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  e  j   D Z d
S(
  s   ᵃs   \^as   ᵇs   \^bs   ᶜs   \^cs   ᵈs   \^ds   ᵉs   \^es   ᶠs   \^fs   ᵍs   \^gs   ʰs   \^hs   ⁱs   \^is   ʲs   \^js   ᵏs   \^ks   ˡs   \^ls   ᵐs   \^ms   ⁿs   \^ns   ᵒs   \^os   ᵖs   \^ps   ʳs   \^rs   ˢs   \^ss   ᵗs   \^ts   ᵘs   \^us   ᵛs   \^vs   ʷs   \^ws   ˣs   \^xs   ʸs   \^ys   ᶻs   \^zs   ᴬs   \^As   ᴮs   \^Bs   ᴰs   \^Ds   ᴱs   \^Es   ᴳs   \^Gs   ᴴs   \^Hs   ᴵs   \^Is   ᴶs   \^Js   ᴷs   \^Ks   ᴸs   \^Ls   ᴹs   \^Ms   ᴺs   \^Ns   ᴼs   \^Os   ᴾs   \^Ps   ᴿs   \^Rs   ᵀs   \^Ts   ᵁs   \^Us   ⱽs   \^Vs   ᵂs   \^Ws   ᵅs   \^alphas   ᵝs   \^betas   ᵞs   \^gammas   ᵟs   \^deltas   ᵋs	   \^epsilons   ᶿs   \^thetas   ᶥs   \^iotas   ᵠs   \^phis   ᵡs   \^chis   ᶲs   \^Phis   ₐs   \_as   ₑs   \_es   ₕs   \_hs   ᵢs   \_is   ⱼs   \_js   ₖs   \_ks   ₗs   \_ls   ₘs   \_ms   ₙs   \_ns   ₒs   \_os   ₚs   \_ps   ᵣs   \_rs   ₛs   \_ss   ₜs   \_ts   ᵤs   \_us   ᵥs   \_vs   ₓs   \_xs   ₔs   \_schwas   ᵦs   \_betas   ᵧs   \_gammas   ᵨs   \_rhos   ᵩs   \_phis   ᵪs   \_chis   ħs   \hbars   ̶s   \souts   ªs   \textordfeminines   ·s   \cdotps   ºs   \textordmasculines   Ås   \AAs   Æs   \AEs   Ðs   \DHs   Øs   \Os   Þs   \THs   ßs   \sss   ås   \aas   æs   \aes   ðs   \eths   øs   \os   þs   \ths   Đs   \DJs   đs   \djs   \Elzxhs   ıs   \imaths   Łs   \Ls   łs   \ls   Ŋs   \NGs   ŋs   \ngs   Œs   \OEs   œs   \oes   ƕs
   \texthvligs   ƞs
   \textnrlegs   ǂs   \textdoublepipes   ɐs   \Elztrnas   ɒs	   \Elztrnsas   ɔs	   \Elzopenos   ɖs   \Elzrtlds   əs	   \Elzschwas   ɛs   \varepsilons   ɣs
   \Elzpgammas   ɤs	   \Elzpbgams   ɥs   \Elztrnhs   ɬs   \Elzbtdls   ɭs   \Elzrtlls   ɯs   \Elztrnms   ɰs
   \Elztrnmlrs   ɱs	   \Elzltlmrs   ɲs   \Elzltlns   ɳs   \Elzrtlns   ɷs
   \Elzclomegs   ɸs   \textphis   ɹs   \Elztrnrs   ɺs	   \Elztrnrls   ɻs
   \Elzrttrnrs   ɼs   \Elzrls   ɽs   \Elzrtlrs   ɾs   \Elzfhrs   ʂs   \Elzrtlss   ʃs   \Elzeshs   ʇs   \Elztrnts   ʈs   \Elzrtlts   ʊs
   \Elzpupsils   ʋs	   \Elzpscrvs   ʌs   \Elzinvvs   ʍs   \Elzinvws   ʎs   \Elztrnys   ʐs   \Elzrtlzs   ʒs   \Elzyoghs   ʔs   \Elzglsts   ʕs
   \Elzreglsts   ʖs
   \Elzinglsts   ʞs
   \textturnks   ʤs	   \Elzdyoghs   ʧs   \Elzteshs   ʼs   \rasps   ˇs   \textasciicarons   ˈs	   \Elzvertss   ˌs	   \Elzvertis   ːs   \Elzlmrks   ˑs	   \Elzhlmrks   ̀s   \graves   ́s   \acutes   ̂s   \hats   ̃s   \tildes   ̄s   \bars   ̆s   \breves   ̇s   \dots   ̈s   \ddots   ̊s   \ocircs   ̋s   \Hs   ̌s   \checks   ̡s   \Elzpalhs   ̢s   \Elzrhs   ̧s   \cs   ̨s   \ks   ̪s	   \Elzsbbrgs   ̵s   \Elzxls   \Elzbars   Αs   \Alphas   Βs   \Betas   Γs   \Gammas   Δs   \Deltas   Εs   \Epsilons   Ζs   \Zetas   Ηs   \Etas   Θs   \Thetas   Ιs   \Iotas   Κs   \Kappas   Λs   \Lambdas   Ξs   \Xis   Πs   \Pis   Ρs   \Rhos   Σs   \Sigmas   Τs   \Taus   Υs   \Upsilons   Φs   \Phis   Χs   \Chis   Ψs   \Psis   Ωs   \Omegas   αs   \alphas   βs   \betas   γs   \gammas   δs   \deltas   ζs   \zetas   ηs   \etas   θs   \thetas   ιs   \iotas   κs   \kappas   λs   \lambdas   μs   \mus   νs   \nus   ξs   \xis   πs   \pis   ρs   \rhos   ςs	   \varsigmas   σs   \sigmas   τs   \taus   υs   \upsilons   φs   \varphis   χs   \chis   ψs   \psis   ωs   \omegas   ϑs	   \varthetas   ϕs   \phis   ϖs   \varpis   Ϛs   \Stigmas   Ϝs   \Digammas   ϝs   \digammas   Ϟs   \Koppas   Ϡs   \Sampis   ϰs	   \varkappas   ϱs   \varrhos   ϴs
   \textThetas   ϵs   \epsilons   ⃛s   \dddots   ⃜s   \ddddots   ℏs   \hslashs   ℑs   \Ims   ℓs   \ells   ℘s   \wps   ℜs   \Res   ℵs   \alephs   ℶs   \beths   ℷs   \gimels   ℸs   \daleths   ℿs   \BbbPis   Ƶs   \Zbars   ̅s   \overbars   ̉s   \ovhooks   ̐s   \candras   ̒s   \oturnedcommas   ̕s   \ocommatoprights   ̚s   \droangs   ̰s   \wideutildes   ̱s	   \underbars   ̸s   \nots   Μs   \upMus   Νs   \upNus   Οs
   \upOmicrons   εs
   \upepsilons   οs
   \upomicrons   ϐs
   \upvarbetas   Ϙs   \upoldKoppas   ϙs   \upoldkoppas   ϛs	   \upstigmas   ϟs   \upkoppas   ϡs   \upsampis   ⁀s
   \tieconcats   ⃐s   \leftharpoonaccents   ⃑s   \rightharpoonaccents   ⃒s   \vertoverlays   ⃖s   \overleftarrows   ⃗s   \vecs   ⃡s   \overleftrightarrows   ⃧s   \annuitys   ⃨s   \threeunderdots   ⃩s   \widebridgeaboves   ℂs   \BbbCs   ℇs   \Eulerconsts   ℊs   \mscrgs   ℋs   \mscrHs   ℌs   \mfrakHs   ℍs   \BbbHs   ℎs   \Planckconsts   ℐs   \mscrIs   ℒs   \mscrLs   ℕs   \BbbNs   ℙs   \BbbPs   ℚs   \BbbQs   ℛs   \mscrRs   ℝs   \BbbRs   ℤs   \BbbZs   ℨs   \mfrakZs   Ås	   \Angstroms   ℬs   \mscrBs   ℭs   \mfrakCs   ℯs   \mscres   ℰs   \mscrEs   ℱs   \mscrFs   Ⅎs   \Finvs   ℳs   \mscrMs   ℴs   \mscros   ℽs	   \Bbbgammas   ℾs	   \BbbGammas   ⅅs   \mitBbbDs   ⅆs   \mitBbbds   ⅇs   \mitBbbes   ⅈs   \mitBbbis   ⅉs   \mitBbbjs   𝐀s   \mbfAs   𝐁s   \mbfBs   𝐂s   \mbfCs   𝐃s   \mbfDs   𝐄s   \mbfEs   𝐅s   \mbfFs   𝐆s   \mbfGs   𝐇s   \mbfHs   𝐈s   \mbfIs   𝐉s   \mbfJs   𝐊s   \mbfKs   𝐋s   \mbfLs   𝐌s   \mbfMs   𝐍s   \mbfNs   𝐎s   \mbfOs   𝐏s   \mbfPs   𝐐s   \mbfQs   𝐑s   \mbfRs   𝐒s   \mbfSs   𝐓s   \mbfTs   𝐔s   \mbfUs   𝐕s   \mbfVs   𝐖s   \mbfWs   𝐗s   \mbfXs   𝐘s   \mbfYs   𝐙s   \mbfZs   𝐚s   \mbfas   𝐛s   \mbfbs   𝐜s   \mbfcs   𝐝s   \mbfds   𝐞s   \mbfes   𝐟s   \mbffs   𝐠s   \mbfgs   𝐡s   \mbfhs   𝐢s   \mbfis   𝐣s   \mbfjs   𝐤s   \mbfks   𝐥s   \mbfls   𝐦s   \mbfms   𝐧s   \mbfns   𝐨s   \mbfos   𝐩s   \mbfps   𝐪s   \mbfqs   𝐫s   \mbfrs   𝐬s   \mbfss   𝐭s   \mbfts   𝐮s   \mbfus   𝐯s   \mbfvs   𝐰s   \mbfws   𝐱s   \mbfxs   𝐲s   \mbfys   𝐳s   \mbfzs   𝐴s   \mitAs   𝐵s   \mitBs   𝐶s   \mitCs   𝐷s   \mitDs   𝐸s   \mitEs   𝐹s   \mitFs   𝐺s   \mitGs   𝐻s   \mitHs   𝐼s   \mitIs   𝐽s   \mitJs   𝐾s   \mitKs   𝐿s   \mitLs   𝑀s   \mitMs   𝑁s   \mitNs   𝑂s   \mitOs   𝑃s   \mitPs   𝑄s   \mitQs   𝑅s   \mitRs   𝑆s   \mitSs   𝑇s   \mitTs   𝑈s   \mitUs   𝑉s   \mitVs   𝑊s   \mitWs   𝑋s   \mitXs   𝑌s   \mitYs   𝑍s   \mitZs   𝑎s   \mitas   𝑏s   \mitbs   𝑐s   \mitcs   𝑑s   \mitds   𝑒s   \mites   𝑓s   \mitfs   𝑔s   \mitgs   𝑖s   \mitis   𝑗s   \mitjs   𝑘s   \mitks   𝑙s   \mitls   𝑚s   \mitms   𝑛s   \mitns   𝑜s   \mitos   𝑝s   \mitps   𝑞s   \mitqs   𝑟s   \mitrs   𝑠s   \mitss   𝑡s   \mitts   𝑢s   \mitus   𝑣s   \mitvs   𝑤s   \mitws   𝑥s   \mitxs   𝑦s   \mitys   𝑧s   \mitzs   𝑨s   \mbfitAs   𝑩s   \mbfitBs   𝑪s   \mbfitCs   𝑫s   \mbfitDs   𝑬s   \mbfitEs   𝑭s   \mbfitFs   𝑮s   \mbfitGs   𝑯s   \mbfitHs   𝑰s   \mbfitIs   𝑱s   \mbfitJs   𝑲s   \mbfitKs   𝑳s   \mbfitLs   𝑴s   \mbfitMs   𝑵s   \mbfitNs   𝑶s   \mbfitOs   𝑷s   \mbfitPs   𝑸s   \mbfitQs   𝑹s   \mbfitRs   𝑺s   \mbfitSs   𝑻s   \mbfitTs   𝑼s   \mbfitUs   𝑽s   \mbfitVs   𝑾s   \mbfitWs   𝑿s   \mbfitXs   𝒀s   \mbfitYs   𝒁s   \mbfitZs   𝒂s   \mbfitas   𝒃s   \mbfitbs   𝒄s   \mbfitcs   𝒅s   \mbfitds   𝒆s   \mbfites   𝒇s   \mbfitfs   𝒈s   \mbfitgs   𝒉s   \mbfiths   𝒊s   \mbfitis   𝒋s   \mbfitjs   𝒌s   \mbfitks   𝒍s   \mbfitls   𝒎s   \mbfitms   𝒏s   \mbfitns   𝒐s   \mbfitos   𝒑s   \mbfitps   𝒒s   \mbfitqs   𝒓s   \mbfitrs   𝒔s   \mbfitss   𝒕s   \mbfitts   𝒖s   \mbfitus   𝒗s   \mbfitvs   𝒘s   \mbfitws   𝒙s   \mbfitxs   𝒚s   \mbfitys   𝒛s   \mbfitzs   𝒜s   \mscrAs   𝒞s   \mscrCs   𝒟s   \mscrDs   𝒢s   \mscrGs   𝒥s   \mscrJs   𝒦s   \mscrKs   𝒩s   \mscrNs   𝒪s   \mscrOs   𝒫s   \mscrPs   𝒬s   \mscrQs   𝒮s   \mscrSs   𝒯s   \mscrTs   𝒰s   \mscrUs   𝒱s   \mscrVs   𝒲s   \mscrWs   𝒳s   \mscrXs   𝒴s   \mscrYs   𝒵s   \mscrZs   𝒶s   \mscras   𝒷s   \mscrbs   𝒸s   \mscrcs   𝒹s   \mscrds   𝒻s   \mscrfs   𝒽s   \mscrhs   𝒾s   \mscris   𝒿s   \mscrjs   𝓀s   \mscrks   𝓂s   \mscrms   𝓃s   \mscrns   𝓅s   \mscrps   𝓆s   \mscrqs   𝓇s   \mscrrs   𝓈s   \mscrss   𝓉s   \mscrts   𝓊s   \mscrus   𝓋s   \mscrvs   𝓌s   \mscrws   𝓍s   \mscrxs   𝓎s   \mscrys   𝓏s   \mscrzs   𝓐s   \mbfscrAs   𝓑s   \mbfscrBs   𝓒s   \mbfscrCs   𝓓s   \mbfscrDs   𝓔s   \mbfscrEs   𝓕s   \mbfscrFs   𝓖s   \mbfscrGs   𝓗s   \mbfscrHs   𝓘s   \mbfscrIs   𝓙s   \mbfscrJs   𝓚s   \mbfscrKs   𝓛s   \mbfscrLs   𝓜s   \mbfscrMs   𝓝s   \mbfscrNs   𝓞s   \mbfscrOs   𝓟s   \mbfscrPs   𝓠s   \mbfscrQs   𝓡s   \mbfscrRs   𝓢s   \mbfscrSs   𝓣s   \mbfscrTs   𝓤s   \mbfscrUs   𝓥s   \mbfscrVs   𝓦s   \mbfscrWs   𝓧s   \mbfscrXs   𝓨s   \mbfscrYs   𝓩s   \mbfscrZs   𝓪s   \mbfscras   𝓫s   \mbfscrbs   𝓬s   \mbfscrcs   𝓭s   \mbfscrds   𝓮s   \mbfscres   𝓯s   \mbfscrfs   𝓰s   \mbfscrgs   𝓱s   \mbfscrhs   𝓲s   \mbfscris   𝓳s   \mbfscrjs   𝓴s   \mbfscrks   𝓵s   \mbfscrls   𝓶s   \mbfscrms   𝓷s   \mbfscrns   𝓸s   \mbfscros   𝓹s   \mbfscrps   𝓺s   \mbfscrqs   𝓻s   \mbfscrrs   𝓼s   \mbfscrss   𝓽s   \mbfscrts   𝓾s   \mbfscrus   𝓿s   \mbfscrvs   𝔀s   \mbfscrws   𝔁s   \mbfscrxs   𝔂s   \mbfscrys   𝔃s   \mbfscrzs   𝔄s   \mfrakAs   𝔅s   \mfrakBs   𝔇s   \mfrakDs   𝔈s   \mfrakEs   𝔉s   \mfrakFs   𝔊s   \mfrakGs   𝔍s   \mfrakJs   𝔎s   \mfrakKs   𝔏s   \mfrakLs   𝔐s   \mfrakMs   𝔑s   \mfrakNs   𝔒s   \mfrakOs   𝔓s   \mfrakPs   𝔔s   \mfrakQs   𝔖s   \mfrakSs   𝔗s   \mfrakTs   𝔘s   \mfrakUs   𝔙s   \mfrakVs   𝔚s   \mfrakWs   𝔛s   \mfrakXs   𝔜s   \mfrakYs   𝔞s   \mfrakas   𝔟s   \mfrakbs   𝔠s   \mfrakcs   𝔡s   \mfrakds   𝔢s   \mfrakes   𝔣s   \mfrakfs   𝔤s   \mfrakgs   𝔥s   \mfrakhs   𝔦s   \mfrakis   𝔧s   \mfrakjs   𝔨s   \mfrakks   𝔩s   \mfrakls   𝔪s   \mfrakms   𝔫s   \mfrakns   𝔬s   \mfrakos   𝔭s   \mfrakps   𝔮s   \mfrakqs   𝔯s   \mfrakrs   𝔰s   \mfrakss   𝔱s   \mfrakts   𝔲s   \mfrakus   𝔳s   \mfrakvs   𝔴s   \mfrakws   𝔵s   \mfrakxs   𝔶s   \mfrakys   𝔷s   \mfrakzs   𝔸s   \BbbAs   𝔹s   \BbbBs   𝔻s   \BbbDs   𝔼s   \BbbEs   𝔽s   \BbbFs   𝔾s   \BbbGs   𝕀s   \BbbIs   𝕁s   \BbbJs   𝕂s   \BbbKs   𝕃s   \BbbLs   𝕄s   \BbbMs   𝕆s   \BbbOs   𝕊s   \BbbSs   𝕋s   \BbbTs   𝕌s   \BbbUs   𝕍s   \BbbVs   𝕎s   \BbbWs   𝕏s   \BbbXs   𝕐s   \BbbYs   𝕒s   \Bbbas   𝕓s   \Bbbbs   𝕔s   \Bbbcs   𝕕s   \Bbbds   𝕖s   \Bbbes   𝕗s   \Bbbfs   𝕘s   \Bbbgs   𝕙s   \Bbbhs   𝕚s   \Bbbis   𝕛s   \Bbbjs   𝕜s   \Bbbks   𝕝s   \Bbbls   𝕞s   \Bbbms   𝕟s   \Bbbns   𝕠s   \Bbbos   𝕡s   \Bbbps   𝕢s   \Bbbqs   𝕣s   \Bbbrs   𝕤s   \Bbbss   𝕥s   \Bbbts   𝕦s   \Bbbus   𝕧s   \Bbbvs   𝕨s   \Bbbws   𝕩s   \Bbbxs   𝕪s   \Bbbys   𝕫s   \Bbbzs   𝕬s	   \mbffrakAs   𝕭s	   \mbffrakBs   𝕮s	   \mbffrakCs   𝕯s	   \mbffrakDs   𝕰s	   \mbffrakEs   𝕱s	   \mbffrakFs   𝕲s	   \mbffrakGs   𝕳s	   \mbffrakHs   𝕴s	   \mbffrakIs   𝕵s	   \mbffrakJs   𝕶s	   \mbffrakKs   𝕷s	   \mbffrakLs   𝕸s	   \mbffrakMs   𝕹s	   \mbffrakNs   𝕺s	   \mbffrakOs   𝕻s	   \mbffrakPs   𝕼s	   \mbffrakQs   𝕽s	   \mbffrakRs   𝕾s	   \mbffrakSs   𝕿s	   \mbffrakTs   𝖀s	   \mbffrakUs   𝖁s	   \mbffrakVs   𝖂s	   \mbffrakWs   𝖃s	   \mbffrakXs   𝖄s	   \mbffrakYs   𝖅s	   \mbffrakZs   𝖆s	   \mbffrakas   𝖇s	   \mbffrakbs   𝖈s	   \mbffrakcs   𝖉s	   \mbffrakds   𝖊s	   \mbffrakes   𝖋s	   \mbffrakfs   𝖌s	   \mbffrakgs   𝖍s	   \mbffrakhs   𝖎s	   \mbffrakis   𝖏s	   \mbffrakjs   𝖐s	   \mbffrakks   𝖑s	   \mbffrakls   𝖒s	   \mbffrakms   𝖓s	   \mbffrakns   𝖔s	   \mbffrakos   𝖕s	   \mbffrakps   𝖖s	   \mbffrakqs   𝖗s	   \mbffrakrs   𝖘s	   \mbffrakss   𝖙s	   \mbffrakts   𝖚s	   \mbffrakus   𝖛s	   \mbffrakvs   𝖜s	   \mbffrakws   𝖝s	   \mbffrakxs   𝖞s	   \mbffrakys   𝖟s	   \mbffrakzs   𝖠s   \msansAs   𝖡s   \msansBs   𝖢s   \msansCs   𝖣s   \msansDs   𝖤s   \msansEs   𝖥s   \msansFs   𝖦s   \msansGs   𝖧s   \msansHs   𝖨s   \msansIs   𝖩s   \msansJs   𝖪s   \msansKs   𝖫s   \msansLs   𝖬s   \msansMs   𝖭s   \msansNs   𝖮s   \msansOs   𝖯s   \msansPs   𝖰s   \msansQs   𝖱s   \msansRs   𝖲s   \msansSs   𝖳s   \msansTs   𝖴s   \msansUs   𝖵s   \msansVs   𝖶s   \msansWs   𝖷s   \msansXs   𝖸s   \msansYs   𝖹s   \msansZs   𝖺s   \msansas   𝖻s   \msansbs   𝖼s   \msanscs   𝖽s   \msansds   𝖾s   \msanses   𝖿s   \msansfs   𝗀s   \msansgs   𝗁s   \msanshs   𝗂s   \msansis   𝗃s   \msansjs   𝗄s   \msansks   𝗅s   \msansls   𝗆s   \msansms   𝗇s   \msansns   𝗈s   \msansos   𝗉s   \msansps   𝗊s   \msansqs   𝗋s   \msansrs   𝗌s   \msansss   𝗍s   \msansts   𝗎s   \msansus   𝗏s   \msansvs   𝗐s   \msansws   𝗑s   \msansxs   𝗒s   \msansys   𝗓s   \msanszs   𝗔s	   \mbfsansAs   𝗕s	   \mbfsansBs   𝗖s	   \mbfsansCs   𝗗s	   \mbfsansDs   𝗘s	   \mbfsansEs   𝗙s	   \mbfsansFs   𝗚s	   \mbfsansGs   𝗛s	   \mbfsansHs   𝗜s	   \mbfsansIs   𝗝s	   \mbfsansJs   𝗞s	   \mbfsansKs   𝗟s	   \mbfsansLs   𝗠s	   \mbfsansMs   𝗡s	   \mbfsansNs   𝗢s	   \mbfsansOs   𝗣s	   \mbfsansPs   𝗤s	   \mbfsansQs   𝗥s	   \mbfsansRs   𝗦s	   \mbfsansSs   𝗧s	   \mbfsansTs   𝗨s	   \mbfsansUs   𝗩s	   \mbfsansVs   𝗪s	   \mbfsansWs   𝗫s	   \mbfsansXs   𝗬s	   \mbfsansYs   𝗭s	   \mbfsansZs   𝗮s	   \mbfsansas   𝗯s	   \mbfsansbs   𝗰s	   \mbfsanscs   𝗱s	   \mbfsansds   𝗲s	   \mbfsanses   𝗳s	   \mbfsansfs   𝗴s	   \mbfsansgs   𝗵s	   \mbfsanshs   𝗶s	   \mbfsansis   𝗷s	   \mbfsansjs   𝗸s	   \mbfsansks   𝗹s	   \mbfsansls   𝗺s	   \mbfsansms   𝗻s	   \mbfsansns   𝗼s	   \mbfsansos   𝗽s	   \mbfsansps   𝗾s	   \mbfsansqs   𝗿s	   \mbfsansrs   𝘀s	   \mbfsansss   𝘁s	   \mbfsansts   𝘂s	   \mbfsansus   𝘃s	   \mbfsansvs   𝘄s	   \mbfsansws   𝘅s	   \mbfsansxs   𝘆s	   \mbfsansys   𝘇s	   \mbfsanszs   𝘈s	   \mitsansAs   𝘉s	   \mitsansBs   𝘊s	   \mitsansCs   𝘋s	   \mitsansDs   𝘌s	   \mitsansEs   𝘍s	   \mitsansFs   𝘎s	   \mitsansGs   𝘏s	   \mitsansHs   𝘐s	   \mitsansIs   𝘑s	   \mitsansJs   𝘒s	   \mitsansKs   𝘓s	   \mitsansLs   𝘔s	   \mitsansMs   𝘕s	   \mitsansNs   𝘖s	   \mitsansOs   𝘗s	   \mitsansPs   𝘘s	   \mitsansQs   𝘙s	   \mitsansRs   𝘚s	   \mitsansSs   𝘛s	   \mitsansTs   𝘜s	   \mitsansUs   𝘝s	   \mitsansVs   𝘞s	   \mitsansWs   𝘟s	   \mitsansXs   𝘠s	   \mitsansYs   𝘡s	   \mitsansZs   𝘢s	   \mitsansas   𝘣s	   \mitsansbs   𝘤s	   \mitsanscs   𝘥s	   \mitsansds   𝘦s	   \mitsanses   𝘧s	   \mitsansfs   𝘨s	   \mitsansgs   𝘩s	   \mitsanshs   𝘪s	   \mitsansis   𝘫s	   \mitsansjs   𝘬s	   \mitsansks   𝘭s	   \mitsansls   𝘮s	   \mitsansms   𝘯s	   \mitsansns   𝘰s	   \mitsansos   𝘱s	   \mitsansps   𝘲s	   \mitsansqs   𝘳s	   \mitsansrs   𝘴s	   \mitsansss   𝘵s	   \mitsansts   𝘶s	   \mitsansus   𝘷s	   \mitsansvs   𝘸s	   \mitsansws   𝘹s	   \mitsansxs   𝘺s	   \mitsansys   𝘻s	   \mitsanszs   𝘼s   \mbfitsansAs   𝘽s   \mbfitsansBs   𝘾s   \mbfitsansCs   𝘿s   \mbfitsansDs   𝙀s   \mbfitsansEs   𝙁s   \mbfitsansFs   𝙂s   \mbfitsansGs   𝙃s   \mbfitsansHs   𝙄s   \mbfitsansIs   𝙅s   \mbfitsansJs   𝙆s   \mbfitsansKs   𝙇s   \mbfitsansLs   𝙈s   \mbfitsansMs   𝙉s   \mbfitsansNs   𝙊s   \mbfitsansOs   𝙋s   \mbfitsansPs   𝙌s   \mbfitsansQs   𝙍s   \mbfitsansRs   𝙎s   \mbfitsansSs   𝙏s   \mbfitsansTs   𝙐s   \mbfitsansUs   𝙑s   \mbfitsansVs   𝙒s   \mbfitsansWs   𝙓s   \mbfitsansXs   𝙔s   \mbfitsansYs   𝙕s   \mbfitsansZs   𝙖s   \mbfitsansas   𝙗s   \mbfitsansbs   𝙘s   \mbfitsanscs   𝙙s   \mbfitsansds   𝙚s   \mbfitsanses   𝙛s   \mbfitsansfs   𝙜s   \mbfitsansgs   𝙝s   \mbfitsanshs   𝙞s   \mbfitsansis   𝙟s   \mbfitsansjs   𝙠s   \mbfitsansks   𝙡s   \mbfitsansls   𝙢s   \mbfitsansms   𝙣s   \mbfitsansns   𝙤s   \mbfitsansos   𝙥s   \mbfitsansps   𝙦s   \mbfitsansqs   𝙧s   \mbfitsansrs   𝙨s   \mbfitsansss   𝙩s   \mbfitsansts   𝙪s   \mbfitsansus   𝙫s   \mbfitsansvs   𝙬s   \mbfitsansws   𝙭s   \mbfitsansxs   𝙮s   \mbfitsansys   𝙯s   \mbfitsanszs   𝙰s   \mttAs   𝙱s   \mttBs   𝙲s   \mttCs   𝙳s   \mttDs   𝙴s   \mttEs   𝙵s   \mttFs   𝙶s   \mttGs   𝙷s   \mttHs   𝙸s   \mttIs   𝙹s   \mttJs   𝙺s   \mttKs   𝙻s   \mttLs   𝙼s   \mttMs   𝙽s   \mttNs   𝙾s   \mttOs   𝙿s   \mttPs   𝚀s   \mttQs   𝚁s   \mttRs   𝚂s   \mttSs   𝚃s   \mttTs   𝚄s   \mttUs   𝚅s   \mttVs   𝚆s   \mttWs   𝚇s   \mttXs   𝚈s   \mttYs   𝚉s   \mttZs   𝚊s   \mttas   𝚋s   \mttbs   𝚌s   \mttcs   𝚍s   \mttds   𝚎s   \mttes   𝚏s   \mttfs   𝚐s   \mttgs   𝚑s   \mtths   𝚒s   \mttis   𝚓s   \mttjs   𝚔s   \mttks   𝚕s   \mttls   𝚖s   \mttms   𝚗s   \mttns   𝚘s   \mttos   𝚙s   \mttps   𝚚s   \mttqs   𝚛s   \mttrs   𝚜s   \mttss   𝚝s   \mttts   𝚞s   \mttus   𝚟s   \mttvs   𝚠s   \mttws   𝚡s   \mttxs   𝚢s   \mttys   𝚣s   \mttzs   𝚨s	   \mbfAlphas   𝚩s   \mbfBetas   𝚪s	   \mbfGammas   𝚫s	   \mbfDeltas   𝚬s   \mbfEpsilons   𝚭s   \mbfZetas   𝚮s   \mbfEtas   𝚯s	   \mbfThetas   𝚰s   \mbfIotas   𝚱s	   \mbfKappas   𝚲s
   \mbfLambdas   𝚳s   \mbfMus   𝚴s   \mbfNus   𝚵s   \mbfXis   𝚶s   \mbfOmicrons   𝚷s   \mbfPis   𝚸s   \mbfRhos   𝚹s   \mbfvarThetas   𝚺s	   \mbfSigmas   𝚻s   \mbfTaus   𝚼s   \mbfUpsilons   𝚽s   \mbfPhis   𝚾s   \mbfChis   𝚿s   \mbfPsis   𝛀s	   \mbfOmegas   𝛂s	   \mbfalphas   𝛃s   \mbfbetas   𝛄s	   \mbfgammas   𝛅s	   \mbfdeltas   𝛆s   \mbfepsilons   𝛇s   \mbfzetas   𝛈s   \mbfetas   𝛉s	   \mbfthetas   𝛊s   \mbfiotas   𝛋s	   \mbfkappas   𝛌s
   \mbflambdas   𝛍s   \mbfmus   𝛎s   \mbfnus   𝛏s   \mbfxis   𝛐s   \mbfomicrons   𝛑s   \mbfpis   𝛒s   \mbfrhos   𝛓s   \mbfvarsigmas   𝛔s	   \mbfsigmas   𝛕s   \mbftaus   𝛖s   \mbfupsilons   𝛗s
   \mbfvarphis   𝛘s   \mbfchis   𝛙s   \mbfpsis   𝛚s	   \mbfomegas   𝛜s   \mbfvarepsilons   𝛝s   \mbfvarthetas   𝛞s   \mbfvarkappas   𝛟s   \mbfphis   𝛠s
   \mbfvarrhos   𝛡s	   \mbfvarpis   𝛢s	   \mitAlphas   𝛣s   \mitBetas   𝛤s	   \mitGammas   𝛥s	   \mitDeltas   𝛦s   \mitEpsilons   𝛧s   \mitZetas   𝛨s   \mitEtas   𝛩s	   \mitThetas   𝛪s   \mitIotas   𝛫s	   \mitKappas   𝛬s
   \mitLambdas   𝛭s   \mitMus   𝛮s   \mitNus   𝛯s   \mitXis   𝛰s   \mitOmicrons   𝛱s   \mitPis   𝛲s   \mitRhos   𝛳s   \mitvarThetas   𝛴s	   \mitSigmas   𝛵s   \mitTaus   𝛶s   \mitUpsilons   𝛷s   \mitPhis   𝛸s   \mitChis   𝛹s   \mitPsis   𝛺s	   \mitOmegas   𝛼s	   \mitalphas   𝛽s   \mitbetas   𝛾s	   \mitgammas   𝛿s	   \mitdeltas   𝜀s   \mitepsilons   𝜁s   \mitzetas   𝜂s   \mitetas   𝜃s	   \mitthetas   𝜄s   \mitiotas   𝜅s	   \mitkappas   𝜆s
   \mitlambdas   𝜇s   \mitmus   𝜈s   \mitnus   𝜉s   \mitxis   𝜊s   \mitomicrons   𝜋s   \mitpis   𝜌s   \mitrhos   𝜍s   \mitvarsigmas   𝜎s	   \mitsigmas   𝜏s   \mittaus   𝜐s   \mitupsilons   𝜑s   \mitphis   𝜒s   \mitchis   𝜓s   \mitpsis   𝜔s	   \mitomegas   𝜖s   \mitvarepsilons   𝜗s   \mitvarthetas   𝜘s   \mitvarkappas   𝜙s
   \mitvarphis   𝜚s
   \mitvarrhos   𝜛s	   \mitvarpis   𝜜s   \mbfitAlphas   𝜝s
   \mbfitBetas   𝜞s   \mbfitGammas   𝜟s   \mbfitDeltas   𝜠s   \mbfitEpsilons   𝜡s
   \mbfitZetas   𝜢s	   \mbfitEtas   𝜣s   \mbfitThetas   𝜤s
   \mbfitIotas   𝜥s   \mbfitKappas   𝜦s   \mbfitLambdas   𝜧s   \mbfitMus   𝜨s   \mbfitNus   𝜩s   \mbfitXis   𝜪s   \mbfitOmicrons   𝜫s   \mbfitPis   𝜬s	   \mbfitRhos   𝜭s   \mbfitvarThetas   𝜮s   \mbfitSigmas   𝜯s	   \mbfitTaus   𝜰s   \mbfitUpsilons   𝜱s	   \mbfitPhis   𝜲s	   \mbfitChis   𝜳s	   \mbfitPsis   𝜴s   \mbfitOmegas   𝜶s   \mbfitalphas   𝜷s
   \mbfitbetas   𝜸s   \mbfitgammas   𝜹s   \mbfitdeltas   𝜺s   \mbfitepsilons   𝜻s
   \mbfitzetas   𝜼s	   \mbfitetas   𝜽s   \mbfitthetas   𝜾s
   \mbfitiotas   𝜿s   \mbfitkappas   𝝀s   \mbfitlambdas   𝝁s   \mbfitmus   𝝂s   \mbfitnus   𝝃s   \mbfitxis   𝝄s   \mbfitomicrons   𝝅s   \mbfitpis   𝝆s	   \mbfitrhos   𝝇s   \mbfitvarsigmas   𝝈s   \mbfitsigmas   𝝉s	   \mbfittaus   𝝊s   \mbfitupsilons   𝝋s	   \mbfitphis   𝝌s	   \mbfitchis   𝝍s	   \mbfitpsis   𝝎s   \mbfitomegas   𝝐s   \mbfitvarepsilons   𝝑s   \mbfitvarthetas   𝝒s   \mbfitvarkappas   𝝓s   \mbfitvarphis   𝝔s   \mbfitvarrhos   𝝕s   \mbfitvarpis   𝝖s   \mbfsansAlphas   𝝗s   \mbfsansBetas   𝝘s   \mbfsansGammas   𝝙s   \mbfsansDeltas   𝝚s   \mbfsansEpsilons   𝝛s   \mbfsansZetas   𝝜s   \mbfsansEtas   𝝝s   \mbfsansThetas   𝝞s   \mbfsansIotas   𝝟s   \mbfsansKappas   𝝠s   \mbfsansLambdas   𝝡s
   \mbfsansMus   𝝢s
   \mbfsansNus   𝝣s
   \mbfsansXis   𝝤s   \mbfsansOmicrons   𝝥s
   \mbfsansPis   𝝦s   \mbfsansRhos   𝝧s   \mbfsansvarThetas   𝝨s   \mbfsansSigmas   𝝩s   \mbfsansTaus   𝝪s   \mbfsansUpsilons   𝝫s   \mbfsansPhis   𝝬s   \mbfsansChis   𝝭s   \mbfsansPsis   𝝮s   \mbfsansOmegas   𝝰s   \mbfsansalphas   𝝱s   \mbfsansbetas   𝝲s   \mbfsansgammas   𝝳s   \mbfsansdeltas   𝝴s   \mbfsansepsilons   𝝵s   \mbfsanszetas   𝝶s   \mbfsansetas   𝝷s   \mbfsansthetas   𝝸s   \mbfsansiotas   𝝹s   \mbfsanskappas   𝝺s   \mbfsanslambdas   𝝻s
   \mbfsansmus   𝝼s
   \mbfsansnus   𝝽s
   \mbfsansxis   𝝾s   \mbfsansomicrons   𝝿s
   \mbfsanspis   𝞀s   \mbfsansrhos   𝞁s   \mbfsansvarsigmas   𝞂s   \mbfsanssigmas   𝞃s   \mbfsanstaus   𝞄s   \mbfsansupsilons   𝞅s   \mbfsansphis   𝞆s   \mbfsanschis   𝞇s   \mbfsanspsis   𝞈s   \mbfsansomegas   𝞊s   \mbfsansvarepsilons   𝞋s   \mbfsansvarthetas   𝞌s   \mbfsansvarkappas   𝞍s   \mbfsansvarphis   𝞎s   \mbfsansvarrhos   𝞏s   \mbfsansvarpis   𝞐s   \mbfitsansAlphas   𝞑s   \mbfitsansBetas   𝞒s   \mbfitsansGammas   𝞓s   \mbfitsansDeltas   𝞔s   \mbfitsansEpsilons   𝞕s   \mbfitsansZetas   𝞖s   \mbfitsansEtas   𝞗s   \mbfitsansThetas   𝞘s   \mbfitsansIotas   𝞙s   \mbfitsansKappas   𝞚s   \mbfitsansLambdas   𝞛s   \mbfitsansMus   𝞜s   \mbfitsansNus   𝞝s   \mbfitsansXis   𝞞s   \mbfitsansOmicrons   𝞟s   \mbfitsansPis   𝞠s   \mbfitsansRhos   𝞡s   \mbfitsansvarThetas   𝞢s   \mbfitsansSigmas   𝞣s   \mbfitsansTaus   𝞤s   \mbfitsansUpsilons   𝞥s   \mbfitsansPhis   𝞦s   \mbfitsansChis   𝞧s   \mbfitsansPsis   𝞨s   \mbfitsansOmegas   𝞪s   \mbfitsansalphas   𝞫s   \mbfitsansbetas   𝞬s   \mbfitsansgammas   𝞭s   \mbfitsansdeltas   𝞮s   \mbfitsansepsilons   𝞯s   \mbfitsanszetas   𝞰s   \mbfitsansetas   𝞱s   \mbfitsansthetas   𝞲s   \mbfitsansiotas   𝞳s   \mbfitsanskappas   𝞴s   \mbfitsanslambdas   𝞵s   \mbfitsansmus   𝞶s   \mbfitsansnus   𝞷s   \mbfitsansxis   𝞸s   \mbfitsansomicrons   𝞹s   \mbfitsanspis   𝞺s   \mbfitsansrhos   𝞻s   \mbfitsansvarsigmas   𝞼s   \mbfitsanssigmas   𝞽s   \mbfitsanstaus   𝞾s   \mbfitsansupsilons   𝞿s   \mbfitsansphis   𝟀s   \mbfitsanschis   𝟁s   \mbfitsanspsis   𝟂s   \mbfitsansomegas   𝟄s   \mbfitsansvarepsilons   𝟅s   \mbfitsansvarthetas   𝟆s   \mbfitsansvarkappas   𝟇s   \mbfitsansvarphis   𝟈s   \mbfitsansvarrhos   𝟉s   \mbfitsansvarpis   𝟎s   \mbfzeros   𝟏s   \mbfones   𝟐s   \mbftwos   𝟑s	   \mbfthrees   𝟒s   \mbffours   𝟓s   \mbffives   𝟔s   \mbfsixs   𝟕s	   \mbfsevens   𝟖s	   \mbfeights   𝟗s   \mbfnines   𝟘s   \Bbbzeros   𝟙s   \Bbbones   𝟚s   \Bbbtwos   𝟛s	   \Bbbthrees   𝟜s   \Bbbfours   𝟝s   \Bbbfives   𝟞s   \Bbbsixs   𝟟s	   \Bbbsevens   𝟠s	   \Bbbeights   𝟡s   \Bbbnines   𝟢s
   \msanszeros   𝟣s	   \msansones   𝟤s	   \msanstwos   𝟥s   \msansthrees   𝟦s
   \msansfours   𝟧s
   \msansfives   𝟨s	   \msanssixs   𝟩s   \msanssevens   𝟪s   \msanseights   𝟫s
   \msansnines   𝟬s   \mbfsanszeros   𝟭s   \mbfsansones   𝟮s   \mbfsanstwos   𝟯s   \mbfsansthrees   𝟰s   \mbfsansfours   𝟱s   \mbfsansfives   𝟲s   \mbfsanssixs   𝟳s   \mbfsanssevens   𝟴s   \mbfsanseights   𝟵s   \mbfsansnines   𝟶s   \mttzeros   𝟷s   \mttones   𝟸s   \mtttwos   𝟹s	   \mttthrees   𝟺s   \mttfours   𝟻s   \mttfives   𝟼s   \mttsixs   𝟽s	   \mttsevens   𝟾s	   \mtteights   𝟿s   \mttninec         C   s   i  |  ] \ } } | |  q S(    (    (   t   .0t   kt   v(    (    sR   /data/av2000/mvv/env_mvv/lib/python2.7/site-packages/IPython/core/latex_symbols.pys
   <dictcomp>  s   	 N(   t   latex_symbolst   itemst   reverse_latex_symbol(    (    (    sR   /data/av2000/mvv/env_mvv/lib/python2.7/site-packages/IPython/core/latex_symbols.pyt   <module>   s
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