1 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:voice e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:voice e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:voice e102 x101) (\z True)) (InAnaphorSet 1 x101)) (\zz104 Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:use e104 x104 zz104) (B-aN-b{A-aN}:be e104)) (\zz104 ^ (Gen (\z106 Some (\e106 NNGEN:someone e106 z106) (\z True)) (\x107 Some (\e107 ^ (B-aN:speak e107 x107) (Some (\e105 A-aN-rN:when e105 e107 zz104) (\z True))) (\z True))) (Gen (\z106 Some (\e106 NNGEN:someone e106 z106) (\z True)) (\x109 Some (\e109 ^ (B-aN:sing e109 x109) (Some (\e105 A-aN-rN:when e105 e109 zz104) (\z True))) (\z True))))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:voice e102 v102) (\z True)) (InAnaphorSet 1 v102)) (Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:use e104 x104 v102) (B-aN-b{A-aN}:be e104)) (\zz104 ^ (Gen (\z106 Some (\e106 NNGEN:someone e106 z106) (\z True)) (\x107 Some (\e107 ^ (B-aN:speak e107 x107) (Some (\e105 A-aN-rN:when e105 e107 zz104) (\z True))) (\z True))) (Gen (\z106 Some (\e106 NNGEN:someone e106 z106) (\z True)) (\x109 Some (\e109 ^ (B-aN:sing e109 x109) (Some (\e105 A-aN-rN:when e105 e109 zz104) (\z True))) (\z True)))))))) (\a102 Some (\a106 Equal a106 (\v106 Some (\x101 ^ (Some (\e102 N-aD:voice e102 x101) (\z True)) (InAnaphorSet 1 x101)) (\zz104 Some (\z True) (\x104 Some (\e104 ^ (B-aN-bN:use e104 x104 zz104) (B-aN-b{A-aN}:be e104)) (\zz104 ^ (^ (Some (\e106 NNGEN:someone e106 v106) (\z True)) (Some (\e107 ^ (B-aN:speak e107 v106) (Some (\e105 A-aN-rN:when e105 e107 zz104) (\z True))) (\z True))) (^ (Some (\e106 NNGEN:someone e106 v106) (\z True)) (Some (\e109 ^ (B-aN:sing e109 v106) (Some (\e105 A-aN-rN:when e105 e109 zz104) (\z True))) (\z True)))))))) (\a106 ^ (Some (\x205 ^ (Gen (\z204 ^ (Some (\e204 NNGEN:they e204 z204) (\z True)) (InAnaphorSet 106 z204)) (\z205 Some (\e205 NNRELEXI-aD:voice e205 x205 z205) (\z True))) (InAnaphorSet 102 x205)) (\xx205 Some (\a204 Equal a204 (\v204 ^ (^ (^ (Some (\e204 NNGEN:they e204 v204) (\z True)) (InAnaphorSet 106 v204)) (Some (\e205 NNRELEXI-aD:voice e205 xx205 v204) (\z True))) (InAnaphorSet 102 xx205))) (\a204 N-b{N-aD}:the (\x201 Some (\z True) (\x202 B-aN-bN:sound x201 x202 xx205)) (\zz208 Some (\z True) (\x208 Some (\e208 ^ (B-aN-bN:hear e208 x208 zz208) (^ (B-aN-b{A-aN}:be e208) (B-aN-b{B-aN}:can e208))) (\zz208 Some (\z210 ^ (Some (\e210 N:they e210 z210) (\z True)) (InAnaphorSet 204 z210)) (\x212 Some (\e212 ^ (A-aN:speaking e212 x212) (^ (B-aN-b{A-aN}:be e212) (Some (\e209 A-aN-rN:when e209 e212 zz208) (\z True)))) (\z True)))))))) (Some (\a205 Equal a205 (\v205 ^ (^ (Gen (\z204 ^ (Some (\e204 NNGEN:they e204 z204) (\z True)) (InAnaphorSet 106 z204)) (\z205 Some (\e205 NNRELEXI-aD:voice e205 v205 z205) (\z True))) (InAnaphorSet 102 v205)) (Some (\a204 Equal a204 (\v204 ^ (^ (^ (Some (\e204 NNGEN:they e204 v204) (\z True)) (InAnaphorSet 106 v204)) (Some (\e205 NNRELEXI-aD:voice e205 v205 v204) (\z True))) (InAnaphorSet 102 v205))) (\a204 N-b{N-aD}:the (\x201 Some (\z True) (\x202 B-aN-bN:sound x201 x202 v205)) (\zz208 Some (\z True) (\x208 Some (\e208 ^ (B-aN-bN:hear e208 x208 zz208) (^ (B-aN-b{A-aN}:be e208) (B-aN-b{B-aN}:can e208))) (\zz208 Some (\z210 ^ (Some (\e210 N:they e210 z210) (\z True)) (InAnaphorSet 204 z210)) (\x212 Some (\e212 ^ (A-aN:speaking e212 x212) (^ (B-aN-b{A-aN}:be e212) (Some (\e209 A-aN-rN:when e209 e212 zz208) (\z True)))) (\z True))))))))) (\a205 Some (\a210 Equal a210 (\v210 Some (\x205 ^ (Gen (\z204 ^ (Some (\e204 NNGEN:they e204 z204) (\z True)) (InAnaphorSet 106 z204)) (\z205 Some (\e205 NNRELEXI-aD:voice e205 x205 z205) (\z True))) (InAnaphorSet 102 x205)) (\xx205 Some (\a204 Equal a204 (\v204 ^ (^ (^ (Some (\e204 NNGEN:they e204 v204) (\z True)) (InAnaphorSet 106 v204)) (Some (\e205 NNRELEXI-aD:voice e205 xx205 v204) (\z True))) (InAnaphorSet 102 xx205))) (\a204 Some (\x201 Some (\z True) (\x202 B-aN-bN:sound x201 x202 xx205)) (\zz208 Some (\z True) (\x208 Some (\e208 ^ (B-aN-bN:hear e208 x208 zz208) (^ (B-aN-b{A-aN}:be e208) (B-aN-b{B-aN}:can e208))) (\zz208 ^ (^ (Some (\e210 N:they e210 v210) (\z True)) (InAnaphorSet 204 v210)) (Some (\e212 ^ (A-aN:speaking e212 v210) (^ (B-aN-b{A-aN}:be e212) (Some (\e209 A-aN-rN:when e209 e212 zz208) (\z True)))) (\z True))))))))) (\a210 N-b{N-aD}:a (\x305 Some (\z True) (\x306 B-aN:sing x305 x306)) (\xx306 N-b{N-aD}:the (\x301 ^ (Some (\e303 N-aD-bO:part e303 x301 xx306) (\z True)) (Some (\e302 A-aN:musical e302 x301) (\z True))) (\zz303 ^ (Some (\e307 N-rN:that e307 zz303) (\xx307 Some (\z True) (\x309 Some (\e309 ^ (B-aN-bN:sing e309 x309 xx307) (^ (^ (B-aN-b{A-aN}:be e309) (Some (\x315 ^ (Gen (\z314 ^ (Some (\e314 NNGEN:they e314 z314) (\z True)) (InAnaphorSet 312 z314)) (\z315 Some (\e315 NNRELEXI-aD:voice e315 x315 z315) (\z True))) (InAnaphorSet 205 x315)) (\y313 Some (\e313 B-aN-bN:use e313 e309 y313) (\z True)))) (N-b{N-aD}:a (\x311 ^ (Some (\e312 N-aD:person e312 x311) (\z True)) (InAnaphorSet 210 x311)) (\y310 Some (\e310 A-aN-bN:by e310 e309 y310) (\z True))))) (\z True)))) (Some (\z True) (\x317 Some (\e317 ^ (B-aN-bA:call e317 x317 (Intension (Some (\e318 N-aD:vocal e318 zz303) (\z True)))) (B-aN-b{A-aN}:be e317)) (\z True)))))))))))))) 2 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:centre e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:centre e1 v1) (\z True))) (\a1 ^ (^ (Some (\x101 ^ (Some (\e101 N-aD:centre e101 x101) (\z True)) (^ (InAnaphorSet 1 x101) (^ (Some (\e104 N-aD:spelling e104 x101) (\z True)) (Some (\e103 A-aN:british e103 x101) (\z True))))) (\x112 Some (\z116 Some (\e116 N:something e116 z116) (\z True)) (\xx116 N-b{N-aD}:the (\x113 Some (\e114 N-aD-bO:middle e114 x113 xx116) (\z True)) (\y112 Some (\e112 B-aN-bN:mean e112 x112 y112) (\z True))))) (Some (\x107 ^ (Some (\e107 N-aD:center e107 x107) (\z True)) (^ (InAnaphorSet 1 x107) (^ (Some (\e110 N-aD:spelling e110 x107) (\z True)) (Some (\e109 NNEXI-aD:u.s. e109 x107) (\z True))))) (\x112 Some (\z116 Some (\e116 N:something e116 z116) (\z True)) (\xx116 N-b{N-aD}:the (\x113 Some (\e114 N-aD-bO:middle e114 x113 xx116) (\z True)) (\y112 Some (\e112 B-aN-bN:mean e112 x112 y112) (\z True)))))) (N-b{N-aD}:the (\x201 ^ (Some (\e202 N-aD:word e202 x201) (\z True)) (^ (Some (\e204 N-aD:centre e204 x201) (\z True)) (InAnaphorSet 1 x201))) (\x207 ^ (Some (\x208 Some (\e208 N-aD:place e208 x208) (\z True)) (\zz209 ^ (N-b{N-aD}:an (\x212 Some (\e213 N-aD:activity e213 x212) (\z True)) (\x214 Some (\z True) (\y214 Some (\e214 ^ (B-aN-bPplace:take e214 x214 y214) (Some (\e211 A-aN-rN:where e211 e214 zz209) (\z True))) (\z True)))) (Some (\e207 ^ (B-aN-bN:mean e207 x207 zz209) (Some (\e206 A-aN:often e206 e207) (\z True))) (\z True)))) (Some (\x210 Some (\e210 N-aD:building e210 x210) (\z True)) (\zz209 ^ (N-b{N-aD}:an (\x212 Some (\e213 N-aD:activity e213 x212) (\z True)) (\x214 Some (\z True) (\y214 Some (\e214 ^ (B-aN-bPplace:take e214 x214 y214) (Some (\e211 A-aN-rN:where e211 e214 zz209) (\z True))) (\z True)))) (Some (\e207 ^ (B-aN-bN:mean e207 x207 zz209) (Some (\e206 A-aN:often e206 e207) (\z True))) (\z True))))))))) 3 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:job e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:job e1 v1) (\z True))) (\a1 ^ (^ (N-b{N-aD}:a (\x101 ^ (Some (\e102 N-aD:job e102 x101) (\z True)) (InAnaphorSet 1 x101)) (\x104 N-b{N-aD}:some (\x106 Some (\z True) (\x107 B-aN:work x106 x107)) (\zz107 ^ (Some (\e108 N-rN:that e108 zz107) (\xx108 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:do e112 x112 xx108) (^ (B-aN-b{A-aN}:be e112) (B-aN-b{I-aN}:have e112))) (\z True)))) (Some (\e104 ^ (B-aN-bN:mean e104 x104 zz107) (B-aN-b{B-aN}:can e104)) (\z True))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:job e102 v102) (\z True)) (InAnaphorSet 1 v102)) (N-b{N-aD}:some (\x106 Some (\z True) (\x107 B-aN:work x106 x107)) (\zz107 ^ (Some (\e108 N-rN:that e108 zz107) (\xx108 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:do e112 x112 xx108) (^ (B-aN-b{A-aN}:be e112) (B-aN-b{I-aN}:have e112))) (\z True)))) (Some (\e104 ^ (B-aN-bN:mean e104 v102 zz107) (B-aN-b{B-aN}:can e104)) (\z True)))))) (\a102 N-b{N-aD}:the (\x125 Some (\e126 N-aD:house e126 x125) (\z True)) (\xx126 Some (\x120 ^ (Some (\e120 N-aD:job e120 x120) (\z True)) (^ (^ (InAnaphorSet 102 x120) (^ (Some (\z True) (\x128 ^ (B-aN:wash x120 x128) (Some (\e129 A-aN:up e129 x120) (\z True)))) (^ (Some (\z True) (\x131 Some (\x132 Some (\e132 N-aD:thing e132 x132) (\z True)) (\zz132 ^ (Some (\e133 N-rN:that e133 zz132) (\xx133 Some (\z True) (\x135 Some (\e135 ^ (B-aN-bN:break e135 x135 xx133) (B-aN-b{A-aN}:be e135)) (\z True)))) (B-aN-bN:mend x120 x131 zz132)))) (Some (\e137 N-aD:etc e137 x120) (\z True))))) (Some (\z True) (\x123 Some (\e123 ^ (B-aN-bN:do e123 x123 x120) (^ (B-aN-b{A-aN}:be e123) (Some (\e124 A-aN-bN:in e124 e123 xx126) (\z True)))) (\z True))))) (\x118 Some (\e118 ^ (A-aN:there e118 x118) (^ (B-aN-b{A-aN}:be e118) (Some (\x116 Some (\e116 N-aD:example e116 x116) (\z True)) (\y115 Some (\e115 A-aN-bN:for e115 e118 y115) (\z True))))) (\z True)))))) (Some (\a102 Equal a102 (\v102 ^ (^ (^ (Some (\e102 N-aD:job e102 v102) (\z True)) (InAnaphorSet 1 v102)) (N-b{N-aD}:some (\x106 Some (\z True) (\x107 B-aN:work x106 x107)) (\zz107 ^ (Some (\e108 N-rN:that e108 zz107) (\xx108 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:do e112 x112 xx108) (^ (B-aN-b{A-aN}:be e112) (B-aN-b{I-aN}:have e112))) (\z True)))) (Some (\e104 ^ (B-aN-bN:mean e104 v102 zz107) (B-aN-b{B-aN}:can e104)) (\z True))))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:job e102 v102) (\z True)) (InAnaphorSet 1 v102)) (N-b{N-aD}:some (\x106 Some (\z True) (\x107 B-aN:work x106 x107)) (\zz107 ^ (Some (\e108 N-rN:that e108 zz107) (\xx108 Some (\z True) (\x112 Some (\e112 ^ (B-aN-bN:do e112 x112 xx108) (^ (B-aN-b{A-aN}:be e112) (B-aN-b{I-aN}:have e112))) (\z True)))) (Some (\e104 ^ (B-aN-bN:mean e104 v102 zz107) (B-aN-b{B-aN}:can e104)) (\z True)))))) (\a102 Some (\x125 Some (\e126 N-aD:house e126 x125) (\z True)) (\xx126 Some (\x120 ^ (Some (\e120 N-aD:job e120 x120) (\z True)) (^ (^ (InAnaphorSet 102 x120) (^ (Some (\z True) (\x128 ^ (B-aN:wash x120 x128) (Some (\e129 A-aN:up e129 x120) (\z True)))) (^ (Some (\z True) (\x131 Some (\x132 Some (\e132 N-aD:thing e132 x132) (\z True)) (\zz132 ^ (Some (\e133 N-rN:that e133 zz132) (\xx133 Some (\z True) (\x135 Some (\e135 ^ (B-aN-bN:break e135 x135 xx133) (B-aN-b{A-aN}:be e135)) (\z True)))) (B-aN-bN:mend x120 x131 zz132)))) (Some (\e137 N-aD:etc e137 x120) (\z True))))) (Some (\z True) (\x123 Some (\e123 ^ (B-aN-bN:do e123 x123 x120) (^ (B-aN-b{A-aN}:be e123) (Some (\e124 A-aN-bN:in e124 e123 xx126) (\z True)))) (\z True))))) (\x118 Some (\e118 ^ (A-aN:there e118 x118) (^ (B-aN-b{A-aN}:be e118) (Some (\x116 Some (\e116 N-aD:example e116 x116) (\z True)) (\y115 Some (\e115 A-aN-bN:for e115 e118 y115) (\z True))))) (\z True))))))) (\a102 ^ (N-b{N-aD}:a (\x201 ^ (Some (\e202 N-aD:job e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\x205 Some (\z True) (\x207 Some (\e207 B-aN:work e207 x207) (\zz207 ^ (Some (\e208 N-rN:that e208 zz207) (\xx208 N-b{N-aD}:a (\x209 Some (\e210 N-aD:person e210 x209) (\z True)) (\x211 Some (\e211 ^ (B-aN-bN:do e211 x211 xx208) (Some (\x214 Some (\e214 N-aD:money e214 x214) (\z True)) (\y213 Some (\e213 B-aN-bN:earn e213 e211 y213) (\z True)))) (\z True)))) (Some (\e205 ^ (B-aN-bN:mean e205 x205 zz207) (^ (B-aN-b{B-aN}:can e205) (Some (\e204 A-aN:also e204 e205) (\z True)))) (\z True)))))) (Some (\a202 Equal a202 (\v202 ^ (^ (Some (\e202 N-aD:job e202 v202) (\z True)) (InAnaphorSet 102 v202)) (Some (\z True) (\x207 Some (\e207 B-aN:work e207 x207) (\zz207 ^ (Some (\e208 N-rN:that e208 zz207) (\xx208 N-b{N-aD}:a (\x209 Some (\e210 N-aD:person e210 x209) (\z True)) (\x211 Some (\e211 ^ (B-aN-bN:do e211 x211 xx208) (Some (\x214 Some (\e214 N-aD:money e214 x214) (\z True)) (\y213 Some (\e213 B-aN-bN:earn e213 e211 y213) (\z True)))) (\z True)))) (Some (\e205 ^ (B-aN-bN:mean e205 v202 zz207) (^ (B-aN-b{B-aN}:can e205) (Some (\e204 A-aN:also e204 e205) (\z True)))) (\z True))))))) (\a202 Some (\a210 Equal a210 (\v210 Some (\x201 ^ (Some (\e202 N-aD:job e202 x201) (\z True)) (InAnaphorSet 102 x201)) (\x205 Some (\z True) (\x207 Some (\e207 B-aN:work e207 x207) (\zz207 ^ (Some (\e208 N-rN:that e208 zz207) (\xx208 ^ (Some (\e210 N-aD:person e210 v210) (\z True)) (Some (\e211 ^ (B-aN-bN:do e211 v210 xx208) (Some (\x214 Some (\e214 N-aD:money e214 x214) (\z True)) (\y213 Some (\e213 B-aN-bN:earn e213 e211 y213) (\z True)))) (\z True)))) (Some (\e205 ^ (B-aN-bN:mean e205 x205 zz207) (^ (B-aN-b{B-aN}:can e205) (Some (\e204 A-aN:also e204 e205) (\z True)))) (\z True))))))) (\a210 ^ (N-b{N-aD}:the (\x301 ^ (Some (\e302 N-aD:word e302 x301) (\z True)) (Some (\e304 N-aD:job e304 x301) (\z True))) (\zz308 Some (\z True) (\x308 Some (\e308 ^ (B-aN-bN:use e308 x308 zz308) (^ (B-aN-b{A-aN}:be e308) (B-aN-b{B-aN}:may e308))) (\zz308 N-b{N-aD}:a (\x310 ^ (Some (\e311 N-aD:person e311 x310) (\z True)) (InAnaphorSet 210 x310)) (\x312 Some (\a311 Equal a311 (\v311 ^ (Some (\e311 N-aD:person e311 x312) (\z True)) (InAnaphorSet 210 x312))) (\a311 Some (\e312 ^ (B-aN:work e312 x312) (^ (Some (\e309 A-aN-rN:when e309 e312 zz308) (\z True)) (Some (\z314 ^ (Some (\e314 N:someone e314 z314) (\z True)) (^ (N-b{N-aD}:an (\x317 ^ (Some (\e318 N-aD:employer e318 x317) (\z True)) (InAnaphorSet 314 x317)) (\y Equal y z314)) (Some (\e315 A-aN:else e315 z314) (\z True)))) (\zz314 ^ (Some (\e320 N-rN:who e320 zz314) (\xx320 Some (\z322 ^ (Some (\e322 N:them e322 z322) (\z True)) (InAnaphorSet 311 z322)) (\y321 Some (\e321 ^ (B-aN-bN:pay e321 xx320 y321) (N-b{N-aD}:the (\x324 Some (\z True) (\x325 B-aN:work x324 x325)) (\y323 Some (\e323 A-aN-bN:for e323 e321 y323) (\z True)))) (\z True)))) (Some (\e313 A-aN-bN:for e313 e312 zz314) (\z True)))))) (\z True))))))) (^ (Some (\x407 ^ (Some (\e407 N-aD:job e407 x407) (\z True)) (InAnaphorSet 202 x407)) (\x410 ^ (Some (\x411 Some (\e411 N-aD:children e411 x411) (\z True)) (\y410 Some (\e410 ^ (B-aN-bN:teach e410 x410 y410) (^ (B-aN-b{I-aN}:be e410) (Some (\x402 Some (\e402 N-aD:example e402 x402) (\z True)) (\y401 Some (\e401 A-aN-bN:for e401 e410 y401) (\z True))))) (\z True))) (Some (\x413 Some (\e413 N-aD:adult e413 x413) (\z True)) (\y410 Some (\e410 ^ (B-aN-bN:teach e410 x410 y410) (^ (B-aN-b{I-aN}:be e410) (Some (\x402 Some (\e402 N-aD:example e402 x402) (\z True)) (\y401 Some (\e401 A-aN-bN:for e401 e410 y401) (\z True))))) (\z True))))) (^ (Some (\x505 ^ (Some (\e505 N-aD:job e505 x505) (\z True)) (InAnaphorSet 202 x505)) (\x508 Some (\x509 Some (\e509 N-aD:people e509 x509) (\z True)) (\y508 Some (\e508 ^ (B-aN-bN:drive e508 x508 y508) (^ (B-aN-b{I-aN}:be e508) (N-b{N-aD}:a (\x511 Some (\e512 N-aD:taxi e512 x511) (\z True)) (\y510 Some (\e510 A-aN-bN:in e510 e508 y510) (\z True))))) (\z True)))) (^ (N-b{N-aD}:a (\x601 ^ (Some (\e602 N-aD:firefighter e602 x601) (\z True)) (InAnaphorSet 210 x601)) (\x603 Some (\x604 Some (\e604 N-aD:people e604 x604) (\z True)) (\y603 Some (\e603 ^ (B-aN-bN:rescue e603 x603 y603) (Some (\x607 ^ (Some (\e607 N-aD:building e607 x607) (\z True)) (Some (\e606 B-aN:burn e606 x607) (\z True))) (\y605 Some (\e605 A-aN-bN:from e605 e603 y605) (\z True)))) (\z True)))) (N-b{N-aD}:a (\x601 ^ (Some (\e602 N-aD:firefighter e602 x601) (\z True)) (InAnaphorSet 210 x601)) (\x609 Some (\x611 Some (\e611 N-aD:fire e611 x611) (\z True)) (\y609 Some (\z True) (\z609 Some (\e609 B-aN-bN-bPout:put e609 x609 y609 z609) (\z True)))))))))))))))) 4 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:animal e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:animal e1 v1) (\z True))) (\a1 ^ (^ (N-b{N-aD}:the (\x101 ^ (Some (\e103 N-aD:kingdom e103 x101) (\z True)) (Some (\e102 N-aD:animal e102 x101) (\z True))) (\x108 Some (\x110 ^ (Some (\e110 N-aD:thing e110 x110) (\z True)) (Some (\e109 B-aN:live e109 x110) (\z True))) (\zz110 ^ (Some (\e111 N-rN:which e111 zz110) (\xx111 Some (\x115 Some (\e115 N-aD:light e115 x115) (\z True)) (\y114 Some (\e114 ^ (B-aN-bN:use e114 xx111 y114) (^ (^ (^ (B-aN-b{B-aN}:do e114) (Some (\e113 A-aN:not e113 e114) (\z True))) (Some (\e122 A-aN-bV:as e122 e114 (Intension (Some (\x123 ^ (Some (\e123 N-aD:plant e123 x123) (\z True)) (InAntecedentSet 123 x123)) (\x124 Some (\e124 ^ (B-aN:do e124 x124) (InAnaphorSet 114 e124)) (\z True))))) (\z True))) (^ (Some (\x118 Some (\e118 N-aD:energy e118 x118) (\z True)) (\y117 Some (\e117 B-aN-bN:get e117 e114 y117) (\z True))) (Some (\e120 B-aN:grow e120 e114) (\z True))))) (\z True)))) (Some (\e108 B-aN-bN:contain e108 x108 zz110) (\z True))))) (Some (\a114 Equal a114 (\v114 Some (\x101 ^ (Some (\e103 N-aD:kingdom e103 x101) (\z True)) (Some (\e102 N-aD:animal e102 x101) (\z True))) (\x108 Some (\x110 ^ (Some (\e110 N-aD:thing e110 x110) (\z True)) (Some (\e109 B-aN:live e109 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(\a314 ^ (^ (Some (\z401 ^ (Some (\e401 N:they e401 z401) (\z True)) (InAnaphorSet 309 z401)) (\x403 Some (\x406 ^ (Some (\e406 N-aD:thing e406 x406) (\z True)) (^ (^ (InAnaphorSet 314 x406) (Some (\e404 A-aN:other e404 x406) (\z True))) (Some (\e405 N-aD:living e405 x406) (\z True)))) (\y403 Some (\e403 ^ (B-aN-bN:eat e403 x403 y403) (Some (\e402 A-aN:usual e402 e403) (\z True))) (\z True)))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:they e401 v401) (\z True)) (InAnaphorSet 309 v401)) (Some (\x406 ^ (Some (\e406 N-aD:thing e406 x406) (\z True)) (^ (^ (InAnaphorSet 314 x406) (Some (\e404 A-aN:other e404 x406) (\z True))) (Some (\e405 N-aD:living e405 x406) (\z True)))) (\y403 Some (\e403 ^ (B-aN-bN:eat e403 v401 y403) (Some (\e402 A-aN:usual e402 e403) (\z True))) (\z True))))) (\a401 ^ (Some (\z409 ^ (Some (\e409 N:some e409 z409) (\z True)) (InAnaphorSet 401 z409)) (\x411 Some (\e411 ^ (A-aN:parasites e411 x411) (B-aN-b{A-aN}:be e411)) (\z True))) (Some (\z409 ^ (Some (\e409 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(InAnaphorSet 401 x504))) (\x ^ (Some (\e508 N-aD:organism e508 x) (\z True)) (^ (Some (\e506 A-aN:multicellular e506 x) (\z True)) (Some (\e507 N-aD:eukaryotic e507 x) (\z True))))) (Some (\a504 Equal a504 (\v504 ^ (^ (Some (\e504 N-aD:animal e504 v504) (\z True)) (^ (^ (B-aN-b{A-aN}:be v504) (Some (\x502 ^ (Some (\e502 N-aD:plant e502 x502) (\z True)) (InAnaphorSet 123 x502)) (\y501 Some (\e501 A-aN-bN:like e501 v504 y501) (\z True)))) (InAnaphorSet 401 v504))) (^ (Some (\e508 N-aD:organism e508 v504) (\z True)) (^ (Some (\e506 A-aN:multicellular e506 v504) (\z True)) (Some (\e507 N-aD:eukaryotic e507 v504) (\z True)))))) (\a504 Some (\x511 ^ (Some (\e511 N-aD:animal e511 x511) (\z True)) (InAnaphorSet 504 x511)) (\x513 Some (\a511 Equal a511 (\v511 ^ (Some (\e511 N-aD:animal e511 x513) (\z True)) (InAnaphorSet 504 x513))) (\a511 Some (\e513 ^ (A-aN:motile e513 x513) (^ (^ (B-aN-b{A-aN}:be e513) (Some (\x502 ^ (Some (\e502 N-aD:plant e502 x502) (\z True)) (InAnaphorSet 123 x502)) (\y501 Some (\e501 A-aN-bN:like e501 e513 y501) (\z True)))) (Some (\e515 B-aN-bC:mean e515 e513 (Intension (Some (\z516 ^ (Some (\e516 N:they e516 z516) (\z True)) (^ (InAntecedentSet 516 z516) (InAnaphorSet 511 z516))) (\x518 Some (\e518 ^ (B-aN:move e518 x518) (^ (B-aN-b{B-aN}:can e518) (Some (\e519 A-aN:around e519 e518) (\z True)))) (\z True))))) (\z True)))) (\z True)))))) (^ (Some (\x601 ^ (Some (\e601 N-aD:animal e601 x601) (\z True)) (InAnaphorSet 516 x601)) (\x602 Some (\x604 Some (\e604 N-aD:oxygen e604 x604) (\z True)) (\y602 Some (\e602 ^ (B-aN-bN:take e602 x602 y602) (Some (\e603 A-aN:in e603 e602) (\z True))) (\z True)))) (Some (\x601 ^ (Some (\e601 N-aD:animal e601 x601) (\z True)) (InAnaphorSet 516 x601)) (\x607 Some (\x610 ^ (Some (\e610 N-aD:dioxide e610 x610) (\z True)) (Some (\e609 N-aD:carbon e609 x610) (\z True))) (\y607 Some (\z True) (\z607 Some (\e607 B-aN-bN-bPout:give e607 x607 y607 z607) (\z True)))))))))))))))))) 5 LOGIC: (^ (Some (\x1 Some (\e1 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(B-aN-b{A-aN}:be v101) (InAnaphorSet 1 v101)) (^ (Some (\e103 N-aD:sverige e103 v101) (\z True)) (Some (\x105 Some (\e105 NNEXI-aD:swedish e105 x105) (\z True)) (\y104 Some (\e104 A-aN-bN:in e104 v101 y104) (\z True)))))) (N-b{N-aD}:a (\x108 ^ (Some (\e110 N-aD:country e110 x108) (\z True)) (^ (Some (\x115 Some (\e115 NNEXI-aD:europe e115 x115) (\z True)) (\xx115 N-b{N-aD}:the (\x112 ^ (Some (\e113 N-aD-bO:part e113 x112 xx115) (\z True)) (Some (\z True) (\x116 Some (\e116 B-aN-bA:call e116 x116 (Intension (Some (\e117 N-aD:scandinavia e117 x112) (\z True)))) (\z True)))) (\y111 Some (\e111 A-aN-bN:in e111 x108 y111) (\z True)))) (Some (\e109 N-aD:nordic e109 x108) (\z True)))) (\y Equal y v101)))) (\a101 ^ (Some (\x202 ^ (Gen (\z201 ^ (Some (\e201 NNGEN:it e201 z201) (\z True)) (InAnaphorSet 101 z201)) (\z202 Some (\e202 NNRELEXI-aD:neighbor e202 x202 z202) (\z True))) (B-aN-b{A-aN}:be x202)) (\x ^ (Some (\e204 N-aD:finland e204 x) (\z True)) (Some (\e206 N-aD:norway e206 x) (\z 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(Some (\e301 NNEXI-aD:sweden e301 v301) (\z True)) (InAnaphorSet 201 v301)) (Some (\z True) (\x304 Some (\e304 ^ (B-aN-bN:connect e304 x304 v301) (^ (^ (^ (^ (B-aN-b{A-aN}:be e304) (Some (\e303 A-aN:also e303 e304) (\z True))) (N-b{N-aD}:a (\x311 Some (\e312 N-aD:bridge e312 x311) (\z True)) (\y310 Some (\e310 A-aN-bN:by e310 e304 y310) (\z True)))) (N-b{N-aD}:the (\x308 Some (\e309 N-aD:south e309 x308) (\z True)) (\y307 Some (\e307 A-aN-bN:in e307 e304 y307) (\z True)))) (Some (\x306 Some (\e306 NNEXI-aD:denmark e306 x306) (\z True)) (\y305 Some (\e305 A-aN-bN:to e305 e304 y305) (\z True))))) (\z True))))) (\a301 ^ (^ (Some (\z401 ^ (Some (\e401 N:it e401 z401) (\z True)) (^ (B-aN-b{A-aN}:be z401) (InAnaphorSet 301 z401))) (\x N-b{N-aD}:a (\x403 ^ (Some (\e405 N-aD:country e405 x403) (\z True)) (Some (\e404 A-aN:developed e404 x403) (\z True))) (\y Equal y x))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:it e401 v401) (\z True)) (^ (B-aN-b{A-aN}:be v401) (InAnaphorSet 301 v401))) (N-b{N-aD}:a (\x403 ^ (Some (\e405 N-aD:country e405 x403) (\z True)) (Some (\e404 A-aN:developed e404 x403) (\z True))) (\y Equal y v401)))) (\a401 Some (\z407 ^ (Some (\e407 N:it e407 z407) (\z True)) (InAnaphorSet 401 z407)) (\x409 Some (\a407 Equal a407 (\v407 ^ (Some (\e407 N:it e407 x409) (\z True)) (InAnaphorSet 401 x409))) (\a407 Some (\e409 ^ (A-aN:famous e409 x409) (^ (B-aN-b{A-aN}:be e409) (Some (\x413 ^ (Gen (\z411 ^ (Some (\e411 NNGEN:it e411 z411) (\z True)) (InAnaphorSet 407 z411)) (\z413 Some (\e413 NNRELEXI-aD:state e413 x413 z413) (\z True))) (Some (\e412 N-aD:welfare e412 x413) (\z True))) (\y410 Some (\e410 A-aN-bN:for e410 e409 y410) (\z True))))) (\z True)))))) (Some (\a411 Equal a411 (\v411 ^ (Some (\z401 ^ (Some (\e401 N:it e401 z401) (\z True)) (^ (B-aN-b{A-aN}:be z401) (InAnaphorSet 301 z401))) (\x ^ (Some (\e405 N-aD:country e405 x) (\z True)) (Some (\e404 A-aN:developed e404 x) (\z True)))) (Some (\a401 Equal a401 (\v401 ^ (^ (Some (\e401 N:it e401 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(\y504 Some (\e504 A-aN-bN:in e504 e503 y504) (\z True)))) (\z True))) (Some (\z True) (\x507 Some (\e507 ^ (B-aN-bA:call e507 x507 (Intension (Some (\e508 N-aD:swedish e508 zz501) (\z True)))) (B-aN-b{A-aN}:be e507)) (\z True))))) (Some (\x604 ^ (Some (\e604 N-aD:city e604 x604) (\z True)) (^ (B-aN-b{A-aN}:be x604) (Some (\e603 N-aD:capital e603 x604) (\z True)))) (\x Some (\e606 N-aD:stockholm e606 x) (\z True)))))))))))))) 6 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:business e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:business e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:a (\x101 Some (\z True) (\x102 ^ (A-aN:busy x101 x102) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)))) (\x N-b{N-aD}:a (\x104 Some (\e105 N-aD:method e105 x104) (\z True)) (\zz105 ^ (Some (\z True) (\x107 Some (\z True) (\x108 Some (\e108 B-aN:work e108 x108) (\y107 Some (\e107 ^ (B-aN-bN:organize 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 (\z True) (\x102 ^ (A-aN:busy v102 x102) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102)))) (N-b{N-aD}:a (\x104 Some (\e105 N-aD:method e105 x104) (\z True)) (\zz105 ^ (Some (\z True) (\x107 Some (\z True) (\x108 Some (\e108 B-aN:work e108 x108) (\y107 Some (\e107 ^ (B-aN-bN:organize 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 (\z True) (\x102 ^ (A-aN:busy x101 x102) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101)))) (\x ^ (Some (\e105 N-aD:method e105 x) (\z True)) (Some (\z True) (\x107 Some (\z True) (\x108 ^ (B-aN:work v108 x108) (Some (\e107 ^ (B-aN-bN:organize e107 x107 v108) (Some (\ee A-aN-bN:for ee e107 x) (\z True))) (\z True)))))))) (\a108 ^ (Some (\x208 ^ (Some (\e208 N-aD:people e208 x208) (\z True)) (^ (Some (\e205 A-aN:one e205 x208) (\z True)) (Some (\e207 A-aN:more e207 x208) (\z True)))) (\x209 Some (\e209 ^ (B-aN:work e209 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(\z True)) (Some (\e212 B-aN-bN:make e212 e209 v216) (\z True))) (Some (\z True) (\x217 ^ (B-aN:serve v216 x217) (Some (\e212 B-aN-bN:make e212 e209 v216) (\z True))))) (^ (^ (Some (\e215 N-aD:product e215 v216) (\z True)) (Some (\e214 B-aN-bN:sell e214 e209 v216) (\z True))) (Some (\z True) (\x217 ^ (B-aN:serve v216 x217) (Some (\e214 B-aN-bN:sell e214 e209 v216) (\z True))))))) (Some (\e210 A-aN:together e210 e209) (\z True)))) (\z True)))) (\a216 ^ (Some (\x302 ^ (Some (\e302 N-aD:people e302 x302) (\z True)) (Some (\e301 A-aN:other e301 x302) (\z True))) (\x303 ^ (N-b{N-aD}:the (\x304 ^ (Some (\e305 N-aD:product e305 x304) (\z True)) (InAnaphorSet 216 x304)) (\y303 Some (\e303 B-aN-bN:buy e303 x303 y303) (\z True))) (Some (\z True) (\x307 Some (\e307 ^ (B-aN:serve e307 x307) (InAnaphorSet 216 e307)) (\y303 Some (\e303 B-aN-bN:buy e303 x303 y303) (\z True)))))) (Some (\a306 Equal a306 (\v306 Some (\x302 ^ (Some (\e302 N-aD:people e302 x302) (\z True)) (Some (\e301 A-aN:other e301 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(B-aN-b{A-aN}:be v402) (Some (\z True) (\x402 ^ (A-aN:busy v402 x402) (InAnaphorSet 203 v402))))) (N-b{N-aD}:the (\x405 Some (\e406 N-aD:person e406 x405) (\z True)) (\zz406 ^ (Some (\e407 N-rN:who e407 zz406) (\xx407 Some (\x409 ^ (Some (\e409 N-aD:people e409 x409) (\z True)) (InAnaphorSet 208 x409)) (\y408 Some (\e408 ^ (B-aN-bN:hire e408 xx407 y408) (Some (\z True) (\x411 Some (\e411 ^ (B-aN:work e411 x411) (InAnaphorSet 108 e411)) (\y410 Some (\e410 A-aN-bN:for e410 e408 y410) (\z True))))) (\z True)))) (Equal zz406 v402))))) (\a402 ^ (N-b{N-aD}:a (\x502 Some (\e503 N-aD:company e503 x502) (\z True)) (\x504 Some (\x505 Some (\e505 N-aD:people e505 x505) (\z True)) (\y504 Some (\e504 ^ (B-aN-bN:hire e504 x504 y504) (^ (Some (\e501 A-aN:sometimes e501 e504) (\z True)) (Some (\z True) (\x507 Some (\e507 ^ (B-aN:work e507 x507) (InAnaphorSet 108 e507)) (\y506 Some (\e506 A-aN-bN:for e506 e504 y506) (\z True)))))) (\z True)))) (N-b{N-aD}:a (\x601 Some (\z True) (\x602 ^ (A-aN:busy x601 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v310)) (N-b{N-aD}:the (\x319 Some (\e320 N-aD:leaf e320 x319) (\z True)) (\y Equal y v310))))) (Equal v310 x))))) (\a310 ^ (N-b{N-aD}:a (\x404 ^ (Some (\e405 N-aD:tree e405 x404) (\z True)) (InAnaphorSet 307 x404)) (\xx405 N-b{N-aD}:the (\x401 ^ (Some (\e402 N-aD-bO:root e402 x401 xx405) (\z True)) (InAnaphorSet 310 x401)) (\x408 N-b{N-aD}:the (\x409 Some (\e410 N-aD:ground e410 x409) (\z True)) (\y408 Some (\e408 ^ (A-aN-bN:under e408 x408 y408) (^ (B-aN-b{A-aN}:be e408) (Some (\e407 A-aN:usual e407 e408) (\z True)))) (\z True))))) (Some (\a402 Equal a402 (\v402 Some (\x404 ^ (Some (\e405 N-aD:tree e405 x404) (\z True)) (InAnaphorSet 307 x404)) (\xx405 ^ (^ (Some (\e402 N-aD-bO:root e402 v402 xx405) (\z True)) (InAnaphorSet 310 v402)) (N-b{N-aD}:the (\x409 Some (\e410 N-aD:ground e410 x409) (\z True)) (\y408 Some (\e408 ^ (A-aN-bN:under e408 v402 y408) (^ (B-aN-b{A-aN}:be e408) (Some (\e407 A-aN:usual e407 e408) (\z True)))) (\z True)))))) (\a402 ^ (Some (\x502 ^ (Some (\e502 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(\y604 Some (\e604 B-aN-bN:have e604 x604 y604) (\z True)))))))))))))))))) 14 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:pope e1 x1) (\z True)) (\z True)) (Some (\a1 Equal a1 (\v1 Some (\e1 N-aD:pope e1 v1) (\z True))) (\a1 ^ (N-b{N-aD}:the (\x101 ^ (Some (\e102 N-aD:pope e102 x101) (\z True)) (^ (B-aN-b{A-aN}:be x101) (InAnaphorSet 1 x101))) (\x Some (\x108 ^ (Some (\e108 NNEXI-aD:church e108 x108) (\z True)) (Some (\e107 N-aD:catholic e107 x108) (\z True))) (\xx108 N-b{N-aD}:the (\x104 Some (\e105 N-aD-bO:head e105 x104 xx108) (\z True)) (\y Equal y x)))) (Some (\a102 Equal a102 (\v102 ^ (^ (Some (\e102 N-aD:pope e102 v102) (\z True)) (^ (B-aN-b{A-aN}:be v102) (InAnaphorSet 1 v102))) (Some (\x108 ^ (Some (\e108 NNEXI-aD:church e108 x108) (\z True)) (Some (\e107 N-aD:catholic e107 x108) (\z True))) (\xx108 N-b{N-aD}:the (\x104 Some (\e105 N-aD-bO:head e105 x104 xx108) (\z True)) (\y Equal y v102))))) (\a102 Some (\a108 Equal a108 (\v108 Some (\x101 ^ (Some (\e102 N-aD:pope e102 x101) (\z 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(\z True)) (InAnaphorSet 602 z605)) (\x606 Some (\a605 Equal a605 (\v605 ^ (Some (\e605 N:they e605 x606) (\z True)) (InAnaphorSet 602 x606))) (\a605 N-b{N-aD}:the (\x607 Some (\e608 N-aD:position e608 x607) (\z True)) (\y606 Some (\e606 ^ (B-aN-bN:hold e606 x606 y606) (^ (Some (\e601 A-aN-bV:once e601 e606 (Intension (Some (\z602 ^ (Some (\e602 N:they e602 z602) (\z True)) (^ (InAntecedentSet 602 z602) (InAnaphorSet 501 z602))) (\zz604 Some (\z True) (\x604 Some (\e604 ^ (B-aN-bN:elect e604 x604 zz604) (B-aN-b{A-aN}:be e604)) (\z True)))))) (\z True)) (Some (\e609 A-aN-bV:until e609 e606 (Intension (^ (Some (\z610 ^ (Some (\e610 N:they e610 z610) (\z True)) (InAnaphorSet 605 z610)) (\x611 Some (\e611 B-aN:die e611 x611) (\z True))) (Some (\z610 ^ (Some (\e610 N:they e610 z610) (\z True)) (InAnaphorSet 605 z610)) (\x613 Some (\e613 B-aN:resign e613 x613) (\z True)))))) (\z True)))) (\z True))))))))))))))))) 15 LOGIC: (^ (Some (\x1 Some (\e1 N-aD:valley e1 x1) (\z True)) (\z True)) 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