*hSrSSSSSSSSS S S S S SS.r0S\S_S\S_S\S_S\S_S\S_S\S_S\S_S\S_S\S_S\S_S\S_S\S_S\S_S\S_S\S _S!\S _S"\S_\S \S \S\S \S \S S#.ErS$rS%rS&rS'rS(rS)rS*r \\\\\\\ S+.r S,r \R5r \S \ S-'\S \ S.'\S \ S/'\S \ S0'\S \ S1'\S \ S2'\S\ S3'\S\ S4'\S S- \ S5'\S S- \ S6'\S S- \ S7'\S S- \ S8'\S S- \ S9'\S S- \ S:'\S\ S;'\S\ S<'\S\ S='\S\ S>'\S\ S?'\ S5\ S@'SArgB)Cz>A module providing information about the necessity of brackets #(2<Fdi$%&)LambdaXorOrAnd RelationalAddMulPowFuncNotAtom BitwiseOr BitwiseXor BitwiseAnd EquivalentrImpliesrrrrrSubrFunctionrNegativeInfinityMatAddMatPow MatrixSolverModTensAdd)TensMulHadamardProduct HadamardPowerKroneckerProductEquality Unequalityc^SSKJm [U4SjUR55(a [S$UR 5(a [S$[S$)N)r c3># UHAn[US5=(a) [UT5=(a UR[S:v MC g7f) precedencerN)hasattr isinstancer0 PRECEDENCE).0argr s V/home/mande/repo/quber/.venv/lib/python3.13/site-packages/sympy/printing/precedence.py !precedence_Mul..?sI D9B# 3 % .*S(*C . >>Ju- - .9BsA A rr)sympy.core.functionr anyargsr3could_extract_minus_sign)itemr s @r6precedence_Mulr>=sX,  D9= DDD%   $$&&%  e cFURS:a [S$[S$)Nr.rrpr3r=s r6precedence_RationalrDHs# vvz%  e r?cFURS:a [S$[S$Nr.rrrArCs r6precedence_IntegerrGNs# vvz%  f r?c2US:a [S$[S$rF)r3rCs r6precedence_FloatrITs ax%  f r?cUR(a [S$UR(a[UR S55$UR (a [S$[S$)Nrrrr) is_generatorr3 is_groundr0coeffis_termrCs r6precedence_PolyElementrOZsM &!! $**Q-(( %  %  r?c^URS:Xa[UR5$[S$)Nrr)denomrOnumerr3rCs r6precedence_FracElementrSes' zzQ%djj11%  r?c8[URS5S- $)Nr.g?)r0r;rCs r6precedence_UnevaluatedExprrUls diil #c ))r?)IntegerrRationalFloat PolyElement FracElementUnevaluatedExprc0[US5(a UR$[U[5(d\[U5R 5H?nUR nU[ ;a[ U"U5s $U[;dM6[Us $ [S$)zRReturns the precedence of a given object. This is the precedence for StrPrinter. r0r) r1r0r2typemro__name__PRECEDENCE_FUNCTIONSPRECEDENCE_VALUESr3)r=ins r6r0r0{s t\"" dD ! !d!A A((+A.t44''(++ " f r?IntegralSumProductLimit Derivative TensorProduct TransposeAdjointDotCrossGradient DivergenceCurl LaplacianUnion Intersection ComplementSymmetricDifference ProductSet DotProductcSSKJn [X5(a[URS5$UR R nU[;a [U$[U5$)zReturns the precedence of a given object according to the traditional rules of mathematics. This is the precedence for the LaTeX and pretty printer. r.)r[) sympy.core.exprr[r2precedence_traditionalr; __class__r_PRECEDENCE_TRADITIONALr0)r=r[rcs r6rzrzsS0$((%diil33 A ""%a(( d r?N)__doc__r3rar>rDrGrIrOrSrUr`r0copyr|rzr?r6rsRD      **U# :e z%  *T    :e    :e   :e *\* :e  :e F# 5) j j:e$  :e !"z% #&% !%(&"5)5!U#1F   !!* " # ))1"$*%/%6z" *5 1u$.u$5y!",U"3w'1%'8|$*4U*;'&0&7{#$.u$5y! *5 1A 5u",U"3a"7w%/%6%:z"'1%'81'<|$!+E!2Q!6v&0&7!&;{#",U"3w)3E):~&'1%'8|$0:50A,-'1%'8|$'=e'D|$r?