SQLite format 3@ “@“-æ fù¼ù¼D¼¼@//‚-tableStabilizerResultsStabilizerResults®CREATE TABLE StabilizerResults ( id INTEGER PRIMARY KEY, cmdin TEXT UNIQUE NOT NULL, cmdout TEXT NOT NULL, errin DOUBLE, errout DOUBLE)'‚%tableDbgInfoDbgInfoCREATE TABLE DbgInfo ( id INTEGER PRIMARY KEY, resid INTEGER NOT NULL, dbgComments TEXT, modName TEXT, functionName TEXT, functionType TEXT)ÞÜZݶs9/ indexStabilizerResultsIndexStabilizerResultsCREATE INDEX StabilizerResultsIndex ON StabilizerResults(cmdin)BU/indexsqlite_autoindex_StabilizerResults_1StabilizerResults¯ÆËM%é¹T ›) à¼m[(/ (+ (* herbie0 herbie1) (* herbie2 (- herbie3 herbie4))) (+ herbie1 (* herbie2 (- herbie5 herbie1))))¢‚ „(/ (* (- herbie0 2.0) (+ (* (+ (* (+ (* (+ (* herbie0 4.16438922228) 78.6994924154) herbie0) 137.51C(- 1.0 (log (- 1.0 (/ (- herbie0 herbie1) (- 1.0 herbie1)))))Å`C(- (+ (- (* herbie0 herbie1) (* herbie1 herbie1)) (* herbie1 herbie1)) (* herbie1 herbie2))L+[(+ herbie0 (/ (- herbie1 herbie0) 2.0))@ 7s(+ herbie0 (* (* (- herbie1 herbie0) 6.0) herbie2)) eM(+ (- (+ (* herbie0 herbie1) (/ (* herbie2 herbie3) 16.0)) (/ (* herbie4 herbie5) 4.0)) herbie6); 8‚s(+ (+ (+ (- (sqrt (+ herbie0 1.0)) (sqrt herbie0)) (- (sqrt (+ herbie1 1.0)) (sqrt herbie1))) (- (sqrt (+ herbie2 1.0)) (sqrt herbie2))) (- (sqrt (+ herbie3 1.0)) (sqrÀ:‚u(+ herbie0 (/ (* herbie1 (+ (* (+ (* herbie2 6.92910599291889e-2) 0.47s(/ (* herbie0 (+ (- herbie1 herbie2) 1.0)) herbie2)l0c(+ herbie0 (* (* herbie1 herbie2) herbie2))Ù ˆˆõWƒ¯EuÂV‚£ÞŠ«Ë·Û+[(* (* (* herbie0 3.0) herbie0) herbie1)m+aC(* (* (* (* (* (* (* herbie0 herbie0)‚u…k(* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* herbie0 hÁaC(* (* (* (* (* (* (* herbie0 herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0)k+[(* (* (* herbie0 3.0) herbie0) herbie1)m+[(* (* (* herbie0 3.0) herbie1) herbie1)nbE(* (* (- (* herbie0 0.5) herbie1) (sqrt (* herbie2 2.0))) (exp (/ (* herbie3 herbie3) 2.0)))”2i(* (* (- herbie0 (/ 16.0 116.0)) 3.0) herbie1)"/c(* (* 3.0 (- 2.0 (* herbie0 3.0))) herbie0)qL(* (* 3.0 (sqrt herbie0)) (- (+ herbie1 (/ 1.0 (* herbie0 9.0))) 1.0))Â'(* (* herbie0 (cos (/ (* (* (+ (* herbie1 2.0) 1.0) herbie2) herbie3) 16.0))) (cos (/ (* (* (+ (* herbie4 2.0) 1.0) herbie5) herbie3) 16.0)))c+Y(* (* herbie0 (sqrt herbie1)) herbie0)1 C(* (* herbie0 0.5) herbie0)†:w(* (* herbie0 1.0) (log (- 1.0 (/ herbie1 herbie0))))÷!E(* (* herbie0 16.0) herbie0) GÒóGH³Ø*x©Ú2c‡ÃŒ(* (+$K(* (* herbie0 hD (* (* herbie0 herbie0) (cos (- (/ herbie0 2) (sqrt herbie0))))E (* (/ (exp herbie0) (sqrt (- (exp herbie0) 1))) (sqrt herbie0))s E(* (* herbie0 27.0) herbie1)3C(* (* herbie0 3.0) herbie0)r4k(* (* herbie0 herbie0) (- 3.0 (* herbie0 2.0))) F (* (* herbie0 herbie0) (cos (- (/ herbie0 2.0) (sqrt herbie0))))H#K(* (* herbie0 herbie0) herbie0)o$K(* (* herbie0 herbie0) herbie1),[(* (* herbie0 herbie1) (- 1.0 herbie1))ß$K(* (* herbie0 herbie1) herbie1)öM(* (+ (+ 2.000071 (/ 0.331 (sqrt herbie0))) (/ 1.409 herbie0)) herbie1)-0c(* (+ (/ herbie0 herbie1) herbie2) herbie1)J0c(* (+ herbie0 herbie1) (+ herbie0 herbie1))â+[(* (+ herbie0 herbie1) (+ herbie2 1.0))+[(* (+ herbie0 herbie1) (- 1.0 herbie2))0c(* (+ herbie0 herbie1) (- herbie0 herbie1))ä#K(* (+ herbie0 herbie1) herbie2)?;{(* (- (* herbie0 herbie1) (* herbie2 herbie1)) herbie3)[<{(* (/ (- herbie0 herbie1) (- herbie2 herbie1)) herbie3)õî<úôîìçâÝØÓÎÉÄ¿ºµ¯©£—‘‹…ysmga[UOIC=71+% ûõïéãÝ×ÑËÅ¿¹³­§¡›•‰ƒ}wqke_YSMGA;5/)# ÿùóíçáÛÕÏÉý·±«¥Ÿ™“‡{uoic]WQKE?93-'!kin‚‡\•‡Tˆ‡K6‡C4‡:›‡0˜‡(`‡’‡‘‡I‡ R‡‹‡U‡š†~—†xw†s%†o+†k7†gœ†c™†^a†W/†QD†I”†?J†6S†-V†$‰†2†ª† ©†¥…¤…y¡…uŽ…oŠ…h†…_v…Vi…Ob…H8…@&…7'…/9…#:…<…>… =…@„wB„lF„bH„[L„RN„JP„AT„6W„+Y„"^„…„«„¦ƒ{£ƒsžƒkƒ`ƒU‡ƒE„ƒ:ƒƒ3ƒ-€ƒ&ƒ ~ƒ}ƒ|ƒ{ƒ zƒy‚zx‚qu‚it‚bs‚]r‚Wq‚Op‚Ho‚@n‚7m‚.l‚'k‚ j‚h‚g‚f~ewdpck_e]]\V[NZFX>Q6O/M(K#GEA ?3x1p,i)^(U!MF>7/&§Ÿ)“)†~ 1^¼wÔ1 9AQcircle-packing-0.1.0.4Optimisation.CirclePackingplaceforall a. 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(Show a, Real a) => a -> String -> String /³|9ý¼†Jß k"Ù yU/#‰| -HMainherbie4String -> String!‰{ )HMainherbie8Float -> Float$‰z !)GMainbigenough1Float -> Float6‰y !MFMainbigenough2Float -> Float -> Float -> FloatF‰x sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF‰w sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2‰v KdMainherbie7forall a. Semigroup a => a -> a<‰u _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-‰t AHMainherbie1forall a. Real a => a -> a8‰s S g -> g -> g9‰r S0Mainexample30forall g. ExpField g => g -> g -> g3‰q I=Mainexample3forall g. ExpField g => g -> g>‰p ] Mainexample29forall r. ExpField r => r -> r -> r -> r9‰o S1Mainexample28forall r. ExpField r => r -> r -> r@‰n a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4‰m I3Mainexample24forall r. ExpField r => r -> rJ‰l u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g 0Ü£e.ûÈ‘PÐa Ú—c00Š  A5Mainexample19forall g. Real g => g -> g1Š  C6Mainexample18forall g. Field g => g -> g@Š  a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCŠ  g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>Š  ] Mainexample14forall r. ExpField r => r -> r -> r -> r9Š S9Mainexample13forall r. ExpField r => r -> r -> r0Š A:Mainexample11forall g. Real g => g -> gCŠ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7Š S|Mainexample1forall r. ExpField r => r -> r -> r>Š ]CMainexample42forall r. ExpField r => r -> r -> r -> r4Š IBMainexample44forall g. ExpField g => g -> g0Š AAMainexample45forall r. Real r => r -> r0Š A@Mainexample48forall g. Real g => g -> g4Š I?Mainexample49forall g. ExpField g => g -> g;‰ W>Mainexample50forall r. Field r => r -> r -> r -> r6‰~ !MHMainbigenough3Float -> Float -> Float -> Float!‰} )HMainherbie3Float -> Float P½úP®4k(+ herbie0 (* (- 1.0 herbie0) (- 1.0 herbie1)))©<{(+ herbie0 (* (- herbie1 herbie0) (/ herbie2 herbie3)))/c(+ herbie0 (* (- herbie1 herbie0) herbie2))g<{(+ herbie0 (* (- herbie1 herbie2) (- herbie3 herbie0)))üU+(+ herbie0 (* (- herbie1 herbie2) (/ (- herbie3 herbie0) (- herbie4 herbie2))))ó];(+ herbie0 (* (/ (- herbie1 herbie2) (- (+ herbie3 1.0) herbie2)) (- herbie4 herbie0)))ðQ#(+ herbie0 (* (/ herbie1 herbie2) (- (- (+ herbie3 1.0) herbie0) herbie4)))$ FFn¦Ìô]”ºâ ^À÷[‚Û'Q(expt (log (+ herbi'Q(expt (log (+ herbie0 1)) herbie0)Ž7q(sqrt (* (- herbie0 herbie1) (- herbie0 herbie1)))9%M(sqrt (* herbie0 (- herbie0 1)))‘'Q(sqrt (* herbie0 (- herbie0 1.0)))3hQ(sqrt (+ (* (- herbie0 herbie1) (- herbie0 herbie1)) (* (- herbie2 herbie3) (- herbie2 herbie3))));6q(sqrt (+ (* herbie0 herbie0) (* herbie1 herbie1)))|%M(sqrt (+ (* herbie0 herbie0) 1))'Q(sqrt (+ (* herbie0 herbie0) 1.0))a*Y(sqrt (+ (* herbie0 herbie0) herbie1))UP!(sqrt (+ (+ (* herbie0 herbie0) (* herbie1 herbie1)) (* herbie2 herbie2))) ._(sqrt (+ (+ 4 (expt herbie0 2)) herbie0))Œ2g(sqrt (+ 1 (sqrt (+ (* herbie0 herbie0) 1))))y6o(sqrt (+ 1.0 (sqrt (+ (* herbie0 herbie0) 1.0))))^A (sqrt (+ herbie0 herbie1))E (sqrt (- (sqrt (+ (expt herbie0 2) (expt herbie1 2))) herbie0))u&Q(sqrt (- 1.0 (* herbie0 herbie0)))yX1(sqrt (/ (+ (+ (* herbie0 herbie0) (* herbie1 herbie1)) (* herbie2 herbie2)) 3.0))$M(sqrt (abs (- herbie0 herbie1))) vgªv‚0‚C9ƒ(/ herbie0 (sqrt (+ (+ (* herbie0 herbie0) (* herbie1 herbie1)) (* herbie2 herbie2))))(if (< herbie2 -6.396479394109776e+136) (/ herbie0 (- herbie2)) (if (< herbie2 2.3767012240079792e+109) (/ herbie0 (sqrt (+ (+ (sqr herbie2) (sqr herbie0)) (sqr herbie1)))) (/ herbie0 herbie2)))@:¡›êçŽP@1GÉ̱9‚BU(- (sqrt (- herbie0 2.0)) (sqrt (- (* herbie0 herbie0) 3.0)))(- (+ (/ 1.125 (* herbie0 (* herbie0 herbie0))) (sqrt (- herbie0 2.0))) (- herbie0 (/ 1.5 herbie0)))@=Þ=%ý×?Æ4…#‘Uƒ‚Ac…3(/ (- (sin herbie0) (tan herbie0)) herbie0)(if (< herbie0 -0.0006441301579083509) (/ 1 (/ herbie0 (- (sin herbie0) (tan herbie0)))) (if (< herbie0 1.7634409685515176) (+ (+ (* -1/2 (sqr herbie0)) (* -1/8 (* herbie0 (* herbie0 (* herbie0 herbie0))))) (* -13/240 (* herbie0 (* herbie0 (* herbie0 (* herbie0 (* herbie0 herbie0))))))) (/ 1 (/ herbie0 (- (sin herbie0) (tan herbie0))))))@-¨Ê g -> g;Š W>Mainexample50forall r. Field r => r -> r -> r -> r9Š SFMainexample36forall g. ExpField g => g -> g -> g;Š WEMainexample35forall g. Field g => g -> g -> g -> g4Š IDMainexample33forall g. ExpField g => g -> g2Š KdMainherbie7forall a. Semigroup a => a -> a<Š _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-Š AHMainherbie1forall a. Real a => a -> a8Š S g -> g -> g9Š S0Mainexample30forall g. ExpField g => g -> g -> g3Š I=Mainexample3forall g. ExpField g => g -> g>Š ] Mainexample29forall r. ExpField r => r -> r -> r -> r9Š S1Mainexample28forall r. ExpField r => r -> r -> r@Š a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4Š I3Mainexample24forall r. ExpField r => r -> rJŠ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g @dš©È@‚I{{(+ herbie0 (* herbie1 (/ (- herbie0 herbie2) herbie3)))(- herbie0 (* (/ herbie1 herbie3) (- herbie2 herbie0)))@›x"µ@¹YzÜÓ3]‚H ‚(* (* herbie0 herbie0) (cos (- (/ herbie0 2.0) (sqrt herbie0))))(+ (* (* (cos (/ herbie0 2.0)) (cos (sqrt herbie0))) (sqr herbie0)) (* (sin (/ herbie0 2.0)) (* (sin (sqrt herbie0)) (sqr herbie0))))@2Fm½¼­@1%*à³ßÃm‚G[‚k(- (log (+ herbie0 1.0)) (log herbie0))(if (< herbie0 1305830679.054376) (- (log (+ herbie0 1.0)) (log herbie0)) (- (/ 1.0 herbie0) (- (/ 0.5 (sqr herbie0)) (/ 0.3333333333333333 (* herbie0 (* herbie0 herbie0))))))@=;ëB2Žk?²E~™Úì$f‚FK(- (sqrt (* herbie0 herbie0)) (sqrt (* herbie1 herbie1)))(- (abs herbie0) (abs herbie1))@=ñ“,½?^‚E{?(+ herbie0 (* herbie1 (/ (- herbie0 herbie2) herbie1)))(- (* 2 herbie0) herbie2)@0Ã!ŸCÓ‚D(- (sqrt (+ (/ 1.0 herbie0) 1.0)) (sqrt (/ 1.0 herbie0)))(/ 1.0 (+ (sqrt (+ (/ 1.0 herbie0) 1.0)) (/ (sqrt 1.0) (sqrt herbie0))))@>8Ù’æ,?ÃJà ýë 99qË`ÂúW“7q(- herbie0 (sqrt (- (* herbie1 herbie1) herbie2)))\Y3(/ (* (* (* herbie0 herbie1) (- 1.0 herbie1)) (- herbie2 herbie0)) (- herbie2 1.0))<{(/ (* (* (* herbie0 herbie1) herbie0) herbie2) herbie1)bW/(/ (* (* (/ 8.0 3.0) (sin (* herbie0 0.5))) (sin (* herbie0 0.5))) (sin herbie0))aC(/ (* (* herbie0 2.0) (- (+ herbie1 herbie2) 2.0)) (* (* herbie2 herbie3) (- herbie1 4.0)))"7s(/ (* (* herbie0 2.0) herbie1) (- herbie0 herbie1))`\9(/ (* (* herbie0 herbie1) herbie2) (sqrt (- (* herbie2 herbie2) (* herbie3 herbie4))))Õ;{(/ (* (- 1.0 herbie0) (- 3.0 herbie0)) (* herbie1 3.0))w‚ „(/ (* (- herbie0 2.0) (+ (* (+ (* (+ (* (+ (* herbie0 4.16438922228) 78.6994924154) herbie0) 137.51î ;Íšc"è¢o3ò¬i5µ~;@Š- a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4Š, I3Mainexample24forall r. ExpField r => r -> rJŠ+ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0Š* A5Mainexample19forall g. Real g => g -> g1Š) C6Mainexample18forall g. Field g => g -> g@Š( a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCŠ' g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>Š& ] Mainexample14forall r. ExpField r => r -> r -> r -> r9Š% S9Mainexample13forall r. ExpField r => r -> r -> r0Š$ A:Mainexample11forall g. Real g => g -> gCŠ# g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7Š" S|Mainexample1forall r. ExpField r => r -> r -> r>Š! ]CMainexample42forall r. ExpField r => r -> r -> r -> r4Š  IBMainexample44forall g. ExpField g => g -> g0Š AAMainexample45forall r. Real r => r -> r0Š A@Mainexample48forall g. Real g => g -> g @ăMÖ¦g2û½†SÒ‰@FŠ= sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringFŠ< sHMainherbie6forall a. (Show a, Real a) => a -> String -> String;Š; WJMainexample39forall r. Field r => r -> r -> r -> r@Š: aIMainexample34forall g. Field g => g -> g -> g -> g -> g0Š9 AHMainexample40forall r. Real r => r -> r4Š8 IGMainexample37forall g. ExpField g => g -> g;Š7 WEMainexample35forall g. Field g => g -> g -> g -> g4Š6 IDMainexample33forall g. ExpField g => g -> g2Š5 KdMainherbie7forall a. Semigroup a => a -> a<Š4 _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-Š3 AHMainherbie1forall a. Real a => a -> a8Š2 S g -> g -> g9Š1 S0Mainexample30forall g. ExpField g => g -> g -> g3Š0 I=Mainexample3forall g. ExpField g => g -> g>Š/ ] Mainexample29forall r. ExpField r => r -> r -> r -> r9Š. S1Mainexample28forall r. ExpField r => r -> r -> r ttî7€6ì8šnŸys(+ (+ herbie0 herbie1) (/ (* (* (* (- herbie2 herbie3) (- herbie2 herbie3)) herbie4) herbie5) (+ herbie4 herbie5)))4$K(+ (+ herbie0 herbie1) herbie0)ý#K(+ (+ herbie0 herbie1) herbie2) H(+ (- (* (/ 1.0 8.0) herbie0) (/ (* herbie1 herbie2) 2.0)) herbie3):4‚k(+ (- (* herbie0 (- (* herbie1 herbie2) (* herbie3 herbie4))) (* herbie5 (- (* herbie6 herbie2) (* herbie3 herbie7)))) (* herbie8 (- (* herbie6 herbie4) (* herbie1 herbie7)))) 4‚k(+ (- (* herbie0 (- (* herbie1 herbie2) (* herbie3 herbie4))) (* herbie5 (- (* herbie6 herbie2) (* herbie7 herbie4)))) (* herbie8 (- (* herbie6 herbie3) (* herbie7 herbie1))))XK(+ (- (* herbie0 (- herbie1 1.0)) (* herbie1 0.5)) 0.918938533204673)´aE(+ (- (* herbie0 2.0) (* (* (* herbie1 9.0) herbie2) herbie3)) (* (* herbie4 27.0) herbie5)).eM(+ (- (+ (* herbie0 herbie1) (/ (* herbie2 herbie3) 16.0)) (/ (* herbie4 herbie5) 4.0)) herbie6); .e’²L–â×Qz§ÔI(* herbie0 (- (/ herbie1 herbie0) (log (+ 1 (/ herbie1 herbie0)))))~I(* herbie0 (- (- (/ herbie1 herbie0) 1) (log (/ herbie1 herbie0))))}K(* herbie0 (- (- (/ herbie1 herbie0) 1.0) (log (/ herbie1 herbie0))))fK(* herbie0 (- (/ herbie1 herbie0) (log (+ 1.0 (/ herbie1 herbie0)))))d6o(* herbie0 (+ (+ herbie1 0.12) (/ 0.11 herbie1))),,[(* herbie0 (+ 1.0 (* herbie1 herbie1)))ûC(* herbie0 (+ herbie1 1.0))$K(* herbie0 (+ herbie1 herbie1))úE (* herbie0 (- (/ herbie1 herbie2) (/ herbie3 (- 1.0 herbie2))))Ì3k(* herbie0 (- 1.0 (* (- 1.0 herbie1) herbie2)))(S(* herbie0 (- 1.0 (* herbie0 0.5)))½,[(* herbie0 (- 1.0 (* herbie0 herbie1)))¼,[(* herbie0 (- 1.0 (* herbie1 herbie1)))(+[(* herbie0 (- 1.0 (* herbie1 herbie2))) ÀSÀƒ‚L[…/(- (sqrt (sin herbie0)) (sqrt herbie0))(if (< herbie0 1.7634409685515176) (/ (- (* 1/120 (* herbie0 (* herbie0 (* herbie0 (* herbie0 herbie0))))) (+ (* 1/5040 (* herbie0 (* herbie0 (* herbie0 (* herbie0 (* herbie0 (* herbie0 herbie0))))))) (* 1/6 (* herbie0 (* herbie0 herbie0))))) (+ (sqrt (sin herbie0)) (sqrt herbie0))) (- (sqr (sqrt (sqrt (sin herbie0)))) (sqrt herbie0)))@,ZœÀ˜:?øÅ8˜¢í ‚F‚K ƒk(/ (* herbie0 herbie1) (+ (- 1.0 herbie1) (* herbie0 herbie1)))(if (< herbie0 -3.2230225784416125e+100) (+ (/ 1 (sqr herbie0)) (+ 1 (/ 1 herbie0))) (if (< herbie0 7.448338919394617e+200) (* (/ herbie0 1) (/ herbie1 (+ (- 1.0 herbie1) (* herbie0 herbie1)))) (+ (/ 1 (sqr herbie0)) (+ 1 (/ 1 herbie0)))))@hx¼¸@Ú#+€¦(`‚JcK(* (+ (/ herbie0 herbie1) herbie2) herbie1)(+ (* herbie2 herbie1) herbie0)@?Nf+Ç?ˆ UÇ |V2ù¿yF Ƀ@ ÙŒU4ŠN I3Mainexample24forall r. ExpField r => r -> rJŠM u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0ŠL A5Mainexample19forall g. Real g => g -> g1ŠK C6Mainexample18forall g. Field g => g -> g@ŠJ a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCŠI g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>ŠH ] Mainexample14forall r. ExpField r => r -> r -> r -> r9ŠG S9Mainexample13forall r. ExpField r => r -> r -> r0ŠF A:Mainexample11forall g. Real g => g -> gCŠE g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7ŠD S|Mainexample1forall r. ExpField r => r -> r -> r6ŠC !MHMainbigenough3Float -> Float -> Float -> Float!ŠB )HMainherbie3Float -> Float#ŠA -HMainherbie4String -> String!Š@ )HMainherbie8Float -> Float$Š? !)GMainbigenough1Float -> Float6Š> !MFMainbigenough2Float -> Float -> Float -> Float Y½@ ΗTß¡n-öÃY4Š^ I?Mainexample49forall g. ExpField g => g -> g0Š] A@Mainexample48forall g. Real g => g -> g0Š\ AAMainexample45forall r. Real r => r -> r4Š[ IBMainexample44forall g. ExpField g => g -> g>ŠZ ]CMainexample42forall r. ExpField r => r -> r -> r -> r0ŠY AHMainexample40forall r. Real r => r -> r;ŠX WJMainexample39forall r. Field r => r -> r -> r -> r4ŠW IGMainexample37forall g. ExpField g => g -> g;ŠV WEMainexample35forall g. Field g => g -> g -> g -> g@ŠU aIMainexample34forall g. Field g => g -> g -> g -> g -> g4ŠT IDMainexample33forall g. ExpField g => g -> g9ŠS S0Mainexample30forall g. ExpField g => g -> g -> g3ŠR I=Mainexample3forall g. ExpField g => g -> g>ŠQ ] Mainexample29forall r. ExpField r => r -> r -> r -> r9ŠP S1Mainexample28forall r. ExpField r => r -> r -> r@ŠO a2Mainexample26forall r. Field r => r -> r -> r -> r -> r W‡WãšQñͧƒJÞ˜W>Šo ]NMainexample60forall g. ExpField g => g -> g -> g -> gCŠn gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g0Šm ALMainexample62forall g. Real g => g -> g6Šl MKMainexample64forall r. Field r => r -> r -> r6Šk !MHMainbigenough3Float -> Float -> Float -> Float!Šj )HMainherbie3Float -> Float#Ši -HMainherbie4String -> String!Šh )HMainherbie8Float -> Float$Šg !)GMainbigenough1Float -> Float6Šf !MFMainbigenough2Float -> Float -> Float -> FloatFŠe sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringFŠd sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2Šc KdMainherbie7forall a. Semigroup a => a -> a<Šb _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-Ša AHMainherbie1forall a. Real a => a -> a8Š` S g -> g -> g;Š_ W>Mainexample50forall r. Field r => r -> r -> r -> r WªW„O‚NA‡G(+ herbie0 (/ (sqrt (- (* herbie1 herbie1) (* (* herbie2 4.0) herbie3))) (* herbie2 2.0)))(if (< herbie1 -1.6510035326707372e+121) (- (+ (/ herbie3 herbie1) herbie0) (/ (/ herbie1 2.0) herbie2)) (if (< herbie1 2.6502773165082534e-273) (+ (/ (sqrt (- (sqr herbie1) (* (* herbie2 herbie3) 4.0))) (* 2.0 herbie2)) herbie0) (if (< herbie1 3.2900949137881875e-170) (+ (* 0.5 (/ herbie1 herbie2)) herbie0) (if (< herbie1 3.2129325218208903e-21) (+ (/ (sqrt (- (sqr herbie1) (* (* herbie2 herbie3) 4.0))) (* 2.0 herbie2)) herbie0) (+ (* 0.5 (/ herbie1 herbie2)) herbie0)))))@5‘þ™ùj@ßçŸø+[‚R‚MCƒK(- (log (+ (* herbie0 (exp herbie1)) (* herbie2 (exp herbie3)))) (log (+ herbie0 herbie2)))(if (< (- (log (+ (* herbie0 (exp herbie1)) (* herbie2 (exp herbie3)))) (log (+ herbie0 herbie2))) -6.465938895416912e-13) (- (log (+ (* herbie0 (exp herbie1)) (* herbie2 (exp herbie3)))) (log (+ herbie0 herbie2))) herbie3)@I/}­Èâ@?ÿCº·Ô1 .£õSu•k´.fÈ<{(/ (* (* (* herbie0 herbie1) herbie0) herbie2) herbie1)b7q(- herbie0 (sqrt (- (* herbie1 herbie1) herbie2)))\Q#(- herbie0 (/ (log (+ (- 1.0 herbie1) (* herbie1 (exp herbie2)))) herbie3))‰;(- herbie0 (/ 1.0 3.0))A(- herbie0 (/ herbie1 (+ 1.0 (/ (* herbie0 herbie1) 2.0))))•!G(- herbie0 (/ herbie1 200.0))%C(- herbie0 (/ herbie1 4.0))=?(- herbie0 (sin herbie0))@Y3(/ (* (* (* herbie0 herbie1) (- 1.0 herbie1)) (- herbie2 herbie0)) (- herbie2 1.0))W/(/ (* (* (/ 8.0 3.0) (sin (* herbie0 0.5))) (sin (* herbie0 0.5))) (sin herbie0))aC(/ (* (* herbie0 2.0) (- (+ herbie1 herbie2) 2.0)) (* (* herbie2 herbie3) (- herbie1 4.0)))"7s(/ (* (* herbie0 2.0) herbie1) (- herbie0 herbie1))` °›²=Të°8‚T??(- (abs herbie0) herbie0)(- (abs herbie0) herbie0)f‚S_[(/ (* 100.0 (- herbie0 herbie1)) herbie0)(- 100.0 (* 100.0 (/ herbie1 herbie0)))?ÝÿhyB?µe‚R[‚[(- (log herbie0) (log (+ herbie0 1.0)))(if (< herbie0 1305830679.054376) (log (/ herbie0 (+ herbie0 1.0))) (- (- (/ 0.5 (sqr herbie0)) (/ 0.3333333333333333 (* herbie0 (* herbie0 herbie0)))) (/ 1 herbie0)))@=;ëB2Žk?¬Y!ëlr‚Qii(/ (sqrt (+ herbie0 1.0)) (* herbie0 herbie0))(/ (/ (sqrt (+ 1.0 herbie0)) herbie0) herbie0)@Y­‚d²û?Ð@e‚P{‚;(- (sin (+ herbie0 herbie1)) (cos (+ herbie0 herbie1)))(+ (* (sin herbie0) (cos herbie1)) (- (* (cos herbie0) (sin herbie1)) (- (* (cos herbie0) (cos herbie1)) (log (exp (* (sin herbie0) (sin herbie1)))))))@)1ÄÜN'?ÜÇÕÝËIb‚OcO(- (/ 1.0 herbie0) (/ 1.0 (+ herbie0 1.0)))(/ (/ 1.0 (+ herbie0 1)) herbie0)@0sQ˜Ø O?² 2Ì’LÝœV߬_(å©h23Š I=Mainexample3forall g. ExpField g => g -> g>Š~ ] Mainexample29forall r. ExpField r => r -> r -> r -> r9Š} S1Mainexample28forall r. ExpField r => r -> r -> r@Š| a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4Š{ I3Mainexample24forall r. ExpField r => r -> rJŠz u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0Šy A5Mainexample19forall g. Real g => g -> g1Šx C6Mainexample18forall g. Field g => g -> g@Šw a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCŠv g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>Šu ] Mainexample14forall r. ExpField r => r -> r -> r -> r9Št S9Mainexample13forall r. ExpField r => r -> r -> r0Šs A:Mainexample11forall g. Real g => g -> gCŠr g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7Šq S|Mainexample1forall r. ExpField r => r -> r -> r1Šp COMainexample59forall g. Field g => g -> g 2ÄJ Õ—d#칆OÖ¦g22‹ KdMainherbie7forall a. Semigroup a => a -> a<‹ _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-‹ AHMainherbie1forall a. Real a => a -> a8‹  S g -> g -> g;‹  W>Mainexample50forall r. Field r => r -> r -> r -> r4‹  I?Mainexample49forall g. ExpField g => g -> g0‹  A@Mainexample48forall g. Real g => g -> g0‹  AAMainexample45forall r. Real r => r -> r4‹ IBMainexample44forall g. ExpField g => g -> g>‹ ]CMainexample42forall r. ExpField r => r -> r -> r -> r0‹ AHMainexample40forall r. Real r => r -> r;‹ WJMainexample39forall r. Field r => r -> r -> r -> r4‹ IGMainexample37forall g. ExpField g => g -> g;‹ WEMainexample35forall g. Field g => g -> g -> g -> g@‹ aIMainexample34forall g. Field g => g -> g -> g -> g -> g4‹ IDMainexample33forall g. ExpField g => g -> g9‹ S0Mainexample30forall g. ExpField g => g -> g -> g ]È’[$ës:Á€LÌ™]9‹ S9Mainexample13forall r. ExpField r => r -> r -> r0‹ A:Mainexample11forall g. Real g => g -> gC‹ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7‹ S|Mainexample1forall r. ExpField r => r -> r -> r1‹ COMainexample59forall g. Field g => g -> g>‹ ]NMainexample60forall g. ExpField g => g -> g -> g -> gC‹ gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g0‹ ALMainexample62forall g. Real g => g -> g6‹ MKMainexample64forall r. Field r => r -> r -> ru‹ ITMainexample57forall g. (ExpRing g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6‹ MSMainexample56forall r. Field r => r -> r -> r4‹ IRMainexample58forall g. ExpField g => g -> g4‹ IQMainexample54forall r. ExpField r => r -> r3‹ IHMainexample53forall g. ExpField g => g -> g5‹ KPMainexample51forall g. Real g => g -> g -> g *¿y6Ï‚KÌ‹UâŸa*4‹/ IGMainexample37forall g. ExpField g => g -> g;‹. WEMainexample35forall g. Field g => g -> g -> g -> g@‹- aIMainexample34forall g. Field g => g -> g -> g -> g -> g4‹, IDMainexample33forall g. ExpField g => g -> g9‹+ S0Mainexample30forall g. ExpField g => g -> g -> g3‹* I=Mainexample3forall g. ExpField g => g -> g>‹) ] Mainexample29forall r. ExpField r => r -> r -> r -> r9‹( S1Mainexample28forall r. ExpField r => r -> r -> r@‹' a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4‹& I3Mainexample24forall r. ExpField r => r -> rJ‹% u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0‹$ A5Mainexample19forall g. Real g => g -> g1‹# C6Mainexample18forall g. Field g => g -> g@‹" a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC‹! g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>‹  ] Mainexample14forall r. ExpField r => r -> r -> r -> r HÂNä±z<Ñ’]%ï¸H6‹@ MSMainexample56forall r. Field r => r -> r -> r4‹? IRMainexample58forall g. ExpField g => g -> g4‹> IQMainexample54forall r. ExpField r => r -> r3‹= IHMainexample53forall g. ExpField g => g -> g5‹< KPMainexample51forall g. Real g => g -> g -> g2‹; KdMainherbie7forall a. Semigroup a => a -> a<‹: _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-‹9 AHMainherbie1forall a. Real a => a -> a8‹8 S g -> g -> g;‹7 W>Mainexample50forall r. Field r => r -> r -> r -> r4‹6 I?Mainexample49forall g. ExpField g => g -> g0‹5 A@Mainexample48forall g. Real g => g -> g0‹4 AAMainexample45forall r. Real r => r -> r4‹3 IBMainexample44forall g. ExpField g => g -> g>‹2 ]CMainexample42forall r. ExpField r => r -> r -> r -> r0‹1 AHMainexample40forall r. Real r => r -> r;‹0 WJMainexample39forall r. Field r => r -> r -> r -> r G·n5êÄ g-ç´x7ñ®zG0‹Q A5Mainexample19forall g. Real g => g -> g1‹P C6Mainexample18forall g. Field g => g -> g@‹O a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC‹N g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>‹M ] Mainexample14forall r. ExpField r => r -> r -> r -> r9‹L S9Mainexample13forall r. ExpField r => r -> r -> r0‹K A:Mainexample11forall g. Real g => g -> gC‹J g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7‹I S|Mainexample1forall r. ExpField r => r -> r -> r6‹H !MHMainbigenough3Float -> Float -> Float -> Float!‹G )HMainherbie3Float -> Float#‹F -HMainherbie4String -> String!‹E )HMainherbie8Float -> Float$‹D !)GMainbigenough1Float -> Float6‹C !MFMainbigenough2Float -> Float -> Float -> FloatF‹B sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF‹A sHMainherbie6forall a. (Show a, Real a) => a -> String -> String ?³|9ý¼†JÐ’[ê©r?0‹a AAMainexample45forall r. Real r => r -> r4‹` IBMainexample44forall g. ExpField g => g -> g>‹_ ]CMainexample42forall r. ExpField r => r -> r -> r -> r0‹^ AHMainexample40forall r. Real r => r -> r;‹] WJMainexample39forall r. Field r => r -> r -> r -> r4‹\ IGMainexample37forall g. ExpField g => g -> g;‹[ WEMainexample35forall g. Field g => g -> g -> g -> g@‹Z aIMainexample34forall g. Field g => g -> g -> g -> g -> g4‹Y IDMainexample33forall g. ExpField g => g -> g9‹X S0Mainexample30forall g. ExpField g => g -> g -> g3‹W I=Mainexample3forall g. ExpField g => g -> g>‹V ] Mainexample29forall r. ExpField r => r -> r -> r -> r9‹U S1Mainexample28forall r. ExpField r => r -> r -> r@‹T a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4‹S I3Mainexample24forall r. ExpField r => r -> rJ‹R u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g =Í–X ê³zCÔ“Má±r=2‹r KdMainherbie7forall a. Semigroup a => a -> a<‹q _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-‹p AHMainherbie1forall a. Real a => a -> a6‹o MKMainexample64forall r. Field r => r -> r -> r0‹n ALMainexample62forall g. Real g => g -> gC‹m gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>‹l ]NMainexample60forall g. ExpField g => g -> g -> g -> g8‹k S g -> g -> g1‹j COMainexample59forall g. Field g => g -> g4‹i IRMainexample58forall g. ExpField g => g -> g6‹h MSMainexample56forall r. Field r => r -> r -> r4‹g IQMainexample54forall r. ExpField r => r -> r3‹f IHMainexample53forall g. ExpField g => g -> g5‹e KPMainexample51forall g. Real g => g -> g -> g;‹d W>Mainexample50forall r. Field r => r -> r -> r -> r4‹c I?Mainexample49forall g. ExpField g => g -> g0‹b A@Mainexample48forall g. Real g => g -> g ;·n5êÄ g0ùÂX%ê®r;4Œ I^Mainexample75forall r. ExpField r => r -> r9Œ S]Mainexample76forall g. ExpField g => g -> g -> g9Œ S\Mainexample77forall g. ExpField g => g -> g -> g8Œ Q[Mainexample78forall g. Rg g => g -> g -> g -> g0Œ AZMainexample81forall g. Ring g => g -> g4‹ IYMainexample82forall g. ExpField g => g -> g0‹~ AXMainexample86forall g. Real g => g -> g4‹} IWMainexample87forall r. ExpField r => r -> r4‹| IVMainexample88forall r. ExpField r => r -> r4‹{ IUMainexample89forall g. ExpField g => g -> g6‹z !MHMainbigenough3Float -> Float -> Float -> Float!‹y )HMainherbie3Float -> Float#‹x -HMainherbie4String -> String!‹w )HMainherbie8Float -> Float$‹v !)GMainbigenough1Float -> Float6‹u !MFMainbigenough2Float -> Float -> Float -> FloatF‹t sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF‹s sHMainherbie6forall a. (Show a, Real a) => a -> String -> String yO”IyL‚Xo(+ (- (sqrt (+ herbie0 1.0)) (sqrt herbie0)) (sin (- herbie0 1.0)))(+ (/ 1.0 (+ (sqrt (+ herbie0 1.0)) (sqrt herbie0))) (- (* (sin herbie0) (cos 1.0)) (* (cos herbie0) (sin 1.0))))@:mÑc^2?àžŒùéÏÕ‚G‚Wƒi(* (/ (exp herbie0) (sqrt (- (exp herbie0) 1.0))) (sqrt herbie0))(if (< herbie0 0.0020835804607183556) (exp (+ (- herbie0 (log (sqrt (+ herbie0 (+ (* 1/2 (sqr herbie0)) (* 1/6 (* herbie0 (* herbie0 herbie0)))))))) (log (sqrt herbie0)))) (* (/ (exp herbie0) (sqrt (- (exp herbie0) 1.0))) (sqrt herbie0)))@M[a‰{?¸òzhÃ[å7‚VO‚ (/ (- (exp herbie0) 1.0) herbie0)(if (< herbie0 -3.117345318005618e-08) (* (- (exp herbie0) 1.0) (/ 1 herbie0)) (+ (+ (* 1/2 herbie0) (* 1/6 (sqr herbie0))) 1))@D¡¨•nP¨?憊¹$^-‚U_g(- (sqrt (+ herbie0 2.0)) (sqrt herbie0))(/ (/ 2.0 (sqrt (+ (sqrt (+ herbie0 2.0)) (sqrt herbie0)))) (sqrt (+ (sqrt (+ herbie0 2.0)) (sqrt herbie0))))@=zh ?Òë€4s÷­ l‡R˜l‚(‚\qƒ[(- herbie0 (sqrt (- (* herbie1 herbie1) herbie2)))(if (< herbie1 -2.0395146714390417e+143) (- herbie0 (- (* 1/2 (/ herbie2 herbie1)) herbie1)) (if (< herbie1 2.2050239131518475e+104) (- herbie0 (sqrt (- (sqr herbie1) herbie2))) (- herbie0 (- herbie1 (* 1/2 (/ herbie2 herbie1))))))@2‘º}þ›&6‚[C(+ (+ (* (* herbie0 herbie0) herbie1) (* herbie0 (+ herbie1 herbie2))) (* herbie0 herbie2))(* (+ herbie2 (+ herbie2 (+ (* herbie0 herbie1) herbie1))) herbie0)@z 1ß?µ2‚ZC(- (+ herbie0 1.0) herbie0)(- 1.0 0)@=PjiÎxv‚Ycw(- (sqrt (+ herbie0 100.0)) (sqrt herbie0))(/ 100.0 (+ (sqrt (+ herbie0 100.0)) (sqrt herbie0)))@=Di0?À 0ƒ0a‚_-(cos (sqrt (+ (+ (* herbie0 herbie0) (* herbie1 herbie1)) (* herbie2 herbie2))))(if (< herbie2 -2.653425185550829e+37) (cos herbie2) (if (< herbie2 1.4558145639273864e+51) (cos herbie1) (cos herbie2)))@CàN® ‘@:Y'AZÆ!‚j‚^o„a(sqrt (+ 1.0 (sqrt (+ (* herbie0 herbie0) 1.0))))(if (< herbie0 -4.7086979558689744e+147) (sqrt (- (/ 0.125 (* herbie0 (* herbie0 herbie0))) (- (/ 0.5 herbie0) (- 1.0 herbie0)))) (if (< herbie0 1305830679.054376) (sqrt (+ 1.0 (sqrt (+ 1.0 (sqr herbie0))))) (sqrt (- (+ (+ 1.0 herbie0) (/ 0.5 herbie0)) (/ 0.125 (* herbie0 (* herbie0 herbie0)))))))@*VGy]•‚y‚]q„m(+ herbie0 (sqrt (- (* herbie0 herbie0) herbie1)))(if (< herbie0 -1.5097698010472593e+153) (* 1/2 (/ herbie1 herbie0)) (if (< herbie0 -3.5050271037152363e-118) (/ herbie1 (- herbie0 (sqrt (- (sqr herbie0) herbie1)))) (if (< herbie0 1.116557621183362e+93) (+ herbie0 (sqrt (- (sqr herbie0) herbie1))) (+ herbie0 (- herbie0 (* 1/2 (/ herbie1 herbie0)))))))@:‚ ï†CR?¨ cÂJÊ—[Ô‘]*ݦc@Œ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4Œ I3Mainexample24forall r. ExpField r => r -> rJŒ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0Œ A5Mainexample19forall g. Real g => g -> g1Œ C6Mainexample18forall g. Field g => g -> g@Œ a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCŒ  g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>Œ  ] Mainexample14forall r. ExpField r => r -> r -> r -> r9Œ  S9Mainexample13forall r. ExpField r => r -> r -> r0Œ  A:Mainexample11forall g. Real g => g -> gCŒ  g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7Œ S|Mainexample1forall r. ExpField r => r -> r -> r5Œ !IaMainexample65'forall r. ExpField r => r -> r>Œ ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r:Œ U_Mainexample74forall r. Real r => r -> r -> r -> r ©Ó¡,Ÿ©r‚d‚7(* herbie0 (- (/ herbie1 herbie0) (log (+ 1.0 (/ herbie1 herbie0)))))(if (< (/ herbie1 herbie0) 3703.7356312442184) (+ (* 0.5 (/ (sqr herbie1) herbie0)) (* (- herbie0) (log 1.0))) (+ (* (- herbie0) (log 1.0)) herbie1))@A-,̳,û@±“¿“ ‚co(- (sqrt (+ herbie0 1.0)) (sqrt (- herbie0 1.0)))(/ (+ 1.0 1.0) (+ (sqrt (+ herbie0 1.0)) (sqrt (- herbie0 1.0))))@M¹™5»•Â?ÐÀr‚b{W(/ (* (* (* herbie0 herbie1) herbie0) herbie2) herbie1)(* (* (/ herbie2 1) herbie0) herbie0)@0R²À)Ê?À‚.‚aQ„(sqrt (+ (* herbie0 herbie0) 1.0))(if (< herbie0 -4.7086979558689744e+147) (- (/ 0.125 (* herbie0 (* herbie0 herbie0))) (+ (/ 0.5 herbie0) herbie0)) (if (< herbie0 1305830679.054376) (sqrt (+ (sqr herbie0) 1.0)) (- (+ (/ 0.5 herbie0) herbie0) (/ 0.125 (* herbie0 (* herbie0 herbie0))))))@)œRG\o*‚`C(* (/ 1.0 herbie0) herbie0)1?€ ”ÃbŠµ”é=[‚Û._(sqrt (+ (+ 4 (expt herbie0 2)) herbie0))Œ%M(sqrt (+ (* herbie0 herbie0) 1))2g(sqrt (+ 1 (sqrt (+ (* herbie0 herbie0) 1))))yE (sqrt (- (sqrt (+ (expt herbie0 2) (expt herbie1 2))) herbie0))u'Q(sqrt (+ (* herbie0 herbie0) 1.0))a*Y(sqrt (+ (* herbie0 herbie0) herbie1))UP!(sqrt (+ (+ (* herbie0 herbie0) (* herbie1 herbie1)) (* herbie2 herbie2))) 6o(sqrt (+ 1.0 (sqrt (+ (* herbie0 herbie0) 1.0))))^A (sqrt (+ herbie0 herbie1))&Q(sqrt (- 1.0 (* herbie0 herbie0)))yX1(sqrt (/ (+ (+ (* herbie0 herbie0) (* herbie1 herbie1)) (* herbie2 herbie2)) 3.0))$M(sqrt (abs (- herbie0 herbie1))) ^ăMÚ—Y"ä±p9Óœ^;Œ# W>Mainexample50forall r. Field r => r -> r -> r -> r4Œ" I?Mainexample49forall g. ExpField g => g -> g0Œ! A@Mainexample48forall g. Real g => g -> g0Œ  AAMainexample45forall r. Real r => r -> r4Œ IBMainexample44forall g. ExpField g => g -> g>Œ ]CMainexample42forall r. ExpField r => r -> r -> r -> r0Œ AHMainexample40forall r. Real r => r -> r;Œ WJMainexample39forall r. Field r => r -> r -> r -> r4Œ IGMainexample37forall g. ExpField g => g -> g;Œ WEMainexample35forall g. Field g => g -> g -> g -> g@Œ aIMainexample34forall g. Field g => g -> g -> g -> g -> g4Œ IDMainexample33forall g. ExpField g => g -> g9Œ S0Mainexample30forall g. ExpField g => g -> g -> g3Œ I=Mainexample3forall g. ExpField g => g -> g>Œ ] Mainexample29forall r. ExpField r => r -> r -> r -> r9Œ S1Mainexample28forall r. ExpField r => r -> r -> r :È’["ë·|;õ‰Yå­v:9Œ4 SdMainexample69forall r. ExpField r => r -> r -> r4Œ3 IcMainexample67forall g. ExpField g => g -> g5Œ2 KbMainexample66forall r. Real r => r -> r -> r2Œ1 KdMainherbie7forall a. Semigroup a => a -> a<Œ0 _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-Œ/ AHMainherbie1forall a. Real a => a -> a6Œ. MKMainexample64forall r. Field r => r -> r -> r0Œ- ALMainexample62forall g. Real g => g -> gCŒ, gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>Œ+ ]NMainexample60forall g. ExpField g => g -> g -> g -> g8Œ* S g -> g -> g1Œ) COMainexample59forall g. Field g => g -> g4Œ( IRMainexample58forall g. ExpField g => g -> g6Œ' MSMainexample56forall r. Field r => r -> r -> r4Œ& IQMainexample54forall r. ExpField r => r -> r3Œ% IHMainexample53forall g. ExpField g => g -> g5Œ$ KPMainexample51forall g. Real g => g -> g -> g —„7Ü{d‚jkk(- (abs (expt herbie0 3.0)) (expt herbie0 3.0))(- (abs (expt herbie0 3.0)) (expt herbie0 3.0))^‚iee(- (abs (^ herbie0 3.0)) (expt herbie0 3.0))(- (abs (^ herbie0 3.0)) (expt herbie0 3.0))X‚h__(- (abs (^ herbie0 3.0)) (^ herbie0 3.0))(- (abs (^ herbie0 3.0)) (^ herbie0 3.0))J‚gAA(- (sqrt herbie0) herbie0)(- (sqrt herbie0) herbie0)??‚‚f‚q(* herbie0 (- (- (/ herbie1 herbie0) 1.0) (log (/ herbie1 herbie0))))(if (< herbie1 1.2973149052617803e-303) (+ (* 1 herbie1) (* (log (/ (/ herbie0 herbie1) (exp 1.0))) herbie0)) (- (- herbie1 herbie0) (* (- (log herbie1) (log herbie0)) herbie0)))@,=³(é°‚@Ò\EÃï‚e‚ei„M(* herbie0 (sqrt (+ (* herbie1 herbie1) 1.0)))(if (< herbie1 -1.5097698010472593e+153) (* herbie0 (- (/ 0.125 (* herbie1 (* herbie1 herbie1))) (+ herbie1 (/ 0.5 herbie1)))) (if (< herbie1 677.097610050253) (* herbie0 (sqrt (+ 1.0 (sqr herbie1)))) (* herbie0 (- (+ herbie1 (/ 0.5 herbie1)) (/ 0.125 (* herbie1 (* herbie1 herbie1)))))))@(a’±"¦?€ 6Ĉ?ö½–rL(ïµo<¿y6@ŒE a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCŒD g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>ŒC ] Mainexample14forall r. ExpField r => r -> r -> r -> r9ŒB S9Mainexample13forall r. ExpField r => r -> r -> r0ŒA A:Mainexample11forall g. Real g => g -> gCŒ@ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7Œ? S|Mainexample1forall r. ExpField r => r -> r -> r6Œ> !MHMainbigenough3Float -> Float -> Float -> Float!Œ= )HMainherbie3Float -> Float#Œ< -HMainherbie4String -> String!Œ; )HMainherbie8Float -> Float$Œ: !)GMainbigenough1Float -> Float6Œ9 !MFMainbigenough2Float -> Float -> Float -> FloatFŒ8 sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringFŒ7 sHMainherbie6forall a. (Show a, Real a) => a -> String -> String9Œ6 SfMainexample70forall r. ExpField r => r -> r -> r9Œ5 SeMainexample65forall r. ExpField r => r -> r -> r BÌ™LÒ–Uã¬i+ô¶ƒB>ŒU ]CMainexample42forall r. ExpField r => r -> r -> r -> r0ŒT AHMainexample40forall r. Real r => r -> r;ŒS WJMainexample39forall r. Field r => r -> r -> r -> r4ŒR IGMainexample37forall g. ExpField g => g -> g;ŒQ WEMainexample35forall g. Field g => g -> g -> g -> g@ŒP aIMainexample34forall g. Field g => g -> g -> g -> g -> g4ŒO IDMainexample33forall g. ExpField g => g -> g9ŒN S0Mainexample30forall g. ExpField g => g -> g -> g3ŒM I=Mainexample3forall g. ExpField g => g -> g>ŒL ] Mainexample29forall r. ExpField r => r -> r -> r -> r9ŒK S1Mainexample28forall r. ExpField r => r -> r -> r@ŒJ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4ŒI I3Mainexample24forall r. ExpField r => r -> rJŒH u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0ŒG A5Mainexample19forall g. Real g => g -> g1ŒF C6Mainexample18forall g. Field g => g -> g ;É–c,IÙ¥j)ã°w;9Œf SeMainexample65forall r. ExpField r => r -> r -> r6Œe MKMainexample64forall r. Field r => r -> r -> r0Œd ALMainexample62forall g. Real g => g -> gCŒc gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>Œb ]NMainexample60forall g. ExpField g => g -> g -> g -> g8Œa S g -> g -> g1Œ` COMainexample59forall g. Field g => g -> g4Œ_ IRMainexample58forall g. ExpField g => g -> g6Œ^ MSMainexample56forall r. Field r => r -> r -> r4Œ] IQMainexample54forall r. ExpField r => r -> r3Œ\ IHMainexample53forall g. ExpField g => g -> g5Œ[ KPMainexample51forall g. Real g => g -> g -> g;ŒZ W>Mainexample50forall r. Field r => r -> r -> r -> r4ŒY I?Mainexample49forall g. ExpField g => g -> g0ŒX A@Mainexample48forall g. Real g => g -> g0ŒW AAMainexample45forall r. Real r => r -> r4ŒV IBMainexample44forall g. ExpField g => g -> g 7ÈYá c,ð´yFÜ¥n74Œw IUMainexample89forall g. ExpField g => g -> g4Œv IVMainexample88forall r. ExpField r => r -> r4Œu IWMainexample87forall r. ExpField r => r -> r0Œt AXMainexample86forall g. Real g => g -> g4Œs IYMainexample82forall g. ExpField g => g -> g0Œr AZMainexample81forall g. Ring g => g -> g8Œq Q[Mainexample78forall g. Rg g => g -> g -> g -> g9Œp S\Mainexample77forall g. ExpField g => g -> g -> g9Œo S]Mainexample76forall g. ExpField g => g -> g -> g4Œn I^Mainexample75forall r. ExpField r => r -> r:Œm U_Mainexample74forall r. Real r => r -> r -> r -> r>Œl ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9Œk SfMainexample70forall r. ExpField r => r -> r -> r9Œj SdMainexample69forall r. ExpField r => r -> r -> r4Œi IcMainexample67forall g. ExpField g => g -> g5Œh KbMainexample66forall r. Real r => r -> r -> r5Œg !IaMainexample65'forall r. ExpField r => r -> r FБ\Ê‘jF üÃŒUë´F8  Q[Mainexample78forall g. Rg g => g -> g -> g -> g0 AZMainexample81forall g. Ring g => g -> g4 IYMainexample82forall g. ExpField g => g -> g0 AXMainexample86forall g. Real g => g -> g4 IWMainexample87forall r. ExpField r => r -> r4 IVMainexample88forall r. ExpField r => r -> r4 IUMainexample89forall g. ExpField g => g -> g6 !MHMainbigenough3Float -> Float -> Float -> Float! )HMainherbie3Float -> Float# -HMainherbie4String -> String!Œ )HMainherbie8Float -> Float$Œ~ !)GMainbigenough1Float -> Float6Œ} !MFMainbigenough2Float -> Float -> Float -> FloatFŒ| sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringFŒ{ sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2Œz KdMainherbie7forall a. Semigroup a => a -> a<Œy _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-Œx AHMainherbie1forall a. Real a => a -> a QĈQÓ—[$ì´x? Æ…Q1 COMainexample59forall g. Field g => g -> g> ]NMainexample60forall g. ExpField g => g -> g -> g -> gC gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g0 ALMainexample62forall g. Real g => g -> g6 MKMainexample64forall r. Field r => r -> r -> r9 SeMainexample65forall r. ExpField r => r -> r -> r5 !IaMainexample65'forall r. ExpField r => r -> r5 KbMainexample66forall r. Real r => r -> r -> r4 IcMainexample67forall g. ExpField g => g -> g9 SdMainexample69forall r. ExpField r => r -> r -> r9 SfMainexample70forall r. ExpField r => r -> r -> r> ]`Mainexample73forall r. (Field r, ExpRing r) => r -> r:  U_Mainexample74forall r. Real r => r -> r -> r -> r4  I^Mainexample75forall r. ExpField r => r -> r9  S]Mainexample76forall g. ExpField g => g -> g -> g9  S\Mainexample77forall g. ExpField g => g -> g -> g 8ÉY#ë­vCÙ˜e'ð²o84* IDMainexample33forall g. ExpField g => g -> g@) aIMainexample34forall g. Field g => g -> g -> g -> g -> g;( WEMainexample35forall g. Field g => g -> g -> g -> g4' IGMainexample37forall g. ExpField g => g -> g;& WJMainexample39forall r. Field r => r -> r -> r -> r0% AHMainexample40forall r. Real r => r -> r>$ ]CMainexample42forall r. ExpField r => r -> r -> r -> r4# IBMainexample44forall g. ExpField g => g -> g0" AAMainexample45forall r. Real r => r -> r0! A@Mainexample48forall g. Real g => g -> g4  I?Mainexample49forall g. ExpField g => g -> g; W>Mainexample50forall r. Field r => r -> r -> r -> r5 KPMainexample51forall g. Real g => g -> g -> g3 IHMainexample53forall g. ExpField g => g -> g4 IQMainexample54forall r. ExpField r => r -> r6 MSMainexample56forall r. Field r => r -> r -> r4 IRMainexample58forall g. ExpField g => g -> g )ăGÍ€MÖOàš_)3: I=Mainexample3forall g. ExpField g => g -> g89 S g -> g -> gC8 g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r07 A:Mainexample11forall g. Real g => g -> g96 S9Mainexample13forall r. ExpField r => r -> r -> r>5 ] Mainexample14forall r. ExpField r => r -> r -> r -> rC4 g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r@3 a7Mainexample16forall r. Field r => r -> r -> r -> r -> r12 C6Mainexample18forall g. Field g => g -> g01 A5Mainexample19forall g. Real g => g -> gJ0 u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4/ I3Mainexample24forall r. ExpField r => r -> r@. a2Mainexample26forall r. Field r => r -> r -> r -> r -> r9- S1Mainexample28forall r. ExpField r => r -> r -> r>, ] Mainexample29forall r. ExpField r => r -> r -> r -> r9+ S0Mainexample30forall g. ExpField g => g -> g -> g YÆ‘R"ÙW0 æ‰O ÖšY>K ] Mainexample14forall r. ExpField r => r -> r -> r -> r9J S9Mainexample13forall r. ExpField r => r -> r -> r0I A:Mainexample11forall g. Real g => g -> gCH g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7G S|Mainexample1forall r. ExpField r => r -> r -> r6F !MHMainbigenough3Float -> Float -> Float -> Float!E )HMainherbie3Float -> Float#D -HMainherbie4String -> String!C )HMainherbie8Float -> Float$B !)GMainbigenough1Float -> Float6A !MFMainbigenough2Float -> Float -> Float -> FloatF@ sHMainherbie6forall a. (Show a, Real a) => a -> String -> StringF? sHMainherbie5forall a. (Show a, Real a) => String -> a -> String-> AHMainherbie1forall a. Real a => a -> a<= _eMainherbie2forall a. Real a => a -> a -> a -> a -> a2< KdMainherbie7forall a. Semigroup a => a -> a7; S|Mainexample1forall r. ExpField r => r -> r -> r -ºwCÃŒI Ì–Z#à¢k-;[ WJMainexample39forall r. Field r => r -> r -> r -> r4Z IGMainexample37forall g. ExpField g => g -> g;Y WEMainexample35forall g. Field g => g -> g -> g -> g@X aIMainexample34forall g. Field g => g -> g -> g -> g -> g4W IDMainexample33forall g. ExpField g => g -> g9V S0Mainexample30forall g. ExpField g => g -> g -> g3U I=Mainexample3forall g. ExpField g => g -> g>T ] Mainexample29forall r. ExpField r => r -> r -> r -> r9S S1Mainexample28forall r. ExpField r => r -> r -> r@R a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4Q I3Mainexample24forall r. ExpField r => r -> rJP u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0O A5Mainexample19forall g. Real g => g -> g1N C6Mainexample18forall g. Field g => g -> g@M a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCL g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r <ÍŒU"ï¸zB Õœe1öµo<0l ALMainexample62forall g. Real g => g -> gCk gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>j ]NMainexample60forall g. ExpField g => g -> g -> g -> g8i S g -> g -> g1h COMainexample59forall g. Field g => g -> g4g IRMainexample58forall g. ExpField g => g -> g6f MSMainexample56forall r. Field r => r -> r -> r4e IQMainexample54forall r. ExpField r => r -> r3d IHMainexample53forall g. ExpField g => g -> g5c KPMainexample51forall g. Real g => g -> g -> g;b W>Mainexample50forall r. Field r => r -> r -> r -> r4a I?Mainexample49forall g. ExpField g => g -> g0` A@Mainexample48forall g. Real g => g -> g0_ AAMainexample45forall r. Real r => r -> r4^ IBMainexample44forall g. ExpField g => g -> g>] ]CMainexample42forall r. ExpField r => r -> r -> r -> r0\ AHMainexample40forall r. Real r => r -> r 0Ç‹Sä¨l+î·{?Ñšg04} IWMainexample87forall r. ExpField r => r -> r0| AXMainexample86forall g. Real g => g -> g4{ IYMainexample82forall g. ExpField g => g -> g0z AZMainexample81forall g. Ring g => g -> g8y Q[Mainexample78forall g. Rg g => g -> g -> g -> g9x S\Mainexample77forall g. ExpField g => g -> g -> g9w S]Mainexample76forall g. ExpField g => g -> g -> g4v I^Mainexample75forall r. ExpField r => r -> r:u U_Mainexample74forall r. Real r => r -> r -> r -> r>t ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9s SfMainexample70forall r. ExpField r => r -> r -> r9r SdMainexample69forall r. ExpField r => r -> r -> r4q IcMainexample67forall g. ExpField g => g -> g5p KbMainexample66forall r. Real r => r -> r -> r5o !IaMainexample65'forall r. ExpField r => r -> r9n SeMainexample65forall r. ExpField r => r -> r -> r6m MKMainexample64forall r. Field r => r -> r -> r ,É’b#î¥\#üزŽUÕ¢f,7Ž S|Mainexample1forall r. ExpField r => r -> r -> r9Ž S9Mainexample13forall r. ExpField r => r -> r -> r0Ž  A:Mainexample11forall g. Real g => g -> gCŽ  g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7Ž  S|Mainexample1forall r. ExpField r => r -> r -> r6Ž  !MHMainbigenough3Float -> Float -> Float -> Float!Ž  )HMainherbie3Float -> Float#Ž -HMainherbie4String -> String!Ž )HMainherbie8Float -> Float$Ž !)GMainbigenough1Float -> Float6Ž !MFMainbigenough2Float -> Float -> Float -> FloatFŽ sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringFŽ sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2Ž KdMainherbie7forall a. Semigroup a => a -> a<Ž _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-Ž AHMainherbie1forall a. Real a => a -> a4 IUMainexample89forall g. ExpField g => g -> g4~ IVMainexample88forall r. ExpField r => r -> r iº‡F½‰V ÒSÜ i4Ž IDMainexample33forall g. ExpField g => g -> g9Ž S0Mainexample30forall g. ExpField g => g -> g -> g3Ž I=Mainexample3forall g. ExpField g => g -> g>Ž ] Mainexample29forall r. ExpField r => r -> r -> r -> r9Ž S1Mainexample28forall r. ExpField r => r -> r -> r@Ž a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4Ž I3Mainexample24forall r. ExpField r => r -> rJŽ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0Ž A5Mainexample19forall g. Real g => g -> g1Ž C6Mainexample18forall g. Field g => g -> g@Ž a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCŽ g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>Ž ] Mainexample14forall r. ExpField r => r -> r -> r -> r0Ž A:Mainexample11forall g. Real g => g -> gCŽ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r ;½H ×–_,ù„Lߦo;1Ž/ COMainexample59forall g. Field g => g -> g4Ž. IRMainexample58forall g. ExpField g => g -> g6Ž- MSMainexample56forall r. Field r => r -> r -> r4Ž, IQMainexample54forall r. ExpField r => r -> r3Ž+ IHMainexample53forall g. ExpField g => g -> g5Ž* KPMainexample51forall g. Real g => g -> g -> g;Ž) W>Mainexample50forall r. Field r => r -> r -> r -> r4Ž( I?Mainexample49forall g. ExpField g => g -> g0Ž' A@Mainexample48forall g. Real g => g -> g0Ž& AAMainexample45forall r. Real r => r -> r4Ž% IBMainexample44forall g. ExpField g => g -> g>Ž$ ]CMainexample42forall r. ExpField r => r -> r -> r -> r0Ž# AHMainexample40forall r. Real r => r -> r;Ž" WJMainexample39forall r. Field r => r -> r -> r -> r4Ž! IGMainexample37forall g. ExpField g => g -> g;Ž  WEMainexample35forall g. Field g => g -> g -> g -> g@Ž aIMainexample34forall g. Field g => g -> g -> g -> g -> g JÅ„> Ò–^&ï³w6ù†J9Ž? S\Mainexample77forall g. ExpField g => g -> g -> g9Ž> S]Mainexample76forall g. ExpField g => g -> g -> g4Ž= I^Mainexample75forall r. ExpField r => r -> r:Ž< U_Mainexample74forall r. Real r => r -> r -> r -> r>Ž; ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9Ž: SfMainexample70forall r. ExpField r => r -> r -> r9Ž9 SdMainexample69forall r. ExpField r => r -> r -> r4Ž8 IcMainexample67forall g. ExpField g => g -> g5Ž7 KbMainexample66forall r. Real r => r -> r -> r5Ž6 !IaMainexample65'forall r. ExpField r => r -> r9Ž5 SeMainexample65forall r. ExpField r => r -> r -> r6Ž4 MKMainexample64forall r. Field r => r -> r -> r0Ž3 ALMainexample62forall g. Real g => g -> gCŽ2 gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>Ž1 ]NMainexample60forall g. ExpField g => g -> g -> g -> g8Ž0 S g -> g -> g FÅ’[(ñºƒSß–MíÉ£F6ŽQ !MHMainbigenough3Float -> Float -> Float -> Float!ŽP )HMainherbie3Float -> Float#ŽO -HMainherbie4String -> String!ŽN )HMainherbie8Float -> Float$ŽM !)GMainbigenough1Float -> Float6ŽL !MFMainbigenough2Float -> Float -> Float -> FloatFŽK sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringFŽJ sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2ŽI KdMainherbie7forall a. Semigroup a => a -> a<ŽH _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-ŽG AHMainherbie1forall a. Real a => a -> a4ŽF IUMainexample89forall g. ExpField g => g -> g4ŽE IVMainexample88forall r. ExpField r => r -> r4ŽD IWMainexample87forall r. ExpField r => r -> r0ŽC AXMainexample86forall g. Real g => g -> g4ŽB IYMainexample82forall g. ExpField g => g -> g0ŽA AZMainexample81forall g. Ring g => g -> g8Ž@ Q[Mainexample78forall g. Rg g => g -> g -> g -> g /Æ€M ƃOϘUØ¢f/4Ža IDMainexample33forall g. ExpField g => g -> g9Ž` S0Mainexample30forall g. ExpField g => g -> g -> g3Ž_ I=Mainexample3forall g. ExpField g => g -> g>Ž^ ] Mainexample29forall r. ExpField r => r -> r -> r -> r9Ž] S1Mainexample28forall r. ExpField r => r -> r -> r@Ž\ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4Ž[ I3Mainexample24forall r. ExpField r => r -> rJŽZ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0ŽY A5Mainexample19forall g. Real g => g -> g1ŽX C6Mainexample18forall g. Field g => g -> g@ŽW a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCŽV g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>ŽU ] Mainexample14forall r. ExpField r => r -> r -> r -> r0ŽT A:Mainexample11forall g. Real g => g -> gCŽS g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7ŽR S|Mainexample1forall r. ExpField r => r -> r -> r ;½H ×–_,ù„Lߦo;1Žr COMainexample59forall g. Field g => g -> g4Žq IRMainexample58forall g. ExpField g => g -> g6Žp MSMainexample56forall r. Field r => r -> r -> r4Žo IQMainexample54forall r. ExpField r => r -> r3Žn IHMainexample53forall g. ExpField g => g -> g5Žm KPMainexample51forall g. Real g => g -> g -> g;Žl W>Mainexample50forall r. Field r => r -> r -> r -> r4Žk I?Mainexample49forall g. ExpField g => g -> g0Žj A@Mainexample48forall g. Real g => g -> g0Ži AAMainexample45forall r. Real r => r -> r4Žh IBMainexample44forall g. ExpField g => g -> g>Žg ]CMainexample42forall r. ExpField r => r -> r -> r -> r0Žf AHMainexample40forall r. Real r => r -> r;Že WJMainexample39forall r. Field r => r -> r -> r -> r4Žd IGMainexample37forall g. ExpField g => g -> g;Žc WEMainexample35forall g. Field g => g -> g -> g -> g@Žb aIMainexample34forall g. Field g => g -> g -> g -> g -> g JÅ„> Ò–^&ï³w6ù†J9 S\Mainexample77forall g. ExpField g => g -> g -> g9 S]Mainexample76forall g. ExpField g => g -> g -> g4 I^Mainexample75forall r. ExpField r => r -> r:Ž U_Mainexample74forall r. Real r => r -> r -> r -> r>Ž~ ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9Ž} SfMainexample70forall r. ExpField r => r -> r -> r9Ž| SdMainexample69forall r. ExpField r => r -> r -> r4Ž{ IcMainexample67forall g. ExpField g => g -> g5Žz KbMainexample66forall r. Real r => r -> r -> r5Žy !IaMainexample65'forall r. ExpField r => r -> r9Žx SeMainexample65forall r. ExpField r => r -> r -> r6Žw MKMainexample64forall r. Field r => r -> r -> r0Žv ALMainexample62forall g. Real g => g -> gCŽu gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>Žt ]NMainexample60forall g. ExpField g => g -> g -> g -> g8Žs S g -> g -> g FÅ’[(ñºƒSß–MíÉ£F6 !MHMainbigenough3Float -> Float -> Float -> Float! )HMainherbie3Float -> Float# -HMainherbie4String -> String! )HMainherbie8Float -> Float$ !)GMainbigenough1Float -> Float6 !MFMainbigenough2Float -> Float -> Float -> FloatF sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF  sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2  KdMainherbie7forall a. Semigroup a => a -> a<  _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-  AHMainherbie1forall a. Real a => a -> a4  IUMainexample89forall g. ExpField g => g -> g4 IVMainexample88forall r. ExpField r => r -> r4 IWMainexample87forall r. ExpField r => r -> r0 AXMainexample86forall g. Real g => g -> g4 IYMainexample82forall g. ExpField g => g -> g0 AZMainexample81forall g. Ring g => g -> g8 Q[Mainexample78forall g. Rg g => g -> g -> g -> g /Æ€M ƃOϘUØ¢f/4$ IDMainexample33forall g. ExpField g => g -> g9# S0Mainexample30forall g. ExpField g => g -> g -> g3" I=Mainexample3forall g. ExpField g => g -> g>! ] Mainexample29forall r. ExpField r => r -> r -> r -> r9  S1Mainexample28forall r. ExpField r => r -> r -> r@ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4 I3Mainexample24forall r. ExpField r => r -> rJ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0 A5Mainexample19forall g. Real g => g -> g1 C6Mainexample18forall g. Field g => g -> g@ a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r> ] Mainexample14forall r. ExpField r => r -> r -> r -> r0 A:Mainexample11forall g. Real g => g -> gC g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7 S|Mainexample1forall r. ExpField r => r -> r -> r ;½H ×–_,ù„Lߦo;15 COMainexample59forall g. Field g => g -> g44 IRMainexample58forall g. ExpField g => g -> g63 MSMainexample56forall r. Field r => r -> r -> r42 IQMainexample54forall r. ExpField r => r -> r31 IHMainexample53forall g. ExpField g => g -> g50 KPMainexample51forall g. Real g => g -> g -> g;/ W>Mainexample50forall r. Field r => r -> r -> r -> r4. I?Mainexample49forall g. ExpField g => g -> g0- A@Mainexample48forall g. Real g => g -> g0, AAMainexample45forall r. Real r => r -> r4+ IBMainexample44forall g. ExpField g => g -> g>* ]CMainexample42forall r. ExpField r => r -> r -> r -> r0) AHMainexample40forall r. Real r => r -> r;( WJMainexample39forall r. Field r => r -> r -> r -> r4' IGMainexample37forall g. ExpField g => g -> g;& WEMainexample35forall g. Field g => g -> g -> g -> g@% aIMainexample34forall g. Field g => g -> g -> g -> g -> g JÅ„> Ò–^&ï³w6ù†J9E S\Mainexample77forall g. ExpField g => g -> g -> g9D S]Mainexample76forall g. ExpField g => g -> g -> g4C I^Mainexample75forall r. ExpField r => r -> r:B U_Mainexample74forall r. Real r => r -> r -> r -> r>A ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9@ SfMainexample70forall r. ExpField r => r -> r -> r9? SdMainexample69forall r. ExpField r => r -> r -> r4> IcMainexample67forall g. ExpField g => g -> g5= KbMainexample66forall r. Real r => r -> r -> r5< !IaMainexample65'forall r. ExpField r => r -> r9; SeMainexample65forall r. ExpField r => r -> r -> r6: MKMainexample64forall r. Field r => r -> r -> r09 ALMainexample62forall g. Real g => g -> gC8 gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>7 ]NMainexample60forall g. ExpField g => g -> g -> g -> g86 S g -> g -> g FÅ’[(ñºƒSß–MíÉ£F6W !MHMainbigenough3Float -> Float -> Float -> Float!V )HMainherbie3Float -> Float#U -HMainherbie4String -> String!T )HMainherbie8Float -> Float$S !)GMainbigenough1Float -> Float6R !MFMainbigenough2Float -> Float -> Float -> FloatFQ sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringFP sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2O KdMainherbie7forall a. Semigroup a => a -> a a -> a -> a -> a -> a-M AHMainherbie1forall a. Real a => a -> a4L IUMainexample89forall g. ExpField g => g -> g4K IVMainexample88forall r. ExpField r => r -> r4J IWMainexample87forall r. ExpField r => r -> r0I AXMainexample86forall g. Real g => g -> g4H IYMainexample82forall g. ExpField g => g -> g0G AZMainexample81forall g. Ring g => g -> g8F Q[Mainexample78forall g. Rg g => g -> g -> g -> g /Æ€M ƃOϘUØ¢f/4g IDMainexample33forall g. ExpField g => g -> g9f S0Mainexample30forall g. ExpField g => g -> g -> g3e I=Mainexample3forall g. ExpField g => g -> g>d ] Mainexample29forall r. ExpField r => r -> r -> r -> r9c S1Mainexample28forall r. ExpField r => r -> r -> r@b a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4a I3Mainexample24forall r. ExpField r => r -> rJ` u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0_ A5Mainexample19forall g. Real g => g -> g1^ C6Mainexample18forall g. Field g => g -> g@] a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC\ g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>[ ] Mainexample14forall r. ExpField r => r -> r -> r -> r0Z A:Mainexample11forall g. Real g => g -> gCY g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7X S|Mainexample1forall r. ExpField r => r -> r -> r ;½H ×–_,ù„Lߦo;1x COMainexample59forall g. Field g => g -> g4w IRMainexample58forall g. ExpField g => g -> g6v MSMainexample56forall r. Field r => r -> r -> r4u IQMainexample54forall r. ExpField r => r -> r3t IHMainexample53forall g. ExpField g => g -> g5s KPMainexample51forall g. Real g => g -> g -> g;r W>Mainexample50forall r. Field r => r -> r -> r -> r4q I?Mainexample49forall g. ExpField g => g -> g0p A@Mainexample48forall g. Real g => g -> g0o AAMainexample45forall r. Real r => r -> r4n IBMainexample44forall g. ExpField g => g -> g>m ]CMainexample42forall r. ExpField r => r -> r -> r -> r0l AHMainexample40forall r. Real r => r -> r;k WJMainexample39forall r. Field r => r -> r -> r -> r4j IGMainexample37forall g. ExpField g => g -> g;i WEMainexample35forall g. Field g => g -> g -> g -> g@h aIMainexample34forall g. Field g => g -> g -> g -> g -> g JÅ„> Ò–^&ï³w6ù†J9 S\Mainexample77forall g. ExpField g => g -> g -> g9 S]Mainexample76forall g. ExpField g => g -> g -> g4 I^Mainexample75forall r. ExpField r => r -> r: U_Mainexample74forall r. Real r => r -> r -> r -> r> ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9 SfMainexample70forall r. ExpField r => r -> r -> r9 SdMainexample69forall r. ExpField r => r -> r -> r4 IcMainexample67forall g. ExpField g => g -> g5 KbMainexample66forall r. Real r => r -> r -> r5 !IaMainexample65'forall r. ExpField r => r -> r9~ SeMainexample65forall r. ExpField r => r -> r -> r6} MKMainexample64forall r. Field r => r -> r -> r0| ALMainexample62forall g. Real g => g -> gC{ gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>z ]NMainexample60forall g. ExpField g => g -> g -> g -> g8y S g -> g -> g FÅ’[(ñºƒSß–MíÉ£F6 !MHMainbigenough3Float -> Float -> Float -> Float! )HMainherbie3Float -> Float# -HMainherbie4String -> String! )HMainherbie8Float -> Float$ !)GMainbigenough1Float -> Float6 !MFMainbigenough2Float -> Float -> Float -> FloatF sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2 KdMainherbie7forall a. Semigroup a => a -> a< _eMainherbie2forall a. Real a => a -> a -> a -> a -> a- AHMainherbie1forall a. Real a => a -> a4 IUMainexample89forall g. ExpField g => g -> g4 IVMainexample88forall r. ExpField r => r -> r4  IWMainexample87forall r. ExpField r => r -> r0  AXMainexample86forall g. Real g => g -> g4  IYMainexample82forall g. ExpField g => g -> g0  AZMainexample81forall g. Ring g => g -> g8  Q[Mainexample78forall g. Rg g => g -> g -> g -> g /Æ€M ƃOϘUØ¢f/4* IDMainexample33forall g. ExpField g => g -> g9) S0Mainexample30forall g. ExpField g => g -> g -> g3( I=Mainexample3forall g. ExpField g => g -> g>' ] Mainexample29forall r. ExpField r => r -> r -> r -> r9& S1Mainexample28forall r. ExpField r => r -> r -> r@% a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4$ I3Mainexample24forall r. ExpField r => r -> rJ# u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0" A5Mainexample19forall g. 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ExpField r => r -> r -> r -> r0/ AHMainexample40forall r. Real r => r -> r;. WJMainexample39forall r. Field r => r -> r -> r -> r4- IGMainexample37forall g. ExpField g => g -> g;, WEMainexample35forall g. Field g => g -> g -> g -> g@+ aIMainexample34forall g. Field g => g -> g -> g -> g -> g JÅ„> Ò–^&ï³w6ù†J9K S\Mainexample77forall g. ExpField g => g -> g -> g9J S]Mainexample76forall g. ExpField g => g -> g -> g4I I^Mainexample75forall r. ExpField r => r -> r:H U_Mainexample74forall r. Real r => r -> r -> r -> r>G ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9F SfMainexample70forall r. ExpField r => r -> r -> r9E SdMainexample69forall r. ExpField r => r -> r -> r4D IcMainexample67forall g. ExpField g => g -> g5C KbMainexample66forall r. Real r => r -> r -> r5B !IaMainexample65'forall r. ExpField r => r -> r9A SeMainexample65forall r. ExpField r => r -> r -> r6@ MKMainexample64forall r. Field r => r -> r -> r0? ALMainexample62forall g. Real g => g -> gC> gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>= ]NMainexample60forall g. ExpField g => g -> g -> g -> g8< S g -> g -> g FÅ’[(ñºƒSß–MíÉ£F6] !MHMainbigenough3Float -> Float -> Float -> Float!\ )HMainherbie3Float -> Float#[ -HMainherbie4String -> String!Z )HMainherbie8Float -> Float$Y !)GMainbigenough1Float -> Float6X !MFMainbigenough2Float -> Float -> Float -> FloatFW sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringFV sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2U KdMainherbie7forall a. Semigroup a => a -> a a -> a -> a -> a -> a-S AHMainherbie1forall a. Real a => a -> a4R IUMainexample89forall g. ExpField g => g -> g4Q IVMainexample88forall r. ExpField r => r -> r4P IWMainexample87forall r. ExpField r => r -> r0O AXMainexample86forall g. Real g => g -> g4N IYMainexample82forall g. ExpField g => g -> g0M AZMainexample81forall g. Ring g => g -> g8L Q[Mainexample78forall g. Rg g => g -> g -> g -> g /Æ€M ƃOϘUØ¢f/4m IDMainexample33forall g. ExpField g => g -> g9l S0Mainexample30forall g. ExpField g => g -> g -> g3k I=Mainexample3forall g. ExpField g => g -> g>j ] Mainexample29forall r. ExpField r => r -> r -> r -> r9i S1Mainexample28forall r. ExpField r => r -> r -> r@h a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4g I3Mainexample24forall r. ExpField r => r -> rJf u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0e A5Mainexample19forall g. Real g => g -> g1d C6Mainexample18forall g. Field g => g -> g@c a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCb g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>a ] Mainexample14forall r. ExpField r => r -> r -> r -> r0` A:Mainexample11forall g. Real g => g -> gC_ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7^ S|Mainexample1forall r. ExpField r => r -> r -> r ;½H ×–_,ù„Lߦo;1~ COMainexample59forall g. Field g => g -> g4} IRMainexample58forall g. 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Real r => r -> r -> r -> r>‘  ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9‘  SfMainexample70forall r. ExpField r => r -> r -> r9‘ SdMainexample69forall r. ExpField r => r -> r -> r4‘ IcMainexample67forall g. ExpField g => g -> g5‘ KbMainexample66forall r. Real r => r -> r -> r5‘ !IaMainexample65'forall r. ExpField r => r -> r9‘ SeMainexample65forall r. ExpField r => r -> r -> r6‘ MKMainexample64forall r. Field r => r -> r -> r0‘ ALMainexample62forall g. Real g => g -> gC‘ gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>‘ ]NMainexample60forall g. ExpField g => g -> g -> g -> g8 S g -> g -> g FÅ’[(ñºƒSß–MíÉ£F6‘  !MHMainbigenough3Float -> Float -> Float -> Float!‘ )HMainherbie3Float -> Float#‘ -HMainherbie4String -> String!‘ )HMainherbie8Float -> Float$‘ !)GMainbigenough1Float -> Float6‘ !MFMainbigenough2Float -> Float -> Float -> FloatF‘ sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF‘ sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2‘ KdMainherbie7forall a. Semigroup a => a -> a<‘ _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-‘ AHMainherbie1forall a. Real a => a -> a4‘ IUMainexample89forall g. ExpField g => g -> g4‘ IVMainexample88forall r. ExpField r => r -> r4‘ IWMainexample87forall r. ExpField r => r -> r0‘ AXMainexample86forall g. Real g => g -> g4‘ IYMainexample82forall g. ExpField g => g -> g0‘ AZMainexample81forall g. Ring g => g -> g8‘ Q[Mainexample78forall g. Rg g => g -> g -> g -> g /Æ€M ƃOϘUØ¢f/4‘0 IDMainexample33forall g. ExpField g => g -> g9‘/ S0Mainexample30forall g. ExpField g => g -> g -> g3‘. I=Mainexample3forall g. ExpField g => g -> g>‘- ] Mainexample29forall r. ExpField r => r -> r -> r -> r9‘, S1Mainexample28forall r. ExpField r => r -> r -> r@‘+ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4‘* I3Mainexample24forall r. ExpField r => r -> rJ‘) u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0‘( A5Mainexample19forall g. Real g => g -> g1‘' C6Mainexample18forall g. Field g => g -> g@‘& a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC‘% g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>‘$ ] Mainexample14forall r. ExpField r => r -> r -> r -> r0‘# A:Mainexample11forall g. Real g => g -> gC‘" g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7‘! S|Mainexample1forall r. ExpField r => r -> r -> r ;½H ×–_,ù„Lߦo;1‘A COMainexample59forall g. Field g => g -> g4‘@ IRMainexample58forall g. ExpField g => g -> g6‘? MSMainexample56forall r. Field r => r -> r -> r4‘> IQMainexample54forall r. ExpField r => r -> r3‘= IHMainexample53forall g. ExpField g => g -> g5‘< KPMainexample51forall g. Real g => g -> g -> g;‘; W>Mainexample50forall r. Field r => r -> r -> r -> r4‘: I?Mainexample49forall g. ExpField g => g -> g0‘9 A@Mainexample48forall g. Real g => g -> g0‘8 AAMainexample45forall r. Real r => r -> r4‘7 IBMainexample44forall g. ExpField g => g -> g>‘6 ]CMainexample42forall r. ExpField r => r -> r -> r -> r0‘5 AHMainexample40forall r. Real r => r -> r;‘4 WJMainexample39forall r. Field r => r -> r -> r -> r4‘3 IGMainexample37forall g. ExpField g => g -> g;‘2 WEMainexample35forall g. Field g => g -> g -> g -> g@‘1 aIMainexample34forall g. Field g => g -> g -> g -> g -> g JÅ„> Ò–^&ï³w6ù†J9‘Q S\Mainexample77forall g. ExpField g => g -> g -> g9‘P S]Mainexample76forall g. ExpField g => g -> g -> g4‘O I^Mainexample75forall r. ExpField r => r -> r:‘N U_Mainexample74forall r. Real r => r -> r -> r -> r>‘M ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9‘L SfMainexample70forall r. ExpField r => r -> r -> r9‘K SdMainexample69forall r. ExpField r => r -> r -> r4‘J IcMainexample67forall g. ExpField g => g -> g5‘I KbMainexample66forall r. Real r => r -> r -> r5‘H !IaMainexample65'forall r. ExpField r => r -> r9‘G SeMainexample65forall r. ExpField r => r -> r -> r6‘F MKMainexample64forall r. Field r => r -> r -> r0‘E ALMainexample62forall g. Real g => g -> gC‘D gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>‘C ]NMainexample60forall g. ExpField g => g -> g -> g -> g8‘B S g -> g -> g CÅ’[(ñºƒSߣZرgC!‘c )HMainherbie3Float -> Float#‘b -HMainherbie4String -> String!‘a )HMainherbie8Float -> Float$‘` !)GMainbigenough1Float -> Float6‘_ !MFMainbigenough2Float -> Float -> Float -> FloatF‘^ sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF‘] sHMainherbie6forall a. (Show a, Real a) => a -> String -> String9‘\ S9Mainexample13forall r. ExpField r => r -> r -> r2‘[ KdMainherbie7forall a. Semigroup a => a -> a<‘Z _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-‘Y AHMainherbie1forall a. Real a => a -> a4‘X IUMainexample89forall g. ExpField g => g -> g4‘W IVMainexample88forall r. ExpField r => r -> r4‘V IWMainexample87forall r. ExpField r => r -> r0‘U AXMainexample86forall g. Real g => g -> g4‘T IYMainexample82forall g. ExpField g => g -> g0‘S AZMainexample81forall g. Ring g => g -> g8‘R Q[Mainexample78forall g. Rg g => g -> g -> g -> g -ÇGØ—QÚ§Z#à¤c-3‘s I=Mainexample3forall g. ExpField g => g -> g>‘r ] Mainexample29forall r. ExpField r => r -> r -> r -> r9‘q S1Mainexample28forall r. ExpField r => r -> r -> r@‘p a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4‘o I3Mainexample24forall r. ExpField r => r -> rJ‘n u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0‘m A5Mainexample19forall g. Real g => g -> g1‘l C6Mainexample18forall g. Field g => g -> g@‘k a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC‘j g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>‘i ] Mainexample14forall r. ExpField r => r -> r -> r -> r9‘h S9Mainexample13forall r. ExpField r => r -> r -> r0‘g A:Mainexample11forall g. Real g => g -> gC‘f g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7‘e S|Mainexample1forall r. ExpField r => r -> r -> r6‘d !MHMainbigenough3Float -> Float -> Float -> Float 3ÄJ Õ—d#칆OÙ£l36’ MSMainexample56forall r. Field r => r -> r -> r4’ IQMainexample54forall r. ExpField r => r -> r3’ IHMainexample53forall g. ExpField g => g -> g5’ KPMainexample51forall g. Real g => g -> g -> g;’ W>Mainexample50forall r. Field r => r -> r -> r -> r4‘ I?Mainexample49forall g. ExpField g => g -> g0‘~ A@Mainexample48forall g. Real g => g -> g0‘} AAMainexample45forall r. Real r => r -> r4‘| IBMainexample44forall g. ExpField g => g -> g>‘{ ]CMainexample42forall r. ExpField r => r -> r -> r -> r0‘z AHMainexample40forall r. Real r => r -> r;‘y WJMainexample39forall r. Field r => r -> r -> r -> r4‘x IGMainexample37forall g. ExpField g => g -> g;‘w WEMainexample35forall g. Field g => g -> g -> g -> g@‘v aIMainexample34forall g. Field g => g -> g -> g -> g -> g4‘u IDMainexample33forall g. ExpField g => g -> g9‘t S0Mainexample30forall g. ExpField g => g -> g -> g WÉ•ZÓ g+ó»„H ËŽW4’ I^Mainexample75forall r. ExpField r => r -> r:’ U_Mainexample74forall r. Real r => r -> r -> r -> r>’ ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9’ SfMainexample70forall r. ExpField r => r -> r -> r9’ SdMainexample69forall r. ExpField r => r -> r -> r4’ IcMainexample67forall g. ExpField g => g -> g5’ KbMainexample66forall r. Real r => r -> r -> r5’  !IaMainexample65'forall r. ExpField r => r -> r9’  SeMainexample65forall r. ExpField r => r -> r -> r6’  MKMainexample64forall r. Field r => r -> r -> r0’  ALMainexample62forall g. Real g => g -> gC’  gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>’ ]NMainexample60forall g. ExpField g => g -> g -> g -> g8’ S g -> g -> g1’ COMainexample59forall g. Field g => g -> g4’ IRMainexample58forall g. ExpField g => g -> g QĈMã°yB ÛœgÕœuQ!’% )HMainherbie8Float -> Float$’$ !)GMainbigenough1Float -> Float6’# !MFMainbigenough2Float -> Float -> Float -> FloatF’" sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF’! sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2’  KdMainherbie7forall a. Semigroup a => a -> a<’ _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-’ AHMainherbie1forall a. Real a => a -> a4’ IUMainexample89forall g. ExpField g => g -> g4’ IVMainexample88forall r. ExpField r => r -> r4’ IWMainexample87forall r. ExpField r => r -> r0’ AXMainexample86forall g. Real g => g -> g4’ IYMainexample82forall g. ExpField g => g -> g0’ AZMainexample81forall g. Ring g => g -> g8’ Q[Mainexample78forall g. Rg g => g -> g -> g -> g9’ S\Mainexample77forall g. ExpField g => g -> g -> g9’ S]Mainexample76forall g. ExpField g => g -> g -> g ZÚ¶}CýÊŽMÄ]Ù–Z9’5 S1Mainexample28forall r. ExpField r => r -> r -> r@’4 a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4’3 I3Mainexample24forall r. ExpField r => r -> rJ’2 u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0’1 A5Mainexample19forall g. Real g => g -> g1’0 C6Mainexample18forall g. Field g => g -> g@’/ a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC’. g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>’- ] Mainexample14forall r. ExpField r => r -> r -> r -> r9’, S9Mainexample13forall r. ExpField r => r -> r -> r0’+ A:Mainexample11forall g. Real g => g -> gC’* g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7’) S|Mainexample1forall r. ExpField r => r -> r -> r6’( !MHMainbigenough3Float -> Float -> Float -> Float!’' )HMainherbie3Float -> Float#’& -HMainherbie4String -> String ,¿‰MÓ•^ í¬uBØšb,3’F IHMainexample53forall g. ExpField g => g -> g5’E KPMainexample51forall g. Real g => g -> g -> g;’D W>Mainexample50forall r. Field r => r -> r -> r -> r4’C I?Mainexample49forall g. ExpField g => g -> g0’B A@Mainexample48forall g. Real g => g -> g0’A AAMainexample45forall r. Real r => r -> r4’@ IBMainexample44forall g. ExpField g => g -> g>’? ]CMainexample42forall r. ExpField r => r -> r -> r -> r0’> AHMainexample40forall r. Real r => r -> r;’= WJMainexample39forall r. Field r => r -> r -> r -> r4’< IGMainexample37forall g. ExpField g => g -> g;’; WEMainexample35forall g. Field g => g -> g -> g -> g@’: aIMainexample34forall g. Field g => g -> g -> g -> g -> g4’9 IDMainexample33forall g. ExpField g => g -> g9’8 S0Mainexample30forall g. ExpField g => g -> g -> g3’7 I=Mainexample3forall g. ExpField g => g -> g>’6 ] Mainexample29forall r. ExpField r => r -> r -> r -> r [ÉY%ê©c0÷»ƒKØœ[>’V ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9’U SfMainexample70forall r. ExpField r => r -> r -> r9’T SdMainexample69forall r. ExpField r => r -> r -> r4’S IcMainexample67forall g. ExpField g => g -> g5’R KbMainexample66forall r. Real r => r -> r -> r5’Q !IaMainexample65'forall r. ExpField r => r -> r9’P SeMainexample65forall r. ExpField r => r -> r -> r6’O MKMainexample64forall r. Field r => r -> r -> r0’N ALMainexample62forall g. Real g => g -> gC’M gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>’L ]NMainexample60forall g. ExpField g => g -> g -> g -> g8’K S g -> g -> g1’J COMainexample59forall g. Field g => g -> g4’I IRMainexample58forall g. ExpField g => g -> g6’H MSMainexample56forall r. Field r => r -> r -> r4’G IQMainexample54forall r. ExpField r => r -> r ?ÃŒPÙ¦o<Ηg(ó·?u’f ITMainexample57forall g. (ExpRing g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g9’e SFMainexample36forall g. ExpField g => g -> g -> g2’d KdMainherbie7forall a. Semigroup a => a -> a<’c _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-’b AHMainherbie1forall a. Real a => a -> a4’a IUMainexample89forall g. ExpField g => g -> g4’` IVMainexample88forall r. ExpField r => r -> r4’_ IWMainexample87forall r. ExpField r => r -> r0’^ AXMainexample86forall g. Real g => g -> g4’] IYMainexample82forall g. ExpField g => g -> g0’\ AZMainexample81forall g. Ring g => g -> g8’[ Q[Mainexample78forall g. Rg g => g -> g -> g -> g9’Z S\Mainexample77forall g. ExpField g => g -> g -> g9’Y S]Mainexample76forall g. ExpField g => g -> g -> g4’X I^Mainexample75forall r. ExpField r => r -> r:’W U_Mainexample74forall r. Real r => r -> r -> r -> r G·n5êÄ g-ç´x7ñ®zG0’w A5Mainexample19forall g. Real g => g -> g1’v C6Mainexample18forall g. Field g => g -> g@’u a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC’t g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>’s ] Mainexample14forall r. ExpField r => r -> r -> r -> r9’r S9Mainexample13forall r. ExpField r => r -> r -> r0’q A:Mainexample11forall g. Real g => g -> gC’p g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7’o S|Mainexample1forall r. ExpField r => r -> r -> r6’n !MHMainbigenough3Float -> Float -> Float -> Float!’m )HMainherbie3Float -> Float#’l -HMainherbie4String -> String!’k )HMainherbie8Float -> Float$’j !)GMainbigenough1Float -> Float6’i !MFMainbigenough2Float -> Float -> Float -> FloatF’h sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF’g sHMainherbie6forall a. (Show a, Real a) => a -> String -> String ?³|9ý¼†JÐ’[ê©r?0“ AAMainexample45forall r. Real r => r -> r4“ IBMainexample44forall g. ExpField g => g -> g>“ ]CMainexample42forall r. ExpField r => r -> r -> r -> r0“ AHMainexample40forall r. Real r => r -> r;“ WJMainexample39forall r. Field r => r -> r -> r -> r4“ IGMainexample37forall g. ExpField g => g -> g;“ WEMainexample35forall g. Field g => g -> g -> g -> g@“ aIMainexample34forall g. Field g => g -> g -> g -> g -> g4’ IDMainexample33forall g. ExpField g => g -> g9’~ S0Mainexample30forall g. ExpField g => g -> g -> g3’} I=Mainexample3forall g. ExpField g => g -> g>’| ] Mainexample29forall r. ExpField r => r -> r -> r -> r9’{ S1Mainexample28forall r. ExpField r => r -> r -> r@’z a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4’y I3Mainexample24forall r. ExpField r => r -> rJ’x u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g 5Í–X ê³zCÔ“Má¥m55“ KbMainexample66forall r. Real r => r -> r -> r5“ !IaMainexample65'forall r. ExpField r => r -> r9“ SeMainexample65forall r. ExpField r => r -> r -> r6“ MKMainexample64forall r. Field r => r -> r -> r0“ ALMainexample62forall g. Real g => g -> gC“ gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>“ ]NMainexample60forall g. ExpField g => g -> g -> g -> g8“ S g -> g -> g1“ COMainexample59forall g. Field g => g -> g4“ IRMainexample58forall g. ExpField g => g -> g6“ MSMainexample56forall r. Field r => r -> r -> r4“  IQMainexample54forall r. ExpField r => r -> r3“  IHMainexample53forall g. ExpField g => g -> g5“  KPMainexample51forall g. Real g => g -> g -> g;“  W>Mainexample50forall r. Field r => r -> r -> r -> r4“  I?Mainexample49forall g. ExpField g => g -> g0“ A@Mainexample48forall g. Real g => g -> g 8ÉQÓœ`$é¶LÞ§w8<“) _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-“( AHMainherbie1forall a. Real a => a -> a4“' IUMainexample89forall g. ExpField g => g -> g4“& IVMainexample88forall r. ExpField r => r -> r4“% IWMainexample87forall r. ExpField r => r -> r0“$ AXMainexample86forall g. Real g => g -> g4“# IYMainexample82forall g. ExpField g => g -> g0“" AZMainexample81forall g. Ring g => g -> g8“! Q[Mainexample78forall g. Rg g => g -> g -> g -> g9“  S\Mainexample77forall g. ExpField g => g -> g -> g9“ S]Mainexample76forall g. ExpField g => g -> g -> g4“ I^Mainexample75forall r. ExpField r => r -> r:“ U_Mainexample74forall r. Real r => r -> r -> r -> r>“ ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9“ SfMainexample70forall r. ExpField r => r -> r -> r9“ SdMainexample69forall r. ExpField r => r -> r -> r4“ IcMainexample67forall g. ExpField g => g -> g =ËFýÄyS/ö¼vCÆ€=@“: a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC“9 g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>“8 ] Mainexample14forall r. ExpField r => r -> r -> r -> r9“7 S9Mainexample13forall r. ExpField r => r -> r -> r0“6 A:Mainexample11forall g. Real g => g -> gC“5 g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7“4 S|Mainexample1forall r. ExpField r => r -> r -> r6“3 !MHMainbigenough3Float -> Float -> Float -> Float!“2 )HMainherbie3Float -> Float#“1 -HMainherbie4String -> String!“0 )HMainherbie8Float -> Float$“/ !)GMainbigenough1Float -> Float6“. !MFMainbigenough2Float -> Float -> Float -> FloatF“- sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF“, sHMainherbie6forall a. (Show a, Real a) => a -> String -> String9“+ SFMainexample36forall g. ExpField g => g -> g -> g2“* KdMainherbie7forall a. Semigroup a => a -> a GÌ™LÒ–Uã¬i+ï¸zG0“J AHMainexample40forall r. Real r => r -> r;“I WJMainexample39forall r. Field r => r -> r -> r -> r4“H IGMainexample37forall g. ExpField g => g -> g9“G SFMainexample36forall g. ExpField g => g -> g -> g;“F WEMainexample35forall g. Field g => g -> g -> g -> g@“E aIMainexample34forall g. Field g => g -> g -> g -> g -> g4“D IDMainexample33forall g. ExpField g => g -> g9“C S0Mainexample30forall g. ExpField g => g -> g -> g3“B I=Mainexample3forall g. ExpField g => g -> g>“A ] Mainexample29forall r. ExpField r => r -> r -> r -> r9“@ S1Mainexample28forall r. ExpField r => r -> r -> r@“? a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4“> I3Mainexample24forall r. ExpField r => r -> rJ“= u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0“< A5Mainexample19forall g. Real g => g -> g1“; C6Mainexample18forall g. Field g => g -> g 6¿ˆU"ë­u?Ϙd)è¢o66“[ MKMainexample64forall r. Field r => r -> r -> r0“Z ALMainexample62forall g. Real g => g -> gC“Y gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>“X ]NMainexample60forall g. ExpField g => g -> g -> g -> g8“W S g -> g -> g1“V COMainexample59forall g. Field g => g -> g4“U IRMainexample58forall g. ExpField g => g -> g6“T MSMainexample56forall r. Field r => r -> r -> r4“S IQMainexample54forall r. ExpField r => r -> r3“R IHMainexample53forall g. ExpField g => g -> g5“Q KPMainexample51forall g. Real g => g -> g -> g;“P W>Mainexample50forall r. Field r => r -> r -> r -> r4“O I?Mainexample49forall g. ExpField g => g -> g0“N A@Mainexample48forall g. Real g => g -> g0“M AAMainexample45forall r. Real r => r -> r4“L IBMainexample44forall g. ExpField g => g -> g>“K ]CMainexample42forall r. ExpField r => r -> r -> r -> r 2ÄŒTá¥d'ð´x= Ó i24“l IVMainexample88forall r. ExpField r => r -> r4“k IWMainexample87forall r. ExpField r => r -> r0“j AXMainexample86forall g. Real g => g -> g4“i IYMainexample82forall g. ExpField g => g -> g0“h AZMainexample81forall g. Ring g => g -> g8“g Q[Mainexample78forall g. Rg g => g -> g -> g -> g9“f S\Mainexample77forall g. ExpField g => g -> g -> g9“e S]Mainexample76forall g. ExpField g => g -> g -> g4“d I^Mainexample75forall r. ExpField r => r -> r:“c U_Mainexample74forall r. Real r => r -> r -> r -> r>“b ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9“a SfMainexample70forall r. ExpField r => r -> r -> r9“` SdMainexample69forall r. ExpField r => r -> r -> r4“_ IcMainexample67forall g. ExpField g => g -> g5“^ KbMainexample66forall r. Real r => r -> r -> r5“] !IaMainexample65'forall r. ExpField r => r -> r9“\ SeMainexample65forall r. ExpField r => r -> r -> r \É™Z%Ü“Z3éÅŒR Ù\>“} ] Mainexample14forall r. ExpField r => r -> r -> r -> r9“| S9Mainexample13forall r. ExpField r => r -> r -> r0“{ A:Mainexample11forall g. Real g => g -> gC“z g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7“y S|Mainexample1forall r. ExpField r => r -> r -> r6“x !MHMainbigenough3Float -> Float -> Float -> Float!“w )HMainherbie3Float -> Float#“v -HMainherbie4String -> String!“u )HMainherbie8Float -> Float$“t !)GMainbigenough1Float -> Float6“s !MFMainbigenough2Float -> Float -> Float -> FloatF“r sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF“q sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2“p KdMainherbie7forall a. Semigroup a => a -> a<“o _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-“n AHMainherbie1forall a. Real a => a -> a4“m IUMainexample89forall g. ExpField g => g -> g /ºwCÃŒI Ì–Z#à¢f/4”  IGMainexample37forall g. ExpField g => g -> g9”  SFMainexample36forall g. ExpField g => g -> g -> g;”  WEMainexample35forall g. Field g => g -> g -> g -> g@”  aIMainexample34forall g. Field g => g -> g -> g -> g -> g4”  IDMainexample33forall g. ExpField g => g -> g9” S0Mainexample30forall g. ExpField g => g -> g -> g3” I=Mainexample3forall g. ExpField g => g -> g>” ] Mainexample29forall r. ExpField r => r -> r -> r -> r9” S1Mainexample28forall r. ExpField r => r -> r -> r@” a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4” I3Mainexample24forall r. ExpField r => r -> rJ” u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0” A5Mainexample19forall g. Real g => g -> g1” C6Mainexample18forall g. Field g => g -> g@“ a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC“~ g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r 1ÂNä±z<Η^'ó¸w1C” gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>” ]NMainexample60forall g. ExpField g => g -> g -> g -> g8” S g -> g -> g1” COMainexample59forall g. Field g => g -> g4” IRMainexample58forall g. ExpField g => g -> g6” MSMainexample56forall r. Field r => r -> r -> r4” IQMainexample54forall r. ExpField r => r -> r3” IHMainexample53forall g. ExpField g => g -> g5” KPMainexample51forall g. Real g => g -> g -> g;” W>Mainexample50forall r. Field r => r -> r -> r -> r4” I?Mainexample49forall g. ExpField g => g -> g0” A@Mainexample48forall g. Real g => g -> g0” AAMainexample45forall r. Real r => r -> r4” IBMainexample44forall g. ExpField g => g -> g>” ]CMainexample42forall r. ExpField r => r -> r -> r -> r0” AHMainexample40forall r. Real r => r -> r;” WJMainexample39forall r. Field r => r -> r -> r -> r 4Í”X è±u9ø»„H Ñžg40”/ AXMainexample86forall g. Real g => g -> g4”. IYMainexample82forall g. ExpField g => g -> g0”- AZMainexample81forall g. Ring g => g -> g8”, Q[Mainexample78forall g. Rg g => g -> g -> g -> g9”+ S\Mainexample77forall g. ExpField g => g -> g -> g9”* S]Mainexample76forall g. ExpField g => g -> g -> g4”) I^Mainexample75forall r. ExpField r => r -> r:”( U_Mainexample74forall r. Real r => r -> r -> r -> r>”' ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9”& SfMainexample70forall r. ExpField r => r -> r -> r9”% SdMainexample69forall r. ExpField r => r -> r -> r4”$ IcMainexample67forall g. ExpField g => g -> g5”# KbMainexample66forall r. Real r => r -> r -> r5”" !IaMainexample65'forall r. ExpField r => r -> r9”! SeMainexample65forall r. ExpField r => r -> r -> r6”  MKMainexample64forall r. Field r => r -> r -> r0” ALMainexample62forall g. Real g => g -> g lÉ’[+ì·?ö­tM)ߦl7”? S|Mainexample1forall r. ExpField r => r -> r -> r6”> !MHMainbigenough3Float -> Float -> Float -> Float!”= )HMainherbie3Float -> Float#”< -HMainherbie4String -> String!”; )HMainherbie8Float -> Float$”: !)GMainbigenough1Float -> Float6”9 !MFMainbigenough2Float -> Float -> Float -> FloatF”8 sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF”7 sHMainherbie6forall a. (Show a, Real a) => a -> String -> Stringu”6 ITMainexample57forall g. (ExpRing g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g2”5 KdMainherbie7forall a. Semigroup a => a -> a<”4 _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-”3 AHMainherbie1forall a. Real a => a -> a4”2 IUMainexample89forall g. ExpField g => g -> g4”1 IVMainexample88forall r. ExpField r => r -> r4”0 IWMainexample87forall r. ExpField r => r -> r -º‡K ÄMÍ–SÖ d-4”O IDMainexample33forall g. ExpField g => g -> g9”N S0Mainexample30forall g. ExpField g => g -> g -> g3”M I=Mainexample3forall g. ExpField g => g -> g>”L ] Mainexample29forall r. ExpField r => r -> r -> r -> r9”K S1Mainexample28forall r. ExpField r => r -> r -> r@”J a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4”I I3Mainexample24forall r. ExpField r => r -> rJ”H u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0”G A5Mainexample19forall g. Real g => g -> g1”F C6Mainexample18forall g. Field g => g -> g@”E a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC”D g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>”C ] Mainexample14forall r. ExpField r => r -> r -> r -> r9”B S9Mainexample13forall r. ExpField r => r -> r -> r0”A A:Mainexample11forall g. Real g => g -> gC”@ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r 3½C ΛZ#ð½†HÚ£j34”` IRMainexample58forall g. ExpField g => g -> g6”_ MSMainexample56forall r. Field r => r -> r -> r4”^ IQMainexample54forall r. ExpField r => r -> r3”] IHMainexample53forall g. ExpField g => g -> g5”\ KPMainexample51forall g. Real g => g -> g -> g;”[ W>Mainexample50forall r. Field r => r -> r -> r -> r4”Z I?Mainexample49forall g. ExpField g => g -> g0”Y A@Mainexample48forall g. Real g => g -> g0”X AAMainexample45forall r. Real r => r -> r4”W IBMainexample44forall g. ExpField g => g -> g>”V ]CMainexample42forall r. ExpField r => r -> r -> r -> r0”U AHMainexample40forall r. Real r => r -> r;”T WJMainexample39forall r. Field r => r -> r -> r -> r4”S IGMainexample37forall g. ExpField g => g -> g9”R SFMainexample36forall g. ExpField g => g -> g -> g;”Q WEMainexample35forall g. Field g => g -> g -> g -> g@”P aIMainexample34forall g. Field g => g -> g -> g -> g -> g RÌ‘P מb*ò»CÅŽR9”p S]Mainexample76forall g. ExpField g => g -> g -> g4”o I^Mainexample75forall r. ExpField r => r -> r:”n U_Mainexample74forall r. Real r => r -> r -> r -> r>”m ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9”l SfMainexample70forall r. ExpField r => r -> r -> r9”k SdMainexample69forall r. ExpField r => r -> r -> r4”j IcMainexample67forall g. ExpField g => g -> g5”i KbMainexample66forall r. Real r => r -> r -> r5”h !IaMainexample65'forall r. ExpField r => r -> r9”g SeMainexample65forall r. ExpField r => r -> r -> r6”f MKMainexample64forall r. Field r => r -> r -> r0”e ALMainexample62forall g. Real g => g -> gC”d gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>”c ]NMainexample60forall g. ExpField g => g -> g -> g -> g8”b S g -> g -> g1”a COMainexample59forall g. Field g => g -> g CĉVìµ~GØ£ZرgC!• )HMainherbie3Float -> Float#• -HMainherbie4String -> String!• )HMainherbie8Float -> Float$” !)GMainbigenough1Float -> Float6”~ !MFMainbigenough2Float -> Float -> Float -> FloatF”} sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF”| sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2”{ KdMainherbie7forall a. Semigroup a => a -> a<”z _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-”y AHMainherbie1forall a. Real a => a -> a4”x IUMainexample89forall g. ExpField g => g -> g4”w IVMainexample88forall r. ExpField r => r -> r4”v IWMainexample87forall r. ExpField r => r -> r0”u AXMainexample86forall g. Real g => g -> g4”t IYMainexample82forall g. ExpField g => g -> g0”s AZMainexample81forall g. Ring g => g -> g8”r Q[Mainexample78forall g. Rg g => g -> g -> g -> g9”q S\Mainexample77forall g. ExpField g => g -> g -> g -ÇGØ—QÚ§Z#à¤c-3• I=Mainexample3forall g. ExpField g => g -> g>• ] Mainexample29forall r. ExpField r => r -> r -> r -> r9• S1Mainexample28forall r. ExpField r => r -> r -> r@• a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4• I3Mainexample24forall r. ExpField r => r -> rJ•  u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0•  A5Mainexample19forall g. Real g => g -> g1•  C6Mainexample18forall g. Field g => g -> g@•  a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC•  g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>• ] Mainexample14forall r. ExpField r => r -> r -> r -> r9• S9Mainexample13forall r. ExpField r => r -> r -> r0• A:Mainexample11forall g. Real g => g -> gC• g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7• S|Mainexample1forall r. ExpField r => r -> r -> r6• !MHMainbigenough3Float -> Float -> Float -> Float 0ÄJ Й[(ç°}JÕg04•# IQMainexample54forall r. ExpField r => r -> r3•" IHMainexample53forall g. ExpField g => g -> g5•! KPMainexample51forall g. Real g => g -> g -> g;•  W>Mainexample50forall r. Field r => r -> r -> r -> r4• I?Mainexample49forall g. ExpField g => g -> g0• A@Mainexample48forall g. Real g => g -> g0• AAMainexample45forall r. Real r => r -> r4• IBMainexample44forall g. ExpField g => g -> g>• ]CMainexample42forall r. ExpField r => r -> r -> r -> r0• AHMainexample40forall r. Real r => r -> r;• WJMainexample39forall r. Field r => r -> r -> r -> r4• IGMainexample37forall g. ExpField g => g -> g9• SFMainexample36forall g. ExpField g => g -> g -> g;• WEMainexample35forall g. Field g => g -> g -> g -> g@• aIMainexample34forall g. Field g => g -> g -> g -> g -> g4• IDMainexample33forall g. ExpField g => g -> g9• S0Mainexample30forall g. ExpField g => g -> g -> g UÇ\!àšg.òº‚KÓ’U:•3 U_Mainexample74forall r. Real r => r -> r -> r -> r>•2 ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9•1 SfMainexample70forall r. ExpField r => r -> r -> r9•0 SdMainexample69forall r. ExpField r => r -> r -> r4•/ IcMainexample67forall g. ExpField g => g -> g5•. KbMainexample66forall r. Real r => r -> r -> r5•- !IaMainexample65'forall r. ExpField r => r -> r9•, SeMainexample65forall r. ExpField r => r -> r -> r6•+ MKMainexample64forall r. Field r => r -> r -> r0•* ALMainexample62forall g. Real g => g -> gC•) gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>•( ]NMainexample60forall g. ExpField g => g -> g -> g -> g8•' S g -> g -> g1•& COMainexample59forall g. Field g => g -> g4•% IRMainexample58forall g. ExpField g => g -> g6•$ MSMainexample56forall r. Field r => r -> r -> r >ÉQã¬yB Ô¤e0çže>$•D !)GMainbigenough1Float -> Float6•C !MFMainbigenough2Float -> Float -> Float -> FloatF•B sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF•A sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2•@ KdMainherbie7forall a. Semigroup a => a -> a<•? _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-•> AHMainherbie1forall a. Real a => a -> a4•= IUMainexample89forall g. ExpField g => g -> g4•< IVMainexample88forall r. ExpField r => r -> r4•; IWMainexample87forall r. ExpField r => r -> r0•: AXMainexample86forall g. Real g => g -> g4•9 IYMainexample82forall g. ExpField g => g -> g0•8 AZMainexample81forall g. Ring g => g -> g8•7 Q[Mainexample78forall g. Rg g => g -> g -> g -> g9•6 S\Mainexample77forall g. ExpField g => g -> g -> g9•5 S]Mainexample76forall g. ExpField g => g -> g -> g4•4 I^Mainexample75forall r. ExpField r => r -> r 6ܶ’YÙ¦j)ã l9ìµr69•U S1Mainexample28forall r. ExpField r => r -> r -> r@•T a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4•S I3Mainexample24forall r. ExpField r => r -> rJ•R u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0•Q A5Mainexample19forall g. Real g => g -> g1•P C6Mainexample18forall g. Field g => g -> g@•O a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC•N g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>•M ] Mainexample14forall r. ExpField r => r -> r -> r -> r9•L S9Mainexample13forall r. ExpField r => r -> r -> r0•K A:Mainexample11forall g. Real g => g -> gC•J g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7•I S|Mainexample1forall r. ExpField r => r -> r -> r6•H !MHMainbigenough3Float -> Float -> Float -> Float!•G )HMainherbie3Float -> Float#•F -HMainherbie4String -> String!•E )HMainherbie8Float -> Float ^¿‰MÓ•Y"ä±p9Óœ^;•e W>Mainexample50forall r. Field r => r -> r -> r -> r4•d I?Mainexample49forall g. ExpField g => g -> g0•c A@Mainexample48forall g. Real g => g -> g0•b AAMainexample45forall r. Real r => r -> r4•a IBMainexample44forall g. ExpField g => g -> g>•` ]CMainexample42forall r. ExpField r => r -> r -> r -> r0•_ AHMainexample40forall r. Real r => r -> r;•^ WJMainexample39forall r. Field r => r -> r -> r -> r4•] IGMainexample37forall g. ExpField g => g -> g9•\ SFMainexample36forall g. ExpField g => g -> g -> g;•[ WEMainexample35forall g. Field g => g -> g -> g -> g@•Z aIMainexample34forall g. Field g => g -> g -> g -> g -> g4•Y IDMainexample33forall g. ExpField g => g -> g9•X S0Mainexample30forall g. ExpField g => g -> g -> g3•W I=Mainexample3forall g. ExpField g => g -> g>•V ] Mainexample29forall r. ExpField r => r -> r -> r -> r .È’["ë·|;õ‰Mݦj.9•v SfMainexample70forall r. ExpField r => r -> r -> r9•u SdMainexample69forall r. ExpField r => r -> r -> r4•t IcMainexample67forall g. ExpField g => g -> g5•s KbMainexample66forall r. Real r => r -> r -> r5•r !IaMainexample65'forall r. ExpField r => r -> r9•q SeMainexample65forall r. ExpField r => r -> r -> r6•p MKMainexample64forall r. Field r => r -> r -> r0•o ALMainexample62forall g. Real g => g -> gC•n gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>•m ]NMainexample60forall g. ExpField g => g -> g -> g -> g8•l S g -> g -> g1•k COMainexample59forall g. Field g => g -> g4•j IRMainexample58forall g. ExpField g => g -> g6•i MSMainexample56forall r. Field r => r -> r -> r4•h IQMainexample54forall r. ExpField r => r -> r3•g IHMainexample53forall g. ExpField g => g -> g5•f KPMainexample51forall g. Real g => g -> g -> g i¿‚KÓ˜e.ûÄV&ç²iF– sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2– KdMainherbie7forall a. Semigroup a => a -> a<– _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-– AHMainherbie1forall a. Real a => a -> a4– IUMainexample89forall g. ExpField g => g -> g4– IVMainexample88forall r. ExpField r => r -> r4– IWMainexample87forall r. ExpField r => r -> r0• AXMainexample86forall g. Real g => g -> g4•~ IYMainexample82forall g. ExpField g => g -> g0•} AZMainexample81forall g. Ring g => g -> g8•| Q[Mainexample78forall g. Rg g => g -> g -> g -> g9•{ S\Mainexample77forall g. ExpField g => g -> g -> g9•z S]Mainexample76forall g. ExpField g => g -> g -> g4•y I^Mainexample75forall r. ExpField r => r -> r:•x U_Mainexample74forall r. Real r => r -> r -> r -> r>•w ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r C·~W3 é°v0ýÁ€:÷ÃCJ– u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0– A5Mainexample19forall g. Real g => g -> g1– C6Mainexample18forall g. Field g => g -> g@– a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC– g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>– ] Mainexample14forall r. ExpField r => r -> r -> r -> r9– S9Mainexample13forall r. ExpField r => r -> r -> r0– A:Mainexample11forall g. Real g => g -> gC– g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7– S|Mainexample1forall r. ExpField r => r -> r -> r6–  !MHMainbigenough3Float -> Float -> Float -> Float!–  )HMainherbie3Float -> Float#–  -HMainherbie4String -> String!–  )HMainherbie8Float -> Float$–  !)GMainbigenough1Float -> Float6– !MFMainbigenough2Float -> Float -> Float -> FloatF– sHMainherbie5forall a. (Show a, Real a) => String -> a -> String PɆJ Ó—`ߣl.ûºƒP0–' AAMainexample45forall r. Real r => r -> r4–& IBMainexample44forall g. ExpField g => g -> g>–% ]CMainexample42forall r. ExpField r => r -> r -> r -> r0–$ AHMainexample40forall r. Real r => r -> r;–# WJMainexample39forall r. Field r => r -> r -> r -> r4–" IGMainexample37forall g. ExpField g => g -> g9–! SFMainexample36forall g. ExpField g => g -> g -> g;–  WEMainexample35forall g. Field g => g -> g -> g -> g@– aIMainexample34forall g. Field g => g -> g -> g -> g -> g4– IDMainexample33forall g. ExpField g => g -> g9– S0Mainexample30forall g. ExpField g => g -> g -> g3– I=Mainexample3forall g. ExpField g => g -> g>– ] Mainexample29forall r. ExpField r => r -> r -> r -> r9– S1Mainexample28forall r. ExpField r => r -> r -> r@– a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4– I3Mainexample24forall r. ExpField r => r -> r 5Í–X ê³zCÔ“Má¥m55–8 KbMainexample66forall r. Real r => r -> r -> r5–7 !IaMainexample65'forall r. ExpField r => r -> r9–6 SeMainexample65forall r. ExpField r => r -> r -> r6–5 MKMainexample64forall r. Field r => r -> r -> r0–4 ALMainexample62forall g. Real g => g -> gC–3 gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>–2 ]NMainexample60forall g. ExpField g => g -> g -> g -> g8–1 S g -> g -> g1–0 COMainexample59forall g. Field g => g -> g4–/ IRMainexample58forall g. ExpField g => g -> g6–. MSMainexample56forall r. Field r => r -> r -> r4–- IQMainexample54forall r. ExpField r => r -> r3–, IHMainexample53forall g. ExpField g => g -> g5–+ KPMainexample51forall g. Real g => g -> g -> g;–* W>Mainexample50forall r. Field r => r -> r -> r -> r4–) I?Mainexample49forall g. ExpField g => g -> g0–( A@Mainexample48forall g. Real g => g -> g 8ÉQÓœ`$é¶LÞ§w8<–I _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-–H AHMainherbie1forall a. Real a => a -> a4–G IUMainexample89forall g. ExpField g => g -> g4–F IVMainexample88forall r. ExpField r => r -> r4–E IWMainexample87forall r. ExpField r => r -> r0–D AXMainexample86forall g. Real g => g -> g4–C IYMainexample82forall g. ExpField g => g -> g0–B AZMainexample81forall g. Ring g => g -> g8–A Q[Mainexample78forall g. Rg g => g -> g -> g -> g9–@ S\Mainexample77forall g. ExpField g => g -> g -> g9–? S]Mainexample76forall g. ExpField g => g -> g -> g4–> I^Mainexample75forall r. ExpField r => r -> r:–= U_Mainexample74forall r. Real r => r -> r -> r -> r>–< ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9–; SfMainexample70forall r. ExpField r => r -> r -> r9–: SdMainexample69forall r. ExpField r => r -> r -> r4–9 IcMainexample67forall g. ExpField g => g -> g EË‚9Ùµk2ø²C¼yE1–Z C6Mainexample18forall g. Field g => g -> g@–Y a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC–X g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>–W ] Mainexample14forall r. ExpField r => r -> r -> r -> r9–V S9Mainexample13forall r. ExpField r => r -> r -> r0–U A:Mainexample11forall g. Real g => g -> gC–T g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7–S S|Mainexample1forall r. ExpField r => r -> r -> r6–R !MHMainbigenough3Float -> Float -> Float -> Float!–Q )HMainherbie3Float -> Float#–P -HMainherbie4String -> String!–O )HMainherbie8Float -> Float$–N !)GMainbigenough1Float -> Float6–M !MFMainbigenough2Float -> Float -> Float -> FloatF–L sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF–K sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2–J KdMainherbie7forall a. Semigroup a => a -> a :Í€IʉSà_#ì®{:>–j ]CMainexample42forall r. ExpField r => r -> r -> r -> r0–i AHMainexample40forall r. Real r => r -> r;–h WJMainexample39forall r. Field r => r -> r -> r -> r4–g IGMainexample37forall g. ExpField g => g -> g9–f SFMainexample36forall g. ExpField g => g -> g -> g;–e WEMainexample35forall g. Field g => g -> g -> g -> g@–d aIMainexample34forall g. Field g => g -> g -> g -> g -> g4–c IDMainexample33forall g. ExpField g => g -> g9–b S0Mainexample30forall g. ExpField g => g -> g -> g3–a I=Mainexample3forall g. ExpField g => g -> g>–` ] Mainexample29forall r. ExpField r => r -> r -> r -> r9–_ S1Mainexample28forall r. ExpField r => r -> r -> r@–^ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4–] I3Mainexample24forall r. ExpField r => r -> rJ–\ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0–[ A5Mainexample19forall g. Real g => g -> g ;É–c,I›d0õ´n;0–z ALMainexample62forall g. Real g => g -> gC–y gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>–x ]NMainexample60forall g. ExpField g => g -> g -> g -> g8–w S g -> g -> g1–v COMainexample59forall g. Field g => g -> g4–u IRMainexample58forall g. ExpField g => g -> gr–t CTMainexample57forall g. (Ord_ g, Normed g, Ring g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6–s MSMainexample56forall r. Field r => r -> r -> r4–r IQMainexample54forall r. ExpField r => r -> r3–q IHMainexample53forall g. ExpField g => g -> g5–p KPMainexample51forall g. Real g => g -> g -> g;–o W>Mainexample50forall r. Field r => r -> r -> r -> r4–n I?Mainexample49forall g. ExpField g => g -> g0–m A@Mainexample48forall g. Real g => g -> g0–l AAMainexample45forall r. Real r => r -> r4–k IBMainexample44forall g. ExpField g => g -> g 0Ç‹Sä¨l+î·{?Ñšg04—  IWMainexample87forall r. ExpField r => r -> r0—  AXMainexample86forall g. Real g => g -> g4—  IYMainexample82forall g. ExpField g => g -> g0— AZMainexample81forall g. Ring g => g -> g8— Q[Mainexample78forall g. Rg g => g -> g -> g -> g9— S\Mainexample77forall g. ExpField g => g -> g -> g9— S]Mainexample76forall g. ExpField g => g -> g -> g4— I^Mainexample75forall r. ExpField r => r -> r:— U_Mainexample74forall r. Real r => r -> r -> r -> r>— ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9— SfMainexample70forall r. ExpField r => r -> r -> r9— SdMainexample69forall r. ExpField r => r -> r -> r4– IcMainexample67forall g. ExpField g => g -> g5–~ KbMainexample66forall r. Real r => r -> r -> r5–} !IaMainexample65'forall r. ExpField r => r -> r9–| SeMainexample65forall r. ExpField r => r -> r -> r6–{ MKMainexample64forall r. Field r => r -> r -> r fÉ’b#î¥\#üزŽUÕ¢f9— S9Mainexample13forall r. ExpField r => r -> r -> r0— A:Mainexample11forall g. Real g => g -> gC— g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7— S|Mainexample1forall r. ExpField r => r -> r -> r6— !MHMainbigenough3Float -> Float -> Float -> Float!— )HMainherbie3Float -> Float#— -HMainherbie4String -> String!— )HMainherbie8Float -> Float$— !)GMainbigenough1Float -> Float6— !MFMainbigenough2Float -> Float -> Float -> FloatF— sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF— sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2— KdMainherbie7forall a. Semigroup a => a -> a<— _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-— AHMainherbie1forall a. Real a => a -> a4—  IUMainexample89forall g. ExpField g => g -> g4—  IVMainexample88forall r. ExpField r => r -> r a¿y6Ï‚KÌ‹UâŸa;—+ WEMainexample35forall g. Field g => g -> g -> g -> g@—* aIMainexample34forall g. Field g => g -> g -> g -> g -> g4—) IDMainexample33forall g. ExpField g => g -> g9—( S0Mainexample30forall g. ExpField g => g -> g -> g3—' I=Mainexample3forall g. ExpField g => g -> g>—& ] Mainexample29forall r. ExpField r => r -> r -> r -> r9—% S1Mainexample28forall r. ExpField r => r -> r -> r@—$ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4—# I3Mainexample24forall r. ExpField r => r -> rJ—" u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0—! A5Mainexample19forall g. Real g => g -> g1—  C6Mainexample18forall g. Field g => g -> g@— a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC— g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>— ] Mainexample14forall r. ExpField r => r -> r -> r -> r ?ÄOÛ¤q>É‘[$ëv?4—; IRMainexample58forall g. ExpField g => g -> gr—: CTMainexample57forall g. (Ord_ g, Normed g, Ring g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6—9 MSMainexample56forall r. Field r => r -> r -> r4—8 IQMainexample54forall r. ExpField r => r -> r3—7 IHMainexample53forall g. ExpField g => g -> g5—6 KPMainexample51forall g. Real g => g -> g -> g;—5 W>Mainexample50forall r. Field r => r -> r -> r -> r4—4 I?Mainexample49forall g. ExpField g => g -> g0—3 A@Mainexample48forall g. Real g => g -> g0—2 AAMainexample45forall r. Real r => r -> r4—1 IBMainexample44forall g. ExpField g => g -> g>—0 ]CMainexample42forall r. ExpField r => r -> r -> r -> r0—/ AHMainexample40forall r. Real r => r -> r;—. WJMainexample39forall r. Field r => r -> r -> r -> r4—- IGMainexample37forall g. ExpField g => g -> g9—, SFMainexample36forall g. ExpField g => g -> g -> g^ÌûÌÒØÞäêðöü &,28>DJPV\bhntz€†Œ’˜ž¤ª°¶¼ÂÈÎÔÚàæìòøþ "(.4:@FLRX^djpv|‚ˆŽ”š ¦¬²¸¾ÄÊÐÖÜâèîôú@FLRX^djpv|‚ˆŽ”š ¦¬²¸¾ÄÊÐÖÜâèîôú¦—;¨—K©—]ª—j«—z¬˜ ­˜®˜*¯˜;°˜L±˜\²˜l³˜}´™ µ™¶™/·™@¸™P¹™`º™q»š¼š½š¾šÄš,Èš<ΚMÓš]ÕšmØš}Ú› Û›‡“:ˆ“J‰“[Š“l‹“}Œ” ”Ž”/”?”O‘”`’”p“•”•••#–•3—•D˜•U™•eš•v›–œ––'ž–8Ÿ–I –Z¡–j¢–z£— ¤—¥—+¦—;¨—K©—]ª—j«—z¬˜ ­˜®˜*¯˜;°˜L±˜\²˜l³˜}´™ µ™¶™/·™@¸™P¹™`º™q»š¼š½š¾šÄš,Èš<ΚMÓš]ÕšmØš}Ú› ۛܛ.Ý›>Þ›Oß›_à›oá›âœãœ!äœ1åœAæœQçœaèœréêë"ì3íCîSïcðsñžòžóž&ôž6õžFöžW÷žgøžxùŸúŸ RÌ‘P מb*ò»CÅŽR9—K S]Mainexample76forall g. ExpField g => g -> g -> g4—J I^Mainexample75forall r. ExpField r => r -> r:—I U_Mainexample74forall r. Real r => r -> r -> r -> r>—H ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9—G SfMainexample70forall r. ExpField r => r -> r -> r9—F SdMainexample69forall r. ExpField r => r -> r -> r4—E IcMainexample67forall g. ExpField g => g -> g5—D KbMainexample66forall r. Real r => r -> r -> r5—C !IaMainexample65'forall r. ExpField r => r -> r9—B SeMainexample65forall r. ExpField r => r -> r -> r6—A MKMainexample64forall r. Field r => r -> r -> r0—@ ALMainexample62forall g. Real g => g -> gC—? gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>—> ]NMainexample60forall g. ExpField g => g -> g -> g -> g8—= S g -> g -> g1—< COMainexample59forall g. Field g => g -> g CĉVìµ~GØ£ZرgC!—] )HMainherbie3Float -> Float#—\ -HMainherbie4String -> String!—[ )HMainherbie8Float -> Float$—Z !)GMainbigenough1Float -> Float6—Y !MFMainbigenough2Float -> Float -> Float -> FloatF—X sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF—W sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2—V KdMainherbie7forall a. Semigroup a => a -> a<—U _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-—T AHMainherbie1forall a. Real a => a -> a4—S IUMainexample89forall g. ExpField g => g -> g4—R IVMainexample88forall r. ExpField r => r -> r4—Q IWMainexample87forall r. ExpField r => r -> r0—P AXMainexample86forall g. Real g => g -> g4—O IYMainexample82forall g. ExpField g => g -> g0—N AZMainexample81forall g. Ring g => g -> g8—M Q[Mainexample78forall g. Rg g => g -> g -> g -> g9—L S\Mainexample77forall g. ExpField g => g -> g -> g 6ÇRälô½†× i60—j AXMainexample86forall g. Real g => g -> g4—i IWMainexample87forall r. ExpField r => r -> r4—h IVMainexample88forall r. ExpField r => r -> r4—g IUMainexample89forall g. ExpField g => g -> gu—f ITMainexample57forall g. (ExpRing g, Normed g, Ord_ g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g4—e IgMainexample57forall g. ExpField g => g -> g4—d IgMainexample57forall g. ExpField g => g -> gu—c ITMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> gu—b ITMainexample57forall g. (Normed g, Ord_ g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g4—a IgMainexample57forall g. ExpField g => g -> g4—` IgMainexample57forall g. ExpField g => g -> gr—_ CTMainexample57forall g. (Ord_ g, Normed g, Ring g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6—^ !MHMainbigenough3Float -> Float -> Float -> Float gÉ–[ã¬o.ò¶GÓšg0—z ALMainexample62forall g. Real g => g -> g6—y MKMainexample64forall r. Field r => r -> r -> r9—x SeMainexample65forall r. ExpField r => r -> r -> r5—w !IaMainexample65'forall r. ExpField r => r -> r5—v KbMainexample66forall r. Real r => r -> r -> r4—u IcMainexample67forall g. ExpField g => g -> g9—t SdMainexample69forall r. ExpField r => r -> r -> r9—s SfMainexample70forall r. ExpField r => r -> r -> r>—r ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r:—q U_Mainexample74forall r. Real r => r -> r -> r -> r4—p I^Mainexample75forall r. ExpField r => r -> r9—o S]Mainexample76forall g. ExpField g => g -> g -> g9—n S\Mainexample77forall g. ExpField g => g -> g -> g8—m Q[Mainexample78forall g. Rg g => g -> g -> g -> g0—l AZMainexample81forall g. Ring g => g -> g4—k IYMainexample82forall g. ExpField g => g -> g 5ºyEÕžh0ò»ˆUݪl54˜  IGMainexample37forall g. ExpField g => g -> g;˜  WJMainexample39forall r. Field r => r -> r -> r -> r0˜  AHMainexample40forall r. Real r => r -> r>˜ ]CMainexample42forall r. ExpField r => r -> r -> r -> r4˜ IBMainexample44forall g. ExpField g => g -> g0˜ AAMainexample45forall r. Real r => r -> r0˜ A@Mainexample48forall g. Real g => g -> g4˜ I?Mainexample49forall g. ExpField g => g -> g;˜ W>Mainexample50forall r. Field r => r -> r -> r -> r5˜ KPMainexample51forall g. Real g => g -> g -> g3˜ IHMainexample53forall g. ExpField g => g -> g4˜ IQMainexample54forall r. ExpField r => r -> r6— MSMainexample56forall r. Field r => r -> r -> r4—~ IRMainexample58forall g. ExpField g => g -> g1—} COMainexample59forall g. Field g => g -> g>—| ]NMainexample60forall g. ExpField g => g -> g -> g -> gC—{ gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g [ĆC ÐSÙŒY%âœ[>˜ ] Mainexample14forall r. ExpField r => r -> r -> r -> rC˜ g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r@˜ a7Mainexample16forall r. Field r => r -> r -> r -> r -> r1˜ C6Mainexample18forall g. Field g => g -> g0˜ A5Mainexample19forall g. Real g => g -> gJ˜ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4˜ I3Mainexample24forall r. ExpField r => r -> r@˜ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r9˜ S1Mainexample28forall r. ExpField r => r -> r -> r>˜ ] Mainexample29forall r. ExpField r => r -> r -> r -> r9˜ S0Mainexample30forall g. ExpField g => g -> g -> g4˜ IDMainexample33forall g. ExpField g => g -> g@˜ aIMainexample34forall g. Field g => g -> g -> g -> g -> g;˜  WEMainexample35forall g. Field g => g -> g -> g -> g9˜  SFMainexample36forall g. ExpField g => g -> g -> g KÄ‘KÚ¥f6Á‡>õ¼•qK#˜* -HMainherbie4String -> String!˜) )HMainherbie8Float -> Float$˜( !)GMainbigenough1Float -> Float6˜' !MFMainbigenough2Float -> Float -> Float -> FloatF˜& sHMainherbie6forall a. (Show a, Real a) => a -> String -> StringF˜% sHMainherbie5forall a. (Show a, Real a) => String -> a -> String7˜$ S|Mainexample1forall r. ExpField r => r -> r -> rr˜# CTMainexample57forall g. (Ring g, Normed g, Ord_ g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g-˜" AHMainherbie1forall a. Real a => a -> a<˜! _eMainherbie2forall a. Real a => a -> a -> a -> a -> a2˜  KdMainherbie7forall a. Semigroup a => a -> a3˜ I=Mainexample3forall g. ExpField g => g -> g8˜ S g -> g -> gC˜ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r0˜ A:Mainexample11forall g. Real g => g -> g9˜ S9Mainexample13forall r. ExpField r => r -> r -> r JÜ£l5þË”a&ê®w:ù½J4˜; IcMainexample67forall g. ExpField g => g -> g9˜: SdMainexample69forall r. ExpField r => r -> r -> r9˜9 SfMainexample70forall r. ExpField r => r -> r -> r>˜8 ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r:˜7 U_Mainexample74forall r. Real r => r -> r -> r -> r4˜6 I^Mainexample75forall r. ExpField r => r -> r9˜5 S]Mainexample76forall g. ExpField g => g -> g -> g9˜4 S\Mainexample77forall g. ExpField g => g -> g -> g8˜3 Q[Mainexample78forall g. Rg g => g -> g -> g -> g0˜2 AZMainexample81forall g. Ring g => g -> g4˜1 IYMainexample82forall g. ExpField g => g -> g0˜0 AXMainexample86forall g. Real g => g -> g4˜/ IWMainexample87forall r. ExpField r => r -> r4˜. IVMainexample88forall r. ExpField r => r -> r4˜- IUMainexample89forall g. ExpField g => g -> g6˜, !MHMainbigenough3Float -> Float -> Float -> Float!˜+ )HMainherbie3Float -> Float =ÈTè¢a-ö½†PÚ£p=0˜L AAMainexample45forall r. Real r => r -> r0˜K A@Mainexample48forall g. Real g => g -> g4˜J I?Mainexample49forall g. ExpField g => g -> g;˜I W>Mainexample50forall r. Field r => r -> r -> r -> r5˜H KPMainexample51forall g. Real g => g -> g -> g3˜G IHMainexample53forall g. ExpField g => g -> g4˜F IQMainexample54forall r. ExpField r => r -> r6˜E MSMainexample56forall r. Field r => r -> r -> r4˜D IRMainexample58forall g. ExpField g => g -> g1˜C COMainexample59forall g. Field g => g -> g>˜B ]NMainexample60forall g. ExpField g => g -> g -> g -> gC˜A gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g0˜@ ALMainexample62forall g. Real g => g -> g6˜? MKMainexample64forall r. Field r => r -> r -> r9˜> SeMainexample65forall r. ExpField r => r -> r -> r5˜= !IaMainexample65'forall r. ExpField r => r -> r5˜< KbMainexample66forall r. Real r => r -> r -> r 9ɈUà¤f#ì°o3ð¹l90˜\ A5Mainexample19forall g. Real g => g -> gJ˜[ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4˜Z I3Mainexample24forall r. ExpField r => r -> r@˜Y a2Mainexample26forall r. Field r => r -> r -> r -> r -> r9˜X S1Mainexample28forall r. ExpField r => r -> r -> r>˜W ] Mainexample29forall r. ExpField r => r -> r -> r -> r9˜V S0Mainexample30forall g. ExpField g => g -> g -> g4˜U IDMainexample33forall g. ExpField g => g -> g@˜T aIMainexample34forall g. Field g => g -> g -> g -> g -> g;˜S WEMainexample35forall g. Field g => g -> g -> g -> g9˜R SFMainexample36forall g. ExpField g => g -> g -> g4˜Q IGMainexample37forall g. ExpField g => g -> g;˜P WJMainexample39forall r. Field r => r -> r -> r -> r0˜O AHMainexample40forall r. Real r => r -> r>˜N ]CMainexample42forall r. ExpField r => r -> r -> r -> r4˜M IBMainexample44forall g. ExpField g => g -> g 5̉CÆ“Mܧh8Ç~5F˜l sHMainherbie6forall a. (Show a, Real a) => a -> String -> StringF˜k sHMainherbie5forall a. (Show a, Real a) => String -> a -> String7˜j S|Mainexample1forall r. ExpField r => r -> r -> r4˜i IgMainexample57forall g. ExpField g => g -> g-˜h AHMainherbie1forall a. Real a => a -> a<˜g _eMainherbie2forall a. Real a => a -> a -> a -> a -> a2˜f KdMainherbie7forall a. Semigroup a => a -> a3˜e I=Mainexample3forall g. ExpField g => g -> g8˜d S g -> g -> gC˜c g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r0˜b A:Mainexample11forall g. Real g => g -> g9˜a S9Mainexample13forall r. ExpField r => r -> r -> r>˜` ] Mainexample14forall r. ExpField r => r -> r -> r -> rC˜_ g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r@˜^ a7Mainexample16forall r. Field r => r -> r -> r -> r -> r1˜] C6Mainexample18forall g. Field g => g -> g UÇ |V2ù¿yF Ƀ@ ÙŒU4˜} I3Mainexample24forall r. ExpField r => r -> rJ˜| u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0˜{ A5Mainexample19forall g. Real g => g -> g1˜z C6Mainexample18forall g. Field g => g -> g@˜y a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC˜x g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>˜w ] Mainexample14forall r. ExpField r => r -> r -> r -> r9˜v S9Mainexample13forall r. ExpField r => r -> r -> r0˜u A:Mainexample11forall g. Real g => g -> gC˜t g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7˜s S|Mainexample1forall r. ExpField r => r -> r -> r6˜r !MHMainbigenough3Float -> Float -> Float -> Float!˜q )HMainherbie3Float -> Float#˜p -HMainherbie4String -> String!˜o )HMainherbie8Float -> Float$˜n !)GMainbigenough1Float -> Float6˜m !MFMainbigenough2Float -> Float -> Float -> Float T½@ ΗTÚ£e2ñº‡T0™  A@Mainexample48forall g. Real g => g -> g0™  AAMainexample45forall r. Real r => r -> r4™  IBMainexample44forall g. ExpField g => g -> g>™  ]CMainexample42forall r. ExpField r => r -> r -> r -> r0™  AHMainexample40forall r. Real r => r -> r;™ WJMainexample39forall r. Field r => r -> r -> r -> r4™ IGMainexample37forall g. ExpField g => g -> g9™ SFMainexample36forall g. ExpField g => g -> g -> g;™ WEMainexample35forall g. Field g => g -> g -> g -> g@™ aIMainexample34forall g. Field g => g -> g -> g -> g -> g4™ IDMainexample33forall g. ExpField g => g -> g9™ S0Mainexample30forall g. ExpField g => g -> g -> g3™ I=Mainexample3forall g. ExpField g => g -> g>™ ] Mainexample29forall r. ExpField r => r -> r -> r -> r9˜ S1Mainexample28forall r. ExpField r => r -> r -> r@˜~ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r 1É‹Sæ­v? ÐIÝ¡i15™ KbMainexample66forall r. Real r => r -> r -> r5™ !IaMainexample65'forall r. ExpField r => r -> r9™ SeMainexample65forall r. ExpField r => r -> r -> r6™ MKMainexample64forall r. Field r => r -> r -> r0™ ALMainexample62forall g. Real g => g -> gC™ gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>™ ]NMainexample60forall g. ExpField g => g -> g -> g -> g8™ S g -> g -> g1™ COMainexample59forall g. Field g => g -> g4™ IRMainexample58forall g. ExpField g => g -> g4™ IgMainexample57forall g. ExpField g => g -> g6™ MSMainexample56forall r. Field r => r -> r -> r4™ IQMainexample54forall r. ExpField r => r -> r3™ IHMainexample53forall g. ExpField g => g -> g5™ KPMainexample51forall g. Real g => g -> g -> g;™ W>Mainexample50forall r. Field r => r -> r -> r -> r4™ I?Mainexample49forall g. ExpField g => g -> g 8ÉQÓœ`$é¶LÞ§w8<™/ _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-™. AHMainherbie1forall a. Real a => a -> a4™- IUMainexample89forall g. ExpField g => g -> g4™, IVMainexample88forall r. ExpField r => r -> r4™+ IWMainexample87forall r. ExpField r => r -> r0™* AXMainexample86forall g. Real g => g -> g4™) IYMainexample82forall g. ExpField g => g -> g0™( AZMainexample81forall g. Ring g => g -> g8™' Q[Mainexample78forall g. Rg g => g -> g -> g -> g9™& S\Mainexample77forall g. ExpField g => g -> g -> g9™% S]Mainexample76forall g. ExpField g => g -> g -> g4™$ I^Mainexample75forall r. ExpField r => r -> r:™# U_Mainexample74forall r. Real r => r -> r -> r -> r>™" ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9™! SfMainexample70forall r. ExpField r => r -> r -> r9™  SdMainexample69forall r. ExpField r => r -> r -> r4™ IcMainexample67forall g. ExpField g => g -> g EË‚9Ùµk2ø²C¼yE1™@ C6Mainexample18forall g. Field g => g -> g@™? a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC™> g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>™= ] Mainexample14forall r. ExpField r => r -> r -> r -> r9™< S9Mainexample13forall r. ExpField r => r -> r -> r0™; A:Mainexample11forall g. Real g => g -> gC™: g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7™9 S|Mainexample1forall r. ExpField r => r -> r -> r6™8 !MHMainbigenough3Float -> Float -> Float -> Float!™7 )HMainherbie3Float -> Float#™6 -HMainherbie4String -> String!™5 )HMainherbie8Float -> Float$™4 !)GMainbigenough1Float -> Float6™3 !MFMainbigenough2Float -> Float -> Float -> FloatF™2 sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF™1 sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2™0 KdMainherbie7forall a. Semigroup a => a -> a :Í€IʉSà_#ì®{:>™P ]CMainexample42forall r. ExpField r => r -> r -> r -> r0™O AHMainexample40forall r. Real r => r -> r;™N WJMainexample39forall r. Field r => r -> r -> r -> r4™M IGMainexample37forall g. ExpField g => g -> g9™L SFMainexample36forall g. ExpField g => g -> g -> g;™K WEMainexample35forall g. Field g => g -> g -> g -> g@™J aIMainexample34forall g. Field g => g -> g -> g -> g -> g4™I IDMainexample33forall g. ExpField g => g -> g9™H S0Mainexample30forall g. ExpField g => g -> g -> g3™G I=Mainexample3forall g. ExpField g => g -> g>™F ] Mainexample29forall r. ExpField r => r -> r -> r -> r9™E S1Mainexample28forall r. ExpField r => r -> r -> r@™D a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4™C I3Mainexample24forall r. ExpField r => r -> rJ™B u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g0™A A5Mainexample19forall g. Real g => g -> g 8É–c,I˜a-ò±k80™` ALMainexample62forall g. Real g => g -> gC™_ gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>™^ ]NMainexample60forall g. ExpField g => g -> g -> g -> g8™] S g -> g -> g1™\ COMainexample59forall g. Field g => g -> g4™[ IRMainexample58forall g. ExpField g => g -> gu™Z ITMainexample57forall g. (ExpRing g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6™Y MSMainexample56forall r. Field r => r -> r -> r4™X IQMainexample54forall r. ExpField r => r -> r3™W IHMainexample53forall g. ExpField g => g -> g5™V KPMainexample51forall g. Real g => g -> g -> g;™U W>Mainexample50forall r. Field r => r -> r -> r -> r4™T I?Mainexample49forall g. ExpField g => g -> g0™S A@Mainexample48forall g. Real g => g -> g0™R AAMainexample45forall r. Real r => r -> r4™Q IBMainexample44forall g. ExpField g => g -> g 0Ç‹Sä¨l+î·{?Ñšg04™q IWMainexample87forall r. ExpField r => r -> r0™p AXMainexample86forall g. Real g => g -> g4™o IYMainexample82forall g. ExpField g => g -> g0™n AZMainexample81forall g. Ring g => g -> g8™m Q[Mainexample78forall g. Rg g => g -> g -> g -> g9™l S\Mainexample77forall g. ExpField g => g -> g -> g9™k S]Mainexample76forall g. ExpField g => g -> g -> g4™j I^Mainexample75forall r. ExpField r => r -> r:™i U_Mainexample74forall r. Real r => r -> r -> r -> r>™h ]`Mainexample73forall r. (ExpRing r, Field r) => r -> r9™g SfMainexample70forall r. ExpField r => r -> r -> r9™f SdMainexample69forall r. ExpField r => r -> r -> r4™e IcMainexample67forall g. ExpField g => g -> g5™d KbMainexample66forall r. Real r => r -> r -> r5™c !IaMainexample65'forall r. ExpField r => r -> r9™b SeMainexample65forall r. ExpField r => r -> r -> r6™a MKMainexample64forall r. Field r => r -> r -> r hÉ’b#î¥\#üزŽUÝhrš CTMainexample57forall g. (Ring g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> gu™ ITMainexample57forall g. (ExpRing g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6™~ !MHMainbigenough3Float -> Float -> Float -> Float!™} )HMainherbie3Float -> Float#™| -HMainherbie4String -> String!™{ )HMainherbie8Float -> Float$™z !)GMainbigenough1Float -> Float6™y !MFMainbigenough2Float -> Float -> Float -> FloatF™x sHMainherbie5forall a. (Show a, Real a) => String -> a -> StringF™w sHMainherbie6forall a. (Show a, Real a) => a -> String -> String2™v KdMainherbie7forall a. Semigroup a => a -> a<™u _eMainherbie2forall a. Real a => a -> a -> a -> a -> a-™t AHMainherbie1forall a. Real a => a -> a4™s IUMainexample89forall g. ExpField g => g -> g4™r IVMainexample88forall r. ExpField r => r -> r X‹¡,·BÍXrš CTMainexample57forall g. (Ord_ g, Ring g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> grš CTMainexample57forall g. (Ord_ g, Ring g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> grš CTMainexample57forall g. (Ring g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> grš CTMainexample57forall g. (Ring g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> grš CTMainexample57forall g. (Ring g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> grš CTMainexample57forall g. (Ring g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> grš CTMainexample57forall g. (Ring g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> grš CTMainexample57forall g. (Ring g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g I‹¡)±9ÁIuš IhMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> guš IhMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> guš IhMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> guš  ITMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> guš  ITMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> grš  CTMainexample57forall g. (Ord_ g, Ring g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> grš  CTMainexample57forall g. (Ord_ g, Ring g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> grš  CTMainexample57forall g. (Ord_ g, Ring g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g Lˆ˜ ¨wF䳂L3š GmMainexample57forall g. ExpRing g => g -> g.š =lMainexample57forall r. Rg r => r -> r.š =lMainexample57forall r. Rg r => r -> r.š =lMainexample57forall r. Rg r => r -> r.š =lMainexample57forall r. Rg r => r -> r.š =kMainexample57forall r. Rg r => r -> r.š =kMainexample57forall r. Rg r => r -> ruš IjMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> guš IjMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> guš IiMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> guš IiMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> guš IhMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g ÆÆù&]‹ºëGz¹ý*J~º2g(- (sqrt (+ herbie0 1)) (sqrt (- herbie0 1)))€,[(- (sqrt (+ herbie0 1)) (sqrt herbie0))‰6o(- (sqrt (+ herbie0 1.0)) (sqrt (- herbie0 1.0)))c-_(- (sqrt (+ herbie0 1.0)) (sqrt herbie0))H._(- (sqrt (+ herbie0 100)) (sqrt herbie0))v0c(- (sqrt (+ herbie0 100.0)) (sqrt herbie0))Y,[(- (sqrt (+ herbie0 2)) (sqrt herbie0))q._(- (sqrt (+ herbie0 2.0)) (sqrt herbie0))U2g(- (sqrt (+ herbie0 herbie1)) (sqrt herbie1))<>(- (sqrt (- herbie0 2)) (sqrt (- (* herbie0 herbie0) 3)))‹C(- (sqrt (- herbie0 2.0)) (sqrt (- (* herbie0 herbie0) 3.0)))B,[(- (sqrt (sin herbie0)) (sqrt herbie0))LA(- (sqrt herbie0) herbie0)g3i(- 1.0 (* herbie0 (+ 0.253 (* herbie0 0.12))))Ä;{(- 1.0 (/ (* (- 1.0 herbie0) herbie1) (+ herbie1 1.0)))vE (- 1.0 (/ herbie0 (* (- herbie1 herbie2) (- herbie1 herbie3))))ë .Òk‚nUo(- (expt herbie0 3.0) (sin herbie0))(- (* herbie0 (* herbie0 herbie0)) (sin herbie0))?”?®B‚mII(- (expt herbie0 3.0) herbie0)(- (expt herbie0 3.0) herbie0)„X‚l…kƒ/(* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* (* herbie0 herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0)(* (* (expt herbie0 12) (sqr (* herbie0 (* herbie0 herbie0)))) (* (* (sqr herbie0) (* herbie0 (* herbie0 (* herbie0 herbie0)))) (* herbie0 (* herbie0 (* herbie0 (* herbie0 (* herbie0 (* herbie0 herbie0))))))))?°ìÀƒ!ë0?²‚€[çN‚kCC(* (* (* (* (* (* (* herbie0 herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0)(* herbie0 (* herbie0 (* herbie0 (* herbie0 (* herbie0 (* herbie0 (* herbie0 herbie0)))))))?½Á@N­ó„?½Á@N­ó„erbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0)l +uÎð5WŽ»Û+I(* herbie0 (- (- (/ herbie1 herbie0) 1) (log (/ herbie1 herbie0))))}X1(* 2.0 (sqrt (+ (+ (* herbie0 herbie1) (* herbie0 herbie2)) (* herbie1 herbie2))))€!G(* 200.0 (- herbie0 herbie1))!D (* 3.0 (+ (- (* (* herbie0 3.0) herbie0) (* herbie0 4.0)) 1.0))p!G(* 500.0 (- herbie0 herbie1)) 6o(* herbie0 (+ (+ herbie1 0.12) (/ 0.11 herbie1))),,[(* herbie0 (+ 1.0 (* herbie1 herbie1)))ûC(* herbie0 (+ herbie1 1.0))$K(* herbie0 (+ herbie1 herbie1))úerbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0) herbie0)l -Ê—d1þ˘b,öÀŠTÜd-4š, IqMainexample89forall g. ExpField g => g -> guš+ IpMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> guš* IpMainexample57forall g. (ExpRing g, Ord_ g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g3š) GoMainexample57forall g. ExpRing g => g -> g3š( GoMainexample57forall g. ExpRing g => g -> g3š' GoMainexample57forall g. ExpRing g => g -> g3š& GoMainexample57forall g. ExpRing g => g -> g3š% GmMainexample57forall g. ExpRing g => g -> g3š$ GmMainexample57forall g. ExpRing g => g -> g0š# AnMainexample57forall g. Real g => g -> g0š" AnMainexample57forall g. Real g => g -> g0š! AnMainexample57forall g. Real g => g -> g0š  AnMainexample57forall g. Real g => g -> g0š AnMainexample57forall g. Real g => g -> g0š AnMainexample57forall g. Real g => g -> g3š GmMainexample57forall g. ExpRing g => g -> g ((\˜Þ"Nvš¾$Y•3i(- 1.0 (* herbie0 (+ 0.253 (* herbie0 0.12))))Ä;{(- 1.0 (/ (* (- 1.0 herbie0) herbie1) (+ herbie1 1.0)))vE (- 1.0 (/ herbie0 (* (- herbie1 herbie2) (- herbie1 herbie3))))ëC(- 1.0 (log (- 1.0 (/ (- herbie0 herbie1) (- 1.0 herbie1)))))Å+[(- herbie0 (* (* herbie1 4.0) herbie2))+'S(- herbie0 (* (/ 3.0 8.0) herbie1))9#K(- herbie0 (* herbie1 herbie1))}#K(- herbie0 (* herbie1 herbie2))(eK(- herbie0 (/ (* (* herbie1 2.0) herbie2) (- (* (* herbie2 2.0) herbie2) (* herbie1 herbie3))))–4k(- herbie0 (/ (* herbie1 (+ herbie1 1.0)) 2.0)).;{(- herbie0 (/ (* herbie1 (- herbie2 herbie3)) herbie4))jU(- herbie0 (/ (+ 2.30753 (* herbie0 0.27061)) (+ 1.0 (* (+ 0.99229 (* herbie0 4.481e-2)) herbie0))))Ím8Nà8«(­Åpc(/ (+ (- (* (* herbie0 9.0) herbie1) (* (* (* herbie2 4.0) herbie3) herbie4)) herbie5) (* herbie2 herbie6))7#:‚u(/ herbie0 (+ herbie0 (* herbie1 (exp (* 2.0 (- (/ (* herbie2 (sqrt (+ herbie3 herbie4))) herbie3) (* (- herbie5 herbie6) (- (+ herbie4 (/ 5.0 6.0)) (/ 2.0 (* herbie3 3.0))))))))))Òh>‚„(/ (+ 2.0 (* (* (* (sqrt 2.0) (- (sin herbie0) (/ (s0c(/ (+ herbie0 herbie1) (+ herbie1 herbie1))êC(/ (* herbie0 herbie1) (+ (- 1 herbie1) (* herbie0 herbie1)))ƒÖ;{(/ (- (* herbie0 herbie1) (* herbie2 herbie3)) herbie4) (#K(/ (- herbie0 herbie1) herbie0)0c(/ (- herbie0 herbie1) (- herbie2 herbie1))6q(sqrt (+ (* herbie0 herbie0) (* herbie1 herbie1)))| : šñ:3‚rK‚(/ (- (exp herbie0) 1) herbie0)(if (< herbie0 -3.117345318005618e-08) (* (- (exp herbie0) 1) (/ 1 herbie0)) (+ (+ (* 1/2 herbie0) (* 1/6 (sqr herbie0))) 1))@D¡¨•nP¨?憊¹$^%‚q[[(- (sqrt (+ herbie0 2)) (sqrt herbie0))(/ (/ 2 (sqrt (+ (sqrt (+ herbie0 2)) (sqrt herbie0)))) (sqrt (+ (sqrt (+ herbie0 2)) (sqrt herbie0))))@=zh ?Òë€4s÷­‚‚pcƒ (- (abs (expt herbie0 3)) (expt herbie0 3))(if (< herbie0 2.2386212442101493e+105) (- (abs (* herbie0 (* herbie0 herbie0))) (* herbie0 (* herbie0 herbie0))) (- (abs (* (/ 1 herbie0) (* (/ 1 herbie0) (/ 1 herbie0)))) (expt herbie0 -3)))@&%÷âC÷æ? ]‚oEc(- (expt herbie0 3) herbie0)(- (* herbie0 (* herbie0 herbie0)) herbie0)?€?± RÉ’_#ì¹x=ÅŽQÏŽR9š< S}Mainexample70forall r. ExpField r => r -> r -> r>š; ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r>š: ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>š9 ]zMainexample73forall r. (ExpRing r, Field r) => r -> r:š8 U_Mainexample74forall r. Real r => r -> r -> r -> r4š7 IyMainexample75forall r. ExpField r => r -> r9š6 S]Mainexample76forall g. ExpField g => g -> g -> g9š5 S\Mainexample77forall g. ExpField g => g -> g -> g8š4 Q[Mainexample78forall g. Rg g => g -> g -> g -> g>š3 ]xMainexample79forall r. (ExpRing r, Field r) => r -> r0š2 AwMainexample81forall g. Ring g => g -> g4š1 IvMainexample82forall g. ExpField g => g -> g9š0 SuMainexample84forall r. ExpField r => r -> r -> r0š/ AtMainexample86forall g. Real g => g -> g4š. IsMainexample87forall r. ExpField r => r -> r4š- IrMainexample88forall r. ExpField r => r -> r õ¹õ@‚t _(+ (- (sqrt (+ herbie0 1)) (sqrt herbie0)) (sin (- herbie0 1)))(+ (/ 1 (+ (sqrt (+ herbie0 1)) (sqrt herbie0))) (- (* (sin herbie0) (cos 1)) (* (cos herbie0) (sin 1))))@:mÑc^2?àžŒùéÏÕ‚C‚s ƒe(* (/ (exp herbie0) (sqrt (- (exp herbie0) 1))) (sqrt herbie0))(if (< herbie0 0.0020835804607183556) (exp (+ (- herbie0 (log (sqrt (+ herbie0 (+ (* 1/2 (sqr herbie0)) (* 1/6 (* herbie0 (* herbie0 herbie0)))))))) (log (sqrt herbie0)))) (* (/ (exp herbie0) (sqrt (- (exp herbie0) 1))) (sqrt herbie0)))@M[a‰{?¸òzhÃ[å )¦{)O‚x]?(/ (expt (+ herbie0 herbie0) 3) herbie0)(* (* 8 herbie0) herbie0)@&rGäý!(‚w?(- (+ herbie0 1) herbie0)1@=PjiÎxp‚v_o(- (sqrt (+ herbie0 100)) (sqrt herbie0))(/ 100 (+ (sqrt (+ herbie0 100)) (sqrt herbie0)))@=Di0?À…c‚u Š%(sqrt (- (sqrt (+ (expt herbie0 2) (expt herbie1 2))) herbie0))(if (< herbie1 -5.070046879473088e+114) (sqrt (- (- herbie1) herbie0)) (if (< herbie1 -7.97065452980577e-187) (* (abs herbie1) (/ 1 (sqrt (+ (sqrt (+ (sqr herbie1) (sqr herbie0))) herbie0)))) (if (< herbie1 -1.0356944520813419e-222) (sqrt (- (sqr (sqrt (sqrt (+ (sqr herbie1) (sqr herbie0))))) herbie0)) (if (< herbie1 1.8437952419591474e-167) (/ (abs herbie1) (sqrt (+ herbie0 herbie0))) (if (< herbie1 8.700568416117545e-129) (sqrt (- (sqr (sqrt (sqrt (+ (sqr herbie1) (sqr herbie0))))) herbie0)) (if (< herbie1 6.803097334265227e+102) (/ 1 (/ (sqrt (+ (sqrt (+ (sqr herbie1) (sqr herbie0))) herbie0)) (abs herbie1))) (sqrt (- herbie1 herbie0))))))))@C:Ö:;5Ì@3Ž=W%¡ ¦¢aµ¦‚ ‚}‚m(* herbie0 (- (- (/ herbie1 herbie0) 1) (log (/ herbie1 herbie0))))(if (< herbie1 1.2973149052617803e-303) (* herbie0 (- (- (/ herbie1 herbie0) 1) (log (/ herbie1 herbie0)))) (- (- herbie1 herbie0) (* herbie0 (- (log herbie1) (log herbie0)))))@,=³(é°‚@Khþ£‡]‚|i?(* (/ 6 (expt herbie0 99)) (expt herbie0 101))(* (* 6 herbie0) herbie0)@N‘€Hn3?ÁI‚{i'(* (/ 1 (expt herbie0 99)) (expt herbie0 101))(sqr herbie0)@N’¡»js®>‚zk(* (/ 1 (expt herbie0 100)) (expt herbie0 100))1@NÃΚ¬´‚Z‚yg„I(sqrt (+ 1 (sqrt (+ (* herbie0 herbie0) 1))))(if (< herbie0 -4.7086979558689744e+147) (sqrt (- (/ 1/8 (* herbie0 (* herbie0 herbie0))) (+ (- herbie0 1) (/ 1/2 herbie0)))) (if (< herbie0 1305830679.054376) (sqrt (+ 1 (sqrt (+ 1 (sqr herbie0))))) (sqrt (- (+ (+ 1 herbie0) (/ 1/2 herbie0)) (/ 1/8 (* herbie0 (* herbie0 herbie0)))))))@*VGy]• 44[“Ë@™»&O(* 1000000.0 (- herbie0 herbie0))¡7s(* 2.0 (+ (* herbie0 herbie0) (* herbie0 herbie1)))Z7s(* 2.0 (- (* herbie0 herbie0) (* herbie0 herbie1)))Ytk(* 2.0 (- (+ (* herbie0 herbie1) (* herbie2 herbie3)) (* (* (+ herbie4 (* herbie5 herbie6)) herbie6) herbie7)))fX1(* 2.0 (sqrt (+ (+ (* herbie0 herbie1) (* herbie0 herbie2)) (* herbie1 herbie2))))€!G(* 200.0 (- herbie0 herbie1))!D (* 3.0 (+ (- (* (* herbie0 3.0) herbie0) (* herbie0 4.0)) 1.0))p ÷Bš!÷‚&ƒMƒ{(sqrt (+ (* herbie0 herbie0) 1))(if (< herbie0 -4.7086979558689744e+147) (- (/ 1/8 (* herbie0 (* herbie0 herbie0))) (+ (/ 1/2 herbie0) herbie0)) (if (< herbie0 1305830679.054376) (sqrt (+ (sqr herbie0) 1)) (- (+ (/ 1/2 herbie0) herbie0) (/ 1/8 (* herbie0 (* herbie0 herbie0))))))@)œRG\ovƒgs(- (sqrt (+ herbie0 1)) (sqrt (- herbie0 1)))(/ 2 (+ (sqrt (+ herbie0 1)) (sqrt (- herbie0 1))))@M¹™5»•Â?ÐÀ$‚]W(* (cos (+ herbie0 1)) (expt herbie0 2))(+ (* (* (* (cos 1) (cos herbie0)) herbie0) herbie0) (* (- (* (sin 1) (sin herbie0))) (sqr herbie0)))@0m‚zV®?Ûu£õ.K:‚~K(* herbie0 (- (/ herbie1 herbie0) (log (+ 1 (/ herbie1 herbie0)))))(if (< (/ herbie1 herbie0) 3703.7356312442184) (* (* (/ 1/2 herbie0) herbie1) herbie1) herbie1)@A-,̳,û?÷áð3‹ü 3Ä‘Z"ê®uBü»‡Pà©q3;šM W>Mainexample50forall r. Field r => r -> r -> r -> r5šL KPMainexample51forall g. Real g => g -> g -> g4šK I‰Mainexample53forall g. ExpField g => g -> g4šJ IˆMainexample54forall r. ExpField r => r -> r6šI M‡Mainexample56forall r. Field r => r -> r -> r4šH I†Mainexample58forall g. ExpField g => g -> g1šG C…Mainexample59forall g. Field g => g -> g>šF ]„Mainexample60forall g. ExpField g => g -> g -> g -> gCšE gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g0šD ALMainexample62forall g. Real g => g -> g6šC MƒMainexample64forall r. Field r => r -> r -> r9šB S‚Mainexample65forall r. ExpField r => r -> r -> r5šA !IMainexample65'forall r. ExpField r => r -> r5š@ KbMainexample66forall r. Real r => r -> r -> r4š? I€Mainexample67forall g. ExpField g => g -> g0š> AMainexample68forall r. Real r => r -> r9š= S~Mainexample69forall r. ExpField r => r -> r -> r ŸŸ‚]ƒe„A(* herbie0 (sqrt (+ (* herbie1 herbie1) 1)))(if (< herbie1 -1.5097698010472593e+153) (* herbie0 (- (/ 1/8 (* herbie1 (* herbie1 herbie1))) (+ herbie1 (/ 1/2 herbie1)))) (if (< herbie1 677.097610050253) (* herbie0 (sqrt (+ 1 (sqr herbie1)))) (* herbie0 (- (+ herbie1 (/ 1/2 herbie1)) (/ 1/8 (* herbie1 (* herbie1 herbie1)))))))@(a’±"¦?€ FF…6ƒ‰O(/ (* herbie0 herbie1) (+ (- 1 herbie1) (* herbie0 herbie1)))(if (< herbie0 -3.954276403866009e+78) (sqr (sqrt (/ herbie0 (- (/ 1 herbie1) (- 1 herbie0))))) (if (< herbie0 -3.117345318005618e-08) (* (/ (/ herbie0 (+ 1 herbie0)) (- 1 (* (- 1 herbie0) herbie1))) (* herbie1 (+ 1 herbie0))) (if (< herbie0 1.2513685051200696e-57) (/ (* (/ (* herbie0 herbie1) (+ 1 herbie0)) (- 1 (* herbie0 (* herbie0 herbie0)))) (* (- 1 (* herbie1 (- 1 herbie0))) (+ (sqr herbie0) (- 1 herbie0)))) (if (< herbie0 7.448338919394617e+200) (* (/ (/ herbie0 (+ 1 herbie0)) (- 1 (* (- 1 herbie0) herbie1))) (* herbie1 (+ 1 herbie0))) (sqr (sqrt (/ herbie0 (- (/ 1 herbie1) (- 1 herbie0)))))))))@hx¼¸?ü¹±ÃØ7 µX‚`ƒ[S(/ (* 100 (- herbie0 herbie1)) herbie0)(- 100 (* 100 (/ herbie1 herbie0)))?ÝÿhyB?µRƒW‚9(- (log herbie0) (log (+ herbie0 1)))(if (< herbie0 1305830679.054376) (log (/ herbie0 (+ herbie0 1))) (- (- (/ 1/2 (sqr herbie0)) (/ 1/3 (* herbie0 (* herbie0 herbie0)))) (/ 1 herbie0)))@=;ëB2Žk?¬Y!ëlZƒWK(- (/ 1 herbie0) (/ 1 (+ herbie0 1)))(/ (/ 1 (+ 1 herbie0)) herbie0)@0sQ˜Ø O?²„Gƒ9‡?(+ herbie0 (/ (sqrt (- (* herbie1 herbie1) (* (* herbie2 4) herbie3))) (* herbie2 2)))(if (< herbie1 -1.6510035326707372e+121) (- (+ (* (/ herbie3 herbie1) 1) herbie0) (/ (/ herbie1 2) herbie2)) (if (< herbie1 2.6502773165082534e-273) (+ (/ (sqrt (- (sqr herbie1) (* (* herbie2 herbie3) 4))) (* 2 herbie2)) herbie0) (if (< herbie1 3.2900949137881875e-170) (+ (* 1/2 (/ herbie1 herbie2)) herbie0) (if (< herbie1 3.2129325218208903e-21) (+ (/ (sqrt (- (sqr herbie1) (* (* herbie2 herbie3) 4))) (* 2 herbie2)) herbie0) (+ (* 1/2 (/ herbie1 herbie2)) herbie0)))))@5‘þ™ùj@ßçŸø+[ "«÷òWƒ  ‚(* (* herbie0 herbie0) (cos (- (/ herbie0 2) (sqrt herbie0))))(+ (* (* (cos (/ herbie0 2)) (cos (sqrt herbie0))) (sqr herbie0)) (* (sin (/ herbie0 2)) (* (sin (sqrt herbie0)) (sqr herbie0))))@2Fm½¼­@1%*à³ßƒ _ƒ(sqrt (+ (+ 4 (expt herbie0 2)) herbie0))(if (< herbie0 -4.7086979558689744e+147) (- (+ (/ 15/8 herbie0) (+ 1/2 herbie0))) (if (< herbie0 1305830679.054376) (sqrt (+ (+ (sqr herbie0) herbie0) 4)) (+ (/ 15/8 herbie0) (+ 1/2 herbie0))))@)¤RG\o?€0ƒ M(- (sqrt (- herbie0 2)) (sqrt (- (* herbie0 herbie0) 3)))(- (+ (/ 9/8 (* herbie0 (* herbie0 herbie0))) (sqrt (- herbie0 2))) (- herbie0 (/ 3/2 herbie0)))@=Þ=%ý×?Æ4…#‘Utƒ Y}(+ (- (sqrt (+ herbie0 1)) 1) herbie0)(+ (/ 1 (/ (+ (sqrt (+ herbie0 1)) 1) herbie0)) herbie0)@@·žÝ[x?Ä€jƒ [g(- (sqrt (+ herbie0 1)) (sqrt herbie0))(/ 1 (+ (sqrt (+ herbie0 1)) (sqrt herbie0)))@=}È«¦ðË?Ânƒee(/ (sqrt (+ herbie0 1)) (* herbie0 herbie0))(/ (/ (sqrt (+ 1 herbie0)) herbie0) herbie0)@Y­‚d²û?Ð@ dÉ–c,ë´C Õ™[á¥d>š] ] Mainexample29forall r. ExpField r => r -> r -> r -> r9š\ S0Mainexample30forall g. ExpField g => g -> g -> g4š[ IMainexample33forall g. ExpField g => g -> g@šZ aIMainexample34forall g. Field g => g -> g -> g -> g -> g;šY WEMainexample35forall g. Field g => g -> g -> g -> g9šX SFMainexample36forall g. ExpField g => g -> g -> g4šW IMainexample37forall g. ExpField g => g -> g4šV IŽMainexample38forall r. ExpField r => r -> r;šU WJMainexample39forall r. Field r => r -> r -> r -> r0šT AMainexample40forall r. Real r => r -> r4šS IŒMainexample41forall r. ExpField r => r -> r>šR ]CMainexample42forall r. ExpField r => r -> r -> r -> r4šQ I‹Mainexample44forall g. ExpField g => g -> g0šP AAMainexample45forall r. Real r => r -> r0šO A@Mainexample48forall g. Real g => g -> g4šN IŠMainexample49forall g. ExpField g => g -> g 64®¾6ƒk (/ (+ 1 (sqrt herbie0)) (expt (- herbie0 1) 2))(* (/ 1 (- herbie0 1)) (/ (+ 1 (sqrt herbie0)) (- herbie0 1)))@’:Þ8S¹?Ãà 'VùÂlƒM‚w(sqrt (* herbie0 (- herbie0 1)))(if (< herbie0 -4.7086979558689744e+147) (- (/ 1/8 herbie0) (- herbie0 1/2)) (if (< herbie0 1305830679.054376) (sqrt (* herbie0 (- herbie0 1))) (- (- herbie0 (/ 1/8 herbie0)) 1/2)))@1¯-ĉ R?€ƒs(- (sqrt (+ (/ 1 herbie0) 1)) (sqrt (/ 1 herbie0)))(/ 1 (+ (sqrt (+ (/ 1 herbie0) 1)) (/ 1 (sqrt herbie0))))@>8Ù’æ,?ÃJà ýëXƒW‚E(- (log (+ herbie0 1)) (log herbie0))(if (< herbie0 1305830679.054376) (- (log (+ herbie0 1)) (log herbie0)) (+ (- (/ 1 herbie0) (/ 1/2 (sqr herbie0))) (/ 1/3 (* herbie0 (* herbie0 herbie0)))))@=;ëB2Žk?²E~™Úì$lƒQ‚s(expt (log (+ herbie0 1)) herbie0)(if (< herbie0 0.0020835804607183556) (expt (- (+ herbie0 (* 1/3 (* herbie0 (* herbie0 herbie0)))) (* 1/2 (sqr herbie0))) herbie0) (sqr (sqrt (expt (log (+ herbie0 1)) herbie0))))@L¡}±.€?·æK=q†i 8ÄJýÆ\(åŸ^"ï©n83šm I•Mainexample3forall g. ExpField g => g -> g8šl S g -> g -> gCšk g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r0šj A:Mainexample11forall g. Real g => g -> g9ši S9Mainexample13forall r. ExpField r => r -> r -> r>šh ] Mainexample14forall r. ExpField r => r -> r -> r -> rCšg g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r@šf a7Mainexample16forall r. Field r => r -> r -> r -> r -> r1še C6Mainexample18forall g. Field g => g -> g0šd A”Mainexample19forall g. Real g => g -> g4šc I“Mainexample21forall r. ExpField r => r -> r4šb I’Mainexample22forall r. ExpField r => r -> rJša u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4š` I‘Mainexample24forall r. ExpField r => r -> r@š_ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r9š^ S1Mainexample28forall r. ExpField r => r -> r -> r 22k›¼ÜMŠ³8s(/ (+ herbie0 herbie1) (- 1.0 (/ herbie1 herbie2)))®/c(/ (+ herbie0 herbie1) (- herbie0 herbie1))_ E(/ (+ herbie0 herbie1) 10.0)>C(/ (+ herbie0 herbie1) 2.0) pc(/ (- (* herbie0 herbie0) (* (* herbie1 4.0) herbie1)) (+ (* herbie0 herbie0) (* (* herbie1 4.0) herbie1)))x<{(/ (- (* herbie0 herbie0) (* herbie1 herbie1)) herbie2)>(S(/ (- (* herbie0 herbie0) 3.0) 6.0)ÑL(/ (- (* herbie0 herbie1) (* (* herbie2 9.0) herbie3)) (* herbie4 2.0))6 llål‚uƒY„}(- (sqrt (+ (* herbie0 herbie0) 1)) 1)(if (< herbie0 -0.0006441301579083509) (- (+ (+ 1 herbie0) (/ 1/2 herbie0))) (if (< herbie0 1.7634409685515176) (- (+ (* (* 1/2 herbie0) herbie0) (* 1/16 (* herbie0 (* herbie0 (* herbie0 (* herbie0 (* herbie0 herbie0))))))) (* 1/8 (* herbie0 (* herbie0 (* herbie0 herbie0))))) (- (/ 1/2 herbie0) (- 1 herbie0))))@;ÏgÅá?ÐD?©HØXƒW+(- (log herbie0) (sin (+ herbie0 1)))(log (/ herbie0 (exp (+ (* (sin herbie0) (cos 1)) (* (cos herbie0) (sin 1))))))@4!H»ÃjSƒw(/ (+ 1 (sqrt (- herbie0 1))) (expt (- herbie0 1) 2))(* (/ 1 (- herbie0 1)) (/ (+ 1 (sqrt (- herbie0 1))) (- herbie0 1)))@( ç*È—?Ïà 'VùÁ VË‹Zâ¨^Û´hC ωV0š} A:Mainexample11forall g. Real g => g -> gCš| g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7š{ S|Mainexample1forall r. ExpField r => r -> r -> r7šz !M‰Mainbigenough3Float -> Float -> Float -> Float"šy )‰Mainherbie3Float -> Float$šx -‰Mainherbie4String -> String"šw )‰Mainherbie8Float -> Float$šv !)GMainbigenough1Float -> Float6šu !MFMainbigenough2Float -> Float -> Float -> FloatGšt s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> StringGšs s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> String7šr S|Mainexample1forall r. ExpField r => r -> r -> rušq IpMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g.šp A‰Mainherbie1forall a. Real a => a -> a=šo _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a2šn KdMainherbie7forall a. Semigroup a => a -> a ||ƒƒ‚cƒ(+ (+ (+ (- (sqrt (+ herbie0 1)) (sqrt herbie0)) (- (sqrt (+ herbie1 1)) (sqrt herbie1))) (- (sqrt (+ herbie2 1)) (sqrt herbie2))) (- (sqrt (+ herbie3 1)) (sqrt herbie3)))(+ (+ (+ (/ 1 (+ (sqrt (+ herbie0 1)) (sqrt herbie0))) (/ 1 (+ (sqrt (+ herbie1 1)) (sqrt herbie1)))) (/ 1 (+ (sqrt (+ herbie2 1)) (sqrt herbie2)))) (- (sqrt (+ herbie3 1)) (sqrt herbie3)))@Yy¯’?ì–ƒúE"P 8ă=úÆ“\%Ø¡^"á«o84›  IMainexample33forall g. ExpField g => g -> g9›  S0Mainexample30forall g. ExpField g => g -> g -> g3›  I•Mainexample3forall g. ExpField g => g -> g>›  ] Mainexample29forall r. ExpField r => r -> r -> r -> r9›  S1Mainexample28forall r. ExpField r => r -> r -> r@› a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4› I‘Mainexample24forall r. ExpField r => r -> rJ› u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4› I’Mainexample22forall r. ExpField r => r -> r4› I“Mainexample21forall r. ExpField r => r -> r0› A”Mainexample19forall g. Real g => g -> g1› C6Mainexample18forall g. Field g => g -> g@› a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC› g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>š ] Mainexample14forall r. ExpField r => r -> r -> r -> r9š~ S9Mainexample13forall r. ExpField r => r -> r -> r 4½C Õ—d-쵂OÚ¢k44› IˆMainexample54forall r. ExpField r => r -> r4› I‰Mainexample53forall g. ExpField g => g -> g5› KPMainexample51forall g. Real g => g -> g -> g;› W>Mainexample50forall r. Field r => r -> r -> r -> r4› IŠMainexample49forall g. ExpField g => g -> g0› A@Mainexample48forall g. Real g => g -> g0› AAMainexample45forall r. Real r => r -> r4› I‹Mainexample44forall g. ExpField g => g -> g>› ]CMainexample42forall r. ExpField r => r -> r -> r -> r4› IŒMainexample41forall r. ExpField r => r -> r0› AMainexample40forall r. Real r => r -> r;› WJMainexample39forall r. Field r => r -> r -> r -> r4› IŽMainexample38forall r. ExpField r => r -> r4› IMainexample37forall g. ExpField g => g -> g9› SFMainexample36forall g. ExpField g => g -> g -> g;› WEMainexample35forall g. Field g => g -> g -> g -> g@› aIMainexample34forall g. Field g => g -> g -> g -> g -> g (ÇOä©h"ï¶zB Ó d(9›. S}Mainexample70forall r. ExpField r => r -> r -> r9›- S~Mainexample69forall r. ExpField r => r -> r -> r0›, AMainexample68forall r. Real r => r -> r4›+ I€Mainexample67forall g. ExpField g => g -> g5›* KbMainexample66forall r. Real r => r -> r -> r5›) !IMainexample65'forall r. ExpField r => r -> r9›( S‚Mainexample65forall r. ExpField r => r -> r -> r6›' MƒMainexample64forall r. Field r => r -> r -> r0›& ALMainexample62forall g. Real g => g -> gC›% gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>›$ ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8›# S g -> g -> g1›" C…Mainexample59forall g. Field g => g -> g4›! I†Mainexample58forall g. ExpField g => g -> gu›  IpMainexample57forall g. 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(ExpRing r, Field r) => r -> r EÏZÆfAõ»;Ì‹EC›O g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>›N ] Mainexample14forall r. ExpField r => r -> r -> r -> r9›M S9Mainexample13forall r. ExpField r => r -> r -> r0›L A:Mainexample11forall g. Real g => g -> gC›K g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7›J S|Mainexample1forall r. ExpField r => r -> r -> r7›I !M‰Mainbigenough3Float -> Float -> Float -> Float"›H )‰Mainherbie3Float -> Float$›G -‰Mainherbie4String -> String"›F )‰Mainherbie8Float -> Float$›E !)GMainbigenough1Float -> Float6›D !MFMainbigenough2Float -> Float -> Float -> FloatG›C s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG›B s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2›A KdMainherbie7forall a. Semigroup a => a -> a=›@ _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.›? A‰Mainherbie1forall a. Real a => a -> a >½‰Vè›d!å¤n2û¸z>9›_ SFMainexample36forall g. 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Field r => r -> r -> r4›m IˆMainexample54forall r. ExpField r => r -> r4›l I‰Mainexample53forall g. ExpField g => g -> g5›k KPMainexample51forall g. Real g => g -> g -> g;›j W>Mainexample50forall r. Field r => r -> r -> r -> r4›i IŠMainexample49forall g. ExpField g => g -> g0›h A@Mainexample48forall g. Real g => g -> g0›g AAMainexample45forall r. Real r => r -> r4›f I‹Mainexample44forall g. ExpField g => g -> g>›e ]CMainexample42forall r. ExpField r => r -> r -> r -> r4›d IŒMainexample41forall r. ExpField r => r -> r0›c AMainexample40forall r. Real r => r -> r;›b WJMainexample39forall r. Field r => r -> r -> r -> r4›a IŽMainexample38forall r. ExpField r => r -> r4›` IMainexample37forall g. ExpField g => g -> g WÉ•ZÓ g+ó»„QÙ˜W>› ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>›~ ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9›} S}Mainexample70forall r. ExpField r => r -> r -> r9›| S~Mainexample69forall r. ExpField r => r -> r -> r0›{ AMainexample68forall r. Real r => r -> r4›z I€Mainexample67forall g. ExpField g => g -> g5›y KbMainexample66forall r. Real r => r -> r -> r5›x !IMainexample65'forall r. ExpField r => r -> r9›w S‚Mainexample65forall r. ExpField r => r -> r -> r6›v MƒMainexample64forall r. Field r => r -> r -> r0›u ALMainexample62forall g. Real g => g -> gC›t gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>›s ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8›r S g -> g -> g1›q C…Mainexample59forall g. Field g => g -> g4›p I†Mainexample58forall g. ExpField g => g -> g 3¿‚KÓ˜W$í±~GÙ¨h32œ KdMainherbie7forall a. Semigroup a => a -> a=œ _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.œ A‰Mainherbie1forall a. Real a => a -> a4œ  IqMainexample89forall g. ExpField g => g -> g4œ  IrMainexample88forall r. ExpField r => r -> r4œ  IsMainexample87forall r. ExpField r => r -> r0œ  AtMainexample86forall g. Real g => g -> g9œ  SuMainexample84forall r. ExpField r => r -> r -> r4œ IvMainexample82forall g. ExpField g => g -> g0œ AwMainexample81forall g. Ring g => g -> g>œ ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8œ Q[Mainexample78forall g. Rg g => g -> g -> g -> g9œ S\Mainexample77forall g. ExpField g => g -> g -> g9œ S]Mainexample76forall g. ExpField g => g -> g -> g4œ IyMainexample75forall r. ExpField r => r -> r:œ U_Mainexample74forall r. Real r => r -> r -> r -> r>œ ]zMainexample73forall r. (ExpRing r, Field r) => r -> r A¶l3 çÀ›a'á®r1ë¨tA0œ! A”Mainexample19forall g. Real g => g -> g1œ  C6Mainexample18forall g. Field g => g -> g@œ a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCœ g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>œ ] Mainexample14forall r. ExpField r => r -> r -> r -> r9œ S9Mainexample13forall r. ExpField r => r -> r -> r0œ A:Mainexample11forall g. Real g => g -> gCœ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7œ S|Mainexample1forall r. ExpField r => r -> r -> r7œ !M‰Mainbigenough3Float -> Float -> Float -> Float"œ )‰Mainherbie3Float -> Float$œ -‰Mainherbie4String -> String"œ )‰Mainherbie8Float -> Float$œ !)GMainbigenough1Float -> Float6œ !MFMainbigenough2Float -> Float -> Float -> FloatGœ s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringGœ s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String <É’EËNÜ¥b$è±z<;œ1 WJMainexample39forall r. Field r => r -> r -> r -> r4œ0 IŽMainexample38forall r. ExpField r => r -> r4œ/ IMainexample37forall g. ExpField g => g -> g9œ. SFMainexample36forall g. ExpField g => g -> g -> g;œ- WEMainexample35forall g. Field g => g -> g -> g -> g@œ, aIMainexample34forall g. Field g => g -> g -> g -> g -> g4œ+ IMainexample33forall g. ExpField g => g -> g9œ* S0Mainexample30forall g. ExpField g => g -> g -> g3œ) I•Mainexample3forall g. ExpField g => g -> g>œ( ] Mainexample29forall r. ExpField r => r -> r -> r -> r9œ' S1Mainexample28forall r. 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ExpField g => g -> g>œ4 ]CMainexample42forall r. ExpField r => r -> r -> r -> r4œ3 IŒMainexample41forall r. ExpField r => r -> r0œ2 AMainexample40forall r. Real r => r -> r H¿yF Ñ™a*÷»>ý¼H4œQ IyMainexample75forall r. ExpField r => r -> r:œP U_Mainexample74forall r. Real r => r -> r -> r -> r>œO ]zMainexample73forall r. (ExpRing r, Field r) => r -> r>œN ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>œM ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9œL S}Mainexample70forall r. ExpField r => r -> r -> r9œK S~Mainexample69forall r. ExpField r => r -> r -> r0œJ AMainexample68forall r. Real r => r -> r4œI I€Mainexample67forall g. ExpField g => g -> g5œH KbMainexample66forall r. Real r => r -> r -> r5œG !IMainexample65'forall r. ExpField r => r -> r9œF S‚Mainexample65forall r. ExpField r => r -> r -> r6œE MƒMainexample64forall r. Field r => r -> r -> r0œD ALMainexample62forall g. Real g => g -> gCœC gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>œB ]„Mainexample60forall g. ExpField g => g -> g -> g -> g TĈM Ù¢f3üÅŽ]èžTGœa s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringGœ` s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2œ_ KdMainherbie7forall a. Semigroup a => a -> a=œ^ _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.œ] A‰Mainherbie1forall a. Real a => a -> a4œ\ IqMainexample89forall g. ExpField g => g -> g4œ[ IrMainexample88forall r. ExpField r => r -> r4œZ IsMainexample87forall r. ExpField r => r -> r0œY AtMainexample86forall g. Real g => g -> g9œX SuMainexample84forall r. ExpField r => r -> r -> r4œW IvMainexample82forall g. ExpField g => g -> g0œV AwMainexample81forall g. Ring g => g -> g>œU ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8œT Q[Mainexample78forall g. Rg g => g -> g -> g -> g9œS S\Mainexample77forall g. ExpField g => g -> g -> g9œR S]Mainexample76forall g. ExpField g => g -> g -> g gÇ {T/õ»uBÅ<Õžg4œr I’Mainexample22forall r. ExpField r => r -> r4œq I“Mainexample21forall r. ExpField r => r -> r0œp A”Mainexample19forall g. Real g => g -> g1œo C6Mainexample18forall g. Field g => g -> g@œn a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCœm g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>œl ] Mainexample14forall r. ExpField r => r -> r -> r -> r9œk S9Mainexample13forall r. ExpField r => r -> r -> r0œj A:Mainexample11forall g. Real g => g -> gCœi g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7œh S|Mainexample1forall r. ExpField r => r -> r -> r7œg !M‰Mainbigenough3Float -> Float -> Float -> Float"œf )‰Mainherbie3Float -> Float$œe -‰Mainherbie4String -> String"œd )‰Mainherbie8Float -> Float$œc !)GMainbigenough1Float -> Float6œb !MFMainbigenough2Float -> Float -> Float -> Float @³|9ý¼†JÐ’Vèªw@4 IŒMainexample41forall r. ExpField r => r -> r0 AMainexample40forall r. Real r => r -> r; WJMainexample39forall r. Field r => r -> r -> r -> r4œ IŽMainexample38forall r. 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(Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6  M‡Mainexample56forall r. Field r => r -> r -> r4  IˆMainexample54forall r. ExpField r => r -> r4  I‰Mainexample53forall g. ExpField g => g -> g5  KPMainexample51forall g. Real g => g -> g -> g; W>Mainexample50forall r. Field r => r -> r -> r -> r4 IŠMainexample49forall g. ExpField g => g -> g0 A@Mainexample48forall g. Real g => g -> g0 AAMainexample45forall r. Real r => r -> r4 I‹Mainexample44forall g. ExpField g => g -> g> ]CMainexample42forall r. ExpField r => r -> r -> r -> r WÍ”X è±~BÅ„CÏ“W9" S\Mainexample77forall g. ExpField g => g -> g -> g9! S]Mainexample76forall g. ExpField g => g -> g -> g4  IyMainexample75forall r. ExpField r => r -> r: U_Mainexample74forall r. Real r => r -> r -> r -> r> ]zMainexample73forall r. (ExpRing r, Field r) => r -> r> ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r> ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9 S}Mainexample70forall r. ExpField r => r -> r -> r9 S~Mainexample69forall r. ExpField r => r -> r -> r0 AMainexample68forall r. Real r => r -> r4 I€Mainexample67forall g. ExpField g => g -> g5 KbMainexample66forall r. Real r => r -> r -> r5 !IMainexample65'forall r. ExpField r => r -> r9 S‚Mainexample65forall r. ExpField r => r -> r -> r6 MƒMainexample64forall r. Field r => r -> r -> r0 ALMainexample62forall g. Real g => g -> g GÅ„QÞ«t=Õ•`Ì“lG"3 )‰Mainherbie8Float -> Float$2 !)GMainbigenough1Float -> Float61 !MFMainbigenough2Float -> Float -> Float -> FloatG0 s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG/ s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2. KdMainherbie7forall a. Semigroup a => a -> a=- _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a., A‰Mainherbie1forall a. Real a => a -> a4+ IqMainexample89forall g. ExpField g => g -> g4* IrMainexample88forall r. ExpField r => r -> r4) IsMainexample87forall r. ExpField r => r -> r0( AtMainexample86forall g. Real g => g -> g9' SuMainexample84forall r. ExpField r => r -> r -> r4& IvMainexample82forall g. ExpField g => g -> g0% AwMainexample81forall g. Ring g => g -> g>$ ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8# Q[Mainexample78forall g. Rg g => g -> g -> g -> g hÙ´z@úÇ‹JÁZ#ìŸh4C I‘Mainexample24forall r. ExpField r => r -> rJB u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4A I’Mainexample22forall r. ExpField r => r -> r4@ I“Mainexample21forall r. ExpField r => r -> r0? A”Mainexample19forall g. Real g => g -> g1> C6Mainexample18forall g. Field g => g -> g@= a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC< g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>; ] Mainexample14forall r. ExpField r => r -> r -> r -> r9: S9Mainexample13forall r. ExpField r => r -> r -> r09 A:Mainexample11forall g. Real g => g -> gC8 g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r77 S|Mainexample1forall r. ExpField r => r -> r -> r76 !M‰Mainbigenough3Float -> Float -> Float -> Float"5 )‰Mainherbie3Float -> Float$4 -‰Mainherbie4String -> String L½@ ΗTÚ£l.ûăL4S I‹Mainexample44forall g. ExpField g => g -> g>R ]CMainexample42forall r. ExpField r => r -> r -> r -> r4Q IŒMainexample41forall r. ExpField r => r -> r0P AMainexample40forall r. Real r => r -> r;O WJMainexample39forall r. Field r => r -> r -> r -> r4N IŽMainexample38forall r. ExpField r => r -> r4M IMainexample37forall g. ExpField g => g -> g9L SFMainexample36forall g. ExpField g => g -> g -> g;K WEMainexample35forall g. Field g => g -> g -> g -> g@J aIMainexample34forall g. Field g => g -> g -> g -> g -> g4I IMainexample33forall g. ExpField g => g -> g9H S0Mainexample30forall g. ExpField g => g -> g -> g3G I•Mainexample3forall g. ExpField g => g -> g>F ] Mainexample29forall r. ExpField r => r -> r -> r -> r9E S1Mainexample28forall r. ExpField r => r -> r -> r@D a2Mainexample26forall r. Field r => r -> r -> r -> r -> r 5Íšc%í¶FΗc(ç¡n56c MƒMainexample64forall r. Field r => r -> r -> r0b ALMainexample62forall g. Real g => g -> gCa gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>` ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8_ S g -> g -> g1^ C…Mainexample59forall g. Field g => g -> g4] I†Mainexample58forall g. ExpField g => g -> gu\ IpMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6[ M‡Mainexample56forall r. Field r => r -> r -> r4Z IˆMainexample54forall r. ExpField r => r -> r4Y I‰Mainexample53forall g. ExpField g => g -> g5X KPMainexample51forall g. Real g => g -> g -> g;W W>Mainexample50forall r. Field r => r -> r -> r -> r4V IŠMainexample49forall g. ExpField g => g -> g0U A@Mainexample48forall g. Real g => g -> g0T AAMainexample45forall r. Real r => r -> r GÄŒTê®r1ð¯r;ÿÈG>s ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8r Q[Mainexample78forall g. 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ExpField r => r -> r -> r =Í–Z'ð¹‚QÜ’HèÃœw=7ž !M‰Mainbigenough3Float -> Float -> Float -> Float"ž )‰Mainherbie3Float -> Float$ž -‰Mainherbie4String -> String"ž )‰Mainherbie8Float -> Float$ž !)GMainbigenough1Float -> Float6ž !MFMainbigenough2Float -> Float -> Float -> FloatG s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG~ s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2} KdMainherbie7forall a. Semigroup a => a -> a=| _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.{ A‰Mainherbie1forall a. Real a => a -> a4z IqMainexample89forall g. ExpField g => g -> g4y IrMainexample88forall r. ExpField r => r -> r4x IsMainexample87forall r. ExpField r => r -> r0w AtMainexample86forall g. Real g => g -> g9v SuMainexample84forall r. ExpField r => r -> r -> r4u IvMainexample82forall g. ExpField g => g -> g0t AwMainexample81forall g. Ring g => g -> g .Æ€MЊGà©r%î«o.>ž ] Mainexample29forall r. ExpField r => r -> r -> r -> r9ž S1Mainexample28forall r. 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Real r => r -> r4ž" I‹Mainexample44forall g. ExpField g => g -> g>ž! ]CMainexample42forall r. ExpField r => r -> r -> r -> r4ž  IŒMainexample41forall r. ExpField r => r -> r0ž AMainexample40forall r. Real r => r -> r;ž WJMainexample39forall r. Field r => r -> r -> r -> r4ž IŽMainexample38forall r. ExpField r => r -> r4ž IMainexample37forall g. ExpField g => g -> g9ž SFMainexample36forall g. ExpField g => g -> g -> g;ž WEMainexample35forall g. Field g => g -> g -> g -> g@ž aIMainexample34forall g. Field g => g -> g -> g -> g -> g4ž IMainexample33forall g. ExpField g => g -> g9ž S0Mainexample30forall g. ExpField g => g -> g -> g3ž I•Mainexample3forall g. ExpField g => g -> g -È‘Z!©r>Â|IÔœd-4ž6 I€Mainexample67forall g. ExpField g => g -> g5ž5 KbMainexample66forall r. Real r => r -> r -> r5ž4 !IMainexample65'forall r. ExpField r => r -> r9ž3 S‚Mainexample65forall r. ExpField r => r -> r -> r6ž2 MƒMainexample64forall r. Field r => r -> r -> r0ž1 ALMainexample62forall g. Real g => g -> gCž0 gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>ž/ ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8ž. S g -> g -> g1ž- C…Mainexample59forall g. Field g => g -> g4ž, I†Mainexample58forall g. ExpField g => g -> guž+ IpMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6ž* M‡Mainexample56forall r. Field r => r -> r -> r4ž) IˆMainexample54forall r. ExpField r => r -> r4ž( I‰Mainexample53forall g. ExpField g => g -> g5ž' KPMainexample51forall g. Real g => g -> g -> g QÍ‘UÓ’Uâ¦k*÷À„Q0žF AtMainexample86forall g. Real g => g -> g9žE SuMainexample84forall r. ExpField r => r -> r -> r4žD IvMainexample82forall g. ExpField g => g -> g0žC AwMainexample81forall g. Ring g => g -> g>žB ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8žA Q[Mainexample78forall g. Rg g => g -> g -> g -> g9ž@ S\Mainexample77forall g. ExpField g => g -> g -> g9ž? S]Mainexample76forall g. 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(Show a, Real a) => a -> String -> String2žL KdMainherbie7forall a. Semigroup a => a -> a=žK _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.žJ A‰Mainherbie1forall a. Real a => a -> a4žI IqMainexample89forall g. ExpField g => g -> g4žH IrMainexample88forall r. ExpField r => r -> r4žG IsMainexample87forall r. ExpField r => r -> r 8ă=úÆ“\%Ø¡^"á«o84žg IMainexample33forall g. ExpField g => g -> g9žf S0Mainexample30forall g. ExpField g => g -> g -> g3že I•Mainexample3forall g. ExpField g => g -> g>žd ] Mainexample29forall r. ExpField r => r -> r -> r -> r9žc S1Mainexample28forall r. ExpField r => r -> r -> r@žb a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4ža I‘Mainexample24forall r. ExpField r => r -> rJž` u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4ž_ I’Mainexample22forall r. ExpField r => r -> r4ž^ I“Mainexample21forall r. ExpField r => r -> r0ž] A”Mainexample19forall g. Real g => g -> g1ž\ C6Mainexample18forall g. Field g => g -> g@ž[ a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCžZ g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>žY ] Mainexample14forall r. ExpField r => r -> r -> r -> r9žX S9Mainexample13forall r. ExpField r => r -> r -> r 4½C Õ—d-쵂OÚ¢k44žx IˆMainexample54forall r. ExpField r => r -> r4žw I‰Mainexample53forall g. ExpField g => g -> g5žv KPMainexample51forall g. Real g => g -> g -> g;žu W>Mainexample50forall r. Field r => r -> r -> r -> r4žt IŠMainexample49forall g. ExpField g => g -> g0žs A@Mainexample48forall g. Real g => g -> g0žr AAMainexample45forall r. Real r => r -> r4žq I‹Mainexample44forall g. ExpField g => g -> g>žp ]CMainexample42forall r. ExpField r => r -> r -> r -> r4žo IŒMainexample41forall r. ExpField r => r -> r0žn AMainexample40forall r. Real r => r -> r;žm WJMainexample39forall r. Field r => r -> r -> r -> r4žl IŽMainexample38forall r. ExpField r => r -> r4žk IMainexample37forall g. ExpField g => g -> g9žj SFMainexample36forall g. ExpField g => g -> g -> g;ži WEMainexample35forall g. Field g => g -> g -> g -> g@žh aIMainexample34forall g. Field g => g -> g -> g -> g -> g (ÇOä©h"ï¶zB Ó d(9Ÿ S}Mainexample70forall r. ExpField r => r -> r -> r9Ÿ S~Mainexample69forall r. ExpField r => r -> r -> r0Ÿ AMainexample68forall r. Real r => r -> r4Ÿ I€Mainexample67forall g. ExpField g => g -> g5Ÿ KbMainexample66forall r. Real r => r -> r -> r5Ÿ !IMainexample65'forall r. ExpField r => r -> r9Ÿ S‚Mainexample65forall r. ExpField r => r -> r -> r6Ÿ MƒMainexample64forall r. Field r => r -> r -> r0Ÿ ALMainexample62forall g. Real g => g -> gCž gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>ž~ ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8ž} S g -> g -> g1ž| C…Mainexample59forall g. Field g => g -> g4ž{ I†Mainexample58forall g. ExpField g => g -> gužz IpMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6žy M‡Mainexample56forall r. Field r => r -> r -> r W¿~=ÉQÕ¢k/üÅŽW4Ÿ IqMainexample89forall g. ExpField g => g -> g4Ÿ IrMainexample88forall r. ExpField r => r -> r4Ÿ IsMainexample87forall r. ExpField r => r -> r0Ÿ AtMainexample86forall g. Real g => g -> g9Ÿ SuMainexample84forall r. ExpField r => r -> r -> r4Ÿ IvMainexample82forall g. ExpField g => g -> g0Ÿ AwMainexample81forall g. Ring g => g -> g>Ÿ ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8Ÿ Q[Mainexample78forall g. Rg g => g -> g -> g -> g9Ÿ S\Mainexample77forall g. ExpField g => g -> g -> g9Ÿ S]Mainexample76forall g. ExpField g => g -> g -> g4Ÿ  IyMainexample75forall r. ExpField r => r -> r:Ÿ  U_Mainexample74forall r. Real r => r -> r -> r -> r>Ÿ  ]zMainexample73forall r. (ExpRing r, Field r) => r -> r>Ÿ  ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>Ÿ  ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r EÏZÆfAõ»;Ì‹ECŸ) g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>Ÿ( ] Mainexample14forall r. 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ExpField r => r -> r9ŸQ S‚Mainexample65forall r. ExpField r => r -> r -> r6ŸP MƒMainexample64forall r. Field r => r -> r -> r0ŸO ALMainexample62forall g. Real g => g -> gCŸN gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>ŸM ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8ŸL S g -> g -> g1ŸK C…Mainexample59forall g. Field g => g -> g4ŸJ I†Mainexample58forall g. ExpField g => g -> g 3¿‚KÓ˜W$í±~GÙ¨h32Ÿj KdMainherbie7forall a. Semigroup a => a -> a=Ÿi _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.Ÿh A‰Mainherbie1forall a. Real a => a -> a4Ÿg IqMainexample89forall g. ExpField g => g -> g4Ÿf IrMainexample88forall r. ExpField r => r -> r4Ÿe IsMainexample87forall r. ExpField r => r -> r0Ÿd AtMainexample86forall g. Real g => g -> g9Ÿc SuMainexample84forall r. ExpField r => r -> r -> r4Ÿb IvMainexample82forall g. ExpField g => g -> g0Ÿa AwMainexample81forall g. Ring g => g -> g>Ÿ` ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8Ÿ_ Q[Mainexample78forall g. Rg g => g -> g -> g -> g9Ÿ^ S\Mainexample77forall g. ExpField g => g -> g -> g9Ÿ] S]Mainexample76forall g. ExpField g => g -> g -> g4Ÿ\ IyMainexample75forall r. ExpField r => r -> r:Ÿ[ U_Mainexample74forall r. Real r => r -> r -> r -> r>ŸZ ]zMainexample73forall r. (ExpRing r, Field r) => r -> r A¶l3 çÀ›a'á®r1ë¨tA0Ÿ{ A”Mainexample19forall g. Real g => g -> g1Ÿz C6Mainexample18forall g. Field g => g -> g@Ÿy a7Mainexample16forall r. Field r => r -> r -> r -> r -> rCŸx g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>Ÿw ] Mainexample14forall r. ExpField r => r -> r -> r -> r9Ÿv S9Mainexample13forall r. ExpField r => r -> r -> r0Ÿu A:Mainexample11forall g. Real g => g -> gCŸt g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7Ÿs S|Mainexample1forall r. ExpField r => r -> r -> r7Ÿr !M‰Mainbigenough3Float -> Float -> Float -> Float"Ÿq )‰Mainherbie3Float -> Float$Ÿp -‰Mainherbie4String -> String"Ÿo )‰Mainherbie8Float -> Float$Ÿn !)GMainbigenough1Float -> Float6Ÿm !MFMainbigenough2Float -> Float -> Float -> FloatGŸl s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringGŸk s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String <É’EËNÜ¥b$è±z<;   WJMainexample39forall r. Field r => r -> r -> r -> r4   IŽMainexample38forall r. ExpField r => r -> r4   IMainexample37forall g. ExpField g => g -> g9  SFMainexample36forall g. ExpField g => g -> g -> g;  WEMainexample35forall g. Field g => g -> g -> g -> g@  aIMainexample34forall g. Field g => g -> g -> g -> g -> g4  IMainexample33forall g. ExpField g => g -> g9  S0Mainexample30forall g. ExpField g => g -> g -> g3  I•Mainexample3forall g. ExpField g => g -> g>  ] Mainexample29forall r. ExpField r => r -> r -> r -> r9  S1Mainexample28forall r. 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ExpField r => r -> r -> r -> r4   IŒMainexample41forall r. ExpField r => r -> r0   AMainexample40forall r. Real r => r -> r H¿yF Ñ™a*÷»>ý¼H4 + IyMainexample75forall r. ExpField r => r -> r: * U_Mainexample74forall r. Real r => r -> r -> r -> r> ) ]zMainexample73forall r. (ExpRing r, Field r) => r -> r> ( ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r> ' ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9 & S}Mainexample70forall r. ExpField r => r -> r -> r9 % S~Mainexample69forall r. ExpField r => r -> r -> r0 $ AMainexample68forall r. Real r => r -> r4 # I€Mainexample67forall g. ExpField g => g -> g5 " KbMainexample66forall r. Real r => r -> r -> r5 ! !IMainexample65'forall r. ExpField r => r -> r9   S‚Mainexample65forall r. ExpField r => r -> r -> r6  MƒMainexample64forall r. Field r => r -> r -> r0  ALMainexample62forall g. Real g => g -> gC  gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>  ]„Mainexample60forall g. ExpField g => g -> g -> g -> g TĈM Ù¢f3üÅŽ]èžTG ; s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG : s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2 9 KdMainherbie7forall a. Semigroup a => a -> a= 8 _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a. 7 A‰Mainherbie1forall a. Real a => a -> a4 6 IqMainexample89forall g. ExpField g => g -> g4 5 IrMainexample88forall r. ExpField r => r -> r4 4 IsMainexample87forall r. ExpField r => r -> r0 3 AtMainexample86forall g. Real g => g -> g9 2 SuMainexample84forall r. ExpField r => r -> r -> r4 1 IvMainexample82forall g. ExpField g => g -> g0 0 AwMainexample81forall g. Ring g => g -> g> / ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8 . Q[Mainexample78forall g. Rg g => g -> g -> g -> g9 - S\Mainexample77forall g. ExpField g => g -> g -> g9 , S]Mainexample76forall g. ExpField g => g -> g -> g gÇ {T/õ»uBÅ<Õžg4 L I’Mainexample22forall r. ExpField r => r -> r4 K I“Mainexample21forall r. 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ExpField g => g -> g9 W SFMainexample36forall g. ExpField g => g -> g -> g; V WEMainexample35forall g. Field g => g -> g -> g -> g@ U aIMainexample34forall g. Field g => g -> g -> g -> g -> g4 T IMainexample33forall g. ExpField g => g -> g9 S S0Mainexample30forall g. ExpField g => g -> g -> g3 R I•Mainexample3forall g. ExpField g => g -> g> Q ] Mainexample29forall r. ExpField r => r -> r -> r -> r9 P S1Mainexample28forall r. ExpField r => r -> r -> r@ O a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4 N I‘Mainexample24forall r. ExpField r => r -> rJ M u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g )¿ˆU"ë­u>ÎVë°o)C l gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g> k ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8 j S g -> g -> g1 i C…Mainexample59forall g. Field g => g -> g4 h I†Mainexample58forall g. ExpField g => g -> gu g IpMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6 f M‡Mainexample56forall r. Field r => r -> r -> r4 e IˆMainexample54forall r. ExpField r => r -> r4 d I‰Mainexample53forall g. ExpField g => g -> g5 c KPMainexample51forall g. Real g => g -> g -> g; b W>Mainexample50forall r. Field r => r -> r -> r -> r4 a IŠMainexample49forall g. ExpField g => g -> g0 ` A@Mainexample48forall g. Real g => g -> g0 _ AAMainexample45forall r. Real r => r -> r4 ^ I‹Mainexample44forall g. ExpField g => g -> g> ] ]CMainexample42forall r. ExpField r => r -> r -> r -> r WÍ”X è±~BÅ„CÏ“W9 | S\Mainexample77forall g. ExpField g => g -> g -> g9 { S]Mainexample76forall g. ExpField g => g -> g -> g4 z IyMainexample75forall r. ExpField r => r -> r: y U_Mainexample74forall r. Real r => r -> r -> r -> r> x ]zMainexample73forall r. (ExpRing r, Field r) => r -> r> w ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r> v ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9 u S}Mainexample70forall r. ExpField r => r -> r -> r9 t S~Mainexample69forall r. ExpField r => r -> r -> r0 s AMainexample68forall r. Real r => r -> r4 r I€Mainexample67forall g. ExpField g => g -> g5 q KbMainexample66forall r. Real r => r -> r -> r5 p !IMainexample65'forall r. ExpField r => r -> r9 o S‚Mainexample65forall r. ExpField r => r -> r -> r6 n MƒMainexample64forall r. Field r => r -> r -> r0 m ALMainexample62forall g. Real g => g -> g GÅ„QÞ«t=Õ•`Ì“lG"¡  )‰Mainherbie8Float -> Float$¡  !)GMainbigenough1Float -> Float6¡  !MFMainbigenough2Float -> Float -> Float -> FloatG¡  s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG¡  s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2¡ KdMainherbie7forall a. Semigroup a => a -> a=¡ _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.¡ A‰Mainherbie1forall a. Real a => a -> a4¡ IqMainexample89forall g. ExpField g => g -> g4¡ IrMainexample88forall r. ExpField r => r -> r4¡ IsMainexample87forall r. ExpField r => r -> r0¡ AtMainexample86forall g. Real g => g -> g9¡ SuMainexample84forall r. ExpField r => r -> r -> r4¡ IvMainexample82forall g. ExpField g => g -> g0  AwMainexample81forall g. Ring g => g -> g> ~ ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8 } Q[Mainexample78forall g. Rg g => g -> g -> g -> g hÙ´z@úÇ‹JÁZ#ìŸh4¡ I‘Mainexample24forall r. ExpField r => r -> rJ¡ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4¡ I’Mainexample22forall r. ExpField r => r -> r4¡ I“Mainexample21forall r. ExpField r => r -> r0¡ A”Mainexample19forall g. Real g => g -> g1¡ C6Mainexample18forall g. Field g => g -> g@¡ a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC¡ g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>¡ ] Mainexample14forall r. ExpField r => r -> r -> r -> r9¡ S9Mainexample13forall r. ExpField r => r -> r -> r0¡ A:Mainexample11forall g. Real g => g -> gC¡ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7¡ S|Mainexample1forall r. ExpField r => r -> r -> r7¡ !M‰Mainbigenough3Float -> Float -> Float -> Float"¡ )‰Mainherbie3Float -> Float$¡ -‰Mainherbie4String -> String L½@ ΗTÚ£l.ûăL4¡- I‹Mainexample44forall g. ExpField g => g -> g>¡, ]CMainexample42forall r. ExpField r => r -> r -> r -> r4¡+ IŒMainexample41forall r. ExpField r => r -> r0¡* AMainexample40forall r. Real r => r -> r;¡) WJMainexample39forall r. Field r => r -> r -> r -> r4¡( IŽMainexample38forall r. ExpField r => r -> r4¡' IMainexample37forall g. ExpField g => g -> g9¡& SFMainexample36forall g. ExpField g => g -> g -> g;¡% WEMainexample35forall g. Field g => g -> g -> g -> g@¡$ aIMainexample34forall g. Field g => g -> g -> g -> g -> g4¡# IMainexample33forall g. ExpField g => g -> g9¡" S0Mainexample30forall g. ExpField g => g -> g -> g3¡! I•Mainexample3forall g. ExpField g => g -> g>¡  ] Mainexample29forall r. ExpField r => r -> r -> r -> r9¡ S1Mainexample28forall r. 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ExpField r => r -> r -> r6¢  MƒMainexample64forall r. Field r => r -> r -> r0¢  ALMainexample62forall g. Real g => g -> gC¢  gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>¢  ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8¢ S g -> g -> g1¢ C…Mainexample59forall g. Field g => g -> g4¢ I†Mainexample58forall g. ExpField g => g -> gu¢ IpMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6¢ M‡Mainexample56forall r. Field r => r -> r -> r4¢ IˆMainexample54forall r. ExpField r => r -> r4¢ I‰Mainexample53forall g. ExpField g => g -> g5¢ KPMainexample51forall g. Real g => g -> g -> g QÍ‘UÓ’Uâ¦k*÷À„Q0¢  AtMainexample86forall g. Real g => g -> g9¢ SuMainexample84forall r. ExpField r => r -> r -> r4¢ IvMainexample82forall g. ExpField g => g -> g0¢ AwMainexample81forall g. Ring g => g -> g>¢ ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8¢ Q[Mainexample78forall g. 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Real g => g -> g1¢6 C6Mainexample18forall g. Field g => g -> g@¢5 a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC¢4 g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>¢3 ] Mainexample14forall r. ExpField r => r -> r -> r -> r9¢2 S9Mainexample13forall r. ExpField r => r -> r -> r 4½C Õ—d-쵂OÚ¢k44¢R IˆMainexample54forall r. ExpField r => r -> r4¢Q I‰Mainexample53forall g. ExpField g => g -> g5¢P KPMainexample51forall g. Real g => g -> g -> g;¢O W>Mainexample50forall r. Field r => r -> r -> r -> r4¢N IŠMainexample49forall g. ExpField g => g -> g0¢M A@Mainexample48forall g. Real g => g -> g0¢L AAMainexample45forall r. Real r => r -> r4¢K I‹Mainexample44forall g. ExpField g => g -> g>¢J ]CMainexample42forall r. ExpField r => r -> r -> r -> r4¢I IŒMainexample41forall r. ExpField r => r -> r0¢H AMainexample40forall r. Real r => r -> r;¢G WJMainexample39forall r. Field r => r -> r -> r -> r4¢F IŽMainexample38forall r. ExpField r => r -> r4¢E IMainexample37forall g. 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(Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6¢S M‡Mainexample56forall r. Field r => r -> r -> r W¿~=ÉQÕ¢k/üÅŽW4¢r IqMainexample89forall g. ExpField g => g -> g4¢q IrMainexample88forall r. ExpField r => r -> r4¢p IsMainexample87forall r. ExpField r => r -> r0¢o AtMainexample86forall g. Real g => g -> g9¢n SuMainexample84forall r. ExpField r => r -> r -> r4¢m IvMainexample82forall g. ExpField g => g -> g0¢l AwMainexample81forall g. Ring g => g -> g>¢k ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8¢j Q[Mainexample78forall g. Rg g => g -> g -> g -> g9¢i S\Mainexample77forall g. ExpField g => g -> g -> g9¢h S]Mainexample76forall g. ExpField g => g -> g -> g4¢g IyMainexample75forall r. ExpField r => r -> r:¢f U_Mainexample74forall r. Real r => r -> r -> r -> r>¢e ]zMainexample73forall r. (ExpRing r, Field r) => r -> r>¢d ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>¢c ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r EÏZÆfAõ»;Ì‹EC£ g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>£ ] Mainexample14forall r. ExpField r => r -> r -> r -> r9£ S9Mainexample13forall r. ExpField r => r -> r -> r0£ A:Mainexample11forall g. Real g => g -> gC¢ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7¢~ S|Mainexample1forall r. ExpField r => r -> r -> r7¢} !M‰Mainbigenough3Float -> Float -> Float -> Float"¢| )‰Mainherbie3Float -> Float$¢{ -‰Mainherbie4String -> String"¢z )‰Mainherbie8Float -> Float$¢y !)GMainbigenough1Float -> Float6¢x !MFMainbigenough2Float -> Float -> Float -> FloatG¢w s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG¢v s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2¢u KdMainherbie7forall a. Semigroup a => a -> a=¢t _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.¢s A‰Mainherbie1forall a. Real a => a -> a >½‰Vè›d!å¤n2û¸z>9£ SFMainexample36forall g. ExpField g => g -> g -> g;£ WEMainexample35forall g. Field g => g -> g -> g -> g@£ aIMainexample34forall g. Field g => g -> g -> g -> g -> g4£ IMainexample33forall g. ExpField g => g -> g9£ S0Mainexample30forall g. ExpField g => g -> g -> g3£ I•Mainexample3forall g. ExpField g => g -> g>£  ] Mainexample29forall r. ExpField r => r -> r -> r -> r9£  S1Mainexample28forall r. ExpField r => r -> r -> r@£  a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4£  I‘Mainexample24forall r. ExpField r => r -> rJ£  u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4£ I’Mainexample22forall r. ExpField r => r -> r4£ I“Mainexample21forall r. ExpField r => r -> r0£ A”Mainexample19forall g. Real g => g -> g1£ C6Mainexample18forall g. Field g => g -> g@£ a7Mainexample16forall r. Field r => r -> r -> r -> r -> r @É’T!ê©r? Õ—_(ñ¸@u£# IpMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6£" M‡Mainexample56forall r. Field r => r -> r -> r4£! IˆMainexample54forall r. ExpField r => r -> r4£  I‰Mainexample53forall g. ExpField g => g -> g5£ KPMainexample51forall g. Real g => g -> g -> g;£ W>Mainexample50forall r. Field r => r -> r -> r -> r4£ IŠMainexample49forall g. ExpField g => g -> g0£ A@Mainexample48forall g. Real g => g -> g0£ AAMainexample45forall r. Real r => r -> r4£ I‹Mainexample44forall g. ExpField g => g -> g>£ ]CMainexample42forall r. ExpField r => r -> r -> r -> r4£ IŒMainexample41forall r. ExpField r => r -> r0£ AMainexample40forall r. Real r => r -> r;£ WJMainexample39forall r. Field r => r -> r -> r -> r4£ IŽMainexample38forall r. ExpField r => r -> r4£ IMainexample37forall g. ExpField g => g -> g WÉ•ZÓ g+ó»„QÙ˜W>£3 ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>£2 ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9£1 S}Mainexample70forall r. ExpField r => r -> r -> r9£0 S~Mainexample69forall r. ExpField r => r -> r -> r0£/ AMainexample68forall r. Real r => r -> r4£. I€Mainexample67forall g. ExpField g => g -> g5£- KbMainexample66forall r. Real r => r -> r -> r5£, !IMainexample65'forall r. ExpField r => r -> r9£+ S‚Mainexample65forall r. ExpField r => r -> r -> r6£* MƒMainexample64forall r. Field r => r -> r -> r0£) ALMainexample62forall g. Real g => g -> gC£( gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>£' ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8£& S g -> g -> g1£% C…Mainexample59forall g. Field g => g -> g4£$ I†Mainexample58forall g. ExpField g => g -> g 3¿‚KÓ˜W$í±~GÙ¨h32£D KdMainherbie7forall a. Semigroup a => a -> a=£C _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.£B A‰Mainherbie1forall a. Real a => a -> a4£A IqMainexample89forall g. ExpField g => g -> g4£@ IrMainexample88forall r. ExpField r => r -> r4£? IsMainexample87forall r. ExpField r => r -> r0£> AtMainexample86forall g. Real g => g -> g9£= SuMainexample84forall r. ExpField r => r -> r -> r4£< IvMainexample82forall g. ExpField g => g -> g0£; AwMainexample81forall g. Ring g => g -> g>£: ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8£9 Q[Mainexample78forall g. Rg g => g -> g -> g -> g9£8 S\Mainexample77forall g. ExpField g => g -> g -> g9£7 S]Mainexample76forall g. ExpField g => g -> g -> g4£6 IyMainexample75forall r. ExpField r => r -> r:£5 U_Mainexample74forall r. Real r => r -> r -> r -> r>£4 ]zMainexample73forall r. (ExpRing r, Field r) => r -> r A¶l3 çÀ›a'á®r1ë¨tA0£U A”Mainexample19forall g. Real g => g -> g1£T C6Mainexample18forall g. Field g => g -> g@£S a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC£R g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>£Q ] Mainexample14forall r. ExpField r => r -> r -> r -> r9£P S9Mainexample13forall r. ExpField r => r -> r -> r0£O A:Mainexample11forall g. Real g => g -> gC£N g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7£M S|Mainexample1forall r. ExpField r => r -> r -> r7£L !M‰Mainbigenough3Float -> Float -> Float -> Float"£K )‰Mainherbie3Float -> Float$£J -‰Mainherbie4String -> String"£I )‰Mainherbie8Float -> Float$£H !)GMainbigenough1Float -> Float6£G !MFMainbigenough2Float -> Float -> Float -> FloatG£F s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG£E s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String <É’EËNÜ¥b$è±z<;£e WJMainexample39forall r. Field r => r -> r -> r -> r4£d IŽMainexample38forall r. ExpField r => r -> r4£c IMainexample37forall g. ExpField g => g -> g9£b SFMainexample36forall g. ExpField g => g -> g -> g;£a WEMainexample35forall g. Field g => g -> g -> g -> g@£` aIMainexample34forall g. Field g => g -> g -> g -> g -> g4£_ IMainexample33forall g. ExpField g => g -> g9£^ S0Mainexample30forall g. ExpField g => g -> g -> g3£] I•Mainexample3forall g. ExpField g => g -> g>£\ ] Mainexample29forall r. ExpField r => r -> r -> r -> r9£[ S1Mainexample28forall r. ExpField r => r -> r -> r@£Z a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4£Y I‘Mainexample24forall r. ExpField r => r -> rJ£X u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4£W I’Mainexample22forall r. ExpField r => r -> r4£V I“Mainexample21forall r. ExpField r => r -> r FÍ–Uë¸C ÔdìµF8£u S g -> g -> g1£t C…Mainexample59forall g. Field g => g -> g4£s I†Mainexample58forall g. ExpField g => g -> gu£r IpMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6£q M‡Mainexample56forall r. Field r => r -> r -> r4£p IˆMainexample54forall r. ExpField r => r -> r4£o I‰Mainexample53forall g. ExpField g => g -> g5£n KPMainexample51forall g. Real g => g -> g -> g;£m W>Mainexample50forall r. Field r => r -> r -> r -> r4£l IŠMainexample49forall g. ExpField g => g -> g0£k A@Mainexample48forall g. Real g => g -> g0£j AAMainexample45forall r. Real r => r -> r4£i I‹Mainexample44forall g. ExpField g => g -> g>£h ]CMainexample42forall r. ExpField r => r -> r -> r -> r4£g IŒMainexample41forall r. ExpField r => r -> r0£f AMainexample40forall r. Real r => r -> r H¿yF Ñ™a*÷»>ý¼H4¤ IyMainexample75forall r. ExpField r => r -> r:¤ U_Mainexample74forall r. Real r => r -> r -> r -> r>¤ ]zMainexample73forall r. (ExpRing r, Field r) => r -> r>¤ ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>¤ ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9¤ S}Mainexample70forall r. ExpField r => r -> r -> r9£ S~Mainexample69forall r. ExpField r => r -> r -> r0£~ AMainexample68forall r. Real r => r -> r4£} I€Mainexample67forall g. ExpField g => g -> g5£| KbMainexample66forall r. Real r => r -> r -> r5£{ !IMainexample65'forall r. ExpField r => r -> r9£z S‚Mainexample65forall r. ExpField r => r -> r -> r6£y MƒMainexample64forall r. Field r => r -> r -> r0£x ALMainexample62forall g. Real g => g -> gC£w gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>£v ]„Mainexample60forall g. ExpField g => g -> g -> g -> g TĈM Ù¢f3üÅŽ]èžTG¤ s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG¤ s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2¤ KdMainherbie7forall a. Semigroup a => a -> a=¤ _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.¤ A‰Mainherbie1forall a. Real a => a -> a4¤ IqMainexample89forall g. ExpField g => g -> g4¤ IrMainexample88forall r. ExpField r => r -> r4¤ IsMainexample87forall r. ExpField r => r -> r0¤  AtMainexample86forall g. Real g => g -> g9¤  SuMainexample84forall r. ExpField r => r -> r -> r4¤  IvMainexample82forall g. ExpField g => g -> g0¤  AwMainexample81forall g. Ring g => g -> g>¤  ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8¤ Q[Mainexample78forall g. Rg g => g -> g -> g -> g9¤ S\Mainexample77forall g. ExpField g => g -> g -> g9¤ S]Mainexample76forall g. ExpField g => g -> g -> g gÇ {T/õ»uBÅ<Õžg4¤& I’Mainexample22forall r. ExpField r => r -> r4¤% I“Mainexample21forall r. ExpField r => r -> r0¤$ A”Mainexample19forall g. Real g => g -> g1¤# C6Mainexample18forall g. Field g => g -> g@¤" a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC¤! g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>¤  ] Mainexample14forall r. ExpField r => r -> r -> r -> r9¤ S9Mainexample13forall r. ExpField r => r -> r -> r0¤ A:Mainexample11forall g. Real g => g -> gC¤ g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7¤ S|Mainexample1forall r. ExpField r => r -> r -> r7¤ !M‰Mainbigenough3Float -> Float -> Float -> Float"¤ )‰Mainherbie3Float -> Float$¤ -‰Mainherbie4String -> String"¤ )‰Mainherbie8Float -> Float$¤ !)GMainbigenough1Float -> Float6¤ !MFMainbigenough2Float -> Float -> Float -> Float @³|9ý¼†JÐ’Vèªw@4¤6 IŒMainexample41forall r. ExpField r => r -> r0¤5 AMainexample40forall r. Real r => r -> r;¤4 WJMainexample39forall r. Field r => r -> r -> r -> r4¤3 IŽMainexample38forall r. ExpField r => r -> r4¤2 IMainexample37forall g. ExpField g => g -> g9¤1 SFMainexample36forall g. ExpField g => g -> g -> g;¤0 WEMainexample35forall g. Field g => g -> g -> g -> g@¤/ aIMainexample34forall g. Field g => g -> g -> g -> g -> g4¤. IMainexample33forall g. ExpField g => g -> g9¤- S0Mainexample30forall g. ExpField g => g -> g -> g3¤, I•Mainexample3forall g. ExpField g => g -> g>¤+ ] Mainexample29forall r. ExpField r => r -> r -> r -> r9¤* S1Mainexample28forall r. ExpField r => r -> r -> r@¤) a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4¤( I‘Mainexample24forall r. ExpField r => r -> rJ¤' u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g )¿ˆU"ë­u>ÎVë°o)C¤F gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>¤E ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8¤D S g -> g -> g1¤C C…Mainexample59forall g. Field g => g -> g4¤B I†Mainexample58forall g. ExpField g => g -> gu¤A IpMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6¤@ M‡Mainexample56forall r. Field r => r -> r -> r4¤? IˆMainexample54forall r. ExpField r => r -> r4¤> I‰Mainexample53forall g. ExpField g => g -> g5¤= KPMainexample51forall g. Real g => g -> g -> g;¤< W>Mainexample50forall r. Field r => r -> r -> r -> r4¤; IŠMainexample49forall g. ExpField g => g -> g0¤: A@Mainexample48forall g. Real g => g -> g0¤9 AAMainexample45forall r. Real r => r -> r4¤8 I‹Mainexample44forall g. ExpField g => g -> g>¤7 ]CMainexample42forall r. ExpField r => r -> r -> r -> r WÍ”X è±~BÅ„CÏ“W9¤V S\Mainexample77forall g. ExpField g => g -> g -> g9¤U S]Mainexample76forall g. ExpField g => g -> g -> g4¤T IyMainexample75forall r. ExpField r => r -> r:¤S U_Mainexample74forall r. Real r => r -> r -> r -> r>¤R ]zMainexample73forall r. (ExpRing r, Field r) => r -> r>¤Q ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>¤P ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9¤O S}Mainexample70forall r. ExpField r => r -> r -> r9¤N S~Mainexample69forall r. ExpField r => r -> r -> r0¤M AMainexample68forall r. Real r => r -> r4¤L I€Mainexample67forall g. ExpField g => g -> g5¤K KbMainexample66forall r. Real r => r -> r -> r5¤J !IMainexample65'forall r. ExpField r => r -> r9¤I S‚Mainexample65forall r. ExpField r => r -> r -> r6¤H MƒMainexample64forall r. Field r => r -> r -> r0¤G ALMainexample62forall g. Real g => g -> g GÅ„QÞ«t=Õ•`Ì“lG"¤g )‰Mainherbie8Float -> Float$¤f !)GMainbigenough1Float -> Float6¤e !MFMainbigenough2Float -> Float -> Float -> FloatG¤d s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG¤c s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2¤b KdMainherbie7forall a. Semigroup a => a -> a=¤a _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.¤` A‰Mainherbie1forall a. Real a => a -> a4¤_ IqMainexample89forall g. ExpField g => g -> g4¤^ IrMainexample88forall r. ExpField r => r -> r4¤] IsMainexample87forall r. ExpField r => r -> r0¤\ AtMainexample86forall g. Real g => g -> g9¤[ SuMainexample84forall r. ExpField r => r -> r -> r4¤Z IvMainexample82forall g. ExpField g => g -> g0¤Y AwMainexample81forall g. Ring g => g -> g>¤X ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8¤W Q[Mainexample78forall g. Rg g => g -> g -> g -> g hÙ´z@úÇ‹JÁZ#ìŸh4¤w I‘Mainexample24forall r. ExpField r => r -> rJ¤v u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4¤u I’Mainexample22forall r. ExpField r => r -> r4¤t I“Mainexample21forall r. ExpField r => r -> r0¤s A”Mainexample19forall g. Real g => g -> g1¤r C6Mainexample18forall g. Field g => g -> g@¤q a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC¤p g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>¤o ] Mainexample14forall r. ExpField r => r -> r -> r -> r9¤n S9Mainexample13forall r. ExpField r => r -> r -> r0¤m A:Mainexample11forall g. Real g => g -> gC¤l g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7¤k S|Mainexample1forall r. ExpField r => r -> r -> r7¤j !M‰Mainbigenough3Float -> Float -> Float -> Float"¤i )‰Mainherbie3Float -> Float$¤h -‰Mainherbie4String -> String L½@ ΗTÚ£l.ûăL4¥ I‹Mainexample44forall g. ExpField g => g -> g>¥ ]CMainexample42forall r. ExpField r => r -> r -> r -> r4¥ IŒMainexample41forall r. ExpField r => r -> r0¥ AMainexample40forall r. Real r => r -> r;¥ WJMainexample39forall r. Field r => r -> r -> r -> r4¥ IŽMainexample38forall r. ExpField r => r -> r4¥ IMainexample37forall g. ExpField g => g -> g9¥ SFMainexample36forall g. ExpField g => g -> g -> g;¤ WEMainexample35forall g. Field g => g -> g -> g -> g@¤~ aIMainexample34forall g. Field g => g -> g -> g -> g -> g4¤} IMainexample33forall g. ExpField g => g -> g9¤| S0Mainexample30forall g. ExpField g => g -> g -> g3¤{ I•Mainexample3forall g. ExpField g => g -> g>¤z ] Mainexample29forall r. ExpField r => r -> r -> r -> r9¤y S1Mainexample28forall r. ExpField r => r -> r -> r@¤x a2Mainexample26forall r. Field r => r -> r -> r -> r -> r 5Íšc%í¶FΗc(ç¡n56¥ MƒMainexample64forall r. Field r => r -> r -> r0¥ ALMainexample62forall g. Real g => g -> gC¥ gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>¥ ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8¥ S g -> g -> g1¥ C…Mainexample59forall g. Field g => g -> g4¥ I†Mainexample58forall g. ExpField g => g -> gu¥ IpMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6¥ M‡Mainexample56forall r. Field r => r -> r -> r4¥ IˆMainexample54forall r. ExpField r => r -> r4¥  I‰Mainexample53forall g. ExpField g => g -> g5¥  KPMainexample51forall g. Real g => g -> g -> g;¥  W>Mainexample50forall r. Field r => r -> r -> r -> r4¥  IŠMainexample49forall g. ExpField g => g -> g0¥  A@Mainexample48forall g. Real g => g -> g0¥ AAMainexample45forall r. Real r => r -> r GÄŒTê®r1ð¯r;ÿÈG>¥' ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8¥& Q[Mainexample78forall g. Rg g => g -> g -> g -> g9¥% S\Mainexample77forall g. ExpField g => g -> g -> g9¥$ S]Mainexample76forall g. ExpField g => g -> g -> g4¥# IyMainexample75forall r. ExpField r => r -> r:¥" U_Mainexample74forall r. Real r => r -> r -> r -> r>¥! ]zMainexample73forall r. (ExpRing r, Field r) => r -> r>¥  ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>¥ ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9¥ S}Mainexample70forall r. ExpField r => r -> r -> r9¥ S~Mainexample69forall r. ExpField r => r -> r -> r0¥ AMainexample68forall r. Real r => r -> r4¥ I€Mainexample67forall g. ExpField g => g -> g5¥ KbMainexample66forall r. Real r => r -> r -> r5¥ !IMainexample65'forall r. ExpField r => r -> r9¥ S‚Mainexample65forall r. ExpField r => r -> r -> r =Í–Z'ð¹‚QÜ’HèÃœw=7¥9 !M‰Mainbigenough3Float -> Float -> Float -> Float"¥8 )‰Mainherbie3Float -> Float$¥7 -‰Mainherbie4String -> String"¥6 )‰Mainherbie8Float -> Float$¥5 !)GMainbigenough1Float -> Float6¥4 !MFMainbigenough2Float -> Float -> Float -> FloatG¥3 s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG¥2 s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2¥1 KdMainherbie7forall a. Semigroup a => a -> a=¥0 _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.¥/ A‰Mainherbie1forall a. Real a => a -> a4¥. IqMainexample89forall g. ExpField g => g -> g4¥- IrMainexample88forall r. ExpField r => r -> r4¥, IsMainexample87forall r. ExpField r => r -> r0¥+ AtMainexample86forall g. Real g => g -> g9¥* SuMainexample84forall r. ExpField r => r -> r -> r4¥) IvMainexample82forall g. ExpField g => g -> g0¥( AwMainexample81forall g. Ring g => g -> g .Æ€MЊGà©r%î«o.>¥I ] Mainexample29forall r. ExpField r => r -> r -> r -> r9¥H S1Mainexample28forall r. ExpField r => r -> r -> r@¥G a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4¥F I‘Mainexample24forall r. ExpField r => r -> rJ¥E u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4¥D I’Mainexample22forall r. ExpField r => r -> r4¥C I“Mainexample21forall r. ExpField r => r -> r0¥B A”Mainexample19forall g. Real g => g -> g1¥A C6Mainexample18forall g. Field g => g -> g@¥@ a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC¥? g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>¥> ] Mainexample14forall r. ExpField r => r -> r -> r -> r9¥= S9Mainexample13forall r. ExpField r => r -> r -> r0¥< A:Mainexample11forall g. Real g => g -> gC¥; g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7¥: S|Mainexample1forall r. ExpField r => r -> r -> r 1ÊŽWÖšc,C Ù¦o1;¥Z W>Mainexample50forall r. Field r => r -> r -> r -> r4¥Y IŠMainexample49forall g. ExpField g => g -> g0¥X A@Mainexample48forall g. Real g => g -> g0¥W AAMainexample45forall r. Real r => r -> r4¥V I‹Mainexample44forall g. ExpField g => g -> g>¥U ]CMainexample42forall r. ExpField r => r -> r -> r -> r4¥T IŒMainexample41forall r. ExpField r => r -> r0¥S AMainexample40forall r. Real r => r -> r;¥R WJMainexample39forall r. Field r => r -> r -> r -> r4¥Q IŽMainexample38forall r. ExpField r => r -> r4¥P IMainexample37forall g. ExpField g => g -> g9¥O SFMainexample36forall g. ExpField g => g -> g -> g;¥N WEMainexample35forall g. Field g => g -> g -> g -> g@¥M aIMainexample34forall g. Field g => g -> g -> g -> g -> g4¥L IMainexample33forall g. ExpField g => g -> g9¥K S0Mainexample30forall g. ExpField g => g -> g -> g3¥J I•Mainexample3forall g. ExpField g => g -> g -È‘Z!©r>Â|IÔœd-4¥j I€Mainexample67forall g. ExpField g => g -> g5¥i KbMainexample66forall r. Real r => r -> r -> r5¥h !IMainexample65'forall r. ExpField r => r -> r9¥g S‚Mainexample65forall r. ExpField r => r -> r -> r6¥f MƒMainexample64forall r. Field r => r -> r -> r0¥e ALMainexample62forall g. Real g => g -> gC¥d gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>¥c ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8¥b S g -> g -> g1¥a C…Mainexample59forall g. Field g => g -> g4¥` I†Mainexample58forall g. ExpField g => g -> gu¥_ IpMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6¥^ M‡Mainexample56forall r. Field r => r -> r -> r4¥] IˆMainexample54forall r. ExpField r => r -> r4¥\ I‰Mainexample53forall g. ExpField g => g -> g5¥[ KPMainexample51forall g. Real g => g -> g -> g QÍ‘UÓ’Uâ¦k*÷À„Q0¥z AtMainexample86forall g. Real g => g -> g9¥y SuMainexample84forall r. ExpField r => r -> r -> r4¥x IvMainexample82forall g. ExpField g => g -> g0¥w AwMainexample81forall g. Ring g => g -> g>¥v ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8¥u Q[Mainexample78forall g. Rg g => g -> g -> g -> g9¥t S\Mainexample77forall g. ExpField g => g -> g -> g9¥s S]Mainexample76forall g. ExpField g => g -> g -> g4¥r IyMainexample75forall r. ExpField r => r -> r:¥q U_Mainexample74forall r. Real r => r -> r -> r -> r>¥p ]zMainexample73forall r. (ExpRing r, Field r) => r -> r>¥o ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>¥n ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9¥m S}Mainexample70forall r. ExpField r => r -> r -> r9¥l S~Mainexample69forall r. ExpField r => r -> r -> r0¥k AMainexample68forall r. Real r => r -> r cÉ’[*êµk!èÁœuPÜ–c0¦  A:Mainexample11forall g. Real g => g -> gC¦  g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7¦  S|Mainexample1forall r. ExpField r => r -> r -> r7¦ !M‰Mainbigenough3Float -> Float -> Float -> Float"¦ )‰Mainherbie3Float -> Float$¦ -‰Mainherbie4String -> String"¦ )‰Mainherbie8Float -> Float$¦ !)GMainbigenough1Float -> Float6¦ !MFMainbigenough2Float -> Float -> Float -> FloatG¦ s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG¦ s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2¦ KdMainherbie7forall a. Semigroup a => a -> a=¥ _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.¥~ A‰Mainherbie1forall a. Real a => a -> a4¥} IqMainexample89forall g. ExpField g => g -> g4¥| IrMainexample88forall r. ExpField r => r -> r4¥{ IsMainexample87forall r. ExpField r => r -> r 8ă=úÆ“\%Ø¡^"á«o84¦ IMainexample33forall g. ExpField g => g -> g9¦ S0Mainexample30forall g. ExpField g => g -> g -> g3¦ I•Mainexample3forall g. ExpField g => g -> g>¦ ] Mainexample29forall r. ExpField r => r -> r -> r -> r9¦ S1Mainexample28forall r. ExpField r => r -> r -> r@¦ a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4¦ I‘Mainexample24forall r. ExpField r => r -> rJ¦ u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4¦ I’Mainexample22forall r. ExpField r => r -> r4¦ I“Mainexample21forall r. ExpField r => r -> r0¦ A”Mainexample19forall g. Real g => g -> g1¦ C6Mainexample18forall g. Field g => g -> g@¦ a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC¦ g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>¦  ] Mainexample14forall r. ExpField r => r -> r -> r -> r9¦  S9Mainexample13forall r. ExpField r => r -> r -> r 4½C Õ—d-쵂OÚ¢k44¦, IˆMainexample54forall r. ExpField r => r -> r4¦+ I‰Mainexample53forall g. ExpField g => g -> g5¦* KPMainexample51forall g. Real g => g -> g -> g;¦) W>Mainexample50forall r. Field r => r -> r -> r -> r4¦( IŠMainexample49forall g. ExpField g => g -> g0¦' A@Mainexample48forall g. Real g => g -> g0¦& AAMainexample45forall r. Real r => r -> r4¦% I‹Mainexample44forall g. ExpField g => g -> g>¦$ ]CMainexample42forall r. ExpField r => r -> r -> r -> r4¦# IŒMainexample41forall r. ExpField r => r -> r0¦" AMainexample40forall r. Real r => r -> r;¦! WJMainexample39forall r. Field r => r -> r -> r -> r4¦  IŽMainexample38forall r. ExpField r => r -> r4¦ IMainexample37forall g. ExpField g => g -> g9¦ SFMainexample36forall g. ExpField g => g -> g -> g;¦ WEMainexample35forall g. Field g => g -> g -> g -> g@¦ aIMainexample34forall g. Field g => g -> g -> g -> g -> g (ÇOä©h"ï¶zB Ó d(9¦< S}Mainexample70forall r. ExpField r => r -> r -> r9¦; S~Mainexample69forall r. ExpField r => r -> r -> r0¦: AMainexample68forall r. Real r => r -> r4¦9 I€Mainexample67forall g. ExpField g => g -> g5¦8 KbMainexample66forall r. Real r => r -> r -> r5¦7 !IMainexample65'forall r. ExpField r => r -> r9¦6 S‚Mainexample65forall r. ExpField r => r -> r -> r6¦5 MƒMainexample64forall r. Field r => r -> r -> r0¦4 ALMainexample62forall g. Real g => g -> gC¦3 gMMainexample61forall g. 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(Show a, Real a) => a -> String -> String2¦O KdMainherbie7forall a. Semigroup a => a -> a=¦N _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.¦M A‰Mainherbie1forall a. Real a => a -> a >½‰Vè›d!å¤n2û¸z>9¦m SFMainexample36forall g. ExpField g => g -> g -> g;¦l WEMainexample35forall g. Field g => g -> g -> g -> g@¦k aIMainexample34forall g. Field g => g -> g -> g -> g -> g4¦j IMainexample33forall g. ExpField g => g -> g9¦i S0Mainexample30forall g. ExpField g => g -> g -> g3¦h I•Mainexample3forall g. ExpField g => g -> g>¦g ] Mainexample29forall r. ExpField r => r -> r -> r -> r9¦f S1Mainexample28forall r. ExpField r => r -> r -> r@¦e a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4¦d I‘Mainexample24forall r. ExpField r => r -> rJ¦c u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4¦b I’Mainexample22forall r. ExpField r => r -> r4¦a I“Mainexample21forall r. ExpField r => r -> r0¦` A”Mainexample19forall g. Real g => g -> g1¦_ C6Mainexample18forall g. Field g => g -> g@¦^ a7Mainexample16forall r. Field r => r -> r -> r -> r -> r @É’T!ê©r? Õ—_(ñ¸@u¦} IpMainexample57forall g. (Ord_ g, ExpRing g, Normed g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6¦| M‡Mainexample56forall r. Field r => r -> r -> r4¦{ IˆMainexample54forall r. ExpField r => r -> r4¦z I‰Mainexample53forall g. ExpField g => g -> g5¦y KPMainexample51forall g. Real g => g -> g -> g;¦x W>Mainexample50forall r. Field r => r -> r -> r -> r4¦w IŠMainexample49forall g. ExpField g => g -> g0¦v A@Mainexample48forall g. Real g => g -> g0¦u AAMainexample45forall r. Real r => r -> r4¦t I‹Mainexample44forall g. ExpField g => g -> g>¦s ]CMainexample42forall r. ExpField r => r -> r -> r -> r4¦r IŒMainexample41forall r. ExpField r => r -> r0¦q AMainexample40forall r. Real r => r -> r;¦p WJMainexample39forall r. Field r => r -> r -> r -> r4¦o IŽMainexample38forall r. ExpField r => r -> r4¦n IMainexample37forall g. ExpField g => g -> g WÉ•ZÓ g+ó»„QÙ˜W>§  ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>§  ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9§  S}Mainexample70forall r. ExpField r => r -> r -> r9§  S~Mainexample69forall r. ExpField r => r -> r -> r0§  AMainexample68forall r. Real r => r -> r4§ I€Mainexample67forall g. ExpField g => g -> g5§ KbMainexample66forall r. Real r => r -> r -> r5§ !IMainexample65'forall r. ExpField r => r -> r9§ S‚Mainexample65forall r. ExpField r => r -> r -> r6§ MƒMainexample64forall r. Field r => r -> r -> r0§ ALMainexample62forall g. Real g => g -> gC§ gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>§ ]„Mainexample60forall g. ExpField g => g -> g -> g -> g8§ S g -> g -> g1¦ C…Mainexample59forall g. Field g => g -> g4¦~ I†Mainexample58forall g. ExpField g => g -> g 3¿‚KÓ˜W$í±~GÙ¨h32§ KdMainherbie7forall a. Semigroup a => a -> a=§ _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.§ A‰Mainherbie1forall a. Real a => a -> a4§ IqMainexample89forall g. ExpField g => g -> g4§ IrMainexample88forall r. ExpField r => r -> r4§ IsMainexample87forall r. ExpField r => r -> r0§ AtMainexample86forall g. Real g => g -> g9§ SuMainexample84forall r. ExpField r => r -> r -> r4§ IvMainexample82forall g. ExpField g => g -> g0§ AwMainexample81forall g. Ring g => g -> g>§ ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8§ Q[Mainexample78forall g. Rg g => g -> g -> g -> g9§ S\Mainexample77forall g. ExpField g => g -> g -> g9§ S]Mainexample76forall g. ExpField g => g -> g -> g4§ IyMainexample75forall r. ExpField r => r -> r:§ U_Mainexample74forall r. Real r => r -> r -> r -> r>§ ]zMainexample73forall r. (ExpRing r, Field r) => r -> r A¶l3 çÀ›a'á®r1ë¨tA0§/ A”Mainexample19forall g. Real g => g -> g1§. C6Mainexample18forall g. Field g => g -> g@§- a7Mainexample16forall r. Field r => r -> r -> r -> r -> rC§, g8Mainexample15forall r. ExpField r => r -> r -> r -> r -> r>§+ ] Mainexample14forall r. ExpField r => r -> r -> r -> r9§* S9Mainexample13forall r. ExpField r => r -> r -> r0§) A:Mainexample11forall g. Real g => g -> gC§( g;Mainexample10forall r. ExpField r => r -> r -> r -> r -> r7§' S|Mainexample1forall r. ExpField r => r -> r -> r7§& !M‰Mainbigenough3Float -> Float -> Float -> Float"§% )‰Mainherbie3Float -> Float$§$ -‰Mainherbie4String -> String"§# )‰Mainherbie8Float -> Float$§" !)GMainbigenough1Float -> Float6§! !MFMainbigenough2Float -> Float -> Float -> FloatG§  s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG§ s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String <É’EËNÜ¥b$è±z<;§? WJMainexample39forall r. Field r => r -> r -> r -> r4§> IŽMainexample38forall r. ExpField r => r -> r4§= IMainexample37forall g. ExpField g => g -> g9§< SFMainexample36forall g. ExpField g => g -> g -> g;§; WEMainexample35forall g. Field g => g -> g -> g -> g@§: aIMainexample34forall g. Field g => g -> g -> g -> g -> g4§9 IMainexample33forall g. ExpField g => g -> g9§8 S0Mainexample30forall g. ExpField g => g -> g -> g3§7 I•Mainexample3forall g. ExpField g => g -> g>§6 ] Mainexample29forall r. ExpField r => r -> r -> r -> r9§5 S1Mainexample28forall r. ExpField r => r -> r -> r@§4 a2Mainexample26forall r. Field r => r -> r -> r -> r -> r4§3 I‘Mainexample24forall r. ExpField r => r -> rJ§2 u4Mainexample23forall g. Field g => g -> g -> g -> g -> g -> g -> g4§1 I’Mainexample22forall r. ExpField r => r -> r4§0 I“Mainexample21forall r. ExpField r => r -> rCn@†Œ’˜ž¤ª°¶¼ÂÈÎÔÚàæìòøþ "(.4:@FLRX^djpv|‚ˆŽ”š ¦¬²¸¾ÄÊÐÖÜâèîôú€ztn?§o>§_=§O;§?üŸ9ýŸIþŸYÿŸjŸ{    + ; L \ l | ¡  ¡ ¡- ¡= ¡M¡_¡o¢¢¢ ¢1¢A¢R¢b¢r£££#£3£D£U£e£u ¤!¤"¤&#¤6$¤F%¤V&¤g'¤w(¥)¥*¥'+¥9,¥I-¥Z.¥j/¥z0¦ 1¦2¦,3¦<4¦L5¦]6¦m7¦}8§ 9§:§/ FÍ–Uë¸C ÔdìµF8§O S g -> g -> g1§N C…Mainexample59forall g. Field g => g -> g4§M I†Mainexample58forall g. ExpField g => g -> gu§L IpMainexample57forall g. (Ord_ g, Normed g, ExpRing g, (g >< g) ~ g, Scalar g ~ g, Logic g ~ Bool) => g -> g6§K M‡Mainexample56forall r. Field r => r -> r -> r4§J IˆMainexample54forall r. ExpField r => r -> r4§I I‰Mainexample53forall g. ExpField g => g -> g5§H KPMainexample51forall g. Real g => g -> g -> g;§G W>Mainexample50forall r. Field r => r -> r -> r -> r4§F IŠMainexample49forall g. ExpField g => g -> g0§E A@Mainexample48forall g. Real g => g -> g0§D AAMainexample45forall r. Real r => r -> r4§C I‹Mainexample44forall g. ExpField g => g -> g>§B ]CMainexample42forall r. ExpField r => r -> r -> r -> r4§A IŒMainexample41forall r. ExpField r => r -> r0§@ AMainexample40forall r. Real r => r -> r H¿yF Ñ™a*÷»>ý¼H4§_ IyMainexample75forall r. ExpField r => r -> r:§^ U_Mainexample74forall r. Real r => r -> r -> r -> r>§] ]zMainexample73forall r. (ExpRing r, Field r) => r -> r>§\ ]{Mainexample72forall r. (ExpRing r, Field r) => r -> r>§[ ]|Mainexample71forall r. (ExpRing r, Field r) => r -> r9§Z S}Mainexample70forall r. ExpField r => r -> r -> r9§Y S~Mainexample69forall r. ExpField r => r -> r -> r0§X AMainexample68forall r. Real r => r -> r4§W I€Mainexample67forall g. ExpField g => g -> g5§V KbMainexample66forall r. Real r => r -> r -> r5§U !IMainexample65'forall r. ExpField r => r -> r9§T S‚Mainexample65forall r. ExpField r => r -> r -> r6§S MƒMainexample64forall r. Field r => r -> r -> r0§R ALMainexample62forall g. Real g => g -> gC§Q gMMainexample61forall g. ExpField g => g -> g -> g -> g -> g>§P ]„Mainexample60forall g. ExpField g => g -> g -> g -> g TĈM Ù¢f3üÅŽ]èžTG§o s‰Mainherbie5forall a. (Show a, Real a) => String -> a -> StringG§n s‰Mainherbie6forall a. (Show a, Real a) => a -> String -> String2§m KdMainherbie7forall a. Semigroup a => a -> a=§l _–Mainherbie2forall a. Real a => a -> a -> a -> a -> a.§k A‰Mainherbie1forall a. Real a => a -> a4§j IqMainexample89forall g. ExpField g => g -> g4§i IrMainexample88forall r. ExpField r => r -> r4§h IsMainexample87forall r. ExpField r => r -> r0§g AtMainexample86forall g. Real g => g -> g9§f SuMainexample84forall r. ExpField r => r -> r -> r4§e IvMainexample82forall g. ExpField g => g -> g0§d AwMainexample81forall g. Ring g => g -> g>§c ]xMainexample79forall r. (ExpRing r, Field r) => r -> r8§b Q[Mainexample78forall g. Rg g => g -> g -> g -> g9§a S\Mainexample77forall g. ExpField g => g -> g -> g9§` S]Mainexample76forall g. ExpField g => g -> g -> g õÇ {T/õ7§u !M‰Mainbigenough3Float -> Float -> Float -> Float"§t )‰Mainherbie3Float -> Float$§s -‰Mainherbie4String -> String"§r )‰Mainherbie8Float -> Float$§q !)GMainbigenough1Float -> Float6§p !MFMainbigenough2Float -> Float -> Float -> Float