1K(Sl      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFGHIJKLMNO P Q R S T U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k  Safe-Inferred  lm    lm Safe-Inferred ?Build a regular monad for generic monad transformer and monad. The n0 type allows us to force the kind (m :: * -> *) &without using ExplicitKindSignatures. ;Provide the methods that make a transformed monad a monad.  opqrstu     opqrstuNone)#This function allows to generalize ' and ( to more arguments. 7You could achieve the same with nested applications of assignment3 (,). <vwxyz{|}~ !"#$%&'()* !"#$%&'()*&$%'()* !"#,vwxy{z|}~ !"#$%&'()*None+,-./01 '()*+,-./01 +-,./'()*01+,-./01None234  #'()*234 243'()* #234None9 You might be tempted to use the 9 rule to collect parameters *for rules with more than three arguments. GThis is generally not a good idea since this way you lose granularity. 3For building rules with more than three arguments, (please build according assignments with ) and * 'and bundle these assignments to rules. This is the way, 5 and 6 work. 56789:;<= 56789:;<= 56798:;<= 56789:;<=None?/An expression is defined by a set of equations #and the variable at the top-level. BThe value of the expression equals the value of the top variable. @6Make a constant expression of a simple numeric value. E#This function allows to generalize C and D to more arguments using  combinators.  Example:   fromRule3 rule x y - = runApply $ liftA2 rule (arg x) (arg y) / = runApply $ pure rule <*> arg x <*> arg y Building rules with E provides more granularity than using auxiliary M rules! K1We are not able to implement a full Ord instance )including Eq superclass and comparisons, but we need to compute maxima. MConstruct or decompose a pair. >?@ABCDEFGHIJKLM>?@ABCDEFGHIJKLM?@ABCD>EFJIGHKLM>?@ABCDEFGHIJKLMNoneNNNN NoneO  x=1  y=2  z=3  w=3  x+y=3  y*z=6  z=3  y^w=8 OOOO NoneV  x=1  y=2  z=3  x+y=3  y*z=6  z=3 PQRSTUVWPQRSTUVWRSQPTUVWPQRSTUVW NoneXYZ[\]^_`abcdefghijkXYZ[\]^_`abcdefghijkcdb`aef^_[\]YZXghijkXYZ[\]^_`abcdefghijk   !"#$ %&'()*+,-./0123% &'(),% &456789:;< (=>?@23ABCD7E8F F % G H H & ( I J % K K L L M N O P P G H H Q R & S T U FVWXYZ[\]^_`aTbcdefghiijk%lmnopqrst^u_v`wxyz{|XY}e~VWst unique-logic-tf-0.4UniqueLogic.ST.TF.Example.TermUniqueLogic.ST.TF.MonadTransUniqueLogic.ST.TF.SystemUniqueLogic.ST.TF.System.SimpleUniqueLogic.ST.TF.System.LabelUniqueLogic.ST.TF.RuleUniqueLogic.ST.TF.Expression$UniqueLogic.ST.TF.Example.ExpressionUniqueLogic.ST.TF.Example.RuleUniqueLogic.ST.TF.Example.Label UniqueLogic.ST.TF.Example.VerifyNameTSignumAbsDivMulSubAddMaxVarConstWrapCpointbindwrapunwrapliftApplyupdateValueValueConstraintvalueConstraintFragilebreakVariableglobalVariable localVariableconstantsolvesolveDepthFirstsolveBreadthFirstquery updateIfNewupdateAndCheck simpleUpdate assignment2 assignment3argrunApplygeneric2generic3equmaxpairaddmulsquarepow fromVariable fromRule1 fromRule2 fromRule3sqrsqrt=!==:=maximumexampleAssignsAssignrule expression ExceptionTrackrunTrackToTrackedNumbertoTrackedNumber TrackedNumbertn1tn2match inconsistency logUpdate $fFractionalT$fNumTbaseControl.Applicative $fMonadWrap$fApplicativeWrap $fFunctorWrap $fCMaybeT$fCExceptionalT $fCWriterT $fCIdentityT InconsistencyOrder BreadthFirst DepthFirstConsrun SimpleUpdaterUpdaterUpdates unpackUpdatesUpdate varUpdate dependsRefvalueRef addUpdateobject solveOrder readSTRefM$fApplicativeApply$fFunctorApply$fValueExceptionalTa$fValueWriterTa$fValueIdentityTa$fFragileExceptionalT$fMonadT$fApplicativeT $fFunctorT$fMonoidUpdates Applicative _fromRule2 _fromRule3$fCTrack$fValueTracktn$fToTrackedNumberTrackedNumber $fCTrack0$fMonadTransTrack $fMonadTrack$fApplicativeTrack$fFunctorTrack$fFractionalTrackedNumber$fNumTrackedNumber$fFunctorTrackedNumberVerifyConstraint