:ݖEidddddddddd d d d d ddddddddddddddddddd d!d"d#d$d%Zid&d'd(d)d*d+d,d-d.d/d0d1d2d3d4d5d6d7d8d9d:d;dd?d@dAdBdCdDdEdFdGidHdIdJdKdLdMdNdOdPdQdRdSdTdUdVdWdXdYdZd[d\d]d^d_d`dadbdcdddedfdgdhdiidjdkdldmdndodpdqdrdsdtdudvdwdxdydzd{d|d}d~dddddddddddddddddddddddddddddZiddddddddddddddddddddddddddddddddddiddddddÓddœddǓddɓdd˓dd͓ddϓddѓddӓddՓddדddٓddۓddݓddߓiddddddddddddddddddddddddddddddddddiddddddddd d d d d ddddddddddddddddddd d!d"d#d$d%d&d'dd d(dd)dd*d+ Zd,d-d.d,d/d0d1d2d3d4d5d6d/d7 Zd8d9d8d:Zid;d<d=d>d?d@dAdBdCdDdEdFdGdHdIdJdKdLdMdNdOdPdQdRdSdTdUdVdWdXdYdZd[d\d]d]d^d_d`dad`dbdcdddedfdg Zdhdidhdjdkdldmdndodpdqdrdjds Zidtdtdududvdvdwdwdxdydzd{d|d}d~dddddddddddddddddddiddddddddddddddddddddddddddddddddddiddddddddddddddddÓdĐdœdƐdǓdȐdɓdʐdʓdːd̓d͐dΓdϐddАdѓdҐdӓidԐdՓd֐dדdؐdٓdڐdۓdܐdݓdސdߓddݓddddddddddddddddddddiddddddddddddddddddddœddd d d d d dddddœddiddddddddddddddddd d!d"d#d$d%d&dd'd(d)dd*dud+d,d-d.id/d0d1d2d3dd4d5d6d7d8d9d:d#d;dd<d=d>d?d@dAdBdCdDddEd,dFdGdHdIdJdKidLdMdNdOdPddQddRdSdTdUdVdWdXdYdZd[d\d]d^d_d`dadbdcdddedfdgdhddidjdkdldÐddmdndodpdqdrdsdt ZdudvdwZdxdydzZ d{d|d}Z id~dddddddddddddddddddddddddddddddddiddddddddddddddddddddddddddddddddddidd“dÐdēdŐdƓdǐdȓdɐdʓdːd̓d͐dΓdϐdГdѐdғdӐdԓdՐd֓dאdؓdِdړdېdܓdݐdޓdߐdddiddddddddddddddddddddddddddddddddddidddddddd d d d d dddddddddddddddddddd d!d"id#d"d$d%d&d'd(d)d*d+d,d-d.d/d0d/d1d2d3d4d5d6d7d8d9d:d;d<d=d>d?d@dAdidBdCdDdEdFdGdHdIdJddKddLdMdNdOdPdQdRd)dSdTdUdVdWdXdYdZd[d\d]d^d_d`idadbdcdddedfdgdhdidjdkdldmdndodpdqddrdOdsdtdudvdwdxdydzd{d|d}d~ddiddddddddddddddddddddddddddddddddddiddܓddddddddddddddddddddddddddddddddiddÓdĐddŐdƓdǐdȓdɐdʓdːd̓d͐dΓdϐdГdѐdғdӐdԓdՐd֓dאdؓdِdړdېdܓdݐdޓdߐdޓddiddddddddddddddddddddddddddddddddddidd̓ddddd d d d d ddddddddddddddddddd d!d"d#d$id%d&d'd(d)d*d+d,d-d.d/d0d1d2d3d4d5d6d7d8d9d:d;d<d=dd>d?d@dAdBdCdDdEidFdGdHdIdJdKdLdMdNdOdPdQdRdSdTdUdVdWdXdYdZd[d\d]d^d_d`dadbdcdddedfdgidhdidjdkdldmdndodpdqdrdsdtdudvdwdxdydzd{d|d}d~d$dddddddddddddddd dddddd"dd}dZ ddiZ dddddddZ y(acuteúbarūbreveŭcheckǔddddotu⃜dddotu⃛ddotüdotu̇graveùhatûmathringůnotu̸overleftrightarrowu⃡overlineu̅tildeũunderbaru̱underleftarrowu⃮u̲u⃯u⃗) underlineunderrightarrowvecBbbku𝕜DeltauΔGammauΓImuℑLambdauΛOmegauΩPhiuΦPiuΠPsiuΨReuℜSigmauΣThetauΘUpsilonuΥXiuΞalephuℵalphauαbetauβbethuℶchiuχdalethuℸdeltauδdigammauϝelluℓepsilonuϵetauηethðgammauγgimeluℷhslashuℏimathuıiotauιjmathuȷkappauκlambdauλmuuμnuuνomegauωphiuϕpiuπpsiuψrhouρsigmauσtauuτthetauθupsilonuυvarDeltau𝛥varGammau𝛤 varLambdau𝛬varOmegau𝛺varPhiu𝛷varPiu𝛱u𝛹u𝛴u𝛩u𝛶u𝛯uεuϰuφuϖuϱuςuϑu℘uξuζ)varPsivarSigmavarTheta varUpsilonvarXi varepsilonvarkappavarphivarpivarrhovarsigmavarthetawpxizetaCapu⋒Circleu○Cupu⋓LHDu◀RHDu▶amalgu⨿astu∗barwedgeu⊼bigcircu◯bigtriangledownu▽ bigtriangleupu△ bindnasrepmau⅋ blacklozengeu⧫boxastu⧆boxbaru◫boxboxu⧈ boxbslashu⧅ boxcircleu⧇boxdotu⊡boxminusu⊟boxplusu⊞boxslashu⧄boxtimesu⊠bulletu•capu∩cdotu⋅circu∘ circledastu⊛ circledbslashu⦸ circledcircu⊚ circleddashu⊝ circledgtru⧁ circledlessu⧀cupu∪curlyveeu⋎ curlywedgeu⋏daggeru†ddaggeru‡diamondu⋄div÷ divideontimesu⋇dotplusu∔doublebarwedgeu⩞gtrdotu⋗intercalu⊺ interleaveu⫴invamplandu∧leftthreetimesu⋋lessdotu⋖loru∨ltimesu⋉mpu∓odotu⊙ominusu⊖oplusu⊕oslashu⊘otimesu⊗pm±rightthreetimesu⋌rtimesu⋊setminusu⧵slashu∕ smallsetminusu∖smalltriangledownu▿smalltriangleleftu◃smalltrianglerightu▹sqcapu⊓u⊔u⫽u⋆u⫾×u⊎u⊻u≀) sqcupsslashstar talloblongtimes triangleleft trianglerightuplusveeveebarwedgewru⟆u⌟u⟩}]u⌉u⌋u⟯u⟧u⦈u⌝) Rbaglrcornerranglerbagrbracerbrackrceilrfloorrgroup rrbracket rrparenthesisurcornerru‖|)Vertvertrbigcapu⋂bigcupu⋃ biginterleaveu⫼bigodotu⨀bigoplusu⨁ bigotimesu⨂bigsqcapu⨅bigsqcupu⨆biguplusu⨄bigveeu⋁bigwedgeu⋀coprodu∐fatsemiu⨟fintu⨏iiiintu⨌iiintu∭iintu∬u∫u∰u∯u∮u∳u∏u⨖u∑u∲u⨉) intintopoiiintoiintointointctrclockwiseointopprodsqintsumvarointclockwisevarprodu⟅u⟨{[u⌈u⌊u⟮u⟦u⌞u⦇u⌜) Lbaglanglelbaglbracelbracklceillfloorlgroup llbracketllcorner llparenthesisulcornerr#$%&ACu∿ APLcommentu⍝APLdownarrowboxu⍗APLinputu⍞APLinvu⌹APLleftarrowboxu⍇APLlogu⍟APLrightarrowboxu⍈ APLuparrowboxu⍐Ariesu♈Boxu⬜CIRCLEu● CheckedBoxu☑Diamondu◇ Diamondblacku◆ Diamonddotu⟐FinvuℲGameu⅁Geminiu♊Jupiteru♃ LEFTCIRCLEu◖ LEFTcircleu◐Leou♌Librau♎Marsu♂Mercuryu☿Neptuneu♆P¶Plutou♇ RIGHTCIRCLEu◗ RIGHTcircleu◑S§Saturnu♄Scorpiou♏Squareu☐Sunu☉Taurusu♉Uranusu♅Venusu♀XBoxu☒Yupu⅄_angleu∠aquariusu♒aries arrowvertu⏐ backprimeu‵ backslash\bigstaru★ blacksmileyu☻ blacksquareu◼ blacktriangleu▴blacktriangledownu▾blacktriangleupbotu⊥boy bracevertu⎪canceru♋ capricornusu♑cdotsu⋯cent¢ checkmarku✓circledRuⓇcircledSuⓈclubsuitu♣ complementu∁diagdownu⟍diagupu⟋diameteru⌀ diamondsuitu♢earthu♁emptysetu∅existsu∃femaleflatu♭forallu∀fourthu⁗frownieu☹geminigirl heartsuitu♡inftyu∞ invdiameteru⍉invnegu⌐jupiterldotsu…leftmoonu☾leolibra lmoustacheu⎰lnot¬lozengeu◊malemalteseu✠mathcent mathdollar mathsterling£ measuredangleu∡ medbulletu⚫medcircu⚪mercurymhou℧nablau∇naturalu♮negneptunenexistsu∄ notbackslashu⍀partialu∂piscesu♓plutopoundsprimeu′ quarternoteu♩ rightmoonu☽ rmoustacheu⎱ sagittariusu♐saturnscorpiosecondu″sharpu♯smileyu☺ spadesuitu♠spddot¨sphat^sphericalangleu∢sptilde~squareu◻sunu☼surdu√taurusthirdu‴u⊤u♫u♧u♦u♥u♤u♍u⌑¥) toptwonotesuranusvarEarth varclubsuitvardiamondsuit varheartsuit varspadesuitvirgo wasylozengeyenu⏞u⏜) overbrace wideparenu⋱u⋮)ddotsvdotsu∛u∜)zsqrt[3]zsqrt[4]Botu⫫Bumpequ≎Coloneqqu⩴Dotequ≑ Downarrowu⇓ Leftarrowu⇐Leftrightarrowu⇔ Lleftarrowu⇚ Longleftarrowu⟸Longleftrightarrowu⟺ Longmapsfromu⟽ Longmapstou⟾Longrightarrowu⟹Lshu↰Mapsfromu⤆Mapstou⤇Nearrowu⇗Nwarrowu⇖Perp Rightarrowu⇒ Rrightarrowu⇛Rshu↱Searrowu⇘Subsetu⋐Supsetu⋑Swarrowu⇙Topu⫪Uparrowu⇑ Updownarrowu⇕VDashu⊫Vdashu⊩Vvdashu⊪apprgeu≳apprleu≲approxu≈approxequ≊asympu≍ backepsilonu∍backsimu∽ backsimequ⋍barinu⋶barleftharpoonu⥫barrightharpoonu⥭becauseu∵betweenu≬blacktriangleleftu◂blacktrianglerightu▸bowtieu⋈bumpequ≏circequ≗circlearrowleftu↺circlearrowrightu↻colonequ≔coloneqqcongu≅ correspondsu≙ curlyeqprecu⋞ curlyeqsuccu⋟curvearrowleftu↶curvearrowrightu↷ dasharrowu⇢ dashleftarrowu⇠dashrightarrowdashvu⊣dlshu↲dotequ≐doteqdot downarrowu↓downdownarrowsu⇊downdownharpoonsu⥥downharpoonleftu⇃downharpoonrightu⇂ downuparrowsu⇵downupharpoonsu⥯drshu↳eqcircu≖eqcolonu≕eqqcoloneqsimu≂ eqslantgtru⪖ eqslantlessu⪕equivu≡ fallingdotsequ≒frownu⌢geu≥geqgeqqu≧geqslantu⩾getsu←ggu≫ggcurlyu⪼gggu⋙gggtrgnapproxu⪊gnequ⪈gneqqu≩gnsimu⋧ gtrapproxu⪆ gtreqlessu⋛ gtreqqlessu⪌gtrlessu≷gtrsimhashu⋕ hookleftarrowu↩hookrightarrowu↪iddotsu⋰ impliedbyimpliesinu∈leu≤leadstou⤳ leftarrow leftarrowtailu↢leftarrowtriangleu⇽leftbarharpoonu⥪leftharpoondownu↽ leftharpoonupu↼leftleftarrowsu⇇leftleftharpoonsu⥢leftrightarrowu↔leftrightarrowsu⇆leftrightarrowtriangleu⇿leftrightharpoonu⥊leftrightharpoonsu⇋leftrightsquigarrowu↭ leftsliceu⪦leftsquigarrowu⇜leftturnleqleqqu≦leqslantu⩽ lessapproxu⪅ lesseqgtru⋚ lesseqqgtru⪋lessgtru≶lesssimlhdu⊲ lightningu↯llu≪llcurlyu⪻lllu⋘lllesslnapproxu⪉lnequ⪇lneqqu≨lnsimu⋦ longleftarrowu⟵longleftrightarrowu⟷ longmapsfromu⟻ longmapstou⟼longrightarrowu⟶ looparrowleftu↫looparrowrightu↬lrtimesmapsfromu↤mapstou↦midu∣modelsu⊧multimapu⊸ multimapbothu⧟multimapdotbothAu⊶multimapdotbothBu⊷ multimapinvu⟜ nLeftarrowu⇍nLeftrightarrowu⇎ nRightarrowu⇏nVDashu⊯nVdashu⊮ncongu≇neu≠nearrowu↗neqngequ≱ngtru≯ngtrlessu≹niu∋ nleftarrowu↚nleftrightarrowu↮nlequ≰nlessu≮nlessgtru≸nmidu∤notasympu≭notinu∉notniu∌notownernotslashu⌿ nparallelu∦nprecu⊀nprecequ⋠ nrightarrowu↛nsimu≁nsimequ≄ nsubsetequ⊈nsuccu⊁nsuccequ⋡ nsupsetequ⊉ ntriangleleftu⋪ntriangleleftequ⋬ntrianglerightu⋫ntrianglerightequ⋭nvDashu⊭nvdashu⊬nwarrowu↖ownsparallelu∥perpu⟂ pitchforku⋔precu≺ precapproxu⪷ preccurlyequ≼precequ⪯preceqqu⪳ precnapproxu⪹precneqqu⪵precnsimu⋨precsimu≾proptou∝ restrictionu↾rhdu⊳ rightarrowu→rightarrowtailu↣rightarrowtriangleu⇾rightbarharpoonu⥬rightharpoondownu⇁rightharpoonupu⇀rightleftarrowsu⇄rightleftharpoonu⥋rightleftharpoonsu⇌rightrightarrowsu⇉rightrightharpoonsu⥤ rightsliceu⪧rightsquigarrowu⇝ rightturn risingdotsequ≓searrowu↘simu∼simequ≃smileu⌣sqsubsetu⊏ sqsubsetequ⊑sqsupsetu⊐ sqsupsetequ⊒strictfiu⥼strictifu⥽subsetu⊂subsetequ⊆ subseteqqu⫅ subsetnequ⊊ subsetneqqu⫋succu≻ succapproxu⪸ succcurlyequ≽succequ⪰succeqqu⪴ succnapproxu⪺succneqqu⪶succnsimu⋩succsimu≿supsetu⊃supsetequ⊇ supseteqqu⫆ supsetnequ⊋ supsetneqqu⫌swarrowu↙ thereforeu∴totriangleleftequ⊴ trianglequ≜trianglerightequ⊵twoheadleftarrowu↞twoheadrightarrowu↠u↑u↕u⇅u⥮u↿u⇈u⥣u⊨u▵u⊢)uparrow updownarrow updownarrowsupdownharpoons upharpoonleftupharpoonright upuparrows upupharpoonsvDash vartrianglevartriangleleftvartrianglerightvdash wasytherefore underbraceu⏟ u u u )r,:medspacequad thinspaceN) mathaccent mathalphamathbin mathclose mathfencemathopmathopenmathordmathover mathpunct mathradicalmathrel mathunderspaceD/usr/lib/python3.12/site-packages/docutils/utils/math/tex2unichar.pyrsh!( X 8 X X   h   X  H 8 X 8 8( X !"h#$ ) .C  LC  XC  XC  ( C   h C   X C  8C  (C  8C  (C  XC  XC xC  (C  XC   X!C " H#C $ H%C & 8'C ( h)C * X+C ,x-C . 8/C 0x1C 2 83C 4 65C 6 X7C 8 X9C : h;C < X=C > H?C @ XAC B XCC D hEC F (GC H (IC J XKC L 8MC N (OC P 8QC R 8SC T XUC V 8WC X XYC Zx[C \ ]C ^ _C `aC b cC d leC f \gC h     EC  JQ  8Q  hQ  8Q  8 Q   8 Q   X Q  8Q Q xQ xQ XQ HQ HQ  hQ  hQ   h!Q "#Q $%Q & h'Q ()Q *x+Q ,-Q ./Q 0 h1Q 2 83Q 4 H5Q 6 H7Q 8(9Q :X;Q <8=Q >8?Q @(AQ B8CQ D 8EQ FGQ H(IQ J hKQ LxMQ NxOQ P 6QQ RXSQ TxUQ VhWQ X hYQ Z[Q \(]Q ^ h_Q ` HaQ bhcQ dxeQ f 8gQ h hiQ j (kQ l HmQ n hoQ p XqQ r hsQ t huQ v &wQ xxyQ z h{Q |}Q ~ XQ @XAQ BCQ DEQ F(GQ H XIQ J      aQ h      "       h  h X x            h   h x  H  h   X! " H# $         ; B      T T T T  T   ( T  ( T xT T  hT xT  hT T XT  XT  8T   h!T "(#T $x%T &H'T (()T * H+T , H-T . h/T 0x1T 2(3T 4(5T 6 87T 8 X9T : H;T <x=T >x?T @AT B XCT D8ET F8GT HIT J hKT LxMT N hOT P 8QT R hST T hUT V XWT X HYT Z 8[T \]T ^ X_T `aT b XcT deT fgT hiT jxkT l8mT n8oT pXqT rsT txuT v 8wT x 8yT z{T | h}T ~8T @ XAT B FCT DET FGT HIT JKT L(MT NOT P hQT RST T8UT V XWT XYT Z h[T \ h]T ^ H_T ` haT b hcT dxeT f hgT h HiT jkT l XmT n8oT p hqT rxsT t XuT vwT x 8yT z X{T |(}T ~ FT @xAT B HCT DxET FGT H#IT JFKT LXMT NOT PxQT RxST T 8UT V XWT XxYT Z 6[T \x]T ^x_T `HaT bxcT d heT f XgT h fiT j XkT l8mT noT p(qT r8sT t huT vxwT x hyT z X{T | h}T ~T @ fAT B SCT DhET FsGT H hIT J 8KT L HMT N hOT P XQT R   gT n      _  8_  h_ _  X _   _   _ h_ (_ X_ (_ H_ (_ h_  8_ _   h!_ "x#_ $x%_ & H'_ (()_ *8+_ , 8-_ .x/_ 0 h1_ 2 h3_ 4x5_ 6 87_ 8x9_ :8;_ < X=_ > X?_ @ hA_ B hC_ D hE_ F hG_ HI_ J XK_ L8M_ NxO_ PQ_ R XS_ ThU_ VxW_ XxY_ Zx[_ \]_ ^(__ ` ha_ b hc_ d he_ fxg_ hi_ jxk_ lm_ n Ho_ p8q_ r8s_ t8u_ vhw_ xxy_ z{_ |X}_ ~h_ @ XA_ B HC_ D XE_ FG_ HI_ JhK_ LM_ NxO_ PQ_ RHS_ ThU_ V HW_ X hY_ Zx[_ \]_ ^ X__ `(a_ b8c_ d Xe_ fXg_ h Xi_ j (k_ l 8m_ n Ho_ pq_ r Hs_ t (u_ vxw_ x 8y_ z X{_ |}_ ~ H_ @ XA_ B XC_ DE_ FG_ H(I_ JxK_ L hM_ N HO_ PXQ_ RhS_ T hU_ VW_ XxY_ Z ([_ \ (]_ ^x__ `a_ bXc_ de_ fhg_ hxi_ jXk_ lhm_ no_ phq_ rxs_ thu_ vw_ xy_ z8{_ |}_ ~h_ @A_ B 8C_ D HE_ FG_ H(I_ JK_ L(M_ NxO_ PxQ_ R 8S_ TU_ V (W_ XxY_ Z 8[_ \ h]_ ^__ ` Ha_ b Xc_ d Xe_ fXg_ h(i_ jHk_ l(m_ nho_ pXq_ rhs_ txu_ vw_ x hy_ z 8{_ | h}_ ~_ @HA_ BC_ DE_ F8G_ H(I_ JxK_ L8M_ N hO_ P hQ_ R XS_ T (U_ VxW_ X 8Y_ Z H[_ \ H]_ ^__ ` (a_ b(c_ dxe_ f Hg_ h Xi_ jk_ l Hm_ no_ p Xq_ r Xs_ tu_ vw_ xy_ z X{_ |x}_ ~8_ @ HA_ B hC_ DE_ F XG_ HxI_ JK_ LXM_ NxO_ PhQ_ RS_ T hU_ V hW_ XxY_ Z H[_ \]_ ^ H__ `a_ b Hc_ d(e_ f8g_ h hi_ jxk_ l8m_ no_ pq_ rxs_ t hu_ v8w_ x 8y_ z({_ |h}_ ~(_ @xA_ BC_ DhE_ FxG_ HI_ JK_ LM_ N(O_ P(Q_ RxS_ TU_ VHW_ XxY_ Z 8[_ \ X]_ ^ X__ `a_ b(c_ de_ f(g_ hi_ jk_ l hm_ no_ pq_ rs_ t(u_ v Hw_ x(y_ z8{_ | h}_ ~x_ @8A_ BC_ DE_ FxG_ H hI_ JK_ LM_ NO_ P(Q_ RxS_ TU_ V (W_ XhY_ Z[_ \x]_ ^__ `a_ b  }_ D (      r