aN-bN:branch x305 x307 xx309) (Some (\e306 A-aN:executive e306 x305) (\z True)))) (\xx307 N-bO:part (\x303 Equal xx307 x303) (\y Equal y x))))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:they e301 v301) (\z True)) (^ (B-aN-b{A-aN}:be v301) (InAnaphorSet 201 v301))) (Some (\z309 ^ (Some (\e309 N:government e309 z309) (\z True)) (InAnaphorSet 119 z309)) (\xx309 N-b{N-aD}:the (\x305 Some (\z True) (\x307 ^ (B-aN-bN:branch x305 x307 xx309) (Some (\e306 A-aN:executive e306 x305) (\z True)))) (\xx307 N-bO:part (\x303 Equal xx307 x303) (\y Equal y v301)))))) (\a301 Some (\a309 Equal a309 (\v309 Some (\z301 ^ (Some (\e301 N:they e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (InAnaphorSet 201 z301))) (\x ^ (^ (Some (\e309 N:government e309 v309) (\z True)) (InAnaphorSet 119 v309)) (N-b{N-aD}:the (\x305 Some (\z True) (\x307 ^ (B-aN-bN:branch x305 x307 v309) (Some (\e306 A-aN:executive e306 x305) (\z True)))) (\xx307 N-bO:part (\x303 Equal xx307 x303) (\y Equal y x)))))) (\a309 ^ (N-b{N-aD}:the (\x408 ^ (Some (\e409 N-aD:cabinet e409 x408) (\z True)) (InAnaphorSet 301 x408)) (\x410 Some (\x414 Some (\e414 N-aD:policy e414 x414) (\z True)) (\y410 Some (\e410 ^ (B-aN-bN:decide e410 x410 y410) (N-b{N-aD}:most (\x402 ^ (Some (\e403 N-aD:country e403 x402) (\z True)) (Some (\x406 ^ (Some (\e406 N-aD:system e406 x406) (\z True)) (Some (\e405 A-aN:parliamentary e405 x406) (\z True))) (\y404 Some (\e404 A-aN-bN:with e404 x402 y404) (\z True)))) (\y401 Some (\e401 A-aN-bN:in e401 e410 y401) (\z True)))) (\z True)))) (^ (^ (N-b{N-aD}:the (\x511 ^ (Some (\e512 N-aD:cabinet e512 x511) (\z True)) (InAnaphorSet 301 x511)) (\x513 Some (\x516 ^ (Some (\e516 N-aD:power e516 x516) (\z True)) (Some (\e515 ^ (A-aN:little e515 x516) (Some (\e514 A-aN:very e514 e515) (\z True))) (\z True))) (\y513 Some (\e513 ^ (B-aN-bN:have e513 x513 y513) (Some (\x503 ^ (Some (\e503 N-aD:country e503 x503) (\z True)) (^ (Some (\e505 ^ (A-aN:such e505 x503) (N-b{N-aD}:the (\x507 ^ (Some (\e509 N-aD:state e509 x507) (\z True)) (Some (\z True) (\x508 Some (\e508 B-aN-bN:unite e508 x508 x507) (\z True)))) (\y506 Some (\e506 A-aN-bN:as e506 e505 y506) (\z True)))) (\z True)) (Some (\e502 A-aN:other e502 x503) (\z True)))) (\y501 Some (\e501 A-aN-bN:in e501 e513 y501) (\z True)))) (\z True)))) (N-b{N-aD}:the (\x511 ^ (Some (\e512 N-aD:cabinet e512 x511) (\z True)) (^ (^ (B-aN-b{A-aN}:be x511) (Some (\x503 ^ (Some (\e503 N-aD:country e503 x503) (\z True)) (^ (Some (\e505 ^ (A-aN:such e505 x503) (N-b{N-aD}:the (\x507 ^ (Some (\e509 N-aD:state e509 x507) (\z True)) (Some (\z True) (\x508 Some (\e508 B-aN-bN:unite e508 x508 x507) (\z True)))) (\y506 Some (\e506 A-aN-bN:as e506 e505 y506) (\z True)))) (\z True)) (Some (\e502 A-aN:other e502 x503) (\z True)))) (\y501 Some (\e501 A-aN-bN:in e501 x511 y501) (\z True)))) (InAnaphorSet 301 x511))) (\x N-b{N-aD}:an (\x519 ^ (Some (\e520 N-aD:advisor e520 x519) (\z True)) (Some (\x525 Some (\e525 N-aD:government e525 x525) (\z True)) (\xx525 N-b{N-aD}:the (\x522 Some (\e523 N-aD-bO:head e523 x522 xx525) (\z True)) (\y521 Some (\e521 A-aN-bN:to e521 x519 y521) (\z True))))) (\y Equal y x)))) (Some (\x605 ^ (Some (\e605 N-aD:cabinet e605 x605) (\z True)) (InAnaphorSet 301 x605)) (\zz609 Some (\z True) (\x609 Some (\x611 Some (\e611 N-aD:job e611 x611) (\z True)) (\y609 Some (\e609 ^ (B-aN-bN-bN:give e609 x609 y609 zz609) (^ (^ (B-aN-b{A-aN}:be e609) (^ (B-aN-b{I-aN}:need e609) (N-b{N-aD}:some (\x602 Some (\e603 N-aD:country e603 x602) (\z True)) (\y601 Some (\e601 A-aN-bN:in e601 e609 y601) (\z True))))) (Some (\z613 Some (\e613 N:those e613 z613) (\z True)) (\zz613 ^ (Some (\e614 N-rN:who e614 zz613) (\xx614 N-b{N-aD}:the (\x617 ^ (Some (\e618 N-aD:government e618 x617) (\z True)) (InAnaphorSet 309 x617)) (\y616 Some (\e616 ^ (A-aN-bN:in e616 xx614 y616) (B-aN-b{A-aN}:be e616)) (\z True)))) (Some (\e612 A-aN-bN:by e612 e609 zz613) (\z True)))))) (\z True))))))))))))))))) 111 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:adventure e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:adventure e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:an (\x101 ^ (Some (\e102 N-aD:adventure e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (^ (Some (\e104 N:something e104 x) (\z True)) (Some (\e105 B-aN:excit e105 x) (\z True))) (Some (\e107 ^ (B-aN:happen e107 x) (Some (\z109 Some (\e109 N:someone e109 z109) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True)))) (\z True)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:adventure e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (^ (^ (Some (\e104 N:something e104 v102) (\z True)) (Some (\e105 B-aN:excit e105 v102) (\z True))) (Some (\e107 ^ (B-aN:happen e107 v102) (Some (\z109 Some (\e109 N:someone e109 z109) (\z True)) (\y108 Some (\e108 A-aN-bN:to e108 e107 y108) (\z True)))) (\z True))))) (\a102 ^ (^ (N-b{N-aD}:an (\x201 ^ (Some (\e202 N-aD:adventure e202 x201) (\z True)) (^ (^ (B-aN-b{A-aN}:be x201) (B-aN-b{B-aN}:can x201)) (InAnaphorSet 102 x201))) (\x N-b{N-aD}:a (\x205 ^ (Some (\e209 N-aD:story e209 x205) (\z True)) (^ (Some (\e208 N-aD:up e208 x205) (\z True)) (Some (\e206 A-aN:made e206 x205) (\z True)))) (\y Equal y x))) (Some (\z212 ^ (Some (\e212 N:it e212 z212) (\z True)) (^ (^ (B-aN-b{A-aN}:be z212) (B-aN-b{B-aN}:can z212)) (InAnaphorSet 102 z212))) (\x ^ (Some (\e215 N:something e215 x) (\z True)) (Some (\e216 N-rN:that e216 x) (\xx216 Some (\e217 ^ (B-aN:happen e217 xx216) (Some (\z True) (\x220 Some (\e220 ^ (B-aN:live e220 x220) (Some (\e219 A-aN:real e219 e220) (\z True))) (\y218 Some (\e218 A-aN-bN:in e218 e217 y218) (\z True))))) (\z True)))))) (^ (Some (\x301 Some (\e301 N-aD:people e301 x301) (\z True)) (\x305 Some (\x306 ^ (Some (\e306 N-aD:story e306 x306) (\z True)) (^ (N-b{N-aD}:a (\x308 Some (\e309 N-aD:person e309 x308) (\z True)) (\zz310 ^ (Some (\e315 N-rN:who e315 zz310) (\xx315 ^ (Some (\e317 ^ (A-aN:off e317 xx315) (B-aN-b{A-aN}:go e317)) (\z True)) (N-b{N-aD}:an (\x320 ^ (Some (\e321 N-aD:adventure e321 x320) (\z True)) (InAnaphorSet 102 x320)) (\y319 Some (\e319 B-aN-bN:have e319 xx315 y319) (\z True))))) (Some (\e307 A-aN-bN:about e307 x306 zz310) (\z True)))) (Some (\x314 Some (\e314 N-aD:people e314 x314) (\z True)) (\xx314 N-b{N-aD}:a (\x311 Some (\e312 N-aD-bO:group e312 x311 xx314) (\z True)) (\zz310 ^ (Some (\e315 N-rN:who e315 zz310) (\xx315 ^ (Some (\e317 ^ (A-aN:off e317 xx315) (B-aN-b{A-aN}:go e317)) (\z True)) (N-b{N-aD}:an (\x320 ^ (Some (\e321 N-aD:adventure e321 x320) (\z True)) (InAnaphorSet 102 x320)) (\y319 Some (\e319 B-aN-bN:have e319 xx315 y319) (\z True))))) (Some (\e307 A-aN-bN:about e307 x306 zz310) (\z True))))))) (\y305 Some (\e305 ^ (B-aN-bN:read e305 x305 y305) (^ (B-aN-b{I-aN}:like e305) (Some (\e302 A-aN:often e302 e305) (\z True)))) (\z True)))) (Some (\a321 Equal a321 (\v321 Some (\x301 Some (\e301 N-aD:people e301 x301) (\z True)) (\x305 Some (\x306 ^ (Some (\e306 N-aD:story e306 x306) (\z True)) (^ (N-b{N-aD}:a (\x308 Some (\e309 N-aD:person e309 x308) (\z True)) (\zz310 ^ (Some (\e315 N-rN:who e315 zz310) (\xx315 ^ (Some (\e317 ^ (A-aN:off e317 xx315) (B-aN-b{A-aN}:go e317)) (\z True)) (^ (^ (Some (\e321 N-aD:adventure e321 v321) (\z True)) (InAnaphorSet 102 v321)) (Some (\e319 B-aN-bN:have e319 xx315 v321) (\z True))))) (Some (\e307 A-aN-bN:about e307 x306 zz310) (\z True)))) (Some (\x314 Some (\e314 N-aD:people e314 x314) (\z True)) (\xx314 N-b{N-aD}:a (\x311 Some (\e312 N-aD-bO:group e312 x311 xx314) (\z True)) (\zz310 ^ (Some (\e315 N-rN:who e315 zz310) (\xx315 ^ (Some (\e317 ^ (A-aN:off e317 xx315) (B-aN-b{A-aN}:go e317)) (\z True)) (^ (^ (Some (\e321 N-aD:adventure e321 v321) (\z True)) (InAnaphorSet 102 v321)) (Some (\e319 B-aN-bN:have e319 xx315 v321) (\z True))))) (Some (\e307 A-aN-bN:about e307 x306 zz310) (\z True))))))) (\y305 Some (\e305 ^ (B-aN-bN:read e305 x305 y305) (^ (B-aN-b{I-aN}:like e305) (Some (\e302 A-aN:often e302 e305) (\z True)))) (\z True))))) (\a321 Some (\a306 Equal a306 (\v306 Some (\x301 Some (\e301 N-aD:people e301 x301) (\z True)) (\x305 ^ (^ (Some (\e306 N-aD:story e306 v306) (\z True)) (^ (N-b{N-aD}:a (\x308 Some (\e309 N-aD:person e309 x308) (\z True)) (\zz310 ^ (Some (\e315 N-rN:who e315 zz310) (\xx315 ^ (Some (\e317 ^ (A-aN:off e317 xx315) (B-aN-b{A-aN}:go e317)) (\z True)) (N-b{N-aD}:an (\x320 ^ (Some (\e321 N-aD:adventure e321 x320) (\z True)) (InAnaphorSet 102 x320)) (\y319 Some (\e319 B-aN-bN:have e319 xx315 y319) (\z True))))) (Some (\e307 A-aN-bN:about e307 v306 zz310) (\z True)))) (Some (\x314 Some (\e314 N-aD:people e314 x314) (\z True)) (\xx314 N-b{N-aD}:a (\x311 Some (\e312 N-aD-bO:group e312 x311 xx314) (\z True)) (\zz310 ^ (Some (\e315 N-rN:who e315 zz310) (\xx315 ^ (Some (\e317 ^ (A-aN:off e317 xx315) (B-aN-b{A-aN}:go e317)) (\z True)) (N-b{N-aD}:an (\x320 ^ (Some (\e321 N-aD:adventure e321 x320) (\z True)) (InAnaphorSet 102 x320)) (\y319 Some (\e319 B-aN-bN:have e319 xx315 y319) (\z True))))) (Some (\e307 A-aN-bN:about e307 v306 zz310) (\z True))))))) (Some (\e305 ^ (B-aN-bN:read e305 x305 v306) (^ (B-aN-b{I-aN}:like e305) (Some (\e302 A-aN:often e302 e305) (\z True)))) (\z True))))) (\a306 ^ (N-b{N-aD}:some (\x404 ^ (Some (\e405 N-aD:danger e405 x404) (\z True)) (^ (B-aN-b{A-aN}:be x404) (^ (N-b{N-aD}:the (\x407 ^ (Some (\e408 N-aD:story e408 x407) (\z True)) (InAnaphorSet 306 x407)) (\y406 Some (\e406 A-aN-bN:in e406 x404 y406) (\z True))) (Some (\e403 A-aN:often e403 x404) (\z True))))) (\z True)) (Some (\a408 Equal a408 (\v408 Some (\x404 ^ (Some (\e405 N-aD:danger e405 x404) (\z True)) (^ (B-aN-b{A-aN}:be x404) (^ (^ (^ (Some (\e408 N-aD:story e408 v408) (\z True)) (InAnaphorSet 306 v408)) (Some (\e406 A-aN-bN:in e406 x404 v408) (\z True))) (Some (\e403 A-aN:often e403 x404) (\z True))))) (\z True))) (\a408 ^ (Some (\x502 ^ (Some (\e502 N-aD:blyton e502 x502) (\z True)) (Some (\e501 N-aD:enid e501 x502) (\z True))) (\x503 Some (\x504 ^ (Some (\e504 N-aD:story e504 x504) (\z True)) (^ (InAnaphorSet 408 x504) (N-b{N-aD}:the (\x506 ^ (Some (\e508 N-aD:five e508 x506) (\z True)) (Some (\e507 N-aD:famous e507 x506) (\z True))) (\zz508 ^ (Some (\e509 N-rN:who e509 zz508) (\xx509 Some (\e510 ^ (B-aN:go e510 xx509) (^ (Some (\x515 ^ (Some (\e515 N-aD:adventure e515 x515) (\z True)) (^ (InAnaphorSet 321 x515) (Some (\e514 A-aN:exciting e514 x515) (\z True)))) (\y513 Some (\e513 B-aN-bN:have e513 e510 y513) (\z True))) (Some (\e511 A-aN:off e511 e510) (\z True)))) (\z True))) (Some (\e505 A-aN-bN:about e505 x504 zz508) (\z True)))))) (\y503 Some (\e503 B-aN-bN:write e503 x503 y503) (\z True)))) (^ (Some (\x602 ^ (Some (\e602 N-aD:potter e602 x602) (\z True)) (Some (\e601 N-aD:harry e601 x602) (\z True))) (\x603 Some (\x606 ^ (Some (\e606 N-aD:adventure e606 x606) (\z True)) (InAnaphorSet 321 x606)) (\xx606 Some (\x604 Some (\e604 N-aD-bO:lot e604 x604 xx606) (\z True)) (\y603 Some (\e603 B-aN-bN:have e603 x603 y603) (\z True))))) (Some (\a602 Equal a602 (\v602 ^ (^ (Some (\e602 N-aD:potter e602 v602) (\z True)) (Some (\e601 N-aD:harry e601 v602) (\z True))) (Some (\x606 ^ (Some (\e606 N-aD:adventure e606 x606) (\z True)) (InAnaphorSet 321 x606)) (\xx606 Some (\x604 Some (\e604 N-aD-bO:lot e604 x604 xx606) (\z True)) (\y603 Some (\e603 B-aN-bN:have e603 v602 y603) (\z True)))))) (\a602 ^ (Some (\z608 ^ (Some (\e608 N:he e608 z608) (\z True)) (InAnaphorSet 602 z608)) (\x609 Some (\x611 ^ (Some (\e611 N-aD:people e611 x611) (\z True)) (Some (\e610 A-aN:strange e610 x611) (\z True))) (\y609 Some (\e609 B-aN-bN:meet e609 x609 y609) (\z True)))) (Some (\z608 ^ (Some (\e608 N:he e608 z608) (\z True)) (InAnaphorSet 602 z608)) (\x613 Some (\e613 ^ (B-aN:get e613 x613) (Some (\x618 ^ (Some (\e618 N-aD:situation e618 x618) (\z True)) (Some (\e617 A-aN:dangerous e617 x618) (\z True))) (\xx618 Some (\x615 Some (\e615 N-aD-bO:lot e615 x615 xx618) (\z True)) (\y614 Some (\e614 A-aN-bN:into e614 e613 y614) (\z True))))) (\z True))))))))))))))))) 112 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:cloud e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:cloud e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:cloud e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e104 N:water e104 x) (\z True)) (N-b{N-aD}:the (\x106 ^ (Some (\e107 N-aD:atmosphere e107 x106) (\z True)) (Some (\e109 N:air e109 x106) (\z True))) (\zz107 ^ (Some (\e111 N-rN:that e111 zz107) (\xx111 Some (\z112 Some (\e112 N:we e112 z112) (\z True)) (\x114 Some (\e114 ^ (B-aN-bN:see e114 x114 xx111) (B-aN-b{B-aN}:can e114)) (\z True)))) (Some (\e105 A-aN-bN:in e105 x zz107) (\z True)))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:cloud e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (^ (Some (\e104 N:water e104 v102) (\z True)) (N-b{N-aD}:the (\x106 ^ (Some (\e107 N-aD:atmosphere e107 x106) (\z True)) (Some (\e109 N:air e109 x106) (\z True))) (\zz107 ^ (Some (\e111 N-rN:that e111 zz107) (\xx111 Some (\z112 Some (\e112 N:we e112 z112) (\z True)) (\x114 Some (\e114 ^ (B-aN-bN:see e114 x114 xx111) (B-aN-b{B-aN}:can e114)) (\z True)))) (Some (\e105 A-aN-bN:in e105 v102 zz107) (\z True))))))) (\a102 Some (\a107 Equal a107 (\v107 Some (\x101 ^ (Some (\e102 N-aD:cloud e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x ^ (Some (\e104 N:water e104 x) (\z True)) (^ (^ (Some (\e107 N-aD:atmosphere e107 v107) (\z True)) (Some (\e109 N:air e109 v107) (\z True))) (^ (Some (\e111 N-rN:that e111 v107) (\xx111 Some (\z112 Some (\e112 N:we e112 z112) (\z True)) (\x114 Some (\e114 ^ (B-aN-bN:see e114 x114 xx111) (B-aN-b{B-aN}:can e114)) (\z True)))) (Some (\e105 A-aN-bN:in e105 x v107) (\z True))))))) (\a107 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 102 z201))) (\x ^ (Some (\z True) (\x204 Some (\e204 B-aN:rain e204 x204) (\x207 ^ (B-aN:come x x207) (Some (\e208 ^ (A-aN:from e208 x) (All (\z True) (\x203 N-b{V-g{R-aN}}:where x203 e208))) (\z True))))) (Some (\z206 Some (\e206 N:snow e206 z206) (\z True)) (\x207 ^ (B-aN:come x x207) (Some (\e208 ^ (A-aN:from e208 x) (All (\z True) (\x203 N-b{V-g{R-aN}}:where x203 e208))) (\z True)))))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 102 v201))) (^ (Some (\z True) (\x204 Some (\e204 B-aN:rain e204 x204) (\x207 ^ (B-aN:come v201 x207) (Some (\e208 ^ (A-aN:from e208 v201) (All (\z True) (\x203 N-b{V-g{R-aN}}:where x203 e208))) (\z True))))) (Some (\z206 Some (\e206 N:snow e206 z206) (\z True)) (\x207 ^ (B-aN:come v201 x207) (Some (\e208 ^ (A-aN:from e208 v201) (All (\z True) (\x203 N-b{V-g{R-aN}}:where x203 e208))) (\z True))))))) (\a201 Some (\a204 Equal a204 (\v204 Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 102 z201))) (\x ^ (Some (\z True) (\x204 ^ (B-aN:rain v204 x204) (^ (B-aN:come x v204) (Some (\e208 ^ (A-aN:from e208 x) (All (\z True) (\x203 N-b{V-g{R-aN}}:where x203 e208))) (\z True))))) (Some (\z206 Some (\e206 N:snow e206 z206) (\z True)) (\x207 ^ (B-aN:come x x207) (Some (\e208 ^ (A-aN:from e208 x) (All (\z True) (\x203 N-b{V-g{R-aN}}:where x203 e208))) (\z True))))))) (\a204 ^ (^ (Some (\x301 ^ (Some (\e301 N-aD:water e301 x301) (\z True)) (N-b{N-aD}:the (\x303 Some (\e304 N-aD:earth e304 x303) (\z True)) (\y302 Some (\e302 A-aN-bN:on e302 x301 y302) (\z True)))) (\x305 Some (\z True) (\x307 Some (\e307 ^ (B-aN:turn e307 x307) (N-b{N-aD}:an (\x309 ^ (Some (\e311 N-aD:ga e311 x309) (\z True)) (Some (\e310 A-aN:invisible e310 x309) (\z True))) (\y308 Some (\e308 A-aN-bN:into e308 e307 y308) (\z True)))) (\y305 Some (\e305 B-aN-bN:evaporate e305 x305 y305) (\z True))))) (Some (\x301 ^ (Some (\e301 N-aD:water e301 x301) (\z True)) (N-b{N-aD}:the (\x303 Some (\e304 N-aD:earth e304 x303) (\z True)) (\y302 Some (\e302 A-aN-bN:on e302 x301 y302) (\z True)))) (\x314 Some (\e314 ^ (B-aN:rise e314 x314) (^ (N-b{N-aD}:the (\x317 ^ (Some (\e318 N-aD:sky e318 x317) (\z True)) (InAnaphorSet 107 x317)) (\y316 Some (\e316 A-aN-bN:into e316 e314 y316) (\z True))) (Some (\e315 A-aN:up e315 e314) (\z True)))) (\z True)))) (Some (\a304 Equal a304 (\v304 ^ (Some (\x301 ^ (Some (\e301 N-aD:water e301 x301) (\z True)) (^ (Some (\e304 N-aD:earth e304 v304) (\z True)) (Some (\e302 A-aN-bN:on e302 x301 v304) (\z True)))) (\x305 Some (\z True) (\x307 Some (\e307 ^ (B-aN:turn e307 x307) (N-b{N-aD}:an (\x309 ^ (Some (\e311 N-aD:ga e311 x309) (\z True)) (Some (\e310 A-aN:invisible e310 x309) (\z True))) (\y308 Some (\e308 A-aN-bN:into e308 e307 y308) (\z True)))) (\y305 Some (\e305 B-aN-bN:evaporate e305 x305 y305) (\z True))))) (Some (\x301 ^ (Some (\e301 N-aD:water e301 x301) (\z True)) (^ (Some (\e304 N-aD:earth e304 v304) (\z True)) (Some (\e302 A-aN-bN:on e302 x301 v304) (\z True)))) (\x314 Some (\e314 ^ (B-aN:rise e314 x314) (^ (N-b{N-aD}:the (\x317 ^ (Some (\e318 N-aD:sky e318 x317) (\z True)) (InAnaphorSet 107 x317)) (\y316 Some (\e316 A-aN-bN:into e316 e314 y316) (\z True))) (Some (\e315 A-aN:up e315 e314) (\z True)))) (\z True))))) (\a304 Some (\a301 Equal a301 (\v301 ^ (^ (^ (Some (\e301 N-aD:water e301 v301) (\z True)) (N-b{N-aD}:the (\x303 Some (\e304 N-aD:earth e304 x303) (\z True)) (\y302 Some (\e302 A-aN-bN:on e302 v301 y302) (\z True)))) (Some (\z True) (\x307 Some (\e307 ^ (B-aN:turn e307 x307) (N-b{N-aD}:an (\x309 ^ (Some (\e311 N-aD:ga e311 x309) (\z True)) (Some (\e310 A-aN:invisible e310 x309) (\z True))) (\y308 Some (\e308 A-aN-bN:into e308 e307 y308) (\z True)))) (\y305 Some (\e305 B-aN-bN:evaporate e305 v301 y305) (\z True))))) (^ (^ (Some (\e301 N-aD:water e301 v301) (\z True)) (N-b{N-aD}:the (\x303 Some (\e304 N-aD:earth e304 x303) (\z True)) (\y302 Some (\e302 A-aN-bN:on e302 v301 y302) (\z True)))) (Some (\e314 ^ (B-aN:rise e314 v301) (^ (N-b{N-aD}:the (\x317 ^ (Some (\e318 N-aD:sky e318 x317) (\z True)) (InAnaphorSet 107 x317)) (\y316 Some (\e316 A-aN-bN:into e316 e314 y316) (\z True))) (Some (\e315 A-aN:up e315 e314) (\z True)))) (\z True))))) (\a301 ^ (^ (N-b{N-aD}:the (\x409 ^ (Some (\e410 N-aD:water e410 x409) (\z True)) (InAnaphorSet 301 x409)) (\x411 Some (\e411 ^ (B-aN:condense e411 x411) (Some (\e401 ^ (A-aN:higher e401 e411) (Some (\e402 A-aN:up e402 e401) (\z True))) (\z True))) (\zz412 N-b{N-aD}:the (\x404 Some (\e405 N-aD:air e405 x404) (\z True)) (\x407 Some (\e407 ^ (A-aN:cold e407 x407) (^ (B-aN-b{A-aN}:be e407) (Some (\e403 A-aN-rN:where e403 e407 zz412) (\z True)))) (\z True))))) (Some (\a410 Equal a410 (\v410 ^ (^ (Some (\e410 N-aD:water e410 v410) (\z True)) (InAnaphorSet 301 v410)) (Some (\e411 ^ (B-aN:condense e411 v410) (Some (\e401 ^ (A-aN:higher e401 e411) (Some (\e402 A-aN:up e402 e401) (\z True))) (\z True))) (\zz412 N-b{N-aD}:the (\x404 Some (\e405 N-aD:air e405 x404) (\z True)) (\x407 Some (\e407 ^ (A-aN:cold e407 x407) (^ (B-aN-b{A-aN}:be e407) (Some (\e403 A-aN-rN:where e403 e407 zz412) (\z True)))) (\z True)))))) (\a410 Some (\z413 ^ (Some (\e413 N:it e413 z413) (\z True)) (InAnaphorSet 410 z413)) (\x414 Some (\a413 Equal a413 (\v413 ^ (Some (\e413 N:it e413 x414) (\z True)) (InAnaphorSet 410 x414))) (\a413 Some (\e414 ^ (B-aN:change e414 x414) (^ (^ (Some (\e401 ^ (A-aN:higher e401 e414) (Some (\e402 A-aN:up e402 e401) (\z True))) (\z True)) (^ (Some (\x421 ^ (Some (\e421 N-aD:water e421 x421) (\z True)) (InAnaphorSet 413 x421)) (\xx421 Some (\e419 B-bO:drop e419 xx421) (\y418 Some (\e418 A-aN-bN:to e418 e414 y418) (\z True)))) (Some (\z425 ^ (Some (\e425 N:ice e425 z425) (\z True)) (InAnaphorSet 413 z425)) (\xx425 N-bO:crystal (\x423 Equal xx425 x423) (\y418 Some (\e418 A-aN-bN:to e418 e414 y418) (\z True)))))) (N-b{N-aD}:a (\x416 Some (\e417 N-aD:ga e417 x416) (\z True)) (\y415 Some (\e415 A-aN-bN:from e415 e414 y415) (\z True))))) (\zz412 N-b{N-aD}:the (\x404 Some (\e405 N-aD:air e405 x404) (\z True)) (\x407 Some (\e407 ^ (A-aN:cold e407 x407) (^ (B-aN-b{A-aN}:be e407) (Some (\e403 A-aN-rN:where e403 e407 zz412) (\z True)))) (\z True)))))))) (Some (\a413 Equal a413 (\v413 ^ (Some (\x409 ^ (Some (\e410 N-aD:water e410 x409) (\z True)) (InAnaphorSet 301 x409)) (\x411 Some (\e411 ^ (B-aN:condense e411 x411) (Some (\e401 ^ (A-aN:higher e401 e411) (Some (\e402 A-aN:up e402 e401) (\z True))) (\z True))) (\zz412 Some (\x404 Some (\e405 N-aD:air e405 x404) (\z True)) (\x407 Some (\e407 ^ (A-aN:cold e407 x407) (^ (B-aN-b{A-aN}:be e407) (Some (\e403 A-aN-rN:where e403 e407 zz412) (\z True)))) (\z True))))) (Some (\a410 Equal a410 (\v410 ^ (^ (Some (\e410 N-aD:water e410 v410) (\z True)) (InAnaphorSet 301 v410)) (Some (\e411 ^ (B-aN:condense e411 v410) (Some (\e401 ^ (A-aN:higher e401 e411) (Some (\e402 A-aN:up e402 e401) (\z True))) (\z True))) (\zz412 N-b{N-aD}:the (\x404 Some (\e405 N-aD:air e405 x404) (\z True)) (\x407 Some (\e407 ^ (A-aN:cold e407 x407) (^ (B-aN-b{A-aN}:be e407) (Some (\e403 A-aN-rN:where e403 e407 zz412) (\z True)))) (\z True)))))) (\a410 ^ (^ (Some (\e413 N:it e413 v413) (\z True)) (InAnaphorSet 410 v413)) (Some (\a413 Equal a413 (\v413 ^ (Some (\e413 N:it e413 v413) (\z True)) (InAnaphorSet 410 v413))) (\a413 Some (\e414 ^ (B-aN:change e414 v413) (^ (^ (Some (\e401 ^ (A-aN:higher e401 e414) (Some (\e402 A-aN:up e402 e401) (\z True))) (\z True)) (^ (Some (\x421 ^ (Some (\e421 N-aD:water e421 x421) (\z True)) (InAnaphorSet 413 x421)) (\xx421 Some (\e419 B-bO:drop e419 xx421) (\y418 Some (\e418 A-aN-bN:to e418 e414 y418) (\z True)))) (Some (\z425 ^ (Some (\e425 N:ice e425 z425) (\z True)) (InAnaphorSet 413 z425)) (\xx425 N-bO:crystal (\x423 Equal xx425 x423) (\y418 Some (\e418 A-aN-bN:to e418 e414 y418) (\z True)))))) (N-b{N-aD}:a (\x416 Some (\e417 N-aD:ga e417 x416) (\z True)) (\y415 Some (\e415 A-aN-bN:from e415 e414 y415) (\z True))))) (\zz412 N-b{N-aD}:the (\x404 Some (\e405 N-aD:air e405 x404) (\z True)) (\x407 Some (\e407 ^ (A-aN:cold e407 x407) (^ (B-aN-b{A-aN}:be e407) (Some (\e403 A-aN-rN:where e403 e407 zz412) (\z True)))) (\z True))))))))) (\a413 Some (\a419 Equal a419 (\v419 ^ (Some (\x409 ^ (Some (\e410 N-aD:water e410 x409) (\z True)) (InAnaphorSet 301 x409)) (\x411 Some (\e411 ^ (B-aN:condense e411 x411) (Some (\e401 ^ (A-aN:higher e401 e411) (Some (\e402 A-aN:up e402 e401) (\z True))) (\z True))) (\zz412 Some (\x404 Some (\e405 N-aD:air e405 x404) (\z True)) (\x407 Some (\e407 ^ (A-aN:cold e407 x407) (^ (B-aN-b{A-aN}:be e407) (Some (\e403 A-aN-rN:where e403 e407 zz412) (\z True)))) (\z True))))) (Some (\a410 Equal a410 (\v410 ^ (^ (Some (\e410 N-aD:water e410 v410) (\z True)) (InAnaphorSet 301 v410)) (Some (\e411 ^ (B-aN:condense e411 v410) (Some (\e401 ^ (A-aN:higher e401 e411) (Some (\e402 A-aN:up e402 e401) (\z True))) (\z True))) (\zz412 N-b{N-aD}:the (\x404 Some (\e405 N-aD:air e405 x404) (\z True)) (\x407 Some (\e407 ^ (A-aN:cold e407 x407) (^ (B-aN-b{A-aN}:be e407) (Some (\e403 A-aN-rN:where e403 e407 zz412) (\z True)))) (\z True)))))) (\a410 Some (\z413 ^ (Some (\e413 N:it e413 z413) (\z True)) (InAnaphorSet 410 z413)) (\x414 Some (\a413 Equal a413 (\v413 ^ (Some (\e413 N:it e413 x414) (\z True)) (InAnaphorSet 410 x414))) (\a413 Some (\e414 ^ (B-aN:change e414 x414) (^ (^ (Some (\e401 ^ (A-aN:higher e401 e414) (Some (\e402 A-aN:up e402 e401) (\z True))) (\z True)) (^ (Some (\x421 ^ (Some (\e421 N-aD:water e421 x421) (\z True)) (InAnaphorSet 413 x421)) (\xx421 ^ (B-bO:drop v419 xx421) (Some (\e418 A-aN-bN:to e418 e414 v419) (\z True)))) (Some (\z425 ^ (Some (\e425 N:ice e425 z425) (\z True)) (InAnaphorSet 413 z425)) (\xx425 N-bO:crystal (\x423 Equal xx425 x423) (\y418 Some (\e418 A-aN-bN:to e418 e414 y418) (\z True)))))) (N-b{N-aD}:a (\x416 Some (\e417 N-aD:ga e417 x416) (\z True)) (\y415 Some (\e415 A-aN-bN:from e415 e414 y415) (\z True))))) (\zz412 Some (\x404 Some (\e405 N-aD:air e405 x404) (\z True)) (\x407 Some (\e407 ^ (A-aN:cold e407 x407) (^ (B-aN-b{A-aN}:be e407) (Some (\e403 A-aN-rN:where e403 e407 zz412) (\z True)))) (\z True))))))))) (\a419 ^ (Some (\z501 Some (\e501 N:we e501 z501) (\z True)) (\x502 N-b{N-aD}:these (\x503 Some (\z True) (\x504 ^ (B-aN:drop x503 x504) (InAnaphorSet 419 x503))) (\y502 Some (\e502 ^ (B-aN-bN:see e502 x502 y502) (^ (Some (\x508 ^ (Some (\e508 N-aD:cloud e508 x508) (\z True)) (InAnaphorSet 201 x508)) (\y507 Some (\e507 A-aN-bN:as e507 e502 y507) (\z True))) (Some (\x506 ^ (Some (\e506 N-aD:water e506 x506) (\z True)) (InAnaphorSet 413 x506)) (\y505 Some (\e505 A-aN-bN:of e505 e502 y505) (\z True))))) (\z True)))) (Some (\a504 Equal a504 (\v504 Some (\z501 Some (\e501 N:we e501 z501) (\z True)) (\x502 ^ (Some (\z True) (\x504 ^ (B-aN:drop v504 x504) (InAnaphorSet 419 v504))) (Some (\e502 ^ (B-aN-bN:see e502 x502 v504) (^ (Some (\x508 ^ (Some (\e508 N-aD:cloud e508 x508) (\z True)) (InAnaphorSet 201 x508)) (\y507 Some (\e507 A-aN-bN:as e507 e502 y507) (\z True))) (Some (\x506 ^ (Some (\e506 N-aD:water e506 x506) (\z True)) (InAnaphorSet 413 x506)) (\y505 Some (\e505 A-aN-bN:of e505 e502 y505) (\z True))))) (\z True))))) (\a504 Some (\a506 Equal a506 (\v506 Some (\z501 Some (\e501 N:we e501 z501) (\z True)) (\x502 Some (\x503 Some (\z True) (\x504 ^ (B-aN:drop x503 x504) (InAnaphorSet 419 x503))) (\y502 Some (\e502 ^ (B-aN-bN:see e502 x502 y502) (^ (Some (\x508 ^ (Some (\e508 N-aD:cloud e508 x508) (\z True)) (InAnaphorSet 201 x508)) (\y507 Some (\e507 A-aN-bN:as e507 e502 y507) (\z True))) (^ (^ (Some (\e506 N-aD:water e506 v506) (\z True)) (InAnaphorSet 413 v506)) (Some (\e505 A-aN-bN:of e505 e502 v506) (\z True))))) (\z True))))) (\a506 ^ (N-b{N-aD}:the (\x601 Some (\z True) (\x602 ^ (B-aN:drop x601 x602) (InAnaphorSet 504 x601))) (\x603 Some (\e603 ^ (B-aN:fall e603 x603) (^ (^ (^ (Some (\z True) (\x609 Some (\e609 ^ (B-aN:rain e609 x609) (InAnaphorSet 204 e609)) (\y608 Some (\e608 A-aN-bN:as e608 e603 y608) (\z True)))) (Some (\z607 ^ (Some (\e607 N:earth e607 z607) (\z True)) (InAnaphorSet 304 z607)) (\y606 Some (\e606 A-aN-bN:to e606 e603 y606) (\z True)))) (Some (\e605 A-aN:down e605 e603) (\z True))) (Some (\e604 A-aN:back e604 e603) (\z True)))) (\z True))) (N-b{N-aD}:the (\x613 ^ (Some (\e614 N-aD:water e614 x613) (\z True)) (InAnaphorSet 506 x613)) (\x615 Some (\e615 ^ (B-aN:evaporate e615 x615) (^ (Some (\e612 A-aN:then e612 e615) (\z True)) (Some (\e616 A-aN:again e616 e615) (\z True)))) (\z True))))))))))))))))))))) 113 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:factory e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:factory e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:factory e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x104 Some (\e105 N-aD:building e105 x104) (\z True)) (\zz105 ^ (Some (\x107 Some (\e107 N-aD:worker e107 x107) (\z True)) (\x108 Some (\e108 B-aN-bI:use e108 x108 (Intension (Some (\x109 Some (\e109 N-aD:machine e109 x109) (\z True)) (\x111 Some (\x112 ^ (Some (\e112 N-aD:thing e112 x112) (\z True)) (InAntecedentSet 112 x112)) (\y111 Some (\e111 ^ (B-aN-bN:make e111 x111 y111) (^ (Some (\e106 A-aN-rN:where e106 e111 zz105) (\z True)) (Some (\e114 B:sell e114 x114) (\y113 Some (\e113 A-aN-bN:for e113 e111 y113) (\z True))))) (\z True)))))) (\z True))) (Equal zz105 x)))) (^ (Some (\z201 Some (\e201 N:it e201 z201) (\z True)) (\x203 N-b{N-aD}:a (\x204 Some (\e205 N-aD:building e205 x204) (\z True)) (\zz205 ^ (Some (\x207 Some (\e207 N-aD:company e207 x207) (\z True)) (\x208 Some (\z True) (\x210 Some (\e210 ^ (B-aN:produce e210 x210) (Some (\e209 N-aD:mass e209 e210) (\z True))) (\y208 Some (\e208 ^ (B-aN-bN:use e208 x208 y208) (^ (Some (\e206 A-aN-rN:where e206 e208 zz205) (\z True)) (Some (\x214 ^ (Some (\e214 N-aD:thing e214 x214) (\z True)) (^ (InAnaphorSet 112 x214) (Some (\e213 A-aN:different e213 x214) (\z True)))) (\y212 Some (\e212 B-aN-bN:make e212 e208 y212) (\z True))))) (\z True))))) (Some (\e203 ^ (B-aN-bN:mean e203 x203 zz205) (Some (\e202 A-aN:usual e202 e203) (\z True))) (\z True))))) (Some (\a201 Equal a201 (\v201 ^ (Some (\e201 N:it e201 v201) (\z True)) (N-b{N-aD}:a (\x204 Some (\e205 N-aD:building e205 x204) (\z True)) (\zz205 ^ (Some (\x207 Some (\e207 N-aD:company e207 x207) (\z True)) (\x208 Some (\z True) (\x210 Some (\e210 ^ (B-aN:produce e210 x210) (Some (\e209 N-aD:mass e209 e210) (\z True))) (\y208 Some (\e208 ^ (B-aN-bN:use e208 x208 y208) (^ (Some (\e206 A-aN-rN:where e206 e208 zz205) (\z True)) (Some (\x214 ^ (Some (\e214 N-aD:thing e214 x214) (\z True)) (^ (InAnaphorSet 112 x214) (Some (\e213 A-aN:different e213 x214) (\z True)))) (\y212 Some (\e212 B-aN-bN:make e212 e208 y212) (\z True))))) (\z True))))) (Some (\e203 ^ (B-aN-bN:mean e203 v201 zz205) (Some (\e202 A-aN:usual e202 e203) (\z True))) (\z True)))))) (\a201 ^ (N-b{N-aD}:the (\x303 ^ (Some (\e305 N-aD:thing e305 x303) (\z True)) (^ (InAnaphorSet 112 x303) (Some (\e304 A-aN:same e304 x303) (\z True)))) (\xx305 N-bO:many (\x301 Equal xx305 x301) (\zz307 Some (\z True) (\x307 Some (\e307 ^ (B-aN-bN:make e307 x307 zz307) (^ (B-aN-b{A-aN}:be e307) (Some (\z313 Some (\e313 N:time e313 z313) (\z True)) (\xx313 N-b{N-aD}:a (\x309 ^ (Some (\e311 N-aD-bO:amount e311 x309 xx313) (\z True)) (Some (\e310 A-aN:short e310 x309) (\z True))) (\y308 Some (\e308 A-aN-bN:in e308 e307 y308) (\z True)))))) (\z True))))) (Some (\x401 ^ (Some (\e401 N-aD:factory e401 x401) (\z True)) (^ (InAnaphorSet 201 x401) (N-b{N-aD}:the (\x403 Some (\z True) (\x405 ^ (B-aN:revolve x403 x405) (Some (\e404 A-aN:industrial e404 x403) (\z True)))) (\y402 Some (\e402 A-aN-bN:during e402 x401 y402) (\z True))))) (\x406 Some (\x409 ^ (Some (\e409 N-aD:condition e409 x409) (\z True)) (^ (Some (\e407 A-aN:horrible e407 x409) (\z True)) (Some (\e408 B-aN:work e408 x409) (\z True)))) (\y406 Some (\e406 B-aN-bN:have e406 x406 y406) (\z True)))))))))) 114 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:queensland e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:queensland e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:queensland e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:state e104 x103) (\z True)) (Some (\x107 ^ (Some (\e107 N-aD:australia e107 x107) (\z True)) (Some (\e106 A-aN:eastern e106 x107) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y x))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e101 N:queensland e101 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:state e104 x103) (\z True)) (Some (\x107 ^ (Some (\e107 N-aD:australia e107 x107) (\z True)) (Some (\e106 A-aN:eastern e106 x107) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y v102)))) (\a102 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 102 z201))) (\x ^ (N-b{N-aD}:the (\x203 ^ (^ (Some (\e206 N-aD:state e206 x203) (\z True)) (Some (\z208 Some (\e208 N:area e208 z208) (\z True)) (\y207 Some (\e207 A-aN-bN:by e207 x203 y207) (\z True)))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:secondMinusOne (\y204 ^ (Some (\e206 N-aD:state e206 y204) (\z True)) (Some (\z208 Some (\e208 N:area e208 z208) (\z True)) (\y207 Some (\e207 A-aN-bN:by e207 y204 y207) (\z True)))) (\y204 More (\z204 Some (\e205 ^ (A-aN:large e205 y204) (Equal z204 e205)) (\z True)) (\z204 Some (\e205 ^ (A-aN:large e205 x203) (Equal z204 e205)) (\z True))))) (\y Equal y x)) (N-b{N-aD}:the (\x210 ^ (^ (Some (\e213 N-aD:state e213 x210) (\z True)) (Some (\z True) (\x215 Some (\e215 B-aN:populate e215 x215) (\y214 Some (\e214 A-aN-bN:by e214 x210 y214) (\z True))))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:thirdMinusOne (\y211 ^ (Some (\e213 N-aD:state e213 y211) (\z True)) (Some (\z True) (\x215 Some (\e215 B-aN:populate e215 x215) (\y214 Some (\e214 A-aN-bN:by e214 y211 y214) (\z True))))) (\y211 More (\z211 Some (\e212 ^ (A-aN:large e212 y211) (Equal z211 e212)) (\z True)) (\z211 Some (\e212 ^ (A-aN:large e212 x210) (Equal z211 e212)) (\z True))))) (\y Equal y x)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 102 v201))) (^ (N-b{N-aD}:the (\x203 ^ (^ (Some (\e206 N-aD:state e206 x203) (\z True)) (Some (\z208 Some (\e208 N:area e208 z208) (\z True)) (\y207 Some (\e207 A-aN-bN:by e207 x203 y207) (\z True)))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:secondMinusOne (\y204 ^ (Some (\e206 N-aD:state e206 y204) (\z True)) (Some (\z208 Some (\e208 N:area e208 z208) (\z True)) (\y207 Some (\e207 A-aN-bN:by e207 y204 y207) (\z True)))) (\y204 More (\z204 Some (\e205 ^ (A-aN:large e205 y204) (Equal z204 e205)) (\z True)) (\z204 Some (\e205 ^ (A-aN:large e205 x203) (Equal z204 e205)) (\z True))))) (\y Equal y v201)) (N-b{N-aD}:the (\x210 ^ (^ (Some (\e213 N-aD:state e213 x210) (\z True)) (Some (\z True) (\x215 Some (\e215 B-aN:populate e215 x215) (\y214 Some (\e214 A-aN-bN:by e214 x210 y214) (\z True))))) (NNORDSUP-aD-b{N-aD}-b{A-aN}:thirdMinusOne (\y211 ^ (Some (\e213 N-aD:state e213 y211) (\z True)) (Some (\z True) (\x215 Some (\e215 B-aN:populate e215 x215) (\y214 Some (\e214 A-aN-bN:by e214 y211 y214) (\z True))))) (\y211 More (\z211 Some (\e212 ^ (A-aN:large e212 y211) (Equal z211 e212)) (\z True)) (\z211 Some (\e212 ^ (A-aN:large e212 x210) (Equal z211 e212)) (\z True))))) (\y Equal y v201))))) (\a201 ^ (Some (\x306 ^ (Some (\e306 N-aD:people e306 x306) (\z True)) (^ (^ (B-aN-b{A-aN}:be x306) (^ (Some (\z302 Some (\e302 N:2006 e302 z302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 x306 y301) (\z True))) (Some (\e307 ^ (B-aN:live e307 x306) (Some (\z309 ^ (Some (\e309 N:queensland e309 z309) (\z True)) (InAnaphorSet 201 z309)) (\y308 Some (\e308 A-aN-bN:in e308 e307 y308) (\z True)))) (\z True)))) (Some (\e305 A-aN:3,904,532 e305 x306) (\z True)))) (\z True)) (Some (\a309 Equal a309 (\v309 Some (\x306 ^ (Some (\e306 N-aD:people e306 x306) (\z True)) (^ (^ (B-aN-b{A-aN}:be x306) (^ (Some (\z302 Some (\e302 N:2006 e302 z302) (\z True)) (\y301 Some (\e301 A-aN-bN:in e301 x306 y301) (\z True))) (Some (\e307 ^ (B-aN:live e307 x306) (^ (^ (Some (\e309 N:queensland e309 v309) (\z True)) (InAnaphorSet 201 v309)) (Some (\e308 A-aN-bN:in e308 e307 v309) (\z True)))) (\z True)))) (Some (\e305 A-aN:3,904,532 e305 x306) (\z True)))) (\z True))) (\a309 ^ (Some (\z401 ^ (Some (\e401 N:it e401 z401) (\z True)) (InAnaphorSet 309 z401)) (\x402 Some (\z409 Some (\e409 N:australia e409 z409) (\z True)) (\xx409 N-b{N-aD}:the (\x403 ^ (Some (\e407 N-aD-bO:corner e407 x403 xx409) (\z True)) (Some (\e406 ^ (A-aN:east e406 x403) (Some (\e404 A-aN:north e404 e406) (\z True))) (\z True))) (\y402 Some (\e402 B-aN-bN:occupy e402 x402 y402) (\z True))))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:it e401 v401) (\z True)) (InAnaphorSet 309 v401)) (Some (\z409 Some (\e409 N:australia e409 z409) (\z True)) (\xx409 N-b{N-aD}:the (\x403 ^ (Some (\e407 N-aD-bO:corner e407 x403 xx409) (\z True)) (Some (\e406 ^ (A-aN:east e406 x403) (Some (\e404 A-aN:north e404 e406) (\z True))) (\z True))) (\y402 Some (\e402 B-aN-bN:occupy e402 v401 y402) (\z True)))))) (\a401 ^ (N-b{N-aD}:the (\x501 ^ (Some (\e502 N-aD:state e502 x501) (\z True)) (InAnaphorSet 401 x501)) (\x503 ^ (N-b{N-aD}:the (\x504 ^ (Some (\e506 N-aD:territory e506 x504) (\z True)) (^ (N-b{N-aD}:the (\x508 Some (\e509 N-aD:west e509 x508) (\z True)) (\y507 Some (\e507 A-aN-bN:to e507 x504 y507) (\z True))) (Some (\e505 A-aN:northern e505 x504) (\z True)))) (\y503 Some (\e503 B-aN-bN:have e503 x503 y503) (\z True))) (^ (Some (\x512 ^ (Some (\e512 N-aD:australia e512 x512) (\z True)) (^ (N-b{N-aD}:the (\x514 ^ (Some (\e517 N-aD:west e517 x514) (\z True)) (Some (\e515 A-aN:south e515 x514) (\z True))) (\y513 Some (\e513 A-aN-bN:to e513 x512 y513) (\z True))) (Some (\e511 N-aD:south e511 x512) (\z True)))) (\y503 Some (\e503 B-aN-bN:have e503 x503 y503) (\z True))) (Some (\x521 ^ (Some (\e521 N-aD:wale e521 x521) (\z True)) (^ (^ (N-b{N-aD}:the (\x523 Some (\e524 N-aD:south e524 x523) (\z True)) (\y522 Some (\e522 A-aN-bN:to e522 x521 y522) (\z True))) (Some (\e519 N-aD:new e519 x521) (\z True))) (Some (\e520 N-aD:south e520 x521) (\z True)))) (\y503 Some (\e503 B-aN-bN:have e503 x503 y503) (\z True)))))) (Some (\a502 Equal a502 (\v502 ^ (^ (Some (\e502 N-aD:state e502 v502) (\z True)) (InAnaphorSet 401 v502)) (^ (N-b{N-aD}:the (\x504 ^ (Some (\e506 N-aD:territory e506 x504) (\z True)) (^ (N-b{N-aD}:the (\x508 Some (\e509 N-aD:west e509 x508) (\z True)) (\y507 Some (\e507 A-aN-bN:to e507 x504 y507) (\z True))) (Some (\e505 A-aN:northern e505 x504) (\z True)))) (\y503 Some (\e503 B-aN-bN:have e503 v502 y503) (\z True))) (^ (Some (\x512 ^ (Some (\e512 N-aD:australia e512 x512) (\z True)) (^ (N-b{N-aD}:the (\x514 ^ (Some (\e517 N-aD:west e517 x514) (\z True)) (Some (\e515 A-aN:south e515 x514) (\z True))) (\y513 Some (\e513 A-aN-bN:to e513 x512 y513) (\z True))) (Some (\e511 N-aD:south e511 x512) (\z True)))) (\y503 Some (\e503 B-aN-bN:have e503 v502 y503) (\z True))) (Some (\x521 ^ (Some (\e521 N-aD:wale e521 x521) (\z True)) (^ (^ (N-b{N-aD}:the (\x523 Some (\e524 N-aD:south e524 x523) (\z True)) (\y522 Some (\e522 A-aN-bN:to e522 x521 y522) (\z True))) (Some (\e519 N-aD:new e519 x521) (\z True))) (Some (\e520 N-aD:south e520 x521) (\z True)))) (\y503 Some (\e503 B-aN-bN:have e503 v502 y503) (\z True))))))) (\a502 Some (\z605 ^ (Some (\e605 N:queensland e605 z605) (\z True)) (InAnaphorSet 502 z605)) (\zz607 Some (\z True) (\x607 Some (\e607 ^ (B-aN-bN:border e607 x607 zz607) (^ (^ (B-aN-b{A-aN}:be e607) (N-b{N-aD}:the (\x602 Some (\e603 N-aD:east e603 x602) (\z True)) (\y601 Some (\e601 A-aN-bN:to e601 e607 y601) (\z True)))) (^ (N-b{N-aD}:the (\x609 ^ (Some (\e611 N-aD:sea e611 x609) (\z True)) (Some (\e610 N-aD:coral e610 x609) (\z True))) (\y608 Some (\e608 A-aN-bN:by e608 e607 y608) (\z True))) (Some (\x614 ^ (Some (\e614 N-aD:ocean e614 x614) (\z True)) (Some (\e613 N-aD:pacific e613 x614) (\z True))) (\y608 Some (\e608 A-aN-bN:by e608 e607 y608) (\z True)))))) (\z True)))))))))))))))) 115 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:cheese e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:cheese e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:cheese e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x ^ (Some (\e103 N-aD:milk e103 x) (\z True)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:make e104 x104 x) (N-b{N-aD}:a (\x106 ^ (Some (\e108 N-aD:form e108 x106) (\z True)) (Some (\e107 A-aN:solid e107 x106) (\z True))) (\zz108 ^ (Some (\e109 N-rN:that e109 zz108) (\xx109 Some (\z110 Some (\e110 N:you e110 z110) (\z True)) (\x111 Some (\e111 B-aN-bN:eat e111 x111 xx109) (\z True)))) (Some (\e105 A-aN-bN:into e105 e104 zz108) (\z True))))) (\z True))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:cheese e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (^ (Some (\e103 N-aD:milk e103 v101) (\z True)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:make e104 x104 v101) (N-b{N-aD}:a (\x106 ^ (Some (\e108 N-aD:form e108 x106) (\z True)) (Some (\e107 A-aN:solid e107 x106) (\z True))) (\zz108 ^ (Some (\e109 N-rN:that e109 zz108) (\xx109 Some (\z110 Some (\e110 N:you e110 z110) (\z True)) (\x111 Some (\e111 B-aN-bN:eat e111 x111 xx109) (\z True)))) (Some (\e105 A-aN-bN:into e105 e104 zz108) (\z True))))) (\z True)))))) (\a101 ^ (Some (\z206 ^ (Some (\e206 N:cheese e206 z206) (\z True)) (InAnaphorSet 101 z206)) (\xx206 Some (\x204 ^ (Some (\e204 N-aD-bO:type e204 x204 xx206) (\z True)) (^ (B-aN-b{A-aN}:be x204) (Some (\e203 A-aN:many e203 x204) (\z True)))) (\z True))) (Some (\a206 Equal a206 (\v206 ^ (^ (Some (\e206 N:cheese e206 v206) (\z True)) (InAnaphorSet 101 v206)) (Some (\x204 ^ (Some (\e204 N-aD-bO:type e204 x204 v206) (\z True)) (^ (B-aN-b{A-aN}:be x204) (Some (\e203 A-aN:many e203 x204) (\z True)))) (\z True)))) (\a206 ^ (N-b{N-aD}:a (\x311 ^ (Some (\e312 N-aD:cheese e312 x311) (\z True)) (InAnaphorSet 206 x311)) (\xx312 Some (\x302 ^ (Some (\e302 N-aD:thing e302 x302) (\z True)) (Some (\e301 A-aN:many e301 x302) (\z True))) (\x303 N-b{N-aD}:the (\x304 ^ (Some (\e305 N-aD-bO:style e305 x304 xx312) (\z True)) (^ (Some (\e307 N-aD-bO:texture e307 x304 xx312) (\z True)) (Some (\e309 N-aD-bO:flavor e309 x304 xx312) (\z True)))) (\y303 Some (\e303 B-aN-bN:affect e303 x303 y303) (\z True))))) (Some (\a312 Equal a312 (\v312 ^ (^ (Some (\e312 N-aD:cheese e312 v312) (\z True)) (InAnaphorSet 206 v312)) (Some (\x302 ^ (Some (\e302 N-aD:thing e302 x302) (\z True)) (Some (\e301 A-aN:many e301 x302) (\z True))) (\x303 N-b{N-aD}:the (\x304 ^ (Some (\e305 N-aD-bO:style e305 x304 v312) (\z True)) (^ (Some (\e307 N-aD-bO:texture e307 x304 v312) (\z True)) (Some (\e309 N-aD-bO:flavor e309 x304 v312) (\z True)))) (\y303 Some (\e303 B-aN-bN:affect e303 x303 y303) (\z True)))))) (\a312 Some (\a302 Equal a302 (\v302 Some (\x311 ^ (Some (\e312 N-aD:cheese e312 x311) (\z True)) (InAnaphorSet 206 x311)) (\xx312 ^ (^ (Some (\e302 N-aD:thing e302 v302) (\z True)) (Some (\e301 A-aN:many e301 v302) (\z True))) (N-b{N-aD}:the (\x304 ^ (Some (\e305 N-aD-bO:style e305 x304 xx312) (\z True)) (^ (Some (\e307 N-aD-bO:texture e307 x304 xx312) (\z True)) (Some (\e309 N-aD-bO:flavor e309 x304 xx312) (\z True)))) (\y303 Some (\e303 B-aN-bN:affect e303 v302 y303) (\z True)))))) (\a302 ^ (Some (\z401 ^ (Some (\e401 N:these e401 z401) (\z True)) (InAnaphorSet 302 z401)) (\x402 ^ (N-b{N-aD}:the (\x403 ^ (Some (\e404 N-aD:milk e404 x403) (\z True)) (^ (InAnaphorSet 103 x403) (^ (Some (\e406 N-aD:cow e406 x403) (\z True)) (Some (\e408 N-aD:goat e408 x403) (\z True))))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))) (Some (\a404 Equal a404 (\v404 ^ (^ (Some (\e404 N-aD:milk e404 v404) (\z True)) (^ (InAnaphorSet 103 v404) (^ (Some (\e406 N-aD:cow e406 v404) (\z True)) (Some (\e408 N-aD:goat e408 v404) (\z True))))) (Some (\e402 B-aN-bN:include e402 x402 v404) (\z True)))) (\a404 ^ (N-b{N-aD}:the (\x412 ^ (Some (\e413 N-aD:milk e413 x412) (\z True)) (InAnaphorSet 404 x412)) (\zz416 Some (\z True) (\x416 Some (\e416 ^ (B-aN-bN:pasteurize e416 x416 zz416) (^ (B-aN-b{A-aN}:be e416) (^ (B-aN-b{L-aN}:have e416) (All (\z True) (\x411 N-b{V-g{R-aN}}:if x411 e416))))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))) (^ (^ (Some (\x421 Some (\e421 N-aD:butterfat e421 x421) (\z True)) (\xx424 N-b{N-aD}:the (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (N-b{N-aD}:the (\x427 ^ (Some (\e428 N-aD:cheese e428 x427) (\z True)) (InAnaphorSet 312 x427)) (\y426 Some (\e426 A-aN-bN:in e426 x418 y426) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (^ (Some (\x423 Some (\e423 N-aD:bacteria e423 x423) (\z True)) (\xx424 N-b{N-aD}:the (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (N-b{N-aD}:the (\x427 ^ (Some (\e428 N-aD:cheese e428 x427) (\z True)) (InAnaphorSet 312 x427)) (\y426 Some (\e426 A-aN-bN:in e426 x418 y426) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (Some (\x425 Some (\e425 N-aD:mold e425 x425) (\z True)) (\xx424 N-b{N-aD}:the (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (N-b{N-aD}:the (\x427 ^ (Some (\e428 N-aD:cheese e428 x427) (\z True)) (InAnaphorSet 312 x427)) (\y426 Some (\e426 A-aN-bN:in e426 x418 y426) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))))) (Some (\a428 Equal a428 (\v428 ^ (Some (\x421 Some (\e421 N-aD:butterfat e421 x421) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (^ (^ (Some (\e428 N-aD:cheese e428 v428) (\z True)) (InAnaphorSet 312 v428)) (Some (\e426 A-aN-bN:in e426 x418 v428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (^ (Some (\x423 Some (\e423 N-aD:bacteria e423 x423) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (^ (^ (Some (\e428 N-aD:cheese e428 v428) (\z True)) (InAnaphorSet 312 v428)) (Some (\e426 A-aN-bN:in e426 x418 v428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (Some (\x425 Some (\e425 N-aD:mold e425 x425) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (^ (^ (Some (\e428 N-aD:cheese e428 v428) (\z True)) (InAnaphorSet 312 v428)) (Some (\e426 A-aN-bN:in e426 x418 v428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))))) (\a428 ^ (N-b{N-aD}:the (\x431 ^ (Some (\e432 N-aD:cheese e432 x431) (\z True)) (InAnaphorSet 428 x431)) (\zz434 Some (\z True) (\x434 Some (\e434 ^ (B-aN-bN:make e434 x434 zz434) (^ (B-aN-b{A-aN}:be e434) (All (\z True) (\x430 N-b{V-g{R-aN}}:how x430 e434)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))) (Some (\a432 Equal a432 (\v432 ^ (^ (Some (\e432 N-aD:cheese e432 v432) (\z True)) (InAnaphorSet 428 v432)) (Some (\z True) (\x434 Some (\e434 ^ (B-aN-bN:make e434 x434 v432) (^ (B-aN-b{A-aN}:be e434) (All (\z True) (\x430 N-b{V-g{R-aN}}:how x430 e434)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))))) (\a432 Gen (\zz440 Some (\x437 ^ (Some (\e437 N-aD:old e437 x437) (\z True)) (Some (\e436 A-aN-iN:how e436 x437 zz440) (\z True))) (\xx437 N-b{N-aD}:the (\x438 ^ (Some (\e439 N-aD:cheese e439 x438) (\z True)) (^ (B-aN-b{A-aN}:be x438) (InAnaphorSet 432 x438))) (\x Equal xx437 x))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))))))))) (Some (\a413 Equal a413 (\v413 Some (\z401 ^ (Some (\e401 N:these e401 z401) (\z True)) (InAnaphorSet 302 z401)) (\x402 ^ (Some (\x403 ^ (Some (\e404 N-aD:milk e404 x403) (\z True)) (^ (InAnaphorSet 103 x403) (^ (Some (\e406 N-aD:cow e406 x403) (\z True)) (Some (\e408 N-aD:goat e408 x403) (\z True))))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))) (Some (\a404 Equal a404 (\v404 ^ (^ (Some (\e404 N-aD:milk e404 v404) (\z True)) (^ (InAnaphorSet 103 v404) (^ (Some (\e406 N-aD:cow e406 v404) (\z True)) (Some (\e408 N-aD:goat e408 v404) (\z True))))) (Some (\e402 B-aN-bN:include e402 x402 v404) (\z True)))) (\a404 ^ (^ (^ (Some (\e413 N-aD:milk e413 v413) (\z True)) (InAnaphorSet 404 v413)) (Some (\z True) (\x416 Some (\e416 ^ (B-aN-bN:pasteurize e416 x416 v413) (^ (B-aN-b{A-aN}:be e416) (^ (B-aN-b{L-aN}:have e416) (All (\z True) (\x411 N-b{V-g{R-aN}}:if x411 e416))))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))) (^ (^ (Some (\x421 Some (\e421 N-aD:butterfat e421 x421) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (N-b{N-aD}:the (\x427 ^ (Some (\e428 N-aD:cheese e428 x427) (\z True)) (InAnaphorSet 312 x427)) (\y426 Some (\e426 A-aN-bN:in e426 x418 y426) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (^ (Some (\x423 Some (\e423 N-aD:bacteria e423 x423) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (N-b{N-aD}:the (\x427 ^ (Some (\e428 N-aD:cheese e428 x427) (\z True)) (InAnaphorSet 312 x427)) (\y426 Some (\e426 A-aN-bN:in e426 x418 y426) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (Some (\x425 Some (\e425 N-aD:mold e425 x425) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (N-b{N-aD}:the (\x427 ^ (Some (\e428 N-aD:cheese e428 x427) (\z True)) (InAnaphorSet 312 x427)) (\y426 Some (\e426 A-aN-bN:in e426 x418 y426) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))))) (Some (\a428 Equal a428 (\v428 ^ (Some (\x421 Some (\e421 N-aD:butterfat e421 x421) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (^ (^ (Some (\e428 N-aD:cheese e428 v428) (\z True)) (InAnaphorSet 312 v428)) (Some (\e426 A-aN-bN:in e426 x418 v428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (^ (Some (\x423 Some (\e423 N-aD:bacteria e423 x423) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (^ (^ (Some (\e428 N-aD:cheese e428 v428) (\z True)) (InAnaphorSet 312 v428)) (Some (\e426 A-aN-bN:in e426 x418 v428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (Some (\x425 Some (\e425 N-aD:mold e425 x425) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (^ (^ (Some (\e428 N-aD:cheese e428 v428) (\z True)) (InAnaphorSet 312 v428)) (Some (\e426 A-aN-bN:in e426 x418 v428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))))) (\a428 ^ (Some (\x431 ^ (Some (\e432 N-aD:cheese e432 x431) (\z True)) (InAnaphorSet 428 x431)) (\zz434 Some (\z True) (\x434 Some (\e434 ^ (B-aN-bN:make e434 x434 zz434) (^ (B-aN-b{A-aN}:be e434) (All (\z True) (\x430 N-b{V-g{R-aN}}:how x430 e434)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))) (Some (\a432 Equal a432 (\v432 ^ (^ (Some (\e432 N-aD:cheese e432 v432) (\z True)) (InAnaphorSet 428 v432)) (Some (\z True) (\x434 Some (\e434 ^ (B-aN-bN:make e434 x434 v432) (^ (B-aN-b{A-aN}:be e434) (All (\z True) (\x430 N-b{V-g{R-aN}}:how x430 e434)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))))) (\a432 Some (\zz440 Some (\x437 ^ (Some (\e437 N-aD:old e437 x437) (\z True)) (Some (\e436 A-aN-iN:how e436 x437 zz440) (\z True))) (\xx437 N-b{N-aD}:the (\x438 ^ (Some (\e439 N-aD:cheese e439 x438) (\z True)) (^ (B-aN-b{A-aN}:be x438) (InAnaphorSet 432 x438))) (\x Equal xx437 x))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))))))))))) (\a413 Some (\a439 Equal a439 (\v439 Some (\z401 ^ (Some (\e401 N:these e401 z401) (\z True)) (InAnaphorSet 302 z401)) (\x402 ^ (Some (\x403 ^ (Some (\e404 N-aD:milk e404 x403) (\z True)) (^ (InAnaphorSet 103 x403) (^ (Some (\e406 N-aD:cow e406 x403) (\z True)) (Some (\e408 N-aD:goat e408 x403) (\z True))))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))) (Some (\a404 Equal a404 (\v404 ^ (^ (Some (\e404 N-aD:milk e404 v404) (\z True)) (^ (InAnaphorSet 103 v404) (^ (Some (\e406 N-aD:cow e406 v404) (\z True)) (Some (\e408 N-aD:goat e408 v404) (\z True))))) (Some (\e402 B-aN-bN:include e402 x402 v404) (\z True)))) (\a404 ^ (Some (\x412 ^ (Some (\e413 N-aD:milk e413 x412) (\z True)) (InAnaphorSet 404 x412)) (\zz416 Some (\z True) (\x416 Some (\e416 ^ (B-aN-bN:pasteurize e416 x416 zz416) (^ (B-aN-b{A-aN}:be e416) (^ (B-aN-b{L-aN}:have e416) (All (\z True) (\x411 N-b{V-g{R-aN}}:if x411 e416))))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))) (^ (^ (Some (\x421 Some (\e421 N-aD:butterfat e421 x421) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (N-b{N-aD}:the (\x427 ^ (Some (\e428 N-aD:cheese e428 x427) (\z True)) (InAnaphorSet 312 x427)) (\y426 Some (\e426 A-aN-bN:in e426 x418 y426) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (^ (Some (\x423 Some (\e423 N-aD:bacteria e423 x423) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (N-b{N-aD}:the (\x427 ^ (Some (\e428 N-aD:cheese e428 x427) (\z True)) (InAnaphorSet 312 x427)) (\y426 Some (\e426 A-aN-bN:in e426 x418 y426) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (Some (\x425 Some (\e425 N-aD:mold e425 x425) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (N-b{N-aD}:the (\x427 ^ (Some (\e428 N-aD:cheese e428 x427) (\z True)) (InAnaphorSet 312 x427)) (\y426 Some (\e426 A-aN-bN:in e426 x418 y426) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))))) (Some (\a428 Equal a428 (\v428 ^ (Some (\x421 Some (\e421 N-aD:butterfat e421 x421) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (^ (^ (Some (\e428 N-aD:cheese e428 v428) (\z True)) (InAnaphorSet 312 v428)) (Some (\e426 A-aN-bN:in e426 x418 v428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (^ (Some (\x423 Some (\e423 N-aD:bacteria e423 x423) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (^ (^ (Some (\e428 N-aD:cheese e428 v428) (\z True)) (InAnaphorSet 312 v428)) (Some (\e426 A-aN-bN:in e426 x418 v428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (Some (\x425 Some (\e425 N-aD:mold e425 x425) (\z True)) (\xx424 Some (\x418 ^ (Some (\e419 N-aD-bO:amount e419 x418 xx424) (\z True)) (^ (^ (Some (\e428 N-aD:cheese e428 v428) (\z True)) (InAnaphorSet 312 v428)) (Some (\e426 A-aN-bN:in e426 x418 v428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))))) (\a428 ^ (Some (\x431 ^ (Some (\e432 N-aD:cheese e432 x431) (\z True)) (InAnaphorSet 428 x431)) (\zz434 Some (\z True) (\x434 Some (\e434 ^ (B-aN-bN:make e434 x434 zz434) (^ (B-aN-b{A-aN}:be e434) (All (\z True) (\x430 N-b{V-g{R-aN}}:how x430 e434)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))) (Some (\a432 Equal a432 (\v432 ^ (^ (Some (\e432 N-aD:cheese e432 v432) (\z True)) (InAnaphorSet 428 v432)) (Some (\z True) (\x434 Some (\e434 ^ (B-aN-bN:make e434 x434 v432) (^ (B-aN-b{A-aN}:be e434) (All (\z True) (\x430 N-b{V-g{R-aN}}:how x430 e434)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))))) (\a432 Some (\zz440 ^ (^ (Some (\e437 N-aD:old e437 v439) (\z True)) (Some (\e436 A-aN-iN:how e436 v439 zz440) (\z True))) (^ (Some (\e439 N-aD:cheese e439 v439) (\z True)) (^ (B-aN-b{A-aN}:be v439) (InAnaphorSet 432 v439)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))))))))))) (\a439 ^ (N-b{N-aD}:the (\x505 ^ (Some (\e506 N-aD:milk e506 x505) (\z True)) (InAnaphorSet 413 x505)) (\zz508 Some (\z True) (\x508 Some (\e508 ^ (B-aN-bN:curdle e508 x508 zz508) (^ (^ (B-aN-b{A-aN}:be e508) (N-b{N-aD}:some (\x502 ^ (Some (\e503 N-aD:cheese e503 x502) (\z True)) (InAnaphorSet 439 x502)) (\y501 Some (\e501 A-aN-bN:for e501 e508 y501) (\z True)))) (Some (\x511 ^ (Some (\e511 N-aD:acid e511 x511) (\z True)) (Some (\e512 ^ (A-aN:such e512 x511) (^ (Some (\z514 Some (\e514 N:vinegar e514 z514) (\z True)) (\y513 Some (\e513 A-aN-bN:as e513 e512 y513) (\z True))) (Some (\x517 ^ (Some (\e517 N-aD:juice e517 x517) (\z True)) (Some (\e516 A-aN:lemon e516 x517) (\z True))) (\y513 Some (\e513 A-aN-bN:as e513 e512 y513) (\z True))))) (\z True))) (\y510 Some (\e510 ^ (B-aN-bN:add e510 e508 y510) (A-aN-b{G-aN}:by e510)) (\z True))))) (\z True)))) (Some (\x602 ^ (Some (\e602 N-aD:cheese e602 x602) (\z True)) (^ (InAnaphorSet 439 x602) (Some (\e601 A-aN:most e601 x602) (\z True)))) (\zz604 Some (\z True) (\x604 Some (\e604 ^ (B-aN-bN:acidify e604 x604 zz604) (^ (B-aN-b{A-aN}:be e604) (Some (\x606 Some (\e606 N-aD:bacteria e606 x606) (\z True)) (\y605 Some (\e605 A-aN-bN:by e605 e604 y605) (\z True))))) (\z True))))))))))))))))) 116 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:provence e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:provence e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:provence e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:region e104 x103) (\z True)) (Some (\x107 ^ (Some (\e107 N-aD:france e107 x107) (\z True)) (Some (\e106 A-aN:southern e106 x107) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:provence e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:region e104 x103) (\z True)) (Some (\x107 ^ (Some (\e107 N-aD:france e107 x107) (\z True)) (Some (\e106 A-aN:southern e106 x107) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y v101)))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x202 Some (\e202 B-aN:lie e202 x202) (\z True))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (InAnaphorSet 101 v201)) (Some (\e202 B-aN:lie e202 v201) (\z True)))) (\a201 ^ (Some (\z303 ^ (Some (\e303 N:it e303 z303) (\z True)) (InAnaphorSet 201 z303)) (\zz305 Some (\z True) (\x305 Some (\e305 ^ (B-aN-bN:limit e305 x305 zz305) (^ (^ (B-aN-b{A-aN}:be e305) (Some (\e301 A-aN:historical e301 e305) (\z True))) (^ (N-b{N-aD}:the (\x307 ^ (Some (\e308 N-aD:river e308 x307) (\z True)) (^ (N-b{N-aD}:the (\x311 Some (\e312 N-aD:west e312 x311) (\z True)) (\y310 Some (\e310 A-aN-bN:to e310 x307 y310) (\z True))) (Some (\e309 N-aD:rhône e309 x307) (\z True)))) (\y306 Some (\e306 A-aN-bN:by e306 e305 y306) (\z True))) (N-b{N-aD}:the (\x315 ^ (Some (\e316 N-aD:border e316 x315) (\z True)) (^ (N-b{N-aD}:the (\x320 Some (\e321 N-aD:east e321 x320) (\z True)) (\y319 Some (\e319 A-aN-bN:to e319 x315 y319) (\z True))) (Some (\z318 Some (\e318 N:italy e318 z318) (\z True)) (\y317 Some (\e317 A-aN-bN:with e317 x315 y317) (\z True))))) (\y306 Some (\e306 A-aN-bN:by e306 e305 y306) (\z True)))))) (\z True)))) (Some (\a303 Equal a303 (\v303 ^ (^ (Some (\e303 N:it e303 v303) (\z True)) (InAnaphorSet 201 v303)) (Some (\z True) (\x305 Some (\e305 ^ (B-aN-bN:limit e305 x305 v303) (^ (^ (B-aN-b{A-aN}:be e305) (Some (\e301 A-aN:historical e301 e305) (\z True))) (^ (N-b{N-aD}:the (\x307 ^ (Some (\e308 N-aD:river e308 x307) (\z True)) (^ (N-b{N-aD}:the (\x311 Some (\e312 N-aD:west e312 x311) (\z True)) (\y310 Some (\e310 A-aN-bN:to e310 x307 y310) (\z True))) (Some (\e309 N-aD:rhône e309 x307) (\z True)))) (\y306 Some (\e306 A-aN-bN:by e306 e305 y306) (\z True))) (N-b{N-aD}:the (\x315 ^ (Some (\e316 N-aD:border e316 x315) (\z True)) (^ (N-b{N-aD}:the (\x320 Some (\e321 N-aD:east e321 x320) (\z True)) (\y319 Some (\e319 A-aN-bN:to e319 x315 y319) (\z True))) (Some (\z318 Some (\e318 N:italy e318 z318) (\z True)) (\y317 Some (\e317 A-aN-bN:with e317 x315 y317) (\z True))))) (\y306 Some (\e306 A-aN-bN:by e306 e305 y306) (\z True)))))) (\z True))))) (\a303 ^ (Some (\z401 ^ (Some (\e401 N:it e401 z401) (\z True)) (InAnaphorSet 303 z401)) (\x402 N-b{N-aD}:the (\x408 ^ (Some (\e411 N-aD:region e411 x408) (\z True)) (^ (^ (^ (Some (\e417 N-aD:d'azur e417 x408) (\z True)) (^ (Some (\e416 N-aD:côte e416 x408) (\z True)) (^ (Some (\e414 N-aD:alpe e414 x408) (\z True)) (Some (\e412 N-aD:provence e412 x408) (\z True))))) (Some (\e409 A-aN:modern e409 x408) (\z True))) (Some (\e410 A-aN:administrative e410 x408) (\z True)))) (\xx411 N-b{N-aD}:the (\x404 ^ (Some (\e406 N-aD-bO:part e406 x404 xx411) (\z True)) (None (\y405 Some (\e406 N-aD-bO:part e406 y405 xx411) (\z True)) (\y405 More (\z ANSUP-aD-b{N-aD}:big y405 z) (\z ANSUP-aD-b{N-aD}:big x404 z)))) (\y402 Some (\z True) (\z402 Some (\e402 B-aN-bN-bPup:make e402 x402 y402 z402) (\z True)))))) (^ (N-b{N-aD}:the (\x505 ^ (Some (\e506 N-aD:capital e506 x505) (\z True)) (^ (B-aN-b{A-aN}:be x505) (N-b{N-aD}:the (\x502 Some (\e503 N-aD:past e503 x502) (\z True)) (\y501 Some (\e501 A-aN-bN:in e501 x505 y501) (\z True))))) (\x ^ (Some (\e508 N:arle e508 x) (\z True)) (^ (^ (Some (\e514 N-aD:provence e514 x) (\z True)) (^ (Some (\e512 N-aD:en e512 x) (\z True)) (Some (\e510 N-aD:aix e510 x) (\z True)))) (Some (\e516 N:avignon e516 x) (\z True))))) (N-b{N-aD}:the (\x603 ^ (Some (\e605 N-aD:capital e605 x603) (\z True)) (^ (^ (B-aN-b{A-aN}:be x603) (Some (\e601 N:today e601 x603) (\z True))) (Some (\e604 A-aN:regional e604 x603) (\z True)))) (\x Some (\e607 N:marseille e607 x) (\z True))))))))))))) 117 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:spider e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:spider e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:spider e101 z101) (\z True)) (^ (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101)) (^ (Some (\e104 N-aD:araneae e104 z101) (\z True)) (Some (\z True) (\x103 B-aN:order z101 x103))))) (\x ^ (Some (\e110 N-aD:arthropod e110 x) (\z True)) (^ (Some (\e109 N-aD:breathing e109 x) (\z True)) (Some (\e107 N-aD:air e107 x) (\z True))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:spider e101 v101) (\z True)) (^ (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101)) (^ (Some (\e104 N-aD:araneae e104 v101) (\z True)) (Some (\z True) (\x103 B-aN:order v101 x103))))) (^ (Some (\e110 N-aD:arthropod e110 v101) (\z True)) (^ (Some (\e109 N-aD:breathing e109 v101) (\z True)) (Some (\e107 N-aD:air e107 v101) (\z True)))))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:they e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x202 ^ (Some (\x204 ^ (Some (\e204 N-aD:leg e204 x204) (\z True)) (Some (\e203 A-aN:eight e203 x204) (\z True))) (\y202 Some (\e202 B-aN-bN:have e202 x202 y202) (\z True))) (Some (\x206 ^ (Some (\e206 N-aD:chelicera e206 x206) (\z True)) (Some (\x208 Some (\e208 N-aD:fang e208 x208) (\z True)) (\zz208 ^ (Some (\e209 N-rN:that e209 zz208) (\xx209 Some (\z211 Some (\e211 N:venom e211 z211) (\z True)) (\y210 Some (\e210 B-aN-bN:inject e210 xx209 y210) (\z True)))) (Some (\e207 A-aN-bN:with e207 x206 zz208) (\z True))))) (\y202 Some (\e202 B-aN-bN:have e202 x202 y202) (\z True))))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:they e201 v201) (\z True)) (InAnaphorSet 101 v201)) (^ (Some (\x204 ^ (Some (\e204 N-aD:leg e204 x204) (\z True)) (Some (\e203 A-aN:eight e203 x204) (\z True))) (\y202 Some (\e202 B-aN-bN:have e202 v201 y202) (\z True))) (Some (\x206 ^ (Some (\e206 N-aD:chelicera e206 x206) (\z True)) (Some (\x208 Some (\e208 N-aD:fang e208 x208) (\z True)) (\zz208 ^ (Some (\e209 N-rN:that e209 zz208) (\xx209 Some (\z211 Some (\e211 N:venom e211 z211) (\z True)) (\y210 Some (\e210 B-aN-bN:inject e210 xx209 y210) (\z True)))) (Some (\e207 A-aN-bN:with e207 x206 zz208) (\z True))))) (\y202 Some (\e202 B-aN-bN:have e202 v201 y202) (\z True)))))) (\a201 ^ (Some (\z301 ^ (Some (\e301 N:most e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x302 Some (\z303 Some (\e303 N:silk e303 z303) (\z True)) (\y302 Some (\e302 B-aN-bN:make e302 x302 y302) (\z True)))) (^ (Some (\x410 Some (\e410 N-aD:seventh e410 x410) (\z True)) (\xx410 ^ (Some (\z401 ^ (Some (\e401 N:they e401 z401) (\z True)) (B-aN-b{A-aN}:be z401)) (\x Some (\x407 Some (\e407 N-aD:arachnid e407 x407) (\z True)) (\xx407 N-b{N-aD}:a (\x403 Some (\z True) (\x405 ^ (B-aN-bN:order x403 x405 xx407) (Some (\e404 A-aN:large e404 x403) (\z True)))) (\y Equal y x)))) (Some (\z401 Some (\e401 N:they e401 z401) (\z True)) (\x409 Some (\e409 ^ (B-aN-bN:rank e409 x409 xx410) (^ (Some (\x419 Some (\e419 N-aD:organism e419 x419) (\z True)) (\xx419 Some (\x417 ^ (Some (\e417 N-aD-bO:group e417 x417 xx419) (\z True)) (Some (\e416 A-aN:all e416 x417) (\z True))) (\y415 Some (\e415 A-aN-bN:among e415 e409 y415) (\z True)))) (Some (\x414 ^ (Some (\e414 N-aD:diversity e414 x414) (\z True)) (^ (Some (\e412 A-aN:total e412 x414) (\z True)) (Some (\e413 N-aD:species e413 x414) (\z True)))) (\y411 Some (\e411 A-aN-bN:in e411 e409 y411) (\z True))))) (\z True))))) (Some (\a401 Equal a401 (\v401 Some (\x410 Some (\e410 N-aD:seventh e410 x410) (\z True)) (\xx410 ^ (^ (^ (Some (\e401 N:they e401 v401) (\z True)) (B-aN-b{A-aN}:be v401)) (Some (\x407 Some (\e407 N-aD:arachnid e407 x407) (\z True)) (\xx407 N-b{N-aD}:a (\x403 Some (\z True) (\x405 ^ (B-aN-bN:order x403 x405 xx407) (Some (\e404 A-aN:large e404 x403) (\z True)))) (\y Equal y v401)))) (^ (Some (\e401 N:they e401 v401) (\z True)) (Some (\e409 ^ (B-aN-bN:rank e409 v401 xx410) (^ (Some (\x419 Some (\e419 N-aD:organism e419 x419) (\z True)) (\xx419 Some (\x417 ^ (Some (\e417 N-aD-bO:group e417 x417 xx419) (\z True)) (Some (\e416 A-aN:all e416 x417) (\z True))) (\y415 Some (\e415 A-aN-bN:among e415 e409 y415) (\z True)))) (Some (\x414 ^ (Some (\e414 N-aD:diversity e414 x414) (\z True)) (^ (Some (\e412 A-aN:total e412 x414) (\z True)) (Some (\e413 N-aD:species e413 x414) (\z True)))) (\y411 Some (\e411 A-aN-bN:in e411 e409 y411) (\z True))))) (\z True)))))) (\a401 ^ (^ (Some (\x504 ^ (Some (\e504 N-aD:species e504 x504) (\z True)) (^ (Some (\e502 ^ (A-aN:40,000 e502 x504) (Some (\e501 A-aN:about e501 e502) (\z True))) (\z True)) (^ (Some (\e503 N-aD:spider e503 x504) (\z True)) (InAnaphorSet 401 x504)))) (\zz511 Some (\z True) (\x511 Some (\e511 ^ (B-aN-bN:record e511 x511 zz511) (^ (^ (B-aN-b{A-aN}:be e511) (B-aN-b{L-aN}:have e511)) (Some (\x513 Some (\e513 N-aD:taxonomist e513 x513) (\z True)) (\y512 Some (\e512 A-aN-bN:by e512 e511 y512) (\z True))))) (\z True)))) (Some (\x508 ^ (Some (\e508 N-aD:family e508 x508) (\z True)) (Some (\e507 A-aN:109 e507 x508) (\z True))) (\zz511 Some (\z True) (\x511 Some (\e511 ^ (B-aN-bN:record e511 x511 zz511) (^ (^ (B-aN-b{A-aN}:be e511) (B-aN-b{L-aN}:have e511)) (Some (\x513 Some (\e513 N-aD:taxonomist e513 x513) (\z True)) (\y512 Some (\e512 A-aN-bN:by e512 e511 y512) (\z True))))) (\z True))))) (Some (\z605 Some (\e605 N:that e605 z605) (\z True)) (\zz608 Some (\z True) (\x608 Some (\e608 ^ (B-aN-bN:propose e608 x608 zz608) (^ (^ (B-aN-b{A-aN}:be e608) (^ (B-aN-b{L-aN}:have e608) (Some (\z True) (\x604 Some (\e604 ^ (B-aN:classify e604 x604) (^ (Some (\e602 A-aN:twenty e602 e604) (\z True)) (Some (\e603 A-aN:different e603 e604) (\z True)))) (\y601 Some (\e601 A-aN-bN:over e601 e608 y601) (\z True)))))) (Some (\z610 Some (\e610 N:1900 e610 z610) (\z True)) (\y609 Some (\e609 A-aN-bN:since e609 e608 y609) (\z True))))) (\z True)))))))))))))) 118 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:farming e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:farming e1 v1) (\z True))) (\a1 ^ (^ (Some (\z101 ^ (Some (\e101 N:farming e101 z101) (\z True)) (InAnaphorSet 1 z101)) (\x103 Some (\x104 Some (\e104 N-aD:crop e104 x104) (\z True)) (\y103 Some (\e103 ^ (B-aN-bN:grow e103 x103 y103) (^ (^ (B-aN-b{A-aN}:be e103) (^ (Some (\z111 Some (\e111 N:food e111 z111) (\z True)) (\y110 Some (\e110 A-aN-bN:for e110 e103 y110) (\z True))) (Some (\x114 ^ (Some (\e114 N-aD:material e114 x114) (\z True)) (Some (\e113 A-aN:raw e113 x114) (\z True))) (\y110 Some (\e110 A-aN-bN:for e110 e103 y110) (\z True))))) (Some (\x109 Some (\e109 N-aD:people e109 x109) (\z True)) (\y108 Some (\e108 A-aN-bN:by e108 e103 y108) (\z True))))) (\z True)))) (Some (\z101 ^ (Some (\e101 N:farming e101 z101) (\z True)) (InAnaphorSet 1 z101)) (\x106 Some (\x107 Some (\e107 N-aD:animal e107 x107) (\z True)) (\y106 Some (\e106 ^ (B-aN-bN:keep e106 x106 y106) (^ (^ (B-aN-b{A-aN}:be e106) (^ (Some (\z111 Some (\e111 N:food e111 z111) (\z True)) (\y110 Some (\e110 A-aN-bN:for e110 e106 y110) (\z True))) (Some (\x114 ^ (Some (\e114 N-aD:material e114 x114) (\z True)) (Some (\e113 A-aN:raw e113 x114) (\z True))) (\y110 Some (\e110 A-aN-bN:for e110 e106 y110) (\z True))))) (Some (\x109 Some (\e109 N-aD:people e109 x109) (\z True)) (\y108 Some (\e108 A-aN-bN:by e108 e106 y108) (\z True))))) (\z True))))) (Some (\a101 Equal a101 (\v101 ^ (^ (^ (Some (\e101 N:farming e101 v101) (\z True)) (InAnaphorSet 1 v101)) (Some (\x104 Some (\e104 N-aD:crop e104 x104) (\z True)) (\y103 Some (\e103 ^ (B-aN-bN:grow e103 v101 y103) (^ (^ (B-aN-b{A-aN}:be e103) (^ (Some (\z111 Some (\e111 N:food e111 z111) (\z True)) (\y110 Some (\e110 A-aN-bN:for e110 e103 y110) (\z True))) (Some (\x114 ^ (Some (\e114 N-aD:material e114 x114) (\z True)) (Some (\e113 A-aN:raw e113 x114) (\z True))) (\y110 Some (\e110 A-aN-bN:for e110 e103 y110) (\z True))))) (Some (\x109 Some (\e109 N-aD:people e109 x109) (\z True)) (\y108 Some (\e108 A-aN-bN:by e108 e103 y108) (\z True))))) (\z True)))) (^ (^ (Some (\e101 N:farming e101 v101) (\z True)) (InAnaphorSet 1 v101)) (Some (\x107 Some (\e107 N-aD:animal e107 x107) (\z True)) (\y106 Some (\e106 ^ (B-aN-bN:keep e106 v101 y106) (^ (^ (B-aN-b{A-aN}:be e106) (^ (Some (\z111 Some (\e111 N:food e111 z111) (\z True)) (\y110 Some (\e110 A-aN-bN:for e110 e106 y110) (\z True))) (Some (\x114 ^ (Some (\e114 N-aD:material e114 x114) (\z True)) (Some (\e113 A-aN:raw e113 x114) (\z True))) (\y110 Some (\e110 A-aN-bN:for e110 e106 y110) (\z True))))) (Some (\x109 Some (\e109 N-aD:people e109 x109) (\z True)) (\y108 Some (\e108 A-aN-bN:by e108 e106 y108) (\z True))))) (\z True)))))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:farming e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 101 z201))) (\x Some (\x206 Some (\e206 N-aD:agriculture e206 x206) (\z True)) (\xx206 N-b{N-aD}:a (\x203 Some (\e204 N-aD-bO:part e204 x203 xx206) (\z True)) (\y Equal y x)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:farming e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 101 v201))) (Some (\x206 Some (\e206 N-aD:agriculture e206 x206) (\z True)) (\xx206 N-b{N-aD}:a (\x203 Some (\e204 N-aD-bO:part e204 x203 xx206) (\z True)) (\y Equal y v201))))) (\a201 Some (\a206 Equal a206 (\v206 Some (\z201 ^ (Some (\e201 N:farming e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 101 z201))) (\x ^ (Some (\e206 N-aD:agriculture e206 v206) (\z True)) (N-b{N-aD}:a (\x203 Some (\e204 N-aD-bO:part e204 x203 v206) (\z True)) (\y Equal y x))))) (\a206 ^ (Some (\x301 Some (\e301 N-aD:history e301 x301) (\z True)) (\z True)) (^ (^ (Some (\x401 ^ (Some (\e401 N-aD:agriculture e401 x401) (\z True)) (InAnaphorSet 206 x401)) (\x402 Some (\e402 ^ (B-aN:start e402 x402) (Some (\x406 ^ (Some (\e406 N-aD:year e406 x406) (\z True)) (Some (\e405 ^ (A-aN:10,000 e405 x406) (^ (Some (\e403 A-aN:at e403 e405) (\z True)) (Some (\e404 A-aN:least e404 e405) (\z True)))) (\z True))) (\y407 Some (\e407 A-aN-aN:ago e407 e402 y407) (\z True)))) (\z True))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N-aD:agriculture e401 v401) (\z True)) (InAnaphorSet 206 v401)) (Some (\e402 ^ (B-aN:start e402 v401) (Some (\x406 ^ (Some (\e406 N-aD:year e406 x406) (\z True)) (Some (\e405 ^ (A-aN:10,000 e405 x406) (^ (Some (\e403 A-aN:at e403 e405) (\z True)) (Some (\e404 A-aN:least e404 e405) (\z True)))) (\z True))) (\y407 Some (\e407 A-aN-aN:ago e407 e402 y407) (\z True)))) (\z True)))) (\a401 N-b{N-aD}:no (\x410 Some (\e411 N-aD:one e411 x410) (\z True)) (\x412 Some (\e412 ^ (B-aN-b{V-iN}:know e412 x412 (Intension (Some (\x416 ^ (Some (\e416 N-aD:old e416 x416) (\z True)) (Some (\e415 A-aN-iN:how e415 x416 x412) (\z True))) (\xx416 ^ (Some (\e417 N:it e417 xx416) (\z True)) (^ (^ (B-aN-b{A-aN}:be xx416) (InAntecedentSet 417 xx416)) (InAnaphorSet 401 xx416)))))) (Some (\e414 ^ (A-aN:sure e414 e412) (A-aN-b{A-aN}:for e414)) (\z True))) (\z True))))) (^ (Some (\x504 ^ (Some (\e504 N-aD:farming e504 x504) (\z True)) (InAnaphorSet 201 x504)) (\xx504 N-b{N-aD}:the (\x501 Some (\z True) (\x502 B-aN-bN:develop x501 x502 xx504)) (\x505 Some (\e506 B:rise e506 x506) (\y505 Some (\e505 ^ (B-aN-bN:give e505 x505 y505) (N-b{N-aD}:the (\x508 Some (\z True) (\x510 ^ (B-aN:revolve x508 x510) (Some (\e509 N-aD:neolithic e509 x508) (\z True)))) (\zz510 ^ (^ (Some (\x512 Some (\e512 N-aD:people e512 x512) (\z True)) (\x513 Some (\x516 ^ (Some (\e516 N-aD:hunting e516 x516) (\z True)) (Some (\e515 A-aN:nomadic e515 x516) (\z True))) (\y513 Some (\z True) (\z513 Some (\e513 ^ (B-aN-bN-bPup:give e513 x513 y513 z513) (Some (\e511 A-aN-rN:whereby e511 e513 zz510) (\z True))) (\z True))))) (Some (\x512 Some (\e512 N-aD:people e512 x512) (\z True)) (\x518 Some (\e518 ^ (B-aN:settle e518 x518) (^ (Some (\e511 A-aN-rN:whereby e511 e518 zz510) (\z True)) (Gen (\z Some (\x522 Some (\e522 N-aD:city e522 x522) (\z True)) (\y521 Some (\e521 B-aN-bN:become e521 z y521) (\z True))) (\y519 Some (\e519 A-aN-bN:in e519 e518 y519) (\z True))))) (\z True)))) (Some (\e507 A-aN-bN:to e507 e505 zz510) (\z True))))) (\z True))))) (^ (Some (\z601 ^ (Some (\e601 N:agriculture e601 z601) (\z True)) (InAnaphorSet 417 z601)) (\x605 Some (\e605 ^ (B-aN:start e605 x605) (^ (Some (\e604 A-aN:probable e604 e605) (\z True)) (N-b{N-aD}:the (\x607 ^ (Some (\e609 N-aD:crescent e609 x607) (\z True)) (^ (^ (N-b{N-aD}:the (\x611 ^ (Some (\e613 N-aD:valley e613 x611) (\z True)) (Some (\e612 N-aD:nile e612 x611) (\z True))) (\y Equal y x607)) (^ (N-b{N-aD}:the (\x615 Some (\e616 N-aD:levant e616 x615) (\z True)) (\y Equal y x607)) (Some (\e618 N:mesopotamia e618 x607) (\z True)))) (Some (\e608 N-aD:fertile e608 x607) (\z True)))) (\y606 Some (\e606 A-aN-bN:in e606 e605 y606) (\z True))))) (\z True))) (Some (\e603 B:domesticate e603 x603) (\x605 Some (\e605 ^ (B-aN:start e605 x605) (^ (Some (\e604 A-aN:probable e604 e605) (\z True)) (N-b{N-aD}:the (\x607 ^ (Some (\e609 N-aD:crescent e609 x607) (\z True)) (^ (^ (N-b{N-aD}:the (\x611 ^ (Some (\e613 N-aD:valley e613 x611) (\z True)) (Some (\e612 N-aD:nile e612 x611) (\z True))) (\y Equal y x607)) (^ (N-b{N-aD}:the (\x615 Some (\e616 N-aD:levant e616 x615) (\z True)) (\y Equal y x607)) (Some (\e618 N:mesopotamia e618 x607) (\z True)))) (Some (\e608 N-aD:fertile e608 x607) (\z True)))) (\y606 Some (\e606 A-aN-bN:in e606 e605 y606) (\z True))))) (\z True)))))))))))))) 119 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:indonesia e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:indonesia e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:indonesia e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:country e104 x103) (\z True)) (Some (\x107 ^ (Some (\e107 N-aD:asia e107 x107) (\z True)) (Some (\e106 N-aD:southeast e106 x107) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:indonesia e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:country e104 x103) (\z True)) (Some (\x107 ^ (Some (\e107 N-aD:asia e107 x107) (\z True)) (Some (\e106 N-aD:southeast e106 x107) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y v101)))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 101 z201))) (\x N-b{N-aD}:the (\x205 ^ (Some (\e207 N-aD:archipelago e207 x205) (\z True)) (Some (\e206 N-aD:malay e206 x205) (\z True))) (\xx207 N-bO:part (\x203 Equal xx207 x203) (\y Equal y x)))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 101 v201))) (N-b{N-aD}:the (\x205 ^ (Some (\e207 N-aD:archipelago e207 x205) (\z True)) (Some (\e206 N-aD:malay e206 x205) (\z True))) (\xx207 N-bO:part (\x203 Equal xx207 x203) (\y Equal y v201))))) (\a201 ^ (Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x302 Some (\x304 ^ (Some (\e304 N-aD:island e304 x304) (\z True)) (Some (\e303 A-aN:18,108 e303 x304) (\z True))) (\y302 Some (\e302 B-aN-bN:have e302 x302 y302) (\z True)))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:it e301 v301) (\z True)) (InAnaphorSet 201 v301)) (Some (\x304 ^ (Some (\e304 N-aD:island e304 x304) (\z True)) (Some (\e303 A-aN:18,108 e303 x304) (\z True))) (\y302 Some (\e302 B-aN-bN:have e302 v301 y302) (\z True))))) (\a301 Some (\a304 Equal a304 (\v304 Some (\z301 ^ (Some (\e301 N:it e301 z301) (\z True)) (InAnaphorSet 201 z301)) (\x302 ^ (^ (Some (\e304 N-aD:island e304 v304) (\z True)) (Some (\e303 A-aN:18,108 e303 v304) (\z True))) (Some (\e302 B-aN-bN:have e302 x302 v304) (\z True))))) (\a304 ^ (N-b{N-aD}:these (\x403 ^ (Some (\e404 N-aD:island e404 x403) (\z True)) (InAnaphorSet 304 x403)) (\xx404 Some (\x401 Some (\e401 N-aD-bO:6,000 e401 x401 xx404) (\z True)) (\zz406 Some (\z True) (\x406 Some (\e406 ^ (B-aN-bN:inhabit e406 x406 zz406) (B-aN-b{A-aN}:be e406)) (\z True))))) (^ (Some (\z506 ^ (Some (\e506 N:indonesia e506 z506) (\z True)) (InAnaphorSet 301 z506)) (\xx506 N-b{N-aD}:the (\x501 ^ (^ (Some (\e504 N-aD-bO:island e504 x501 xx506) (\z True)) (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 304 x501))) (None (\y502 ^ (Some (\e504 N-aD-bO:island e504 y502 xx506) (\z True)) (^ (B-aN-b{A-aN}:be y502) (InAnaphorSet 304 y502))) (\y502 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\e503 ^ (A-aN:important e503 y502) (Equal z e503)) (\z True)) (\z Some (\e503 ^ (A-aN:important e503 x501) (Equal z e503)) (\z True))))) (\x ^ (Some (\e508 N:java e508 x) (\z True)) (^ (Some (\e510 N-aD:bali e510 x) (\z True)) (^ (Some (\e512 N:borneo e512 x) (\z True)) (^ (Some (\e514 N:sulawesi e514 x) (\z True)) (Some (\e517 N:sumatra e517 x) (\z True)))))))) (Some (\a506 Equal a506 (\v506 ^ (^ (Some (\e506 N:indonesia e506 v506) (\z True)) (InAnaphorSet 301 v506)) (N-b{N-aD}:the (\x501 ^ (^ (Some (\e504 N-aD-bO:island e504 x501 v506) (\z True)) (^ (B-aN-b{A-aN}:be x501) (InAnaphorSet 304 x501))) (None (\y502 ^ (Some (\e504 N-aD-bO:island e504 y502 v506) (\z True)) (^ (B-aN-b{A-aN}:be y502) (InAnaphorSet 304 y502))) (\y502 NNSUP3-aD-b{N-aD}-b{A-aN}:most (\z Some (\e503 ^ (A-aN:important e503 y502) (Equal z e503)) (\z True)) (\z Some (\e503 ^ (A-aN:important e503 x501) (Equal z e503)) (\z True))))) (\x ^ (Some (\e508 N:java e508 x) (\z True)) (^ (Some (\e510 N-aD:bali e510 x) (\z True)) (^ (Some (\e512 N:borneo e512 x) (\z True)) (^ (Some (\e514 N:sulawesi e514 x) (\z True)) (Some (\e517 N:sumatra e517 x) (\z True))))))))) (\a506 Some (\z604 ^ (Some (\e604 N:indonesia e604 z604) (\z True)) (InAnaphorSet 506 z604)) (\xx604 N-b{N-aD}:the (\x601 ^ (Some (\e602 N-aD-bO:capital e602 x601 xx604) (\z True)) (^ (B-aN-b{A-aN}:be x601) (Some (\z609 ^ (Some (\e609 N:java e609 z609) (\z True)) (InAnaphorSet 508 z609)) (\y608 Some (\e608 A-aN-bN:on e608 x601 y608) (\z True))))) (\x Some (\e606 N:jakarta e606 x) (\z True)))))))))))))))) 120 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:jordan e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:jordan e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:jordan e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:country e104 x103) (\z True)) (N-b{N-aD}:the (\x106 ^ (Some (\e108 N-aD:east e108 x106) (\z True)) (Some (\e107 N-aD:middle e107 x106) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True)))) (\y Equal y x))) (^ (Some (\x203 ^ (Some (\e203 N-aD:name e203 x203) (\z True)) (^ (B-aN-b{A-aN}:be x203) (Some (\e202 A-aN:official e202 x203) (\z True)))) (\x N-b{N-aD}:the (\x206 ^ (Some (\e208 N-aD:kingdom e208 x206) (\z True)) (^ (Some (\x210 Some (\e210 N-aD:jordan e210 x210) (\z True)) (\y209 Some (\e209 A-aN-bN:of e209 x206 y209) (\z True))) (Some (\e207 N-aD:hashemite e207 x206) (\z True)))) (\y Equal y x))) (^ (Some (\x301 Some (\e301 N-aD:geography e301 x301) (\z True)) (\z True)) (^ (Some (\x401 ^ (Some (\e401 N-aD:jordan e401 x401) (\z True)) (InAnaphorSet 201 x401)) (\x403 Some (\e403 ^ (B-aN:border e403 x403) (^ (^ (B-aN-b{L-aN}:have e403) (^ (Some (\x409 ^ (Some (\e409 N-aD:arabia e409 x409) (\z True)) (Some (\e408 N-aD:saudi e408 x409) (\z True))) (\y407 Some (\e407 A-aN-bN:of e407 e403 y407) (\z True))) (^ (Some (\z411 Some (\e411 N:israel e411 z411) (\z True)) (\y407 Some (\e407 A-aN-bN:of e407 e403 y407) (\z True))) (^ (Some (\z413 Some (\e413 N:syria e413 z413) (\z True)) (\y407 Some (\e407 A-aN-bN:of e407 e403 y407) (\z True))) (Some (\z415 Some (\e415 N:iraq e415 z415) (\z True)) (\y407 Some (\e407 A-aN-bN:of e407 e403 y407) (\z True))))))) (N-b{N-aD}:the (\x405 Some (\e406 N-aD:country e406 x405) (\z True)) (\y404 Some (\e404 A-aN-bN:with e404 e403 y404) (\z True))))) (\z True))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N-aD:jordan e401 v401) (\z True)) (InAnaphorSet 201 v401)) (Some (\e403 ^ (B-aN:border e403 v401) (^ (^ (B-aN-b{L-aN}:have e403) (^ (Some (\x409 ^ (Some (\e409 N-aD:arabia e409 x409) (\z True)) (Some (\e408 N-aD:saudi e408 x409) (\z True))) (\y407 Some (\e407 A-aN-bN:of e407 e403 y407) (\z True))) (^ (Some (\z411 Some (\e411 N:israel e411 z411) (\z True)) (\y407 Some (\e407 A-aN-bN:of e407 e403 y407) (\z True))) (^ (Some (\z413 Some (\e413 N:syria e413 z413) (\z True)) (\y407 Some (\e407 A-aN-bN:of e407 e403 y407) (\z True))) (Some (\z415 Some (\e415 N:iraq e415 z415) (\z True)) (\y407 Some (\e407 A-aN-bN:of e407 e403 y407) (\z True))))))) (N-b{N-aD}:the (\x405 Some (\e406 N-aD:country e406 x405) (\z True)) (\y404 Some (\e404 A-aN-bN:with e404 e403 y404) (\z True))))) (\z True)))) (\a401 ^ (Some (\z501 ^ (Some (\e501 N:it e501 z501) (\z True)) (InAnaphorSet 401 z501)) (\x503 ^ (N-b{N-aD}:a (\x504 ^ (Some (\e507 N-aD:coast e507 x504) (\z True)) (^ (^ (N-b{N-aD}:the (\x509 ^ (Some (\e511 N-aD:sea e511 x509) (\z True)) (Some (\e510 N-aD:red e510 x509) (\z True))) (\y508 Some (\e508 A-aN-bN:on e508 x504 y508) (\z True))) (Some (\e505 A-aN:very e505 x504) (\z True))) (Some (\e506 A-aN:short e506 x504) (\z True)))) (\y503 Some (\e503 ^ (B-aN-bN:have e503 x503 y503) (Some (\e502 A-aN:also e502 e503) (\z True))) (\z True))) (N-b{N-aD}:a (\x514 ^ (Some (\e516 N-aD:coast e516 x514) (\z True)) (^ (N-b{N-aD}:the (\x518 ^ (Some (\e520 N-aD:sea e520 x518) (\z True)) (Some (\e519 N-aD:dead e519 x518) (\z True))) (\y517 Some (\e517 A-aN-bN:along e517 x514 y517) (\z True))) (Some (\e515 A-aN:long e515 x514) (\z True)))) (\y503 Some (\e503 ^ (B-aN-bN:have e503 x503 y503) (Some (\e502 A-aN:also e502 e503) (\z True))) (\z True))))) (Some (\a501 Equal a501 (\v501 ^ (^ (Some (\e501 N:it e501 v501) (\z True)) (InAnaphorSet 401 v501)) (^ (N-b{N-aD}:a (\x504 ^ (Some (\e507 N-aD:coast e507 x504) (\z True)) (^ (^ (N-b{N-aD}:the (\x509 ^ (Some (\e511 N-aD:sea e511 x509) (\z True)) (Some (\e510 N-aD:red e510 x509) (\z True))) (\y508 Some (\e508 A-aN-bN:on e508 x504 y508) (\z True))) (Some (\e505 A-aN:very e505 x504) (\z True))) (Some (\e506 A-aN:short e506 x504) (\z True)))) (\y503 Some (\e503 ^ (B-aN-bN:have e503 v501 y503) (Some (\e502 A-aN:also e502 e503) (\z True))) (\z True))) (N-b{N-aD}:a (\x514 ^ (Some (\e516 N-aD:coast e516 x514) (\z True)) (^ (N-b{N-aD}:the (\x518 ^ (Some (\e520 N-aD:sea e520 x518) (\z True)) (Some (\e519 N-aD:dead e519 x518) (\z True))) (\y517 Some (\e517 A-aN-bN:along e517 x514 y517) (\z True))) (Some (\e515 A-aN:long e515 x514) (\z True)))) (\y503 Some (\e503 ^ (B-aN-bN:have e503 v501 y503) (Some (\e502 A-aN:also e502 e503) (\z True))) (\z True)))))) (\a501 ^ (Some (\x603 ^ (Some (\e603 N-aD:jordan e603 x603) (\z True)) (InAnaphorSet 501 x603)) (\xx603 N-bO:most (\x601 ^ (B-aN-b{A-aN}:be xx603) (Equal xx603 x601)) (\x Some (\e605 N:desert e605 x) (\z True)))) (Some (\a603 Equal a603 (\v603 ^ (^ (Some (\e603 N-aD:jordan e603 v603) (\z True)) (InAnaphorSet 501 v603)) (N-bO:most (\x601 ^ (B-aN-b{A-aN}:be v603) (Equal v603 x601)) (\x Some (\e605 N:desert e605 x) (\z True))))) (\a603 N-b{N-aD}:the (\x607 ^ (Some (\e608 N-aD:country e608 x607) (\z True)) (InAnaphorSet 603 x607)) (\x611 Some (\e611 ^ (A-aN:dry e611 x611) (^ (B-aN-b{A-aN}:be e611) (Some (\e610 A-aN:very e610 e611) (\z True)))) (\z True)))))))))))))) 121 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:grass e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:grass e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:grass e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x Some (\x106 Some (\e106 N-aD:plant e106 x106) (\z True)) (\xx106 N-b{N-aD}:a (\x103 Some (\e104 N-aD-bO:type e104 x103 xx106) (\z True)) (\y Equal y x)))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:grass e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (Some (\x106 Some (\e106 N-aD:plant e106 x106) (\z True)) (\xx106 N-b{N-aD}:a (\x103 Some (\e104 N-aD-bO:type e104 x103 xx106) (\z True)) (\y Equal y v101))))) (\a101 ^ (Some (\z205 ^ (Some (\e205 N:grass e205 z205) (\z True)) (InAnaphorSet 101 z205)) (\xx205 N-b{N-aD}:a (\x201 ^ (Some (\e203 N-aD-bO:kind e203 x201 xx205) (\z True)) (Some (\e202 A-aN:common e202 x201) (\z True))) (\zz207 Some (\z True) (\x209 N-b{N-aD}:the (\x210 Some (\e211 N-aD:ground e211 x210) (\z True)) (\y209 Some (\e209 ^ (B-aN-bN:cover e209 x209 y209) (^ (B-aN-b{I-aN}-bN:use e209) (^ (B-aN-b{A-aN}:be e209) (N-b{N-aD}:a (\x214 Some (\e215 N-aD:lawn e215 x214) (\z True)) (\y213 Some (\e213 A-aN-bN:in e213 e209 y213) (\z True)))))) (\z True)))))) (^ (^ (Some (\z301 ^ (Some (\e301 N:grass e301 z301) (\z True)) (^ (B-aN-b{A-aN}:be z301) (InAnaphorSet 101 z301))) (\x ^ (Some (\e309 N-aD:monocotyledon e309 x) (\z True)) (Some (\x313 ^ (Some (\e313 N-aD:plant e313 x313) (\z True)) (^ (Some (\e314 A-aN-bA:with e314 x313 (Intension (Some (\x316 ^ (Some (\e316 N-aD:leaf e316 x316) (\z True)) (Some (\e315 A-aN:narrow e315 x316) (\z True))) (\x317 Some (\e317 ^ (B-aN:grow e317 x317) (N-b{N-aD}:the (\x319 Some (\e320 N-aD:base e320 x319) (\z True)) (\y318 Some (\e318 A-aN-bN:from e318 e317 y318) (\z True)))) (\z True))))) (\z True)) (Some (\e312 A-aN:herbaceous e312 x313) (\z True)))) (\y311 Some (\e311 A-aN-bN:usually e311 x y311) (\z True))))) (Some (\x306 ^ (Some (\e306 N-aD:graminoid e306 x306) (\z True)) (^ (B-aN-b{A-aN}:be x306) (Some (\e305 ^ (A-aN:technically e305 x306) (Some (\e304 A-aN:more e304 e305) (\z True))) (\z True)))) (\x ^ (Some (\e309 N-aD:monocotyledon e309 x) (\z True)) (Some (\x313 ^ (Some (\e313 N-aD:plant e313 x313) (\z True)) (^ (Some (\e314 A-aN-bA:with e314 x313 (Intension (Some (\x316 ^ (Some (\e316 N-aD:leaf e316 x316) (\z True)) (Some (\e315 A-aN:narrow e315 x316) (\z True))) (\x317 Some (\e317 ^ (B-aN:grow e317 x317) (N-b{N-aD}:the (\x319 Some (\e320 N-aD:base e320 x319) (\z True)) (\y318 Some (\e318 A-aN-bN:from e318 e317 y318) (\z True)))) (\z True))))) (\z True)) (Some (\e312 A-aN:herbaceous e312 x313) (\z True)))) (\y311 Some (\e311 A-aN-bN:usually e311 x y311) (\z True)))))) (Some (\a301 Equal a301 (\v301 ^ (^ (^ (Some (\e301 N:grass e301 v301) (\z True)) (^ (B-aN-b{A-aN}:be v301) (InAnaphorSet 101 v301))) (^ (Some (\e309 N-aD:monocotyledon e309 v301) (\z True)) (Some (\x313 ^ (Some (\e313 N-aD:plant e313 x313) (\z True)) (^ (Some (\e314 A-aN-bA:with e314 x313 (Intension (Some (\x316 ^ (Some (\e316 N-aD:leaf e316 x316) (\z True)) (Some (\e315 A-aN:narrow e315 x316) (\z True))) (\x317 Some (\e317 ^ (B-aN:grow e317 x317) (N-b{N-aD}:the (\x319 Some (\e320 N-aD:base e320 x319) (\z True)) (\y318 Some (\e318 A-aN-bN:from e318 e317 y318) (\z True)))) (\z True))))) (\z True)) (Some (\e312 A-aN:herbaceous e312 x313) (\z True)))) (\y311 Some (\e311 A-aN-bN:usually e311 v301 y311) (\z True))))) (Some (\x306 ^ (Some (\e306 N-aD:graminoid e306 x306) (\z True)) (^ (B-aN-b{A-aN}:be x306) (Some (\e305 ^ (A-aN:technically e305 x306) (Some (\e304 A-aN:more e304 e305) (\z True))) (\z True)))) (\x ^ (Some (\e309 N-aD:monocotyledon e309 x) (\z True)) (Some (\x313 ^ (Some (\e313 N-aD:plant e313 x313) (\z True)) (^ (Some (\e314 A-aN-bA:with e314 x313 (Intension (Some (\x316 ^ (Some (\e316 N-aD:leaf e316 x316) (\z True)) (Some (\e315 A-aN:narrow e315 x316) (\z True))) (\x317 Some (\e317 ^ (B-aN:grow e317 x317) (N-b{N-aD}:the (\x319 Some (\e320 N-aD:base e320 x319) (\z True)) (\y318 Some (\e318 A-aN-bN:from e318 e317 y318) (\z True)))) (\z True))))) (\z True)) (Some (\e312 A-aN:herbaceous e312 x313) (\z True)))) (\y311 Some (\e311 A-aN-bN:usually e311 x y311) (\z True))))))) (\a301 ^ (Some (\z401 ^ (Some (\e401 N:they e401 z401) (\z True)) (InAnaphorSet 301 z401)) (\x402 ^ (N-b{N-aD}:the (\x410 ^ (Some (\e412 N-aD:poaceae e412 x410) (\z True)) (Some (\e411 N-aD:family e411 x410) (\z True))) (\xx412 N-b{N-aD}:the (\x403 ^ (Some (\e406 N-aD-bO:grass e406 x403 xx412) (\z True)) (^ (Some (\z True) (\x415 Some (\e415 ^ (B-aN-bA:call e415 x415 (Intension (Some (\e416 N:gramineae e416 x403) (\z True)))) (Some (\e414 A-aN:also e414 e415) (\z True))) (\z True))) (Some (\e405 A-aN:true e405 x403) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (^ (N-b{N-aD}:the (\x422 ^ (Some (\e423 N-aD:sedge e423 x422) (\z True)) (Some (\e425 N:cyperaceae e425 x422) (\z True))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))) (N-b{N-aD}:the (\x428 Some (\z True) (\x429 ^ (B-aN:rush x428 x429) (Some (\e431 N:juncaceae e431 x428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))))) (Some (\a406 Equal a406 (\v406 Some (\z401 ^ (Some (\e401 N:they e401 z401) (\z True)) (InAnaphorSet 301 z401)) (\x402 ^ (Some (\x410 ^ (Some (\e412 N-aD:poaceae e412 x410) (\z True)) (Some (\e411 N-aD:family e411 x410) (\z True))) (\xx412 ^ (^ (Some (\e406 N-aD-bO:grass e406 v406 xx412) (\z True)) (^ (Some (\z True) (\x415 Some (\e415 ^ (B-aN-bA:call e415 x415 (Intension (Some (\e416 N:gramineae e416 v406) (\z True)))) (Some (\e414 A-aN:also e414 e415) (\z True))) (\z True))) (Some (\e405 A-aN:true e405 v406) (\z True)))) (Some (\e402 B-aN-bN:include e402 x402 v406) (\z True)))) (^ (Some (\x422 ^ (Some (\e423 N-aD:sedge e423 x422) (\z True)) (Some (\e425 N:cyperaceae e425 x422) (\z True))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))) (Some (\x428 Some (\z True) (\x429 ^ (B-aN:rush x428 x429) (Some (\e431 N:juncaceae e431 x428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))))) (\a406 Some (\a423 Equal a423 (\v423 Some (\z401 ^ (Some (\e401 N:they e401 z401) (\z True)) (InAnaphorSet 301 z401)) (\x402 ^ (Some (\x410 ^ (Some (\e412 N-aD:poaceae e412 x410) (\z True)) (Some (\e411 N-aD:family e411 x410) (\z True))) (\xx412 Some (\x403 ^ (Some (\e406 N-aD-bO:grass e406 x403 xx412) (\z True)) (^ (Some (\z True) (\x415 Some (\e415 ^ (B-aN-bA:call e415 x415 (Intension (Some (\e416 N:gramineae e416 x403) (\z True)))) (Some (\e414 A-aN:also e414 e415) (\z True))) (\z True))) (Some (\e405 A-aN:true e405 x403) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True)))) (^ (^ (^ (Some (\e423 N-aD:sedge e423 v423) (\z True)) (Some (\e425 N:cyperaceae e425 v423) (\z True))) (Some (\e402 B-aN-bN:include e402 x402 v423) (\z True))) (Some (\x428 Some (\z True) (\x429 ^ (B-aN:rush x428 x429) (Some (\e431 N:juncaceae e431 x428) (\z True)))) (\y402 Some (\e402 B-aN-bN:include e402 x402 y402) (\z True))))))) (\a423 ^ (N-b{N-aD}:the (\x501 ^ (Some (\e503 N-aD:grass e503 x501) (\z True)) (^ (InAnaphorSet 406 x501) (Some (\e502 A-aN:true e502 x501) (\z True)))) (\x504 ^ (Some (\z505 Some (\e505 N:cereal e505 z505) (\z True)) (\y504 Some (\e504 B-aN-bN:include e504 x504 y504) (\z True))) (^ (Some (\z507 Some (\e507 N:bamboo e507 z507) (\z True)) (\y504 Some (\e504 B-aN-bN:include e504 x504 y504) (\z True))) (^ (Some (\x512 ^ (Some (\e512 N-aD:lawn e512 x512) (\z True)) (Some (\e514 N-aD:turf e514 x512) (\z True))) (\xx516 N-b{N-aD}:the (\x509 Some (\e510 N-aD-bO:grass e510 x509 xx516) (\z True)) (\y504 Some (\e504 B-aN-bN:include e504 x504 y504) (\z True)))) (Some (\z517 Some (\e517 N:grassland e517 z517) (\z True)) (\xx516 N-b{N-aD}:the (\x509 Some (\e510 N-aD-bO:grass e510 x509 xx516) (\z True)) (\y504 Some (\e504 B-aN-bN:include e504 x504 y504) (\z True)))))))) (Some (\z601 ^ (Some (\e601 N:sedge e601 z601) (\z True)) (InAnaphorSet 423 z601)) (\x602 ^ (Some (\x608 ^ (Some (\e608 N-aD:plant e608 x608) (\z True)) (^ (^ (Some (\e603 A-aN:many e603 x608) (\z True)) (Some (\e604 A-aN:wild e604 x608) (\z True))) (^ (Some (\e605 N-aD:marsh e605 x608) (\z True)) (Some (\e607 N-aD:grassland e607 x608) (\z True))))) (\y602 Some (\e602 B-aN-bN:include e602 x602 y602) (\z True))) (N-b{N-aD}:some (\x611 ^ (Some (\e613 N-aD:one e613 x611) (\z True)) (^ (Some (\e614 ^ (A-aN:such e614 x611) (^ (Some (\x617 ^ (Some (\e617 N-aD:chestnut e617 x617) (\z True)) (^ (^ (InAnaphorSet 613 x617) (^ (Some (\e621 N-aD:dulci e621 x617) (\z True)) (Some (\e620 N-aD:eleochari e620 x617) (\z True)))) (Some (\e616 N-aD:water e616 x617) (\z True)))) (\y615 Some (\e615 A-aN-bN:as e615 e614 y615) (\z True))) (Some (\x626 ^ (Some (\e626 N-aD:sedge e626 x626) (\z True)) (^ (^ (InAnaphorSet 613 x626) (^ (Some (\e630 N-aD:papyrus e630 x626) (\z True)) (Some (\e629 N-aD:cyperus e629 x626) (\z True)))) (Some (\e625 N-aD:papyrus e625 x626) (\z True)))) (\y615 Some (\e615 A-aN-bN:as e615 e614 y615) (\z True))))) (\z True)) (Some (\z True) (\x612 Some (\e612 B-aN-bN:cultivate e612 x612 x611) (\z True))))) (\y602 Some (\e602 B-aN-bN:include e602 x602 y602) (\z True)))))))))))))))) 122 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:infection e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:infection e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:some (\x101 Some (\e102 N-aD:disease e102 x101) (\z True)) (\zz104 Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:cause e104 x104 zz104) (^ (B-aN-b{A-aN}:be e104) (Some (\e106 ^ (B:infect e106 x106) (InAnaphorSet 1 e106)) (\y105 Some (\e105 A-aN-bN:by e105 e104 y105) (\z True))))) (\z True)))) (Some (\a106 Equal a106 (\v106 Some (\x101 Some (\e102 N-aD:disease e102 x101) (\z True)) (\zz104 Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:cause e104 x104 zz104) (^ (B-aN-b{A-aN}:be e104) (^ (^ (B:infect v106 x106) (InAnaphorSet 1 v106)) (Some (\e105 A-aN-bN:by e105 e104 v106) (\z True))))) (\z True))))) (\a106 ^ (Some (\e201 ^ (B:infect e201 x201) (^ (B-aN-b{A-aN}:be e201) (InAnaphorSet 106 e201))) (\x ^ (N-b{N-aD}:another (\x204 Some (\e205 N-aD:organism e205 x204) (\z True)) (\x207 Some (\x211 Some (\e211 N-aD:body e211 x211) (\z True)) (\y207 ^ (A-aN-bN:into x x207 y207) (^ (B-aN-b{A-aN}:get x) (All (\z True) (\x203 N-b{V-g{R-aN}}:when x203 x)))))) (N-b{N-aD}:another (\x204 Some (\e205 N-aD:organism e205 x204) (\z True)) (\x213 Some (\x214 Some (\e214 N-aD:harm e214 x214) (\z True)) (\y213 ^ (B-aN-bN:cause x x213 y213) (All (\z True) (\x203 N-b{V-g{R-aN}}:when x203 x))))))) (^ (Some (\x307 ^ (Some (\e307 N-aD:agent e307 x307) (\z True)) (Some (\e306 A-aN:infectious e306 x307) (\z True))) (\xx307 Some (\x304 ^ (Some (\e304 N-aD-bO:kind e304 x304 xx307) (\z True)) (^ (^ (B-aN-b{A-aN}:be x304) (^ (Some (\x309 Some (\e309 N-aD:viruse e309 x309) (\z True)) (\y308 Some (\e308 A-aN-bN:: e308 x304 y308) (\z True))) (^ (Some (\x311 Some (\e311 N-aD:bacteria e311 x311) (\z True)) (\y308 Some (\e308 A-aN-bN:: e308 x304 y308) (\z True))) (^ (Some (\x313 Some (\e313 N-aD:parasite e313 x313) (\z True)) (\y308 Some (\e308 A-aN-bN:: e308 x304 y308) (\z True))) (Some (\x316 Some (\e316 N-aD:fungus e316 x316) (\z True)) (\y308 Some (\e308 A-aN-bN:: e308 x304 y308) (\z True))))))) (Some (\e303 A-aN:many e303 x304) (\z True)))) (\z True))) (Some (\a307 Equal a307 (\v307 ^ (^ (Some (\e307 N-aD:agent e307 v307) (\z True)) (Some (\e306 A-aN:infectious e306 v307) (\z True))) (Some (\x304 ^ (Some (\e304 N-aD-bO:kind e304 x304 v307) (\z True)) (^ (^ (B-aN-b{A-aN}:be x304) (^ (Some (\x309 Some (\e309 N-aD:viruse e309 x309) (\z True)) (\y308 Some (\e308 A-aN-bN:: e308 x304 y308) (\z True))) (^ (Some (\x311 Some (\e311 N-aD:bacteria e311 x311) (\z True)) (\y308 Some (\e308 A-aN-bN:: e308 x304 y308) (\z True))) (^ (Some (\x313 Some (\e313 N-aD:parasite e313 x313) (\z True)) (\y308 Some (\e308 A-aN-bN:: e308 x304 y308) (\z True))) (Some (\x316 Some (\e316 N-aD:fungus e316 x316) (\z True)) (\y308 Some (\e308 A-aN-bN:: e308 x304 y308) (\z True))))))) (Some (\e303 A-aN:many e303 x304) (\z True)))) (\z True)))) (\a307 ^ (N-b{N-aD}:most (\x408 ^ (Some (\e410 N-aD:disease e410 x408) (\z True)) (Some (\e409 A-aN:infectious e409 x408) (\z True))) (\xx410 Some (\x406 ^ (Some (\e406 N-aD:agent e406 x406) (\z True)) (^ (InAnaphorSet 307 x406) (Some (\e405 A-aN:infectious e405 x406) (\z True)))) (\xx406 N-b{N-aD}:these (\x401 ^ (Some (\e403 N-aD-bO:kind e403 x401 xx406) (\z True)) (Some (\e402 A-aN:four e402 x401) (\z True))) (\x407 Some (\e407 B-aN-bN:cause e407 x407 xx410) (\z True))))) (^ (Some (\x504 ^ (Some (\e504 N-aD:kind e504 x504) (\z True)) (^ (^ (B-aN-b{A-aN}:be x504) (Some (\e505 A-aN:though e505 x504) (\z True))) (Some (\e503 A-aN:other e503 x504) (\z True)))) (\z True)) (Some (\a504 Equal a504 (\v504 ^ (Some (\e504 N-aD:kind e504 v504) (\z True)) (^ (^ (B-aN-b{A-aN}:be v504) (Some (\e505 A-aN:though e505 v504) (\z True))) (Some (\e503 A-aN:other e503 v504) (\z True))))) (\a504 Some (\x605 ^ (Some (\e605 N-aD:disease e605 x605) (\z True)) (^ (^ (Some (\e610 N-aD:encephalopathy e610 x605) (\z True)) (^ (Some (\e608 N-aD:bovine e608 x605) (\z True)) (Some (\e609 N-aD:spongiform e609 x605) (\z True)))) (^ (Some (\e604 N-aD:cow e604 x605) (\z True)) (Some (\e603 A-aN:mad e603 x605) (\z True))))) (\zz614 Some (\z True) (\x614 Some (\e614 ^ (B-aN-bN:cause e614 x614 zz614) (^ (^ (B-aN-b{A-aN}:be e614) (Some (\x602 Some (\e602 N-aD:example e602 x602) (\z True)) (\y601 Some (\e601 A-aN-bN:for e601 e614 y601) (\z True)))) (Some (\x616 ^ (Some (\e616 N-aD:prion e616 x616) (\z True)) (InAnaphorSet 504 x616)) (\y615 Some (\e615 A-aN-bN:by e615 e614 y615) (\z True))))) (\z True)))))))))))))) 123 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:statue e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:statue e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:statue e102 x101) (\z True)) (^ (^ (B-aN-b{A-aN}:be x101) (^ (N-b{N-aD}:a (\x113 Some (\e114 N-aD:person e114 x113) (\z True)) (\y112 Some (\e112 ^ (A-aN-bN:of e112 x101 y112) (Some (\e111 A-aN:usual e111 e112) (\z True))) (\z True))) (N-b{N-aD}:an (\x117 ^ (Some (\e118 N-aD:animal e118 x117) (\z True)) (Some (\e116 A-aN:sometimes e116 x117) (\z True))) (\y112 Some (\e112 ^ (A-aN-bN:of e112 x101 y112) (Some (\e111 A-aN:usual e111 e112) (\z True))) (\z True))))) (InAnaphorSet 1 x101))) (\x ^ (Some (\z107 Some (\e107 N:somebody e107 z107) (\z True)) (\xx108 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:model e105 x104 xx108) (\z True)) (\y Equal y x))) (Some (\z109 Some (\e109 N:something e109 z109) (\z True)) (\xx108 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:model e105 x104 xx108) (\z True)) (\y Equal y x))))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e102 N-aD:statue e102 v101) (\z True)) (^ (^ (B-aN-b{A-aN}:be v101) (^ (N-b{N-aD}:a (\x113 Some (\e114 N-aD:person e114 x113) (\z True)) (\y112 Some (\e112 ^ (A-aN-bN:of e112 v101 y112) (Some (\e111 A-aN:usual e111 e112) (\z True))) (\z True))) (N-b{N-aD}:an (\x117 ^ (Some (\e118 N-aD:animal e118 x117) (\z True)) (Some (\e116 A-aN:sometimes e116 x117) (\z True))) (\y112 Some (\e112 ^ (A-aN-bN:of e112 v101 y112) (Some (\e111 A-aN:usual e111 e112) (\z True))) (\z True))))) (InAnaphorSet 1 v101))) (^ (Some (\z107 Some (\e107 N:somebody e107 z107) (\z True)) (\xx108 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:model e105 x104 xx108) (\z True)) (\y Equal y v101))) (Some (\z109 Some (\e109 N:something e109 z109) (\z True)) (\xx108 N-b{N-aD}:a (\x104 Some (\e105 N-aD-bO:model e105 x104 xx108) (\z True)) (\y Equal y v101)))))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (^ (B-aN-b{A-aN}:be z201) (InAnaphorSet 101 z201))) (\x N-b{N-aD}:a (\x203 Some (\e204 N-aD:sculpture e204 x203) (\z True)) (\y Equal y x))) (Some (\a201 Equal a201 (\v201 ^ (^ (Some (\e201 N:it e201 v201) (\z True)) (^ (B-aN-b{A-aN}:be v201) (InAnaphorSet 101 v201))) (N-b{N-aD}:a (\x203 Some (\e204 N-aD:sculpture e204 x203) (\z True)) (\y Equal y v201)))) (\a201 ^ (Some (\x304 Some (\e304 N-aD:material e304 x304) (\z True)) (\xx304 Some (\a304 Equal a304 (\v304 Some (\e304 N-aD:material e304 xx304) (\z True))) (\a304 Some (\x302 ^ (Some (\e302 N-aD-bO:kind e302 x302 xx304) (\z True)) (^ (^ (Some (\e313 A-aN:e.g. e313 x302) (\z True)) (^ (^ (Some (\e314 N-aD:stone e314 x302) (\z True)) (InAnaphorSet 304 x302)) (^ (^ (Some (\e316 N-aD:bronze e316 x302) (\z True)) (InAnaphorSet 304 x302)) (^ (^ (Some (\e318 N-aD:clay e318 x302) (\z True)) (InAnaphorSet 304 x302)) (^ (Some (\e321 N-aD:wood e321 x302) (\z True)) (InAnaphorSet 304 x302)))))) (Some (\e301 A-aN:several e301 x302) (\z True)))) (\zz307 Some (\z True) (\x307 Some (\e307 ^ (B-aN-bN:use e307 x307 zz307) (^ (^ (B-aN-b{A-aN}:be e307) (B-aN-b{B-aN}:can e307)) (N-b{N-aD}:a (\x310 ^ (Some (\e311 N-aD:statue e311 x310) (\z True)) (InAnaphorSet 201 x310)) (\y309 Some (\e309 B-aN-bN:make e309 e307 y309) (\z True))))) (\z True)))))) (Some (\a311 Equal a311 (\v311 Some (\x304 Some (\e304 N-aD:material e304 x304) (\z True)) (\xx304 Some (\a304 Equal a304 (\v304 Some (\e304 N-aD:material e304 xx304) (\z True))) (\a304 Some (\x302 ^ (Some (\e302 N-aD-bO:kind e302 x302 xx304) (\z True)) (^ (^ (Some (\e313 A-aN:e.g. e313 x302) (\z True)) (^ (^ (Some (\e314 N-aD:stone e314 x302) (\z True)) (InAnaphorSet 304 x302)) (^ (^ (Some (\e316 N-aD:bronze e316 x302) (\z True)) (InAnaphorSet 304 x302)) (^ (^ (Some (\e318 N-aD:clay e318 x302) (\z True)) (InAnaphorSet 304 x302)) (^ (Some (\e321 N-aD:wood e321 x302) (\z True)) (InAnaphorSet 304 x302)))))) (Some (\e301 A-aN:several e301 x302) (\z True)))) (\zz307 Some (\z True) (\x307 Some (\e307 ^ (B-aN-bN:use e307 x307 zz307) (^ (^ (B-aN-b{A-aN}:be e307) (B-aN-b{B-aN}:can e307)) (^ (^ (Some (\e311 N-aD:statue e311 v311) (\z True)) (InAnaphorSet 201 v311)) (Some (\e309 B-aN-bN:make e309 e307 v311) (\z True))))) (\z True))))))) (\a311 ^ (^ (Some (\x401 ^ (Some (\e401 N-aD:statue e401 x401) (\z True)) (^ (^ (B-aN-b{A-aN}:be x401) (Some (\e403 A-aN:often e403 x401) (\z True))) (InAnaphorSet 311 x401))) (\x ^ (Some (\e408 N-aD:size e408 x) (\z True)) (^ (^ (Some (\e405 ^ (A-aN:least e405 x) (A-aN-b{A-aN}:at e405)) (\z True)) (N-b{N-aD}:the (\x410 ^ (Some (\e412 N-aD:size e412 x410) (\z True)) (^ (N-b{N-aD}:the (\x414 ^ (Some (\e416 N-aD:person e416 x414) (\z True)) (Some (\e415 A-aN:real e415 x414) (\z True))) (\y413 Some (\e413 A-aN-bN:as e413 x410 y413) (\z True))) (Some (\e411 A-aN:same e411 x410) (\z True)))) (\y Equal y x))) (Some (\z True) (\x406 B-aN:live x x406))))) (Some (\z421 ^ (Some (\e421 N:they e421 z421) (\z True)) (InAnaphorSet 311 z421)) (\x424 Some (\a421 Equal a421 (\v421 ^ (Some (\e421 N:they e421 x424) (\z True)) (InAnaphorSet 311 x424))) (\a421 Some (\e424 ^ (A-aN:big e424 x424) (^ (^ (^ (B-aN-b{A-aN}:be e424) (Some (\e420 A-aN:often e420 e424) (\z True))) (Some (\e427 ^ (B-aN:statue e427 e424) (^ (^ (InAnaphorSet 421 e427) (Some (\e426 A-aN:especial e426 e427) (\z True))) (N-b{N-aD}:the (\x429 ^ (Some (\e431 N-aD:air e431 x429) (\z True)) (Some (\e430 A-aN:open e430 x429) (\z True))) (\y428 Some (\e428 A-aN-bN:in e428 e427 y428) (\z True))))) (\z True))) (Some (\e423 A-aN:much e423 e424) (\z True)))) (\z True))))) (^ (Some (\x501 ^ (Some (\e501 N-aD:statue e501 x501) (\z True)) (InAnaphorSet 311 x501)) (\zz504 Some (\a501 Equal a501 (\v501 ^ (Some (\e501 N-aD:statue e501 zz504) (\z True)) (InAnaphorSet 311 zz504))) (\a501 Some (\z True) (\x504 Some (\e504 ^ (B-aN-bN:make e504 x504 zz504) (^ (^ (B-aN-b{A-aN}:be e504) (Some (\e503 A-aN:often e503 e504) (\z True))) (^ (N-b{N-aD}:an (\x507 ^ (Some (\e509 N-aD:person e509 x507) (\z True)) (^ (Some (\e511 ^ (A-aN:such e511 x507) (Some (\x518 ^ (Some (\e518 N-aD:great e518 x518) (\z True)) (^ (^ (Some (\e516 N-aD:alfred e516 x518) (\z True)) (InAnaphorSet 509 x518)) (Some (\e517 A-aN:the e517 x518) (\z True)))) (\xx518 N-b{N-aD}:the (\x513 Some (\e514 N-aD-bO:statue e514 x513 xx518) (\z True)) (\y512 Some (\e512 A-aN-bN:as e512 e511 y512) (\z True))))) (\z True)) (Some (\e508 A-aN:important e508 x507) (\z True)))) (\y506 Some (\e506 B-aN-bN:remember e506 e504 y506) (\z True))) (^ (N-b{N-aD}:an (\x524 ^ (Some (\e525 N-aD:event e525 x524) (\z True)) (Some (\e530 ^ (A-aN:such e530 x524) (Some (\z535 Some (\e535 N:liberty e535 z535) (\z True)) (\xx535 N-b{N-aD}:the (\x532 ^ (Some (\e533 N-aD-bO:statue e533 x532 xx535) (\z True)) (InAnaphorSet 501 x532)) (\y531 Some (\e531 A-aN-bN:as e531 e530 y531) (\z True))))) (\z True))) (\y523 Some (\e523 B-aN-bN:remember e523 e504 y523) (\z True))) (N-b{N-aD}:an (\x527 ^ (Some (\e528 N-aD:idea e528 x527) (\z True)) (Some (\e530 ^ (A-aN:such e530 x527) (Some (\z535 Some (\e535 N:liberty e535 z535) (\z True)) (\xx535 N-b{N-aD}:the (\x532 ^ (Some (\e533 N-aD-bO:statue e533 x532 xx535) (\z True)) (InAnaphorSet 501 x532)) (\y531 Some (\e531 A-aN-bN:as e531 e530 y531) (\z True))))) (\z True))) (\y523 Some (\e523 B-aN-bN:remember e523 e504 y523) (\z True))))))) (\z True))))) (Some (\a501 Equal a501 (\v501 ^ (^ (Some (\e501 N-aD:statue e501 v501) (\z True)) (InAnaphorSet 311 v501)) (Some (\a501 Equal a501 (\v501 ^ (Some (\e501 N-aD:statue e501 v501) (\z True)) (InAnaphorSet 311 v501))) (\a501 Some (\z True) (\x504 Some (\e504 ^ (B-aN-bN:make e504 x504 v501) (^ (^ (B-aN-b{A-aN}:be e504) (Some (\e503 A-aN:often e503 e504) (\z True))) (^ (N-b{N-aD}:an (\x507 ^ (Some (\e509 N-aD:person e509 x507) (\z True)) (^ (Some (\e511 ^ (A-aN:such e511 x507) (Some (\x518 ^ (Some (\e518 N-aD:great e518 x518) (\z True)) (^ (^ (Some (\e516 N-aD:alfred e516 x518) (\z True)) (InAnaphorSet 509 x518)) (Some (\e517 A-aN:the e517 x518) (\z True)))) (\xx518 N-b{N-aD}:the (\x513 Some (\e514 N-aD-bO:statue e514 x513 xx518) (\z True)) (\y512 Some (\e512 A-aN-bN:as e512 e511 y512) (\z True))))) (\z True)) (Some (\e508 A-aN:important e508 x507) (\z True)))) (\y506 Some (\e506 B-aN-bN:remember e506 e504 y506) (\z True))) (^ (N-b{N-aD}:an (\x524 ^ (Some (\e525 N-aD:event e525 x524) (\z True)) (Some (\e530 ^ (A-aN:such e530 x524) (Some (\z535 Some (\e535 N:liberty e535 z535) (\z True)) (\xx535 N-b{N-aD}:the (\x532 ^ (Some (\e533 N-aD-bO:statue e533 x532 xx535) (\z True)) (InAnaphorSet 501 x532)) (\y531 Some (\e531 A-aN-bN:as e531 e530 y531) (\z True))))) (\z True))) (\y523 Some (\e523 B-aN-bN:remember e523 e504 y523) (\z True))) (N-b{N-aD}:an (\x527 ^ (Some (\e528 N-aD:idea e528 x527) (\z True)) (Some (\e530 ^ (A-aN:such e530 x527) (Some (\z535 Some (\e535 N:liberty e535 z535) (\z True)) (\xx535 N-b{N-aD}:the (\x532 ^ (Some (\e533 N-aD-bO:statue e533 x532 xx535) (\z True)) (InAnaphorSet 501 x532)) (\y531 Some (\e531 A-aN-bN:as e531 e530 y531) (\z True))))) (\z True))) (\y523 Some (\e523 B-aN-bN:remember e523 e504 y523) (\z True))))))) (\z True)))))) (\a501 Some (\a509 Equal a509 (\v509 Some (\x501 ^ (Some (\e501 N-aD:statue e501 x501) (\z True)) (InAnaphorSet 311 x501)) (\zz504 Some (\a501 Equal a501 (\v501 ^ (Some (\e501 N-aD:statue e501 zz504) (\z True)) (InAnaphorSet 311 zz504))) (\a501 Some (\z True) (\x504 Some (\e504 ^ (B-aN-bN:make e504 x504 zz504) (^ (^ (B-aN-b{A-aN}:be e504) (Some (\e503 A-aN:often e503 e504) (\z True))) (^ (^ (^ (Some (\e509 N-aD:person e509 v509) (\z True)) (^ (Some (\e511 ^ (A-aN:such e511 v509) (Some (\x518 ^ (Some (\e518 N-aD:great e518 x518) (\z True)) (^ (^ (Some (\e516 N-aD:alfred e516 x518) (\z True)) (InAnaphorSet 509 x518)) (Some (\e517 A-aN:the e517 x518) (\z True)))) (\xx518 N-b{N-aD}:the (\x513 Some (\e514 N-aD-bO:statue e514 x513 xx518) (\z True)) (\y512 Some (\e512 A-aN-bN:as e512 e511 y512) (\z True))))) (\z True)) (Some (\e508 A-aN:important e508 v509) (\z True)))) (Some (\e506 B-aN-bN:remember e506 e504 v509) (\z True))) (^ (N-b{N-aD}:an (\x524 ^ (Some (\e525 N-aD:event e525 x524) (\z True)) (Some (\e530 ^ (A-aN:such e530 x524) (Some (\z535 Some (\e535 N:liberty e535 z535) (\z True)) (\xx535 N-b{N-aD}:the (\x532 ^ (Some (\e533 N-aD-bO:statue e533 x532 xx535) (\z True)) (InAnaphorSet 501 x532)) (\y531 Some (\e531 A-aN-bN:as e531 e530 y531) (\z True))))) (\z True))) (\y523 Some (\e523 B-aN-bN:remember e523 e504 y523) (\z True))) (N-b{N-aD}:an (\x527 ^ (Some (\e528 N-aD:idea e528 x527) (\z True)) (Some (\e530 ^ (A-aN:such e530 x527) (Some (\z535 Some (\e535 N:liberty e535 z535) (\z True)) (\xx535 N-b{N-aD}:the (\x532 ^ (Some (\e533 N-aD-bO:statue e533 x532 xx535) (\z True)) (InAnaphorSet 501 x532)) (\y531 Some (\e531 A-aN-bN:as e531 e530 y531) (\z True))))) (\z True))) (\y523 Some (\e523 B-aN-bN:remember e523 e504 y523) (\z True))))))) (\z True)))))) (\a509 N-b{N-aD}:some (\x604 ^ (Some (\e605 N-aD:writing e605 x604) (\z True)) (^ (^ (^ (B-aN-b{A-aN}:be x604) (Some (\e601 A-aN:usual e601 x604) (\z True))) (Some (\e610 B-aN-b{V-iN}:say e610 x604 (Intension (Some (\e611 N-iN:who e611 x604) (\xx611 N-b{N-aD}:the (\x612 ^ (Some (\e613 N-aD:person e613 x612) (\z True)) (^ (B-aN-b{A-aN}:be x612) (InAnaphorSet 509 x612))) (\x Equal xx611 x))))) (\z True))) (N-b{N-aD}:a (\x607 ^ (Some (\e608 N-aD:statue e608 x607) (\z True)) (InAnaphorSet 501 x607)) (\y606 Some (\e606 A-aN-bN:on e606 x604 y606) (\z True))))) (\z True)))))))))))))) 125 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:maryland e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:maryland e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:maryland e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:state e104 x103) (\z True)) (N-b{N-aD}:the (\x112 ^ (Some (\e114 N-aD:state e114 x112) (\z True)) (^ (Some (\z116 Some (\e116 N:america e116 z116) (\z True)) (\y115 Some (\e115 A-aN-bN:of e115 x112 y115) (\z True))) (Some (\z True) (\x113 Some (\e113 B-aN-bN:unite e113 x113 x112) (\z True))))) (\xx114 N-b{N-aD}:the (\x106 ^ (Some (\e110 N-aD-bO:region e110 x106 xx114) (\z True)) (Some (\e109 ^ (A-aN:atlantic e109 x106) (Some (\e107 A-aN:mid e107 e109) (\z True))) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True))))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N-aD:maryland e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:state e104 x103) (\z True)) (N-b{N-aD}:the (\x112 ^ (Some (\e114 N-aD:state e114 x112) (\z True)) (^ (Some (\z116 Some (\e116 N:america e116 z116) (\z True)) (\y115 Some (\e115 A-aN-bN:of e115 x112 y115) (\z True))) (Some (\z True) (\x113 Some (\e113 B-aN-bN:unite e113 x113 x112) (\z True))))) (\xx114 N-b{N-aD}:the (\x106 ^ (Some (\e110 N-aD-bO:region e110 x106 xx114) (\z True)) (Some (\e109 ^ (A-aN:atlantic e109 x106) (Some (\e107 A-aN:mid e107 e109) (\z True))) (\z True))) (\y105 Some (\e105 A-aN-bN:in e105 x103 y105) (\z True))))) (\y Equal y v101)))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x203 N-b{N-aD}:the (\x208 ^ (Some (\e210 N-aD:coast e210 x208) (\z True)) (Some (\e209 N-aD:east e209 x208) (\z True))) (\xx210 N-b{N-aD}:the (\x204 ^ (Some (\e206 N-aD-bO:east e206 x204 xx210) (\z True)) (Some (\e205 N-aD:south e205 x204) (\z True))) (\y203 Some (\e203 ^ (A-aN-bN:on e203 x203 y203) (B-aN-b{A-aN}:be e203)) (\z True))))) (^ (^ (Some (\x302 Some (\e302 N-aD:capital e302 x302) (\z True)) (\x304 Some (\e304 ^ (A-aN:annapolis e304 x304) (B-aN-b{A-aN}:be e304)) (\z True))) (Some (\x308 ^ (^ (Some (\e309 N-aD:city e309 x308) (\z True)) (B-aN-b{A-aN}:be x308)) (None (\y308 ^ (Some (\e309 N-aD:city e309 y308) (\z True)) (B-aN-b{A-aN}:be y308)) (\y308 More (\z ANSUP-aD-b{N-aD}:big y308 z) (\z ANSUP-aD-b{N-aD}:big x308 z)))) (\x Some (\e311 N:baltimore e311 x) (\z True)))) (^ (Some (\x402 ^ (Some (\e402 N-aD:governor e402 x402) (\z True)) (B-aN-b{A-aN}:be x402)) (\x ^ (Some (\e405 N-aD:o'malley e405 x) (\z True)) (Some (\e404 N-aD:martin e404 x) (\z True)))) (^ (Some (\z501 ^ (Some (\e501 N:he e501 z501) (\z True)) (InAnaphorSet 404 z501)) (\zz508 ^ (Some (\z True) (\x503 Some (\e503 ^ (B-aN-bN:elect e503 x503 zz508) (^ (B-aN-b{A-aN}:be e503) (N-b{N-aD}:the (\x505 Some (\z True) (\x507 ^ (B-aN:elect x505 x507) (Some (\e506 N-aD:2006 e506 x505) (\z True)))) (\y504 Some (\e504 A-aN-bN:in e504 e503 y504) (\z True))))) (\z True))) (Some (\z True) (\x511 Some (\e511 ^ (B-aN-bN:elect e511 x511 zz508) (^ (^ (B-aN-b{A-aN}:be e511) (Some (\z513 Some (\e513 N:2010 e513 z513) (\z True)) (\y512 Some (\e512 A-aN-bN:in e512 e511 y512) (\z True)))) (Some (\e509 A-aN:re e509 e511) (\z True)))) (\z True))))) (Some (\a501 Equal a501 (\v501 ^ (^ (Some (\e501 N:he e501 v501) (\z True)) (InAnaphorSet 404 v501)) (^ (Some (\z True) (\x503 Some (\e503 ^ (B-aN-bN:elect e503 x503 v501) (^ (B-aN-b{A-aN}:be e503) (N-b{N-aD}:the (\x505 Some (\z True) (\x507 ^ (B-aN:elect x505 x507) (Some (\e506 N-aD:2006 e506 x505) (\z True)))) (\y504 Some (\e504 A-aN-bN:in e504 e503 y504) (\z True))))) (\z True))) (Some (\z True) (\x511 Some (\e511 ^ (B-aN-bN:elect e511 x511 v501) (^ (^ (B-aN-b{A-aN}:be e511) (Some (\z513 Some (\e513 N:2010 e513 z513) (\z True)) (\y512 Some (\e512 A-aN-bN:in e512 e511 y512) (\z True)))) (Some (\e509 A-aN:re e509 e511) (\z True)))) (\z True)))))) (\a501 Some (\z601 ^ (Some (\e601 N:he e601 z601) (\z True)) (^ (^ (B-aN-b{A-aN}:be z601) (B-aN-b{I-aN}:use z601)) (InAnaphorSet 501 z601))) (\x Some (\z608 Some (\e608 N:baltimore e608 z608) (\z True)) (\xx608 N-b{N-aD}:the (\x605 Some (\e606 N-aD-bO:mayor e606 x605 xx608) (\z True)) (\y Equal y x))))))))))))) 126 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:gravity e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:gravity e1 v1) (\z True))) (\a1 ^ (^ (Some (\z101 ^ (Some (\e101 N:gravity e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:the (\x113 Some (\e114 N-aD:universe e114 x113) (\z True)) (\xx114 N-b{N-aD}:the (\x109 ^ (Some (\e111 N-aD-bO:force e111 x109 xx114) (\z True)) (Some (\e110 A-aN:fundamental e110 x109) (\z True))) (\xx111 N-bO:one (\x107 Equal xx111 x107) (\y Equal y x))))) (Some (\e104 ^ (B:gravite e104 x104) (B-aN-b{A-aN}:be e104)) (\x N-b{N-aD}:the (\x113 Some (\e114 N-aD:universe e114 x113) (\z True)) (\xx114 N-b{N-aD}:the (\x109 ^ (Some (\e111 N-aD-bO:force e111 x109 xx114) (\z True)) (Some (\e110 A-aN:fundamental e110 x109) (\z True))) (\xx111 N-bO:one (\x107 Equal xx111 x107) (\y Equal y x)))))) (Some (\a101 Equal a101 (\v101 ^ (^ (^ (Some (\e101 N:gravity e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:the (\x113 Some (\e114 N-aD:universe e114 x113) (\z True)) (\xx114 N-b{N-aD}:the (\x109 ^ (Some (\e111 N-aD-bO:force e111 x109 xx114) (\z True)) (Some (\e110 A-aN:fundamental e110 x109) (\z True))) (\xx111 N-bO:one (\x107 Equal xx111 x107) (\y Equal y v101))))) (Some (\e104 ^ (B:gravite e104 x104) (B-aN-b{A-aN}:be e104)) (\x Some (\x113 Some (\e114 N-aD:universe e114 x113) (\z True)) (\xx114 ^ (Some (\e111 N-aD-bO:force e111 x xx114) (\z True)) (Some (\e110 A-aN:fundamental e110 x) (\z True))))))) (\a101 ^ (Some (\z205 Some (\e205 N:we e205 z205) (\z True)) (\x206 Some (\z207 ^ (Some (\e207 N:it e207 z207) (\z True)) (InAnaphorSet 101 z207)) (\y206 Some (\e206 ^ (B-aN-bN:discuss e206 x206 y206) (^ (N-b{N-aD}:this (\x202 Some (\e203 N-aD:article e203 x202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e206 y201) (\z True))) (Some (\x210 ^ (Some (\e210 N-aD:part e210 x210) (\z True)) (Some (\e209 A-aN:three e209 x210) (\z True))) (\y208 Some (\e208 A-aN-bN:in e208 e206 y208) (\z True))))) (\z True)))) (Some (\a205 Equal a205 (\v205 ^ (Some (\e205 N:we e205 v205) (\z True)) (Some (\z207 ^ (Some (\e207 N:it e207 z207) (\z True)) (InAnaphorSet 101 z207)) (\y206 Some (\e206 ^ (B-aN-bN:discuss e206 v205 y206) (^ (N-b{N-aD}:this (\x202 Some (\e203 N-aD:article e203 x202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e206 y201) (\z True))) (Some (\x210 ^ (Some (\e210 N-aD:part e210 x210) (\z True)) (Some (\e209 A-aN:three e209 x210) (\z True))) (\y208 Some (\e208 A-aN-bN:in e208 e206 y208) (\z True))))) (\z True))))) (\a205 Some (\a207 Equal a207 (\v207 Some (\z205 Some (\e205 N:we e205 z205) (\z True)) (\x206 ^ (^ (Some (\e207 N:it e207 v207) (\z True)) (InAnaphorSet 101 v207)) (Some (\e206 ^ (B-aN-bN:discuss e206 x206 v207) (^ (N-b{N-aD}:this (\x202 Some (\e203 N-aD:article e203 x202) (\z True)) (\y201 Some (\e201 A-aN-bN:in e201 e206 y201) (\z True))) (Some (\x210 ^ (Some (\e210 N-aD:part e210 x210) (\z True)) (Some (\e209 A-aN:three e209 x210) (\z True))) (\y208 Some (\e208 A-aN-bN:in e208 e206 y208) (\z True))))) (\z True))))) (\a207 ^ (^ (N-b{N-aD}:some (\x301 Some (\e302 N-aD:physicist e302 x301) (\z True)) (\x303 Some (\e303 B-aN-bC:think e303 x303 (Intension (Some (\x304 ^ (Some (\e304 N-aD:gravity e304 x304) (\z True)) (InAnaphorSet 207 x304)) (\zz306 Some (\z True) (\x306 Some (\e306 ^ (B-aN-bN:cause e306 x306 zz306) (^ (B-aN-b{A-aN}:be e306) (Some (\x308 Some (\e308 N-aD:graviton e308 x308) (\z True)) (\y307 Some (\e307 A-aN-bN:by e307 e306 y307) (\z True))))) (\z True)))))) (\z True))) (Some (\a302 Equal a302 (\v302 ^ (Some (\e302 N-aD:physicist e302 v302) (\z True)) (Some (\e303 B-aN-bC:think e303 v302 (Intension (Some (\x304 ^ (Some (\e304 N-aD:gravity e304 x304) (\z True)) (InAnaphorSet 207 x304)) (\zz306 Some (\z True) (\x306 Some (\e306 ^ (B-aN-bN:cause e306 x306 zz306) (^ (B-aN-b{A-aN}:be e306) (Some (\x308 Some (\e308 N-aD:graviton e308 x308) (\z True)) (\y307 Some (\e307 A-aN-bN:by e307 e306 y307) (\z True))))) (\z True)))))) (\z True)))) (\a302 Some (\z311 ^ (Some (\e311 N:they e311 z311) (\z True)) (InAnaphorSet 302 z311)) (\x314 Some (\e314 ^ (A-aN:unsure e314 x314) (^ (B-aN-b{A-aN}:be e314) (Some (\e313 A-aN:still e313 e314) (\z True)))) (\z True))))) (^ (Some (\x402 ^ (Some (\e402 N-aD:gravity e402 x402) (\z True)) (^ (InAnaphorSet 207 x402) (Some (\e401 A-aN:everyday e401 x402) (\z True)))) (\z True)) (Some (\a402 Equal a402 (\v402 ^ (Some (\e402 N-aD:gravity e402 v402) (\z True)) (^ (InAnaphorSet 207 v402) (Some (\e401 A-aN:everyday e401 v402) (\z True))))) (\a402 ^ (Some (\x501 Some (\e501 N-aD:weight e501 x501) (\z True)) (\x502 Some (\x503 Some (\e503 N-aD:mass e503 x503) (\z True)) (\y502 Some (\e502 A-aN-bN:vs e502 x502 y502) (\z True)))) (Some (\z605 ^ (Some (\e605 N:we e605 z605) (\z True)) (InAnaphorSet 205 z605)) (\x606 Some (\e606 ^ (B-aN-bC:say e606 x606 (Intension (Some (\x607 ^ (Some (\e607 N-aD:thing e607 x607) (\z True)) (InAntecedentSet 607 x607)) (\x608 Some (\e608 ^ (B-aN:fall e608 x608) (Some (\e609 A-aN-bV:because e609 e608 (Intension (Some (\x613 ^ (Some (\e613 N-aD:gravity e613 x613) (\z True)) (InAnaphorSet 402 x613)) (\x614 Some (\e614 ^ (B-aN:pull e614 x614) (Some (\z616 ^ (Some (\e616 N:them e616 z616) (\z True)) (InAnaphorSet 607 z616)) (\y615 Some (\e615 A-aN-bN:on e615 e614 y615) (\z True)))) (\z True))))) (\z True))) (\z True))))) (Some (\z True) (\x603 Some (\e603 ^ (B-aN:talk e603 x603) (Some (\e602 A-aN:everyday e602 e603) (\z True))) (\y601 Some (\e601 A-aN-bN:in e601 e606 y601) (\z True))))) (\z True)))))))))))))) 127 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:angel e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:angel e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:an (\x107 ^ (Some (\e108 N-aD:angel e108 x107) (\z True)) (^ (^ (B-aN-b{A-aN}:be x107) (^ (Some (\x103 ^ (Some (\e103 N-aD:mythology e103 x103) (\z True)) (Some (\e102 A-aN:many e102 x103) (\z True))) (\y101 Some (\e101 A-aN-bN:in e101 x107 y101) (\z True))) (Some (\x105 ^ (Some (\e105 N-aD:religion e105 x105) (\z True)) (Some (\e102 A-aN:many e102 x105) (\z True))) (\y101 Some (\e101 A-aN-bN:in e101 x107 y101) (\z True))))) (InAnaphorSet 1 x107))) (\x N-b{N-aD}:a (\x110 ^ (Some (\e112 N-aD:spirit e112 x110) (\z True)) (Some (\e111 A-aN:good e111 x110) (\z True))) (\y Equal y x))) (Some (\a108 Equal a108 (\v108 ^ (^ (Some (\e108 N-aD:angel e108 v108) (\z True)) (^ (^ (B-aN-b{A-aN}:be v108) (^ (Some (\x103 ^ (Some (\e103 N-aD:mythology e103 x103) (\z True)) (Some (\e102 A-aN:many e102 x103) (\z True))) (\y101 Some (\e101 A-aN-bN:in e101 v108 y101) (\z True))) (Some (\x105 ^ (Some (\e105 N-aD:religion e105 x105) (\z True)) (Some (\e102 A-aN:many e102 x105) (\z True))) (\y101 Some (\e101 A-aN-bN:in e101 v108 y101) (\z True))))) (InAnaphorSet 1 v108))) (N-b{N-aD}:a (\x110 ^ (Some (\e112 N-aD:spirit e112 x110) (\z True)) (Some (\e111 A-aN:good e111 x110) (\z True))) (\y Equal y v108)))) (\a108 ^ (N-b{N-aD}:the (\x201 ^ (Some (\e203 N-aD:angel e203 x201) (\z True)) (^ (Some (\e202 N-aD:word e202 x201) (\z True)) (InAnaphorSet 1 x201))) (\x204 Some (\e204 ^ (B-aN:come e204 x204) (N-b{N-aD}:the (\x206 ^ (Some (\e210 N-aD:angelo e210 x206) (\z True)) (^ (Some (\e207 A-aN:greek e207 x206) (\z True)) (Some (\e208 N-aD:word e208 x206) (\z True)))) (\zz210 ^ (Some (\e212 N-rN:which e212 zz210) (\xx212 Some (\z215 Some (\e215 N:messenger e215 z215) (\z True)) (\y213 Some (\e213 B-aN-bN:mean e213 xx212 y213) (\z True)))) (Some (\e205 A-aN-bN:from e205 e204 zz210) (\z True))))) (\z True))) (^ (Some (\z301 ^ (Some (\e301 N:angel e301 z301) (\z True)) (InAnaphorSet 108 z301)) (\x302 Some (\e302 ^ (B-aN:appear e302 x302) (^ (^ (N-b{N-aD}:the (\x305 ^ (Some (\e307 N-aD:testament e307 x305) (\z True)) (Some (\e306 N-aD:old e306 x305) (\z True))) (\y304 Some (\e304 A-aN-bN:in e304 e302 y304) (\z True))) (^ (N-b{N-aD}:the (\x309 ^ (Some (\e311 N-aD:testament e311 x309) (\z True)) (Some (\e310 N-aD:new e310 x309) (\z True))) (\y304 Some (\e304 A-aN-bN:in e304 e302 y304) (\z True))) (^ (Some (\z313 Some (\e313 N:qur'an e313 z313) (\z True)) (\y304 Some (\e304 A-aN-bN:in e304 e302 y304) (\z True))) (Some (\z315 Some (\e315 N:aqda e315 z315) (\z True)) (\y304 Some (\e304 A-aN-bN:in e304 e302 y304) (\z True)))))) (Some (\e303 A-aN:frequent e303 e302) (\z True)))) (\z True))) (Some (\a301 Equal a301 (\v301 ^ (^ (Some (\e301 N:angel e301 v301) (\z True)) (InAnaphorSet 108 v301)) (Some (\e302 ^ (B-aN:appear e302 v301) (^ (^ (N-b{N-aD}:the (\x305 ^ (Some (\e307 N-aD:testament e307 x305) (\z True)) (Some (\e306 N-aD:old e306 x305) (\z True))) (\y304 Some (\e304 A-aN-bN:in e304 e302 y304) (\z True))) (^ (N-b{N-aD}:the (\x309 ^ (Some (\e311 N-aD:testament e311 x309) (\z True)) (Some (\e310 N-aD:new e310 x309) (\z True))) (\y304 Some (\e304 A-aN-bN:in e304 e302 y304) (\z True))) (^ (Some (\z313 Some (\e313 N:qur'an e313 z313) (\z True)) (\y304 Some (\e304 A-aN-bN:in e304 e302 y304) (\z True))) (Some (\z315 Some (\e315 N:aqda e315 z315) (\z True)) (\y304 Some (\e304 A-aN-bN:in e304 e302 y304) (\z True)))))) (Some (\e303 A-aN:frequent e303 e302) (\z True)))) (\z True)))) (\a301 ^ (Some (\z True) (\x401 N-b{N-aD}:the (\x402 Some (\e403 N-aD:bible e403 x402) (\z True)) (\y401 Some (\e401 A-aN-bN:in e401 x401 y401) (\z True)))) (^ (Some (\z501 ^ (Some (\e501 N:angel e501 z501) (\z True)) (^ (B-aN-b{A-aN}:be z501) (InAnaphorSet 301 z501))) (\x ^ (^ (Some (\e506 N-aD:spirit e506 x) (\z True)) (^ (Some (\e503 A-aN:powerful e503 x) (\z True)) (Some (\e505 A-aN:smart e505 x) (\z True)))) (Some (\e507 N-rN:that e507 x) (\xx507 ^ (Some (\x511 Some (\e511 N-aD:command e511 x511) (\z True)) (\y508 Some (\e508 B-aN-bN:obey e508 xx507 y508) (\z True))) (Some (\z514 ^ (Some (\e514 N:him e514 z514) (\z True)) (InAnaphorSet 509 z514)) (\y513 Some (\e513 ^ (B-aN-bN:praise e513 xx507 y513) (Some (\z True) (\x516 Some (\e516 B-aN:sing e516 x516) (\y515 Some (\e515 A-aN-bN:with e515 e513 y515) (\z True))))) (\z True))))))) (Some (\a501 Equal a501 (\v501 ^ (^ (Some (\e501 N:angel e501 v501) (\z True)) (^ (B-aN-b{A-aN}:be v501) (InAnaphorSet 301 v501))) (^ (^ (Some (\e506 N-aD:spirit e506 v501) (\z True)) (^ (Some (\e503 A-aN:powerful e503 v501) (\z True)) (Some (\e505 A-aN:smart e505 v501) (\z True)))) (Some (\e507 N-rN:that e507 v501) (\xx507 ^ (Some (\x511 Some (\e511 N-aD:command e511 x511) (\z True)) (\y508 Some (\e508 B-aN-bN:obey e508 xx507 y508) (\z True))) (Some (\z514 ^ (Some (\e514 N:him e514 z514) (\z True)) (InAnaphorSet 509 z514)) (\y513 Some (\e513 ^ (B-aN-bN:praise e513 xx507 y513) (Some (\z True) (\x516 Some (\e516 B-aN:sing e516 x516) (\y515 Some (\e515 A-aN-bN:with e515 e513 y515) (\z True))))) (\z True)))))))) (\a501 Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 501 z601)) (\x603 Some (\e603 ^ (B-aN:appear e603 x603) (^ (^ (Some (\e602 A-aN:sometimes e602 e603) (\z True)) (Some (\x608 ^ (Some (\e608 N-aD:form e608 x608) (\z True)) (Some (\e607 A-aN:human e607 x608) (\z True))) (\y606 Some (\e606 A-aN-bN:in e606 e603 y606) (\z True)))) (Some (\x605 Some (\e605 N-aD:human e605 x605) (\z True)) (\y604 Some (\e604 A-aN-bN:to e604 e603 y604) (\z True))))) (\z True))))))))))))) 128 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:welsh e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:welsh e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:welsh e101 z101) (\z True)) (InAnaphorSet 1 z101)) (\x103 Some (\x106 ^ (Some (\e106 N-aD:thing e106 x106) (\z True)) (^ (Some (\e104 A-aN:many e104 x106) (\z True)) (Some (\e105 A-aN:different e105 x106) (\z True)))) (\y103 Some (\e103 ^ (B-aN-bN:mean e103 x103 y103) (B-aN-b{B-aN}:could e103)) (\z True)))) (^ (Some (\z201 ^ (Some (\e201 N:welsh e201 z201) (\z True)) (InAnaphorSet 1 z201)) (\x204 Some (\z True) (\y204 Some (\e204 ^ (B-aN-bN:mean e204 x204 y204) (^ (B-aN-b{B-aN}:could e204) (Some (\e203 A-aN:also e203 e204) (\z True)))) (\z True)))) (^ (Some (\x301 ^ (Some (\e301 N-aD:place e301 x301) (\z True)) (N-b{N-aD}:the (\x303 ^ (Some (\e305 N-aD:state e305 x303) (\z True)) (^ (Some (\e307 N:us e307 x303) (\z True)) (Some (\z True) (\x304 Some (\e304 B-aN-bN:unite e304 x304 x303) (\z True))))) (\y302 Some (\e302 A-aN-bN:in e302 x301 y302) (\z True)))) (\z True)) (Some (\x401 Some (\e401 N-aD:people e401 x401) (\z True)) (\z True))))))) 129 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:worship e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:worship e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:worship e101 z101) (\z True)) (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101))) (\x N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:word e104 x103) (\z True)) (Some (\z True) (\x106 Some (\e106 ^ (B-aN-bN:use e106 x106 x103) (^ (Some (\e105 A-aN:often e105 e106) (\z True)) (Some (\z108 Some (\e108 N:religion e108 z108) (\z True)) (\y107 Some (\e107 A-aN-bN:in e107 e106 y107) (\z True))))) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:worship e101 v101) (\z True)) (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101))) (N-b{N-aD}:a (\x103 ^ (Some (\e104 N-aD:word e104 x103) (\z True)) (Some (\z True) (\x106 Some (\e106 ^ (B-aN-bN:use e106 x106 x103) (^ (Some (\e105 A-aN:often e105 e106) (\z True)) (Some (\z108 Some (\e108 N:religion e108 z108) (\z True)) (\y107 Some (\e107 A-aN-bN:in e107 e106 y107) (\z True))))) (\z True)))) (\y Equal y v101)))) (\a101 ^ (Some (\z201 ^ (Some (\e201 N:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\x202 Some (\e202 B-aN-bC:mean e202 x202 (Intension (Some (\z True) (\x204 Some (\x206 ^ (Some (\e206 N-aD:respect e206 x206) (\z True)) (Some (\e205 A-aN:much e205 x206) (\z True))) (\y204 Some (\e204 ^ (B-aN-bN:have e204 x204 y204) (B-aN-b{B-aN}:to e204)) (\z True)))))) (\z True))) (^ (Some (\x311 Some (\e311 N-aD:people e311 x311) (\z True)) (\x312 Some (\e312 ^ (B-aN-bC:say e312 x312 (Intension (Some (\z314 ^ (Some (\e314 N:they e314 z314) (\z True)) (InAnaphorSet 302 z314)) (\x316 Some (\z317 ^ (Some (\e317 N:god e317 z317) (\z True)) (InAntecedentSet 317 z317)) (\y316 Some (\e316 ^ (B-aN-bN:worship e316 x316 y316) (^ (B-aN-b{A-aN}:be e316) (^ (InAntecedentSet 316 e316) (InAnaphorSet 1 e316)))) (\z True)))))) (Some (\e301 A-aN-bV:if e301 e312 (Intension (^ (Some (\z302 ^ (Some (\e302 N:someone e302 z302) (\z True)) (InAntecedentSet 302 z302)) (\x303 Some (\e303 ^ (B-aN:pray e303 x303) (^ (InAntecedentSet 304 e303) (Some (\z309 Some (\e309 N:god e309 z309) (\z True)) (\y308 Some (\e308 A-aN-bN:to e308 e303 y308) (\z True))))) (\z True))) (Some (\z302 ^ (Some (\e302 N:someone e302 z302) (\z True)) (InAntecedentSet 302 z302)) (\x305 Some (\e305 ^ (B-aN-bS:say e305 x305 (Intension (Some (\z True) (\x306 Some (\z307 Some (\e307 N:you e307 z307) (\z True)) (\y306 Some (\e306 B-aN-bN:thank e306 x306 y306) (\z True)))))) (^ (InAntecedentSet 304 e305) (Some (\z309 Some (\e309 N:god e309 z309) (\z True)) (\y308 Some (\e308 A-aN-bN:to e308 e305 y308) (\z True))))) (\z True)))))) (\z True))) (\z True))) (^ (Some (\z401 ^ (Some (\e401 N:worship e401 z401) (\z True)) (InAnaphorSet 1 z401)) (\zz405 Some (\z True) (\x405 Some (\e405 ^ (B-aN-bN:use e405 x405 zz405) (^ (^ (B-aN-b{A-aN}:be e405) (^ (B-aN-b{B-aN}:can e405) (Some (\e403 A-aN:also e403 e405) (\z True)))) (N-b{N-aD}:the (\x407 ^ (Some (\e408 N-aD:name e408 x407) (\z True)) (N-b{N-aD}:a (\x410 ^ (Some (\z True) (\x412 ^ (B-aN:serve x410 x412) (Some (\e411 N-aD:church e411 x410) (\z True)))) (^ (Some (\e415 N-aD:event e415 x410) (\z True)) (Some (\e414 A-aN:similar e414 x410) (\z True)))) (\y409 Some (\e409 A-aN-bN:for e409 x407 y409) (\z True)))) (\y406 Some (\e406 A-aN-bN:as e406 e405 y406) (\z True))))) (\z True)))) (Some (\a413 Equal a413 (\v413 Some (\z401 ^ (Some (\e401 N:worship e401 z401) (\z True)) (InAnaphorSet 1 z401)) (\zz405 Some (\z True) (\x405 Some (\e405 ^ (B-aN-bN:use e405 x405 zz405) (^ (^ (B-aN-b{A-aN}:be e405) (^ (B-aN-b{B-aN}:can e405) (Some (\e403 A-aN:also e403 e405) (\z True)))) (N-b{N-aD}:the (\x407 ^ (Some (\e408 N-aD:name e408 x407) (\z True)) (^ (^ (Some (\z True) (\x412 ^ (B-aN:serve v413 x412) (Some (\e411 N-aD:church e411 v413) (\z True)))) (^ (Some (\e415 N-aD:event e415 v413) (\z True)) (Some (\e414 A-aN:similar e414 v413) (\z True)))) (Some (\e409 A-aN-bN:for e409 x407 v413) (\z True)))) (\y406 Some (\e406 A-aN-bN:as e406 e405 y406) (\z True))))) (\z True))))) (\a413 ^ (Some (\z501 ^ (Some (\e501 N:this e501 z501) (\z True)) (InAnaphorSet 413 z501)) (\x504 Some (\z508 ^ (Some (\e508 N:worship e508 z508) (\z True)) (InAnaphorSet 304 z508)) (\xx508 N-b{N-aD}:an (\x505 Some (\e506 N-aD-bO:act e506 x505 xx508) (\z True)) (\y504 Some (\e504 ^ (A-aN-bN:called e504 x504 y504) (^ (B-aN-b{A-aN}:be e504) (B-aN-b{B-aN}:can e504))) (\z True))))) (^ (N-b{N-aD}:the (\x601 Some (\e602 N-aD:bible e602 x601) (\z True)) (\x603 Some (\e603 ^ (B-aN:talk e603 x603) (Some (\x606 ^ (Some (\e606 N-aD:people e606 x606) (\z True)) (^ (Some (\z608 ^ (Some (\e608 N:god e608 z608) (\z True)) (InAnaphorSet 317 z608)) (\y607 Some (\e607 ^ (B-aN-bN:worship e607 x606 y607) (InAnaphorSet 316 e607)) (\z True))) (Some (\e605 A-aN:many e605 x606) (\z True)))) (\y604 Some (\e604 A-aN-bN:about e604 e603 y604) (\z True)))) (\z True))) (Some (\a606 Equal a606 (\v606 Some (\x601 Some (\e602 N-aD:bible e602 x601) (\z True)) (\x603 Some (\e603 ^ (B-aN:talk e603 x603) (^ (^ (Some (\e606 N-aD:people e606 v606) (\z True)) (^ (Some (\z608 ^ (Some (\e608 N:god e608 z608) (\z True)) (InAnaphorSet 317 z608)) (\y607 Some (\e607 ^ (B-aN-bN:worship e607 v606 y607) (InAnaphorSet 316 e607)) (\z True))) (Some (\e605 A-aN:many e605 v606) (\z True)))) (Some (\e604 A-aN-bN:about e604 e603 v606) (\z True)))) (\z True)))) (\a606 Some (\x612 ^ (Some (\e612 N-aD:abraham e612 x612) (\z True)) (InAnaphorSet 606 x612)) (\x613 N-b{N-aD}:an (\x614 ^ (Some (\e615 N-aD:altar e615 x614) (\z True)) (Some (\x617 ^ (Some (\e617 N-aD:genesis e617 x617) (\z True)) (^ (Some (\e618 N-aD:chapter e618 x617) (\z True)) (^ (^ (Some (\e620 N-aD:verse e620 x617) (\z True)) (Some (\e621 N-aD:8 e621 x617) (\z True))) (Some (\e619 N-aD:12 e619 x617) (\z True))))) (\y616 Some (\e616 A-aN-bN:in e616 x614 y616) (\z True)))) (\y613 Some (\e613 ^ (B-aN-bN:build e613 x613 y613) (Some (\z611 Some (\e611 N:example e611 z611) (\z True)) (\y610 Some (\e610 A-aN-bN:for e610 e613 y610) (\z True)))) (\z True))))))))))))))) 130 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:coffee e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:coffee e1 v1) (\z True))) (\a1 ^ (Some (\x101 ^ (Some (\e101 N-aD:coffee e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\a101 Equal a101 (\v101 ^ (Some (\e101 N-aD:coffee e101 x) (\z True)) (^ (B-aN-b{A-aN}:be x) (InAnaphorSet 1 x)))) (\a101 ^ (N-b{N-aD}:a (\x103 Some (\e104 N-aD:plant e104 x103) (\z True)) (\y Equal y x)) (N-b{N-aD}:the (\x109 Some (\z True) (\x110 B-aN:drink x109 x110)) (\zz110 ^ (Some (\e111 N-rN:that e111 zz110) (\xx111 Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:make e113 x113 xx111) (^ (B-aN-b{A-aN}:be e113) (N-b{N-aD}:this (\x115 ^ (Some (\e116 N-aD:plant e116 x115) (\z True)) (InAnaphorSet 101 x115)) (\y114 Some (\e114 A-aN-bN:from e114 e113 y114) (\z True))))) (\z True)))) (N-b{N-aD}:the (\x106 Some (\e107 N-aD-bO:name e107 x106 zz110) (\z True)) (\y Equal y x))))))) (Some (\a110 Equal a110 (\v110 Some (\x101 ^ (Some (\e101 N-aD:coffee e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\a101 Equal a101 (\v101 ^ (Some (\e101 N-aD:coffee e101 x) (\z True)) (^ (B-aN-b{A-aN}:be x) (InAnaphorSet 1 x)))) (\a101 ^ (Some (\e104 N-aD:plant e104 x) (\z True)) (^ (Some (\z True) (\x110 B-aN:drink v110 x110)) (^ (Some (\e111 N-rN:that e111 v110) (\xx111 Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:make e113 x113 xx111) (^ (B-aN-b{A-aN}:be e113) (N-b{N-aD}:this (\x115 ^ (Some (\e116 N-aD:plant e116 x115) (\z True)) (InAnaphorSet 101 x115)) (\y114 Some (\e114 A-aN-bN:from e114 e113 y114) (\z True))))) (\z True)))) (N-b{N-aD}:the (\x106 Some (\e107 N-aD-bO:name e107 x106 v110) (\z True)) (\y Equal y x)))))))) (\a110 Some (\a116 Equal a116 (\v116 Some (\x101 ^ (Some (\e101 N-aD:coffee e101 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\a101 Equal a101 (\v101 ^ (Some (\e101 N-aD:coffee e101 x) (\z True)) (^ (B-aN-b{A-aN}:be x) (InAnaphorSet 1 x)))) (\a101 ^ (Some (\e104 N-aD:plant e104 x) (\z True)) (Some (\x109 Some (\z True) (\x110 B-aN:drink x109 x110)) (\zz110 ^ (Some (\e111 N-rN:that e111 zz110) (\xx111 Some (\z True) (\x113 Some (\e113 ^ (B-aN-bN:make e113 x113 xx111) (^ (B-aN-b{A-aN}:be e113) (^ (^ (Some (\e116 N-aD:plant e116 v116) (\z True)) (InAnaphorSet 101 v116)) (Some (\e114 A-aN-bN:from e114 e113 v116) (\z True))))) (\z True)))) (Some (\e107 N-aD-bO:name e107 x zz110) (\z True)))))))) (\a116 ^ (^ (N-b{N-aD}:the (\x201 ^ (Some (\e203 N-aD:plant e203 x201) (\z True)) (^ (^ (B-aN-b{A-aN}:be x201) (InAnaphorSet 116 x201)) (Some (\e202 N-aD:coffee e202 x201) (\z True)))) (\x N-b{N-aD}:a (\x205 ^ (Some (\e208 N-aD:tree e208 x205) (\z True)) (^ (Some (\e206 A-aN:bush e206 x205) (\z True)) (Some (\e207 A-aN:or e207 x205) (\z True)))) (\zz208 ^ (Some (\e209 N-rN:that e209 zz208) (\xx209 Some (\e211 ^ (B-aN:grow e211 xx209) (^ (B-aN-b{B-aN}:can e211) (Some (\e221 ^ (A-aN:high e221 e211) (Some (\x215 ^ (Some (\e215 N-aD:meter e215 x215) (\z True)) (^ (^ (Some (\e219 N-aD:feet e219 x215) (\z True)) (Some (\e218 ^ (A-aN:32 e218 x215) (Some (\e217 A-aN:about e217 e218) (\z True))) (\z True))) (Some (\e214 N-aD:ten e214 x215) (\z True)))) (\y213 Some (\e213 ^ (A-aN-bN:to e213 e221 y213) (Some (\e212 A-aN:up e212 e213) (\z True))) (\z True)))) (\z True)))) (\z True))) (Equal zz208 x)))) (N-b{N-aD}:the (\x201 ^ (Some (\e203 N-aD:plant e203 x201) (\z True)) (^ (InAnaphorSet 116 x201) (Some (\e202 N-aD:coffee e202 x201) (\z True)))) (\x227 Some (\e227 ^ (A-aN:short e227 x227) (^ (A-aN-b{A-aN}:cut e227) (^ (B-aN-b{A-aN}:be e227) (Some (\e225 A-aN:usual e225 e227) (\z True))))) (\z True)))) (Some (\a203 Equal a203 (\v203 ^ (^ (^ (Some (\e203 N-aD:plant e203 v203) (\z True)) (^ (^ (B-aN-b{A-aN}:be v203) (InAnaphorSet 116 v203)) (Some (\e202 N-aD:coffee e202 v203) (\z True)))) (N-b{N-aD}:a (\x205 ^ (Some (\e208 N-aD:tree e208 x205) (\z True)) (^ (Some (\e206 A-aN:bush e206 x205) (\z True)) (Some (\e207 A-aN:or e207 x205) (\z True)))) (\zz208 ^ (Some (\e209 N-rN:that e209 zz208) (\xx209 Some (\e211 ^ (B-aN:grow e211 xx209) (^ (B-aN-b{B-aN}:can e211) (Some (\e221 ^ (A-aN:high e221 e211) (Some (\x215 ^ (Some (\e215 N-aD:meter e215 x215) (\z True)) (^ (^ (Some (\e219 N-aD:feet e219 x215) (\z True)) (Some (\e218 ^ (A-aN:32 e218 x215) (Some (\e217 A-aN:about e217 e218) (\z True))) (\z True))) (Some (\e214 N-aD:ten e214 x215) (\z True)))) (\y213 Some (\e213 ^ (A-aN-bN:to e213 e221 y213) (Some (\e212 A-aN:up e212 e213) (\z True))) (\z True)))) (\z True)))) (\z True))) (Equal zz208 v203)))) (^ (^ (Some (\e203 N-aD:plant e203 v203) (\z True)) (^ (InAnaphorSet 116 v203) (Some (\e202 N-aD:coffee e202 v203) (\z True)))) (Some (\e227 ^ (A-aN:short e227 v203) (^ (A-aN-b{A-aN}:cut e227) (^ (B-aN-b{A-aN}:be e227) (Some (\e225 A-aN:usual e225 e227) (\z True))))) (\z True))))) (\a203 ^ (^ (Some (\x302 ^ (Some (\e302 N-aD:plant e302 x302) (\z True)) (^ (InAnaphorSet 203 x302) (Some (\e301 N-aD:coffee e301 x302) (\z True)))) (\x304 Some (\e304 ^ (B-aN:grow e304 x304) (^ (Some (\e303 A-aN:original e303 e304) (\z True)) (Some (\z306 Some (\e306 N:africa e306 z306) (\z True)) (\y305 Some (\e305 A-aN-bN:in e305 e304 y305) (\z True))))) (\z True))) (Some (\x302 ^ (Some (\e302 N-aD:plant e302 x302) (\z True)) (^ (InAnaphorSet 203 x302) (Some (\e301 N-aD:coffee e301 x302) (\z True)))) (\x311 Some (\e311 ^ (B-aN:grow e311 x311) (^ (^ (Some (\e309 A-aN:now e309 e311) (\z True)) (Some (\e310 A-aN:also e310 e311) (\z True))) (^ (Some (\x314 ^ (Some (\e314 N-aD:america e314 x314) (\z True)) (Some (\e313 N-aD:south e313 x314) (\z True))) (\y312 Some (\e312 A-aN-bN:in e312 e311 y312) (\z True))) (^ (Some (\x317 ^ (Some (\e317 N-aD:america e317 x317) (\z True)) (Some (\e316 N-aD:central e316 x317) (\z True))) (\y312 Some (\e312 A-aN-bN:in e312 e311 y312) (\z True))) (Some (\x320 ^ (Some (\e320 N-aD:asia e320 x320) (\z True)) (Some (\e319 N-aD:southeast e319 x320) (\z True))) (\y312 Some (\e312 A-aN-bN:in e312 e311 y312) (\z True))))))) (\z True)))) (Some (\a302 Equal a302 (\v302 ^ (^ (^ (Some (\e302 N-aD:plant e302 v302) (\z True)) (^ (InAnaphorSet 203 v302) (Some (\e301 N-aD:coffee e301 v302) (\z True)))) (Some (\e304 ^ (B-aN:grow e304 v302) (^ (Some (\e303 A-aN:original e303 e304) (\z True)) (Some (\z306 Some (\e306 N:africa e306 z306) (\z True)) (\y305 Some (\e305 A-aN-bN:in e305 e304 y305) (\z True))))) (\z True))) (^ (^ (Some (\e302 N-aD:plant e302 v302) (\z True)) (^ (InAnaphorSet 203 v302) (Some (\e301 N-aD:coffee e301 v302) (\z True)))) (Some (\e311 ^ (B-aN:grow e311 v302) (^ (^ (Some (\e309 A-aN:now e309 e311) (\z True)) (Some (\e310 A-aN:also e310 e311) (\z True))) (^ (Some (\x314 ^ (Some (\e314 N-aD:america e314 x314) (\z True)) (Some (\e313 N-aD:south e313 x314) (\z True))) (\y312 Some (\e312 A-aN-bN:in e312 e311 y312) (\z True))) (^ (Some (\x317 ^ (Some (\e317 N-aD:america e317 x317) (\z True)) (Some (\e316 N-aD:central e316 x317) (\z True))) (\y312 Some (\e312 A-aN-bN:in e312 e311 y312) (\z True))) (Some (\x320 ^ (Some (\e320 N-aD:asia e320 x320) (\z True)) (Some (\e319 N-aD:southeast e319 x320) (\z True))) (\y312 Some (\e312 A-aN-bN:in e312 e311 y312) (\z True))))))) (\z True))))) (\a302 ^ (Some (\z401 ^ (Some (\e401 N:they e401 z401) (\z True)) (^ (B-aN-b{A-aN}:be z401) (InAnaphorSet 302 z401))) (\x N-b{N-aD}:an (\x403 ^ (Some (\e405 N-aD:crop e405 x403) (\z True)) (^ (Some (\x411 ^ (Some (\e411 N-aD:country e411 x411) (\z True)) (Some (\e410 A-aN:many e410 x411) (\z True))) (\xx411 N-b{N-aD}:the (\x407 Some (\e408 N-aD-bO:economy e408 x407 xx411) (\z True)) (\y406 Some (\e406 A-aN-bN:for e406 x403 y406) (\z True)))) (Some (\e404 A-aN:important e404 x403) (\z True)))) (\y Equal y x))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:they e401 v401) (\z True)) (^ (B-aN-b{A-aN}:be v401) (InAnaphorSet 302 v401))) (N-b{N-aD}:an (\x403 ^ (Some (\e405 N-aD:crop e405 x403) (\z True)) (^ (Some (\x411 ^ (Some (\e411 N-aD:country e411 x411) (\z True)) (Some (\e410 A-aN:many e410 x411) (\z True))) (\xx411 N-b{N-aD}:the (\x407 Some (\e408 N-aD-bO:economy e408 x407 xx411) (\z True)) (\y406 Some (\e406 A-aN-bN:for e406 x403 y406) (\z True)))) (Some (\e404 A-aN:important e404 x403) (\z True)))) (\y Equal y v401)))) (\a401 ^ (N-b{N-aD}:the (\x501 Some (\z True) (\x502 ^ (B-aN:drink x501 x502) (InAnaphorSet 110 x501))) (\zz504 Some (\z True) (\x504 Some (\e504 ^ (B-aN-bN:make e504 x504 zz504) (^ (B-aN-b{A-aN}:be e504) (N-b{N-aD}:the (\x509 ^ (Some (\e511 N-aD:plant e511 x509) (\z True)) (^ (InAnaphorSet 401 x509) (Some (\e510 N-aD:coffee e510 x509) (\z True)))) (\xx511 N-b{N-aD}:the (\x506 ^ (Some (\e507 N-aD-bO:seed e507 x506 xx511) (\z True)) (Some (\z True) (\x513 Some (\e513 B-aN-bA:call e513 x513 (Intension (^ (Some (\e515 N-aD:bean e515 x506) (\z True)) (Some (\e514 N-aD:coffee e514 x506) (\z True))))) (\z True)))) (\y505 Some (\e505 A-aN-bN:from e505 e504 y505) (\z True)))))) (\z True)))) (Some (\a502 Equal a502 (\v502 ^ (Some (\z True) (\x502 ^ (B-aN:drink v502 x502) (InAnaphorSet 110 v502))) (Some (\z True) (\x504 Some (\e504 ^ (B-aN-bN:make e504 x504 v502) (^ (B-aN-b{A-aN}:be e504) (N-b{N-aD}:the (\x509 ^ (Some (\e511 N-aD:plant e511 x509) (\z True)) (^ (InAnaphorSet 401 x509) (Some (\e510 N-aD:coffee e510 x509) (\z True)))) (\xx511 N-b{N-aD}:the (\x506 ^ (Some (\e507 N-aD-bO:seed e507 x506 xx511) (\z True)) (Some (\z True) (\x513 Some (\e513 B-aN-bA:call e513 x513 (Intension (^ (Some (\e515 N-aD:bean e515 x506) (\z True)) (Some (\e514 N-aD:coffee e514 x506) (\z True))))) (\z True)))) (\y505 Some (\e505 A-aN-bN:from e505 e504 y505) (\z True)))))) (\z True))))) (\a502 ^ (Some (\x601 ^ (Some (\e601 N-aD:coffee e601 x601) (\z True)) (InAnaphorSet 502 x601)) (\x605 Some (\e605 ^ (A-aN:hot e605 x605) (^ (^ (B-aN-b{A-aN}:be e605) (Some (\e603 A-aN:usual e603 e605) (\z True))) (Some (\e604 A-aN:served e604 e605) (\z True)))) (\z True))) (Some (\x601 ^ (Some (\e601 N-aD:coffee e601 x601) (\z True)) (^ (B-aN-b{A-aN}:be x601) (InAnaphorSet 502 x601))) (\x N-b{N-aD}:a (\x609 Some (\z True) (\x611 ^ (B-aN:drink x609 x611) (^ (Some (\x614 ^ (Some (\e614 N-aD:country e614 x614) (\z True)) (Some (\e613 A-aN:many e613 x614) (\z True))) (\y612 Some (\e612 A-aN-bN:in e612 x609 y612) (\z True))) (Some (\e610 A-aN:popular e610 x609) (\z True))))) (\y Equal y x))))))))))))))))) 131 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:dinosaur e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:dinosaur e1 v1) (\z True))) (\a1 ^ (Some (\z101 ^ (Some (\e101 N:dinosaur e101 z101) (\z True)) (^ (^ (B-aN-b{A-aN}:be z101) (InAnaphorSet 1 z101)) (Some (\x107 ^ (Some (\e107 N-aD:reptile e107 x107) (\z True)) (Some (\e106 N-aD:archosaur e106 x107) (\z True))) (\xx107 N-b{N-aD}:a (\x103 Some (\e104 N-aD-bO:type e104 x103 xx107) (\z True)) (\y Equal y z101))))) (\x N-b{N-aD}:the (\x110 ^ (Some (\e113 N-aD:animal e113 x110) (\z True)) (^ (^ (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:era e117 x115) (\z True)) (Some (\e116 N-aD:mesozoic e116 x115) (\z True))) (\y114 Some (\e114 A-aN-bN:of e114 x110 y114) (\z True))) (Some (\e111 A-aN:dominant e111 x110) (\z True))) (Some (\e112 N-aD:land e112 x110) (\z True)))) (\y Equal y x))) (Some (\a101 Equal a101 (\v101 ^ (^ (Some (\e101 N:dinosaur e101 v101) (\z True)) (^ (^ (B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101)) (Some (\x107 ^ (Some (\e107 N-aD:reptile e107 x107) (\z True)) (Some (\e106 N-aD:archosaur e106 x107) (\z True))) (\xx107 N-b{N-aD}:a (\x103 Some (\e104 N-aD-bO:type e104 x103 xx107) (\z True)) (\y Equal y v101))))) (N-b{N-aD}:the (\x110 ^ (Some (\e113 N-aD:animal e113 x110) (\z True)) (^ (^ (N-b{N-aD}:the (\x115 ^ (Some (\e117 N-aD:era e117 x115) (\z True)) (Some (\e116 N-aD:mesozoic e116 x115) (\z True))) (\y114 Some (\e114 A-aN-bN:of e114 x110 y114) (\z True))) (Some (\e111 A-aN:dominant e111 x110) (\z True))) (Some (\e112 N-aD:land e112 x110) (\z True)))) (\y Equal y v101)))) (\a101 ^ (Some (\z True) (\zz209 Some (\z True) (\x209 Some (\e209 ^ (B-aN-bN:find e209 x209 zz209) (^ (B-aN-b{A-aN}:be e209) (^ (B-aN-b{L-aN}:have e209) (Some (\x206 ^ (Some (\e206 N-aD:dinosaur e206 x206) (\z True)) (InAnaphorSet 101 x206)) (\xx206 Some (\x204 ^ (Some (\e204 N-aD-bO:genera e204 x204 xx206) (\z True)) (^ (Some (\e202 A-aN:500 e202 x204) (\z True)) (Some (\e203 A-aN:different e203 x204) (\z True)))) (\y201 Some (\e201 A-aN-bN:over e201 e209 y201) (\z True))))))) (\z True)))) (Some (\a206 Equal a206 (\v206 Some (\z True) (\zz209 Some (\z True) (\x209 Some (\e209 ^ (B-aN-bN:find e209 x209 zz209) (^ (B-aN-b{A-aN}:be e209) (^ (B-aN-b{L-aN}:have e209) (^ (^ (Some (\e206 N-aD:dinosaur e206 v206) (\z True)) (InAnaphorSet 101 v206)) (Some (\x204 ^ (Some (\e204 N-aD-bO:genera e204 x204 v206) (\z True)) (^ (Some (\e202 A-aN:500 e202 x204) (\z True)) (Some (\e203 A-aN:different e203 x204) (\z True)))) (\y201 Some (\e201 A-aN-bN:over e201 e209 y201) (\z True))))))) (\z True))))) (\a206 ^ (^ (Some (\x303 ^ (Some (\e303 N-aD:dinosaur e303 x303) (\z True)) (InAnaphorSet 206 x303)) (\xx303 Some (\x301 Some (\e301 N-aD-bO:fossil e301 x301 xx303) (\z True)) (\zz306 Some (\z True) (\x306 Some (\e306 ^ (B-aN-bN:find e306 x306 zz306) (^ (^ (B-aN-b{A-aN}:be e306) (B-aN-b{L-aN}:have e306)) (N-b{N-aD}:every (\x308 Some (\e309 N-aD:continent e309 x308) (\z True)) (\y307 Some (\e307 A-aN-bN:on e307 e306 y307) (\z True))))) (\z True))))) (Some (\z True) (\x317 Some (\e317 ^ (B-aN:discover e317 x317) (^ (^ (^ (B-aN-b{A-aN}:be e317) (Some (\e314 A-aN:still e314 e317) (\z True))) (Some (\e315 A-aN:frequent e315 e317) (\z True))) (Some (\e316 A-aN:new e316 e317) (\z True)))) (\z True)))) (Some (\a303 Equal a303 (\v303 ^ (^ (^ (Some (\e303 N-aD:dinosaur e303 v303) (\z True)) (InAnaphorSet 206 v303)) (Some (\x301 Some (\e301 N-aD-bO:fossil e301 x301 v303) (\z True)) (\zz306 Some (\z True) (\x306 Some (\e306 ^ (B-aN-bN:find e306 x306 zz306) (^ (^ (B-aN-b{A-aN}:be e306) (B-aN-b{L-aN}:have e306)) (N-b{N-aD}:every (\x308 Some (\e309 N-aD:continent e309 x308) (\z True)) (\y307 Some (\e307 A-aN-bN:on e307 e306 y307) (\z True))))) (\z True))))) (Some (\z True) (\x317 Some (\e317 ^ (B-aN:discover e317 x317) (^ (^ (^ (B-aN-b{A-aN}:be e317) (Some (\e314 A-aN:still e314 e317) (\z True))) (Some (\e315 A-aN:frequent e315 e317) (\z True))) (Some (\e316 A-aN:new e316 e317) (\z True)))) (\z True))))) (\a303 ^ (Some (\z401 ^ (Some (\e401 N:dinosaur e401 z401) (\z True)) (InAnaphorSet 303 z401)) (\x402 Some (\e402 ^ (B-aN:appear e402 x402) (^ (Some (\x411 ^ (Some (\e411 N-aD:year e411 x411) (\z True)) (Some (\e410 ^ (A-aN:million e410 x411) (^ (Some (\e408 A-aN:about e408 e410) (\z True)) (Some (\e409 A-aN:231 e409 e410) (\z True)))) (\z True))) (\y412 Some (\e412 A-aN-aN:ago e412 e402 y412) (\z True))) (N-b{N-aD}:the (\x404 ^ (Some (\e406 N-aD:triassic e406 x404) (\z True)) (Some (\e405 N-aD:upper e405 x404) (\z True))) (\y403 Some (\e403 A-aN-bN:in e403 e402 y403) (\z True))))) (\z True))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:dinosaur e401 v401) (\z True)) (InAnaphorSet 303 v401)) (Some (\e402 ^ (B-aN:appear e402 v401) (^ (Some (\x411 ^ (Some (\e411 N-aD:year e411 x411) (\z True)) (Some (\e410 ^ (A-aN:million e410 x411) (^ (Some (\e408 A-aN:about e408 e410) (\z True)) (Some (\e409 A-aN:231 e409 e410) (\z True)))) (\z True))) (\y412 Some (\e412 A-aN-aN:ago e412 e402 y412) (\z True))) (N-b{N-aD}:the (\x404 ^ (Some (\e406 N-aD:triassic e406 x404) (\z True)) (Some (\e405 N-aD:upper e405 x404) (\z True))) (\y403 Some (\e403 A-aN-bN:in e403 e402 y403) (\z True))))) (\z True)))) (\a401 ^ (N-b{N-aD}:most (\x514 Some (\e515 N-aD:environment e515 x514) (\z True)) (\xx515 ^ (Some (\z505 ^ (Some (\e505 N:they e505 z505) (\z True)) (^ (^ (B-aN-b{A-aN}:be z505) (N-b{N-aD}:the (\x502 ^ (Some (\e504 N-aD:jurassic e504 x502) (\z True)) (Some (\e503 A-aN:early e503 x502) (\z True))) (\y501 Some (\e501 A-aN-bN:by e501 z505 y501) (\z True)))) (InAnaphorSet 401 z505))) (\x N-b{N-aD}:the (\x507 ^ (Some (\e510 N-aD:vertebrate e510 x507) (\z True)) (^ (Some (\e508 A-aN:top e508 x507) (\z True)) (Some (\e509 N-aD:land e509 x507) (\z True)))) (\y Equal y x))) (Some (\z505 ^ (Some (\e505 N:they e505 z505) (\z True)) (InAnaphorSet 401 z505)) (\x513 Some (\e513 ^ (B-aN-bN:dominate e513 x513 xx515) (^ (N-b{N-aD}:the (\x502 ^ (Some (\e504 N-aD:jurassic e504 x502) (\z True)) (Some (\e503 A-aN:early e503 x502) (\z True))) (\y501 Some (\e501 A-aN-bN:by e501 e513 y501) (\z True))) (Some (\z517 Some (\e517 N:land e517 z517) (\z True)) (\y516 Some (\e516 A-aN-bN:on e516 e513 y516) (\z True))))) (\z True))))) (Some (\a505 Equal a505 (\v505 Some (\x514 Some (\e515 N-aD:environment e515 x514) (\z True)) (\xx515 ^ (^ (^ (Some (\e505 N:they e505 v505) (\z True)) (^ (^ (B-aN-b{A-aN}:be v505) (N-b{N-aD}:the (\x502 ^ (Some (\e504 N-aD:jurassic e504 x502) (\z True)) (Some (\e503 A-aN:early e503 x502) (\z True))) (\y501 Some (\e501 A-aN-bN:by e501 v505 y501) (\z True)))) (InAnaphorSet 401 v505))) (N-b{N-aD}:the (\x507 ^ (Some (\e510 N-aD:vertebrate e510 x507) (\z True)) (^ (Some (\e508 A-aN:top e508 x507) (\z True)) (Some (\e509 N-aD:land e509 x507) (\z True)))) (\y Equal y v505))) (^ (^ (Some (\e505 N:they e505 v505) (\z True)) (InAnaphorSet 401 v505)) (Some (\e513 ^ (B-aN-bN:dominate e513 v505 xx515) (^ (N-b{N-aD}:the (\x502 ^ (Some (\e504 N-aD:jurassic e504 x502) (\z True)) (Some (\e503 A-aN:early e503 x502) (\z True))) (\y501 Some (\e501 A-aN-bN:by e501 e513 y501) (\z True))) (Some (\z517 Some (\e517 N:land e517 z517) (\z True)) (\y516 Some (\e516 A-aN-bN:on e516 e513 y516) (\z True))))) (\z True)))))) (\a505 Some (\z601 ^ (Some (\e601 N:they e601 z601) (\z True)) (InAnaphorSet 505 z601)) (\x602 Some (\e602 ^ (B-aN:continue e602 x602) (N-b{N-aD}:the (\x604 ^ (Some (\e610 N-aD:event e610 x604) (\z True)) (^ (^ (^ (Some (\x613 ^ (Some (\e613 N-aD:year e613 x613) (\z True)) (Some (\e612 ^ (A-aN:million e612 x613) (Some (\e611 A-aN:66 e611 e612) (\z True))) (\z True))) (\y614 Some (\e614 A-aN-aN:ago e614 x604 y614) (\z True))) (Some (\e605 A-aN:sudden e605 x604) (\z True))) (^ (Some (\e606 N-aD:k e606 x604) (\z True)) (Some (\e608 N-aD:t e608 x604) (\z True)))) (Some (\z True) (\x609 A-aN:extinct x604 x609)))) (\y603 Some (\e603 A-aN-bN:until e603 e602 y603) (\z True)))) (\z True)))))))))))))))