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\"γ\",\n    \"i\": \"∩\",\n    \"m\": \"μ\",\n    \"n\": \"\\\\n\",\n    \"o\": \"∘\",\n    \"p\": \"Π\",\n    \"t\": \"▸\",\n    \"r\": \"→\",\n    \"u\": \"↑\",\n    \"v\": \"∨\",\n    \"x\": \"×\",\n    \"-\": \"⁻¹\",\n    \"~\": \"∼\",\n    \".\": \"·\",\n    \"*\": \"⋆\",\n    \"!\": \"¬\",\n    \"?\": \"¿\",\n    \"1\": \"₁\",\n    \"2\": \"₂\",\n    \"3\": \"₃\",\n    \"4\": \"₄\",\n    \"5\": \"₅\",\n    \"6\": \"₆\",\n    \"7\": \"₇\",\n    \"8\": \"₈\",\n    \"9\": \"₉\",\n    \"0\": \"₀\",\n    \"l\": \"←\",\n    \"\u003c\": \"⟨\",\n    \"\u003e\": \"⟩\",\n    \"O\": \"Ø\",\n    \"\u0026\": \"⅋\",\n    \"A\": \"𝔸\",\n    \"C\": \"ℂ\",\n    \"D\": \"Δ\",\n    \"F\": \"𝔽\",\n    \"G\": \"Γ\",\n    \"H\": \"ℍ\",\n    \"I\": \"⋂\",\n    \"I0\": \"⋂₀\",\n    \"K\": \"𝕂\",\n    \"L\": \"Λ\",\n    \"N\": \"ℕ\",\n    \"P\": \"Π\",\n    \"Q\": \"ℚ\",\n    \"R\": \"ℝ\",\n    \"S\": \"Σ\",\n    \"U\": \"⋃\",\n    \"U0\": \"⋃₀\",\n    \"Z\": \"ℤ\",\n    \"#\": \"♯\",\n    \":\": 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\"/O\": \"Ø\",\n    \"-{O}\": \"Ō\",\n    \"`U\": \"Ù\",\n    \"'U\": \"Ú\",\n    \"^{U}\": \"Û\",\n    \"\\\"U\": \"Ü\",\n    \"-{U}\": \"Ū\",\n    \"'Y\": \"Ý\",\n    \"`a\": \"à\",\n    \"'a\": \"á\",\n    \"^{a}\": \"â\",\n    \"~a\": \"ã\",\n    \"\\\"a\": \"ä\",\n    \"-{a}\": \"ā\",\n    \"cc\": \"ç\",\n    \"`e\": \"è\",\n    \"'e\": \"é\",\n    \"^{e}\": \"ê\",\n    \"\\\"e\": \"ë\",\n    \"-{e}\": \"ē\",\n    \"`i\": \"ì\",\n    \"'i\": \"í\",\n    \"^{i}\": \"î\",\n    \"\\\"i\": \"ï\",\n    \"-{i}\": \"ī\",\n    \"~{n}\": \"ñ\",\n    \"`o\": \"ò\",\n    \"'o\": \"ó\",\n    \"^{o}\": \"ô\",\n    \"~o\": \"õ\",\n    \"\\\"o\": \"ö\",\n    \"/o\": \"ø\",\n    \"-{o}\": \"ō\",\n    \"`u\": \"ù\",\n    \"'u\": \"ú\",\n    \"^{u}\": \"û\",\n    \"\\\"u\": \"ü\",\n    \"-{u}\": \"ū\",\n    \"'y\": \"ý\",\n    \"\\\"y\": \"ÿ\",\n    \"/L\": \"Ł\",\n    \"note\": \"♩\",\n    \"not\": \"¬\",\n    \"notin\": \"∉\",\n    \"notlt\": \"≮\",\n    \"nomisma\": \"𐆎\",\n    \"nin\": \"∉\",\n    \"nni\": \"∌\",\n    \"ni\": \"∋\",\n    \"nattrans\": \"⟹\",\n    \"nat_trans\": \"⟹\",\n    \"natural\": \"♮\",\n    \"nat\": \"ℕ\",\n    \"naira\": \"₦\",\n    \"nabla\": \"∇\",\n    \"napprox\": \"≉\",\n    \"numero\": \"№\",\n    \"nLeftarrow\": \"⇍\",\n    \"nLeftrightarrow\": \"⇎\",\n    \"nRightarrow\": \"⇏\",\n    \"nVDash\": \"⊯\",\n    \"nVdash\": \"⊮\",\n    \"ncong\": \"≇\",\n    \"nearrow\": \"↗\",\n    \"neg\": \"¬\",\n    \"nequiv\": \"≢\",\n    \"neq\": \"≠\",\n    \"nexists\": \"∄\",\n    \"ne\": \"≠\",\n    \"ngeqq\": \"≱\",\n    \"ngeqslant\": \"≱\",\n    \"ngeq\": \"≱\",\n    \"ngtr\": \"≯\",\n    \"nleftarrow\": \"↚\",\n    \"nleftrightarrow\": \"↮\",\n    \"nleqq\": \"≰\",\n    \"nleqslant\": \"≰\",\n    \"nleq\": \"≰\",\n    \"nless\": \"≮\",\n    \"nmid\": \"∤\",\n    \"nparallel\": \"∦\",\n    \"npreceq\": \"⋠\",\n    \"nprec\": \"⊀\",\n    \"nrightarrow\": \"↛\",\n    \"nshortmid\": \"∤\",\n    \"nsimeq\": \"≄\",\n    \"nsim\": \"≁\",\n    \"nsubseteqq\": \"⊈\",\n    \"nsubseteq\": \"⊈\",\n    \"nsubset\": \"⊄\",\n    \"nsucceq\": \"⋡\",\n    \"nsucc\": \"⊁\",\n    \"nsupseteqq\": \"⊉\",\n    \"nsupseteq\": \"⊉\",\n    \"nsupset\": \"⊅\",\n    \"ntrianglelefteq\": \"⋬\",\n    \"ntriangleleft\": \"⋪\",\n    \"ntrianglerighteq\": \"⋭\",\n    \"ntriangleright\": \"⋫\",\n    \"nvDash\": \"⊭\",\n    \"nvdash\": \"⊬\",\n    \"nwarrow\": \"↖\",\n    \"eqn\": \"≠\",\n    \"equiv\": \"≃\",\n    \"eqcirc\": \"≖\",\n    \"eqcolon\": \"≕\",\n    \"eqslantgtr\": \"⋝\",\n    \"eqslantless\": \"⋜\",\n    \"entails\": \"⊢\",\n    \"en\": \"–\",\n    \"exn\": \"∄\",\n    \"exists\": \"∃\",\n    \"ex\": \"∃\",\n    \"emptyset\": \"∅\",\n    \"empty\": \"∅\",\n    \"em\": \"—\",\n    \"epsilon\": \"ε\",\n    \"eps\": \"ε\",\n    \"euro\": \"€\",\n    \"eta\": \"η\",\n    \"ell\": \"ℓ\",\n    \"iso\": \"≅\",\n    \"in\": \"∈\",\n    \"inn\": \"∉\",\n    \"inter\": \"∩\",\n    \"intercal\": \"⊺\",\n    \"intersection\": \"∩\",\n    \"integral\": \"∫\",\n    \"integral-\": \"⨍\",\n    \"int\": \"ℤ\",\n    \"inv\": \"⁻¹\",\n    \"increment\": \"∆\",\n    \"inf\": \"⊓\",\n    \"infi\": \"⨅\",\n    \"infty\": \"∞\",\n    \"iff\": \"↔\",\n    \"imp\": \"→\",\n    \"imath\": \"ı\",\n    \"iota\": \"ι\",\n    \"=n\": \"≠\",\n    \"==n\": \"≢\",\n    \"===\": \"≣\",\n    \"==\u003e\": \"⟹\",\n    \"==\": \"≡\",\n    \"=:\": \"≕\",\n    \"=o\": \"≗\",\n    \"=\u003en\": \"⇏\",\n    \"=\u003e\": \"⇒\",\n    \"~n\": \"≁\",\n    \"~~n\": \"≉\",\n    \"~~~\": \"≋\",\n    \"~~-\": \"≊\",\n    \"~~\": \"≈\",\n    \"~-n\": \"≄\",\n    \"~-\": \"≃\",\n    \"~=n\": \"≇\",\n    \"~=\": \"≅\",\n    \"homotopy\": \"∼\",\n    \"hom\": \"⟶\",\n    \"hori\": \"ϩ\",\n    \"hookleftarrow\": \"↩\",\n    \"hookrightarrow\": \"↪\",\n    \"hryvnia\": \"₴\",\n    \"heta\": \"ͱ\",\n    \"heartsuit\": \"♥\",\n    \"hbar\": \"ℏ\",\n    \":~\": \"∻\",\n    \":=\": \"≔\",\n    \"::-\": \"∺\",\n    \"::\": \"∷\",\n    \"-~\": \"≂\",\n    \"-|\": \"⊣\",\n    \"-1\": \"⁻¹\",\n    \"^-1\": \"⁻¹\",\n    \"-2\": \"⁻²\",\n    \"-3\": \"⁻³\",\n    \"-:\": \"∹\",\n    \"-\u003en\": \"↛\",\n    \"-\u003e\": \"→\",\n    \"--\u003e\": \"⟶\",\n    \"---\": \"─\",\n    \"--=\": \"═\",\n    \"--_\": \"━\",\n    \"--.\": \"╌\",\n    \"-o\": \"⊸\",\n    \".=.\": \"≑\",\n    \".=\": \"≐\",\n    \".+\": \"∔\",\n    \".-\": \"∸\",\n    \"...\": \"⋯\",\n    \"(=\": \"≘\",\n    \"(b\": \"⟅\",\n    \"and=\": \"≙\",\n    \"and\": \"∧\",\n    \"an\": \"∧\",\n    \"angle\": \"∠\",\n    \"rightangle\": \"∟\",\n    \"angstrom\": \"Å\",\n    \"all\": \"∀\",\n    \"allf\": \"∀ᶠ\",\n    \"all^f\": \"∀ᶠ\",\n    \"allm\": \"∀ᵐ\",\n    \"all^m\": \"∀ᵐ\",\n    \"alpha\": \"α\",\n    \"aleph\": \"ℵ\",\n    \"aleph0\": \"ℵ₀\",\n    \"asterisk\": \"⁎\",\n    \"ast\": \"∗\",\n    \"asymp\": \"≍\",\n    \"apl\": \"⌶\",\n    \"approxeq\": \"≊\",\n    \"approx\": \"≈\",\n    \"aa\": \"å\",\n    \"ae\": \"æ\",\n    \"austral\": \"₳\",\n    \"afghani\": \"؋\",\n    \"amalg\": \"∐\",\n    \"average\": \"⨍\",\n    \"-int\": \"⨍\",\n    \"or=\": \"≚\",\n    \"ordfeminine\": \"ª\",\n    \"ordmasculine\": \"º\",\n    \"or\": \"∨\",\n    \"oplus\": \"⊕\",\n    \"od\": \"ᵒᵈ\",\n    \"orderdual\": \"ᵒᵈ\",\n    \"addopposite\": \"ᵃᵒᵖ\",\n    \"aop\": \"ᵃᵒᵖ\",\n    \"mulopposite\": \"ᵐᵒᵖ\",\n    \"mop\": \"ᵐᵒᵖ\",\n    \"opposite\": \"ᵒᵖ\",\n    \"op\": \"ᵒᵖ\",\n    \"o+\": \"⊕\",\n    \"o--\": \"⊖\",\n    \"o-\": \"⊝\",\n    \"ox\": \"⊗\",\n    \"o/\": \"⊘\",\n    \"o.\": \"⊙\",\n    \"oo\": \"⊚\",\n    \"o*\": \"∘*\",\n    \"o=\": \"⊜\",\n    \"oe\": \"œ\",\n    \"octagonal\": \"🛑\",\n    \"ohm\": \"Ω\",\n    \"ounce\": \"℥\",\n    \"omega\": \"ω\",\n    \"omicron\": \"ο\",\n    \"ominus\": \"⊖\",\n    \"odot\": \"⊙\",\n    \"oint\": \"∮\",\n    \"oiint\": \"∯\",\n    \"oslash\": \"⊘\",\n    \"otimes\": \"⊗\",\n    \"tensorproduct\": \"⊗\",\n    \"pitensorproduct\": \"⨂\",\n    \"tensorpower\": \"⨂\",\n    \"pd\": \"∂\",\n    \"*=\": \"≛\",\n    \"t=\": \"≜\",\n    \"tint\": \"∯\",\n    \"transport\": \"▹\",\n    \"trans\": \"▹\",\n    \"triangledown\": \"▿\",\n    \"trianglelefteq\": \"⊴\",\n    \"triangleleft\": \"◃\",\n    \"triangleq\": \"≜\",\n    \"trianglerighteq\": \"⊵\",\n    \"triangleright\": \"▹\",\n    \"triangle\": \"▵\",\n    \"tr\": \"⬝\",\n    \"tb\": \"◂\",\n    \"twoheadleftarrow\": \"↞\",\n    \"twoheadrightarrow\": \"↠\",\n    \"tw\": \"◃\",\n    \"tie\": \"⁀\",\n    \"times\": \"×\",\n    \"theta\": \"θ\",\n    \"therefore\": \"∴\",\n    \"thickapprox\": \"≈\",\n    \"thicksim\": \"∼\",\n    \"telephone\": \"℡\",\n    \"tenge\": \"₸\",\n    \"textmusicalnote\": \"♪\",\n    \"textmu\": \"µ\",\n    \"textfractionsolidus\": \"⁄\",\n    \"textbaht\": \"฿\",\n    \"textdied\": \"✝\",\n    \"textdiscount\": \"⁒\",\n    \"textcolonmonetary\": \"₡\",\n    \"textcircledP\": \"℗\",\n    \"textwon\": \"₩\",\n    \"textnaira\": \"₦\",\n    \"textnumero\": \"№\",\n    \"textpeso\": \"₱\",\n    \"textpertenthousand\": \"‱\",\n    \"textlira\": \"₤\",\n    \"textlquill\": \"⁅\",\n    \"textrecipe\": \"℞\",\n    \"textreferencemark\": \"※\",\n    \"textrquill\": \"⁆\",\n    \"textinterrobang\": \"‽\",\n    \"textestimated\": \"℮\",\n    \"textopenbullet\": \"◦\",\n    \"tugrik\": \"₮\",\n    \"tau\": \"τ\",\n    \"top\": \"⊤\",\n    \"to\": \"→\",\n    \"to0\": \"→₀\",\n    \"r0\": \"→₀\",\n    \"to_0\": \"→₀\",\n    \"r_0\": \"→₀\",\n    \"finsupp\": \"→₀\",\n    \"to1\": \"→₁\",\n    \"r1\": \"→₁\",\n    \"to_1\": \"→₁\",\n    \"r_1\": \"→₁\",\n    \"l1\": \"→₁\",\n    \"to1s\": \"→₁ₛ\",\n    \"r1s\": \"→₁ₛ\",\n    \"to_1s\": \"→₁ₛ\",\n    \"r_1s\": \"→₁ₛ\",\n    \"l1simplefunc\": \"→₁ₛ\",\n    \"toa\": \"→ₐ\",\n    \"ra\": \"→ₐ\",\n    \"to_a\": \"→ₐ\",\n    \"r_a\": \"→ₐ\",\n    \"alghom\": \"→ₐ\",\n    \"tob\": \"→ᵇ\",\n    \"rb\": \"→ᵇ\",\n    \"to^b\": \"→ᵇ\",\n    \"r^b\": \"→ᵇ\",\n    \"boundedcontinuousfunction\": \"→ᵇ\",\n    \"tol\": \"→ₗ\",\n    \"rl\": \"→ₗ\",\n    \"to_l\": \"→ₗ\",\n    \"r_l\": \"→ₗ\",\n    \"linearmap\": \"→ₗ\",\n    \"tosl\": \"→ₛₗ\",\n    \"rsl\": \"→ₛₗ\",\n    \"to_sl\": \"→ₛₗ\",\n    \"r_sl\": \"→ₛₗ\",\n    \"semilinearmap\": \"→ₛₗ\",\n    \"tom\": \"→ₘ\",\n    \"rm\": \"→ₘ\",\n    \"to_m\": \"→ₘ\",\n    \"r_m\": \"→ₘ\",\n    \"aeeqfun\": \"→ₘ\",\n    \"rp\": \"→ₚ\",\n    \"to_p\": \"→ₚ\",\n    \"r_p\": \"→ₚ\",\n    \"dfinsupp\": \"→ₚ\",\n    \"tos\": \"→ₛ\",\n    \"rs\": \"→ₛ\",\n    \"to_s\": \"→ₛ\",\n    \"r_s\": \"→ₛ\",\n    \"simplefunc\": \"→ₛ\",\n    \"heyting\": \"⇨\",\n    \"himp\": \"⇨\",\n    \"hnot\": \"￢\",\n    \"covers\": \"⋖\",\n    \"covby\": \"⋖\",\n    \"wcovby\": \"⩿\",\n    \"wcovers\": \"⩿\",\n    \"def=\": \"≝\",\n    \"defs\": \"≙\",\n    \"degree\": \"°\",\n    \"dei\": \"ϯ\",\n    \"delta\": \"δ\",\n    \"doteqdot\": \"≑\",\n    \"doteq\": \"≐\",\n    \"dotplus\": \"∔\",\n    \"dotsquare\": \"⊡\",\n    \"dot\": \"·\",\n    \"dong\": \"₫\",\n    \"downarrow\": \"↓\",\n    \"downdownarrows\": \"⇊\",\n    \"downleftharpoon\": \"⇃\",\n    \"downrightharpoon\": \"⇂\",\n    \"dr-\": \"↘\",\n    \"dr=\": \"⇘\",\n    \"drachma\": \"₯\",\n    \"dr\": \"↘\",\n    \"dl-\": \"↙\",\n    \"dl=\": \"⇙\",\n    \"dl\": \"↙\",\n    \"d-2\": \"⇊\",\n    \"d-u-\": \"⇵\",\n    \"d-|\": \"↧\",\n    \"d-\": \"↓\",\n    \"d==\": \"⟱\",\n    \"d=\": \"⇓\",\n    \"dd-\": \"↡\",\n    \"ddagger\": \"‡\",\n    \"ddag\": \"‡\",\n    \"ddots\": \"⋱\",\n    \"dz\": \"↯\",\n    \"dib\": \"◆\",\n    \"diw\": \"◇\",\n    \"di.\": \"◈\",\n    \"die\": \"⚀\",\n    \"division\": \"÷\",\n    \"divideontimes\": \"⋇\",\n    \"div\": \"÷\",\n    \"diameter\": \"⌀\",\n    \"diamondsuit\": \"♢\",\n    \"diamond\": \"⋄\",\n    \"digamma\": \"ϝ\",\n    \"di\": \"◆\",\n    \"dagger\": \"†\",\n    \"dag\": \"†\",\n    \"daleth\": \"ℸ\",\n    \"dashv\": \"⊣\",\n    \"dh\": \"ð\",\n    \"dvd\": \"∣\",\n    \"m=\": \"≞\",\n    \"meet\": \"⊓\",\n    \"member\": \"∈\",\n    \"mem\": \"∈\",\n    \"measuredangle\": \"∡\",\n    \"ma\": \"↦\",\n    \"mapsto\": \"↦\",\n    \"male\": \"♂\",\n    \"maltese\": \"✠\",\n    \"manat\": \"₼\",\n    \"mathscr{I}\": \"ℐ\",\n    \"minus\": \"−\",\n    \"mill\": \"₥\",\n    \"micro\": \"µ\",\n    \"mid\": \"∣\",\n    \"multiplication\": \"×\",\n    \"multimap\": \"⊸\",\n    \"mho\": \"℧\",\n    \"models\": \"⊧\",\n    \"mp\": \"∓\",\n    \"?=\": \"≟\",\n    \"??\": \"⁇\",\n    \"?!\": \"‽\",\n    \"prohibited\": \"🛇\",\n    \"prod\": \"∏\",\n    \"propto\": \"∝\",\n    \"precapprox\": \"≾\",\n    \"preceq\": \"≼\",\n    \"precnapprox\": \"⋨\",\n    \"precnsim\": \"⋨\",\n    \"precsim\": \"≾\",\n    \"prec\": \"≺\",\n    \"preim\": \"⁻¹'\",\n    \"preimage\": \"⁻¹'\",\n    \"prime\": \"′\",\n    \"pr\": \"↣\",\n    \"powerset\": \"𝒫\",\n    \"pounds\": \"£\",\n    \"pound\": \"£\",\n    \"pab\": \"▰\",\n    \"paw\": \"▱\",\n    \"partnership\": \"㉐\",\n    \"partial\": \"∂\",\n    \"paragraph\": \"¶\",\n    \"parallel\": \"∥\",\n    \"pa\": \"▰\",\n    \"pm\": \"±\",\n    \"perp\": \"⟂\",\n    \"^perp\": \"ᗮ\",\n    \"permil\": \"‰\",\n    \"per\": \"⅌\",\n    \"peso\": \"₱\",\n    \"peseta\": \"₧\",\n    \"pilcrow\": \"¶\",\n    \"pitchfork\": \"⋔\",\n    \"psi\": \"ψ\",\n    \"phi\": \"φ\",\n    \"leqn\": \"≰\",\n    \"leqq\": \"≦\",\n    \"leqslant\": \"≤\",\n    \"leq\": \"≤\",\n    \"len\": \"≰\",\n    \"leadsto\": \"↝\",\n    \"leftarrowtail\": \"↢\",\n    \"leftarrow\": \"←\",\n    \"leftharpoondown\": \"↽\",\n    \"leftharpoonup\": \"↼\",\n    \"leftleftarrows\": \"⇇\",\n    \"leftrightarrows\": \"⇆\",\n    \"leftrightarrow\": \"↔\",\n    \"leftrightharpoons\": \"⇋\",\n    \"leftrightsquigarrow\": \"↭\",\n    \"leftthreetimes\": \"⋋\",\n    \"lessapprox\": \"≲\",\n    \"lessdot\": \"⋖\",\n    \"lesseqgtr\": \"⋚\",\n    \"lesseqqgtr\": \"⋚\",\n    \"lessgtr\": \"≶\",\n    \"lesssim\": \"≲\",\n    \"le\": \"≤\",\n    \"lub\": \"⊔\",\n    \"lr--\": \"⟷\",\n    \"lr-n\": \"↮\",\n    \"lr-\": \"↔\",\n    \"lr=n\": \"⇎\",\n    \"lr=\": \"⇔\",\n    \"lr~\": \"↭\",\n    \"lrcorner\": \"⌟\",\n    \"lr\": \"↔\",\n    \"l-2\": \"⇇\",\n    \"l-r-\": \"⇆\",\n    \"l--\": \"⟵\",\n    \"l-n\": \"↚\",\n    \"l-|\": \"↤\",\n    \"l-\u003e\": \"↢\",\n    \"l-\": \"←\",\n    \"l==\": \"⇚\",\n    \"l=n\": \"⇍\",\n    \"l=\": \"⇐\",\n    \"l~\": \"↜\",\n    \"ll-\": \"↞\",\n    \"llcorner\": \"⌞\",\n    \"llbracket\": \"〚\",\n    \"ll\": \"≪\",\n    \"lbag\": \"⟅\",\n    \"lambda\": \"λ\",\n    \"lamda\": \"λ\",\n    \"lam\": \"λ\",\n    \"lari\": \"₾\",\n    \"langle\": \"⟨\",\n    \"lira\": \"₤\",\n    \"lceil\": \"⌈\",\n    \"ldots\": \"…\",\n    \"ldq\": \"“\",\n    \"ldata\": \"《\",\n    \"lfloor\": \"⌊\",\n    \"lf\": \"⧏\",\n    \"\u003c|\": \"⧏\",\n    \"lhd\": \"◁\",\n    \"lnapprox\": \"⋦\",\n    \"lneqq\": \"≨\",\n    \"lneq\": \"≨\",\n    \"lnsim\": \"⋦\",\n    \"lnot\": \"¬\",\n    \"longleftarrow\": \"⟵\",\n    \"longleftrightarrow\": \"⟷\",\n    \"longrightarrow\": \"⟶\",\n    \"looparrowleft\": \"↫\",\n    \"looparrowright\": \"↬\",\n    \"lozenge\": \"✧\",\n    \"lq\": \"‘\",\n    \"ltimes\": \"⋉\",\n    \"lvertneqq\": \"≨\",\n    \"geqn\": \"≱\",\n    \"geqq\": \"≧\",\n    \"geqslant\": \"≥\",\n    \"geq\": \"≥\",\n    \"gen\": \"≱\",\n    \"gets\": \"←\",\n    \"ge\": \"≥\",\n    \"glb\": \"⊓\",\n    \"glqq\": \"„\",\n    \"glq\": \"‚\",\n    \"guarani\": \"₲\",\n    \"gangia\": \"ϫ\",\n    \"gamma\": \"γ\",\n    \"ggg\": \"⋙\",\n    \"gg\": \"≫\",\n    \"gimel\": \"ℷ\",\n    \"gnapprox\": \"⋧\",\n    \"gneqq\": \"≩\",\n    \"gneq\": \"≩\",\n    \"gnsim\": \"⋧\",\n    \"gtrapprox\": \"≳\",\n    \"gtrdot\": \"⋗\",\n    \"gtreqless\": \"⋛\",\n    \"gtreqqless\": \"⋛\",\n    \"gtrless\": \"≷\",\n    \"gtrsim\": \"≳\",\n    \"gvertneqq\": \"≩\",\n    \"grqq\": \"“\",\n    \"grq\": \"‘\",\n    \"\u003c=n\": \"≰\",\n    \"\u003c=\u003en\": \"⇎\",\n    \"\u003c=\u003e\": \"⇔\",\n    \"\u003c=\": \"≤\",\n    \"\u003c~nn\": \"≴\",\n    \"\u003c~n\": \"⋦\",\n    \"\u003c~\": \"≲\",\n    \"\u003c:\": \"⋖\",\n    \":\u003e\": \"⋗\",\n    \"\u003c-\u003en\": \"↮\",\n    \"\u003c-\u003e\": \"↔\",\n    \"\u003c--\u003e\": \"⟷\",\n    \"\u003c--\": \"⟵\",\n    \"\u003c-n\": \"↚\",\n    \"\u003c-\": \"←\",\n    \"\u003c\u003c\": \"⟪\",\n    \"\u003e=n\": \"≱\",\n    \"\u003e=\": \"≥\",\n    \"\u003en\": \"≯\",\n    \"\u003e~nn\": \"≵\",\n    \"\u003e~n\": \"⋧\",\n    \"\u003e~\": \"≳\",\n    \"\u003e\u003e\": \"⟫\",\n    \"root\": \"√\",\n    \"scissor\": \"✂\",\n    \"ssubn\": \"⊄\",\n    \"ssub\": \"⊂\",\n    \"ssupn\": \"⊅\",\n    \"ssup\": \"⊃\",\n    \"ssqub\": \"⊏\",\n    \"ssqup\": \"⊐\",\n    \"ss\": \"⊆\",\n    \"subn\": \"⊈\",\n    \"subseteqq\": \"⊆\",\n    \"subseteq\": \"⊆\",\n    \"subsetneqq\": \"⊊\",\n    \"subsetneq\": \"⊊\",\n    \"subset\": \"⊆\",\n    \"ssubset\": \"⊂\",\n    \"sub\": \"⊆\",\n    \"supn\": \"⊉\",\n    \"supseteqq\": \"⊇\",\n    \"supseteq\": \"⊇\",\n    \"supsetneqq\": \"⊋\",\n    \"supsetneq\": \"⊋\",\n    \"supset\": \"⊇\",\n    \"ssupset\": \"⊃\",\n    \"sUnion\": \"⋃₀\",\n    \"sInter\": \"⋂₀\",\n    \"sup\": \"⊔\",\n    \"supr\": \"⨆\",\n    \"surd3\": \"∛\",\n    \"surd4\": \"∜\",\n    \"surd\": \"√\",\n    \"succapprox\": \"≿\",\n    \"succcurlyeq\": \"≽\",\n    \"succeq\": \"≽\",\n    \"succnapprox\": \"⋩\",\n    \"succnsim\": \"⋩\",\n    \"succsim\": \"≿\",\n    \"succ\": \"≻\",\n    \"sum\": \"∑\",\n    \"specializes\": \"⤳\",\n    \"~\u003e\": \"⤳\",\n    \"squbn\": \"⋢\",\n    \"squb\": \"⊑\",\n    \"squpn\": \"⋣\",\n    \"squp\": \"⊒\",\n    \"square\": \"□\",\n    \"squigarrowright\": \"⇝\",\n    \"sqb\": \"■\",\n    \"sqw\": \"□\",\n    \"sq.\": \"▣\",\n    \"sqo\": \"▢\",\n    \"sqcap\": \"⊓\",\n    \"sqcup\": \"⊔\",\n    \"sqrt\": \"√\",\n    \"sqsubseteq\": \"⊑\",\n    \"sqsubset\": \"⊏\",\n    \"sqsupseteq\": \"⊒\",\n    \"sqsupset\": \"⊐\",\n    \"sq\": \"◾\",\n    \"sy\": \"⁻¹\",\n    \"symmdiff\": \"∆\",\n    \"st4\": \"✦\",\n    \"st6\": \"✶\",\n    \"st8\": \"✴\",\n    \"st12\": \"✹\",\n    \"stigma\": \"ϛ\",\n    \"star\": \"⋆\",\n    \"straightphi\": \"φ\",\n    \"st\": \"⋆\",\n    \"spesmilo\": \"₷\",\n    \"span\": \"∙\",\n    \"spadesuit\": \"♠\",\n    \"sphericalangle\": \"∢\",\n    \"section\": \"§\",\n    \"searrow\": \"↘\",\n    \"setminus\": \"\\\\\",\n    \"san\": \"ϻ\",\n    \"sampi\": \"ϡ\",\n    \"shortmid\": \"∣\",\n    \"sho\": \"ϸ\",\n    \"shima\": \"ϭ\",\n    \"shei\": \"ϣ\",\n    \"sharp\": \"♯\",\n    \"sigma\": \"σ\",\n    \"simeq\": \"≃\",\n    \"sim\": \"∼\",\n    \"sbs\": \"﹨\",\n    \"smallamalg\": \"∐\",\n    \"smallsetminus\": \"∖\",\n    \"smallsmile\": \"⌣\",\n    \"smile\": \"⌣\",\n    \"smul\": \"•\",\n    \"swarrow\": \"↙\",\n    \"Tr\": \"◀\",\n    \"Tb\": \"◀\",\n    \"Tw\": \"◁\",\n    \"Tau\": \"Τ\",\n    \"Theta\": \"Θ\",\n    \"TH\": \"Þ\",\n    \"union\": \"∪\",\n    \"undertie\": \"‿\",\n    \"uncertainty\": \"⯑\",\n    \"un\": \"∪\",\n    \"u+\": \"⊎\",\n    \"u.\": \"⊍\",\n    \"ud-|\": \"↨\",\n    \"ud-\": \"↕\",\n    \"ud=\": \"⇕\",\n    \"ud\": \"↕\",\n    \"ul-\": \"↖\",\n    \"ul=\": \"⇖\",\n    \"ulcorner\": \"⌜\",\n    \"ul\": \"↖\",\n    \"ur-\": \"↗\",\n    \"ur=\": \"⇗\",\n    \"urcorner\": \"⌝\",\n    \"ur\": \"↗\",\n    \"u-2\": \"⇈\",\n    \"u-d-\": \"⇅\",\n    \"u-|\": \"↥\",\n    \"u-\": \"↑\",\n    \"u==\": \"⟰\",\n    \"u=\": \"⇑\",\n    \"uu-\": \"↟\",\n    \"upsilon\": \"υ\",\n    \"uparrow\": \"↑\",\n    \"updownarrow\": \"↕\",\n    \"upleftharpoon\": \"↿\",\n    \"uplus\": \"⊎\",\n    \"uprightharpoon\": \"↾\",\n    \"upuparrows\": \"⇈\",\n    \"And\": \"⋀\",\n    \"AA\": \"Å\",\n    \"AE\": \"Æ\",\n    \"Alpha\": \"Α\",\n    \"Or\": \"⋁\",\n    \"O+\": \"⨁\",\n    \"directsum\": \"⨁\",\n    \"Ox\": \"⨂\",\n    \"O.\": \"⨀\",\n    \"O*\": \"⍟\",\n    \"OE\": \"Œ\",\n    \"Omega\": \"Ω\",\n    \"Omicron\": \"Ο\",\n    \"Int\": \"ℤ\",\n    \"Inter\": \"⋂\",\n    \"bInter\": \"⋂\",\n    \"Iota\": \"Ι\",\n    \"Im\": \"ℑ\",\n    \"Un\": \"⋃\",\n    \"Union\": \"⋃\",\n    \"bUnion\": \"⋃\",\n    \"U+\": \"⨄\",\n    \"U.\": \"⨃\",\n    \"Upsilon\": \"Υ\",\n    \"Uparrow\": \"⇑\",\n    \"Updownarrow\": \"⇕\",\n    \"Gl-\": \"ƛ\",\n    \"Gl\": \"λ\",\n    \"Gangia\": \"Ϫ\",\n    \"Gamma\": \"Γ\",\n    \"Glb\": \"⨅\",\n    \"Ga\": \"α\",\n    \"GA\": \"Α\",\n    \"Gb\": \"β\",\n    \"GB\": \"Β\",\n    \"Gg\": \"γ\",\n    \"GG\": \"Γ\",\n    \"Gd\": \"δ\",\n    \"GD\": \"Δ\",\n    \"Ge\": \"ε\",\n    \"GE\": \"Ε\",\n    \"Gz\": \"ζ\",\n    \"GZ\": \"Ζ\",\n    \"Gth\": \"θ\",\n    \"Gt\": \"τ\",\n    \"GTH\": \"Θ\",\n    \"GT\": \"Τ\",\n    \"Gi\": \"ι\",\n    \"GI\": \"Ι\",\n    \"Gk\": \"κ\",\n    \"GK\": \"Κ\",\n    \"GL\": \"Λ\",\n    \"Gm\": \"μ\",\n    \"GM\": \"Μ\",\n    \"Gn\": \"ν\",\n    \"GN\": \"Ν\",\n    \"Gx\": \"ξ\",\n    \"GX\": \"Ξ\",\n    \"Gr\": \"ρ\",\n    \"GR\": \"Ρ\",\n    \"Gs\": \"σ\",\n    \"GS\": \"Σ\",\n    \"Gu\": \"υ\",\n    \"GU\": \"Υ\",\n    \"Gf\": \"φ\",\n    \"GF\": \"Φ\",\n    \"Gc\": \"χ\",\n    \"GC\": \"Χ\",\n    \"Gp\": \"ψ\",\n    \"GP\": \"Ψ\",\n    \"Go\": \"ω\",\n    \"GO\": \"Ω\",\n    \"Inf\": \"⨅\",\n    \"Join\": \"⨆\",\n    \"Lub\": \"⨆\",\n    \"Lambda\": \"Λ\",\n    \"Lamda\": \"Λ\",\n    \"Leftarrow\": \"⇐\",\n    \"Leftrightarrow\": \"⇔\",\n    \"Letter\": \"✉\",\n    \"Lleftarrow\": \"⇚\",\n    \"Ll\": \"⋘\",\n    \"Longleftarrow\": \"⇐\",\n    \"Longleftrightarrow\": \"⇔\",\n    \"Longrightarrow\": \"⇒\",\n    \"Meet\": \"⨅\",\n    \"Sup\": \"⨆\",\n    \"Sqcap\": \"⨅\",\n    \"Sqcup\": \"⨆\",\n    \"Lsh\": \"↰\",\n    \"|-n\": \"⊬\",\n    \"|-\": \"⊢\",\n    \"|=n\": \"⊭\",\n    \"|=\": \"⊨\",\n    \"|-\u003e\": \"↦\",\n    \"|=\u003e\": \"⇰\",\n    \"||-n\": \"⊮\",\n    \"||-\": \"⊩\",\n    \"||=n\": \"⊯\",\n    \"||=\": \"⊫\",\n    \"|||-\": \"⊪\",\n    \"||\": \"‖\",\n    \"fuzzy\": \"‖\",\n    \"|n\": \"∤\",\n    \"Com\": \"ℂ\",\n    \"Chi\": \"Χ\",\n    \"Cap\": \"⋒\",\n    \"Cup\": \"⋓\",\n    \"cul\": \"⌜\",\n    \"cuL\": \"⌈\",\n    \"currency\": \"¤\",\n    \"curlyeqprec\": \"⋞\",\n    \"curlyeqsucc\": \"⋟\",\n    \"curlypreceq\": \"≼\",\n    \"curlyvee\": \"⋎\",\n    \"curlywedge\": \"⋏\",\n    \"curvearrowleft\": \"↶\",\n    \"curvearrowright\": \"↷\",\n    \"cur\": \"⌝\",\n    \"cuR\": \"⌉\",\n    \"cup\": \"∪\",\n    \"cu\": \"⌜\",\n    \"cll\": \"⌞\",\n    \"clL\": \"⌊\",\n    \"clr\": \"⌟\",\n    \"clR\": \"⌋\",\n    \"clubsuit\": \"♣\",\n    \"cl\": \"⌞\",\n    \"construction\": \"🚧\",\n    \"cong\": \"≅\",\n    \"con\": \"⬝\",\n    \"compl\": \"ᶜ\",\n    \"complement\": \"ᶜ\",\n    \"complementprefix\": \"∁\",\n    \"Complement\": \"∁\",\n    \"comp\": \"∘\",\n    \"com\": \"ℂ\",\n    \"coloneq\": \"≔\",\n    \"colon\": \"₡\",\n    \"copyright\": \"©\",\n    \"cdots\": \"⋯\",\n    \"cdot\": \"·\",\n    \"cib\": \"●\",\n    \"ciw\": \"○\",\n    \"ci..\": \"◌\",\n    \"ci.\": \"◎\",\n    \"ciO\": \"◯\",\n    \"circeq\": \"≗\",\n    \"circlearrowleft\": \"↺\",\n    \"circlearrowright\": \"↻\",\n    \"circledR\": \"®\",\n    \"circledS\": \"Ⓢ\",\n    \"circledast\": \"⊛\",\n    \"circledcirc\": \"⊚\",\n    \"circleddash\": \"⊝\",\n    \"circ\": \"∘\",\n    \"ci\": \"●\",\n    \"centerdot\": \"·\",\n    \"cent\": \"¢\",\n    \"cedi\": \"₵\",\n    \"celsius\": \"℃\",\n    \"ce\": \"ȩ\",\n    \"checkmark\": \"✓\",\n    \"chi\": \"χ\",\n    \"cruzeiro\": \"₢\",\n    \"caution\": \"☡\",\n    \"cap\": \"∩\",\n    \"qed\": \"∎\",\n    \"quad\": \" \",\n    \"quot\": \"⧸\",\n    \"bigsolidus\": \"⧸\",\n    \"/\": \"⧸\",\n    \"+ \": \"⊹\",\n    \"b+\": \"⊞\",\n    \"b-\": \"⊟\",\n    \"bx\": \"⊠\",\n    \"b.\": \"⊡\",\n    \"bn\": \"ℕ\",\n    \"bz\": \"ℤ\",\n    \"bq\": \"ℚ\",\n    \"brokenbar\": \"¦\",\n    \"br\": \"ℝ\",\n    \"bc\": \"ℂ\",\n    \"bp\": \"ℙ\",\n    \"bb\": \"𝔹\",\n    \"bsum\": \"⅀\",\n    \"b0\": \"𝟘\",\n    \"b1\": \"𝟙\",\n    \"b2\": \"𝟚\",\n    \"b3\": \"𝟛\",\n    \"b4\": \"𝟜\",\n    \"b5\": \"𝟝\",\n    \"b6\": \"𝟞\",\n    \"b7\": \"𝟟\",\n    \"b8\": \"𝟠\",\n    \"b9\": \"𝟡\",\n    \"sb0\": \"𝟬\",\n    \"sb1\": \"𝟭\",\n    \"sb2\": \"𝟮\",\n    \"sb3\": \"𝟯\",\n    \"sb4\": \"𝟰\",\n    \"sb5\": \"𝟱\",\n    \"sb6\": \"𝟲\",\n    \"sb7\": \"𝟳\",\n    \"sb8\": \"𝟴\",\n    \"sb9\": \"𝟵\",\n    \"bub\": \"•\",\n    \"buw\": \"◦\",\n    \"but\": \"‣\",\n    \"bumpeq\": \"≏\",\n    \"bu\": \"•\",\n    \"biohazard\": \"☣\",\n    \"bihimp\": \"⇔\",\n    \"bigcap\": \"⋂\",\n    \"bigcirc\": \"◯\",\n    \"bigcoprod\": \"∐\",\n    \"bigcup\": \"⋃\",\n    \"bigglb\": \"⨅\",\n    \"biginf\": \"⨅\",\n    \"bigjoin\": \"⨆\",\n    \"biglub\": \"⨆\",\n    \"bigmeet\": \"⨅\",\n    \"bigsqcap\": \"⨅\",\n    \"bigsqcup\": \"⨆\",\n    \"bigstar\": \"★\",\n    \"bigsup\": \"⨆\",\n    \"bigtriangledown\": \"▽\",\n    \"bigtriangleup\": \"△\",\n    \"bigvee\": \"⋁\",\n    \"bigwedge\": \"⋀\",\n    \"beta\": \"β\",\n    \"beth\": \"ℶ\",\n    \"between\": \"≬\",\n    \"because\": \"∵\",\n    \"backcong\": \"≌\",\n    \"backepsilon\": \"∍\",\n    \"backprime\": \"‵\",\n    \"backsimeq\": \"⋍\",\n    \"backsim\": \"∽\",\n    \"barwedge\": \"⊼\",\n    \"blacklozenge\": \"✦\",\n    \"blacksquare\": \"▪\",\n    \"blacksmiley\": \"☻\",\n    \"blacktriangledown\": \"▾\",\n    \"blacktriangleleft\": \"◂\",\n    \"blacktriangleright\": \"▸\",\n    \"blacktriangle\": \"▴\",\n    \"bot\": \"⊥\",\n    \"^bot\": \"ᗮ\",\n    \"bowtie\": \"⋈\",\n    \"boxminus\": \"⊟\",\n    \"boxmid\": \"◫\",\n    \"hcomp\": \"◫\",\n    \"boxplus\": \"⊞\",\n    \"boxtimes\": \"⊠\",\n    \"join\": \"⊔\",\n    \"r-2\": \"⇉\",\n    \"r-3\": \"⇶\",\n    \"r-l-\": \"⇄\",\n    \"r--\": \"⟶\",\n    \"r-n\": \"↛\",\n    \"r-|\": \"↦\",\n    \"r-\u003e\": \"↣\",\n    \"r-o\": \"⊸\",\n    \"r-\": \"→\",\n    \"r==\": \"⇛\",\n    \"r=n\": \"⇏\",\n    \"r=\": \"⇒\",\n    \"r~\": \"↝\",\n    \"rr-\": \"↠\",\n    \"reb\": \"▬\",\n    \"rew\": \"▭\",\n    \"real\": \"ℝ\",\n    \"registered\": \"®\",\n    \"re\": \"▬\",\n    \"rbag\": \"⟆\",\n    \"rat\": \"ℚ\",\n    \"radioactive\": \"☢\",\n    \"rrbracket\": \"〛\",\n    \"rangle\": \"⟩\",\n    \"rq\": \"’\",\n    \"rightarrowtail\": \"↣\",\n    \"rightarrow\": \"→\",\n    \"rightharpoondown\": \"⇁\",\n    \"rightharpoonup\": \"⇀\",\n    \"rightleftarrows\": \"⇄\",\n    \"rightleftharpoons\": \"⇌\",\n    \"rightrightarrows\": \"⇉\",\n    \"rightthreetimes\": \"⋌\",\n    \"risingdotseq\": \"≓\",\n    \"ruble\": \"₽\",\n    \"rupee\": \"₨\",\n    \"rho\": \"ρ\",\n    \"rhd\": \"▷\",\n    \"rceil\": \"⌉\",\n    \"rfloor\": \"⌋\",\n    \"rtimes\": \"⋊\",\n    \"rdq\": \"”\",\n    \"rdata\": \"》\",\n    \"functor\": \"⥤\",\n    \"fun\": \"λ\",\n    \"f\u003c\u003c\": \"«\",\n    \"f\u003e\u003e\": \"»\",\n    \"f\u003c\": \"‹\",\n    \"f\u003e\": \"›\",\n    \"finprod\": \"∏ᶠ\",\n    \"finsum\": \"∑ᶠ\",\n    \"frac12\": \"½\",\n    \"frac13\": \"⅓\",\n    \"frac14\": \"¼\",\n    \"frac15\": \"⅕\",\n    \"frac16\": \"⅙\",\n    \"frac18\": \"⅛\",\n    \"frac1\": \"⅟\",\n    \"frac23\": \"⅔\",\n    \"frac25\": \"⅖\",\n    \"frac34\": \"¾\",\n    \"frac35\": \"⅗\",\n    \"frac38\": \"⅜\",\n    \"frac45\": \"⅘\",\n    \"frac56\": \"⅚\",\n    \"frac58\": \"⅝\",\n    \"frac78\": \"⅞\",\n    \"frac\": \"¼\",\n    \"frown\": \"⌢\",\n    \"frqq\": \"»\",\n    \"frq\": \"›\",\n    \"female\": \"♀\",\n    \"fei\": \"ϥ\",\n    \"facsimile\": \"℻\",\n    \"fallingdotseq\": \"≒\",\n    \"flat\": \"♭\",\n    \"flqq\": \"«\",\n    \"flq\": \"‹\",\n    \"forall\": \"∀\",\n    \")b\": \"⟆\",\n    \"[[\": \"⟦\",\n    \"]]\": \"⟧\",\n    \"{{\": \"⦃\",\n    \"}}\": \"⦄\",\n    \"((\": \"⸨\",\n    \"))\": \"⸩\",\n    \"([\": \"⟮\",\n    \"])\": \"⟯\",\n    \"Xi\": \"Ξ\",\n    \"Nat\": \"ℕ\",\n    \"Nu\": \"Ν\",\n    \"Zeta\": \"Ζ\",\n    \"Rat\": \"ℚ\",\n    \"Real\": \"ℝ\",\n    \"Re\": \"ℜ\",\n    \"Rho\": \"Ρ\",\n    \"Rightarrow\": \"⇒\",\n    \"Rrightarrow\": \"⇛\",\n    \"Rsh\": \"↱\",\n    \"Fei\": \"Ϥ\",\n    \"Frowny\": \"☹\",\n    \"Hori\": \"Ϩ\",\n    \"Heta\": \"Ͱ\",\n    \"Khei\": \"Ϧ\",\n    \"Koppa\": \"Ϟ\",\n    \"Kappa\": \"Κ\",\n    \"^a\": \"ᵃ\",\n    \"^b\": \"ᵇ\",\n    \"^c\": \"ᶜ\",\n    \"^d\": \"ᵈ\",\n    \"^e\": \"ᵉ\",\n    \"^f\": \"ᶠ\",\n    \"^g\": \"ᵍ\",\n    \"^h\": \"ʰ\",\n    \"^i\": \"ⁱ\",\n    \"^j\": \"ʲ\",\n    \"^k\": \"ᵏ\",\n    \"^l\": \"ˡ\",\n    \"^m\": \"ᵐ\",\n    \"^n\": \"ⁿ\",\n    \"^o\": \"ᵒ\",\n    \"^p\": \"ᵖ\",\n    \"^r\": \"ʳ\",\n    \"^s\": \"ˢ\",\n    \"^t\": \"ᵗ\",\n    \"^u\": \"ᵘ\",\n    \"^v\": \"ᵛ\",\n    \"^w\": \"ʷ\",\n    \"^x\": \"ˣ\",\n    \"^y\": \"ʸ\",\n    \"^z\": \"ᶻ\",\n    \"^A\": \"ᴬ\",\n    \"^B\": \"ᴮ\",\n    \"^D\": \"ᴰ\",\n    \"^E\": \"ᴱ\",\n    \"^G\": \"ᴳ\",\n    \"^H\": \"ᴴ\",\n    \"^I\": \"ᴵ\",\n    \"^J\": \"ᴶ\",\n    \"^K\": \"ᴷ\",\n    \"^L\": \"ᴸ\",\n    \"^M\": \"ᴹ\",\n    \"^N\": \"ᴺ\",\n    \"^O\": \"ᴼ\",\n    \"^P\": \"ᴾ\",\n    \"^R\": \"ᴿ\",\n    \"^T\": \"ᵀ\",\n    \"^U\": \"ᵁ\",\n    \"^V\": \"ⱽ\",\n    \"^W\": \"ᵂ\",\n    \"^0\": \"⁰\",\n    \"^1\": \"¹\",\n    \"^2\": \"²\",\n    \"^3\": \"³\",\n    \"^4\": \"⁴\",\n    \"^5\": \"⁵\",\n    \"^6\": \"⁶\",\n    \"^7\": \"⁷\",\n    \"^8\": \"⁸\",\n    \"^9\": \"⁹\",\n    \"^)\": \"⁾\",\n    \"^(\": \"⁽\",\n    \"^=\": \"⁼\",\n    \"^+\": \"⁺\",\n    \"^o_\": \"º\",\n    \"^-\": \"⁻\",\n    \"^a_\": \"ª\",\n    \"^uhook\": \"ꭟ\",\n    \"^ubar\": \"ᶶ\",\n    \"^upsilon\": \"ᶷ\",\n    \"^ltilde\": \"ꭞ\",\n    \"^ls\": \"ꭝ\",\n    \"^lhook\": \"ᶪ\",\n    \"^lretroflexhook\": \"ᶩ\",\n    \"^oe\": \"ꟹ\",\n    \"^heng\": \"ꭜ\",\n    \"^hhook\": \"ʱ\",\n    \"^hwithhook\": \"ʱ\",\n    \"^Hstroke\": \"ꟸ\",\n    \"^theta\": \"ᶿ\",\n    \"^turnedv\": \"ᶺ\",\n    \"^turnedmleg\": \"ᶭ\",\n    \"^turnedm\": \"ᵚ\",\n    \"^turnedh\": \"ᶣ\",\n    \"^turnedalpha\": \"ᶛ\",\n    \"^turnedae\": \"ᵆ\",\n    \"^turneda\": \"ᵄ\",\n    \"^turnedi\": \"ᵎ\",\n    \"^turnede\": \"ᵌ\",\n    \"^turnedrhook\": \"ʵ\",\n    \"^turnedrwithhook\": \"ʵ\",\n    \"^turnedr\": \"ʴ\",\n    \"^twithpalatalhook\": \"ᶵ\",\n    \"^otop\": \"ᵔ\",\n    \"^ezh\": \"ᶾ\",\n    \"^esh\": \"ᶴ\",\n    \"^eth\": \"ᶞ\",\n    \"^eng\": \"ᵑ\",\n    \"^zcurl\": \"ᶽ\",\n    \"^zretroflexhook\": \"ᶼ\",\n    \"^vhook\": \"ᶹ\",\n    \"^Ismall\": \"ᶦ\",\n    \"^Lsmall\": \"ᶫ\",\n    \"^Nsmall\": \"ᶰ\",\n    \"^Usmall\": \"ᶸ\",\n    \"^Istroke\": \"ᶧ\",\n    \"^Rinverted\": \"ʶ\",\n    \"^ccurl\": \"ᶝ\",\n    \"^chi\": \"ᵡ\",\n    \"^shook\": \"ᶳ\",\n    \"^gscript\": \"ᶢ\",\n    \"^schwa\": \"ᵊ\",\n    \"^usideways\": \"ᵙ\",\n    \"^phi\": \"ᶲ\",\n    \"^obarred\": \"ᶱ\",\n    \"^beta\": \"ᵝ\",\n    \"^obottom\": \"ᵕ\",\n    \"^nretroflexhook\": \"ᶯ\",\n    \"^nlefthook\": \"ᶮ\",\n    \"^mhook\": \"ᶬ\",\n    \"^jtail\": \"ᶨ\",\n    \"^iota\": \"ᶥ\",\n    \"^istroke\": \"ᶤ\",\n    \"^ereversedopen\": \"ᶟ\",\n    \"^stop\": \"ˤ\",\n    \"^varphi\": \"ᵠ\",\n    \"^vargamma\": \"ᵞ\",\n    \"^gamma\": \"ˠ\",\n    \"^ain\": \"ᵜ\",\n    \"^alpha\": \"ᵅ\",\n    \"^oopen\": \"ᵓ\",\n    \"^eopen\": \"ᵋ\",\n    \"^Ou\": \"ᴽ\",\n    \"^Nreversed\": \"ᴻ\",\n    \"^Ereversed\": \"ᴲ\",\n    \"^Bbarred\": \"ᴯ\",\n    \"^Ae\": \"ᴭ\",\n    \"^SM\": \"℠\",\n    \"^TEL\": \"℡\",\n    \"^TM\": \"™\",\n    \"_a\": \"ₐ\",\n    \"_e\": \"ₑ\",\n    \"_h\": \"ₕ\",\n    \"_i\": \"ᵢ\",\n    \"_j\": \"ⱼ\",\n    \"_k\": \"ₖ\",\n    \"_l\": \"ₗ\",\n    \"_m\": \"ₘ\",\n    \"_n\": \"ₙ\",\n    \"_o\": \"ₒ\",\n    \"_p\": \"ₚ\",\n    \"_r\": \"ᵣ\",\n    \"_s\": \"ₛ\",\n    \"_t\": \"ₜ\",\n    \"_u\": \"ᵤ\",\n    \"_v\": \"ᵥ\",\n    \"_x\": \"ₓ\",\n    \"_0\": \"₀\",\n    \"_1\": \"₁\",\n    \"_2\": \"₂\",\n    \"_3\": \"₃\",\n    \"_4\": \"₄\",\n    \"_5\": \"₅\",\n    \"_6\": \"₆\",\n    \"_7\": \"₇\",\n    \"_8\": \"₈\",\n    \"_9\": \"₉\",\n    \"_)\": \"₎\",\n    \"_(\": \"₍\",\n    \"_=\": \"₌\",\n    \"_+\": \"₊\",\n    \"_--\": \"̲\",\n    \"_-\": \"₋\",\n    \"!!\": \"‼\",\n    \"!?\": \"⁉\",\n    \"San\": \"Ϻ\",\n    \"Sampi\": \"Ϡ\",\n    \"Sho\": \"Ϸ\",\n    \"Shima\": \"Ϭ\",\n    \"Shei\": \"Ϣ\",\n    \"Stigma\": \"Ϛ\",\n    \"Sigma\": \"Σ\",\n    \"Subset\": \"⋐\",\n    \"Supset\": \"⋑\",\n    \"Smiley\": \"☺\",\n    \"Psi\": \"Ψ\",\n    \"Phi\": \"Φ\",\n    \"Pi\": \"Π\",\n    \"Pi0\": \"Π₀\",\n    \"P0\": \"Π₀\",\n    \"Pi_0\": \"Π₀\",\n    \"P_0\": \"Π₀\",\n    \"bfA\": \"𝐀\",\n    \"bfB\": \"𝐁\",\n    \"bfC\": \"𝐂\",\n    \"bfD\": \"𝐃\",\n    \"bfE\": \"𝐄\",\n    \"bfF\": \"𝐅\",\n    \"bfG\": \"𝐆\",\n    \"bfH\": \"𝐇\",\n    \"bfI\": \"𝐈\",\n    \"bfJ\": \"𝐉\",\n    \"bfK\": \"𝐊\",\n    \"bfL\": \"𝐋\",\n    \"bfM\": \"𝐌\",\n    \"bfN\": \"𝐍\",\n    \"bfO\": \"𝐎\",\n    \"bfP\": \"𝐏\",\n    \"bfQ\": \"𝐐\",\n    \"bfR\": \"𝐑\",\n    \"bfS\": \"𝐒\",\n    \"bfT\": \"𝐓\",\n    \"bfU\": \"𝐔\",\n    \"bfV\": \"𝐕\",\n    \"bfW\": \"𝐖\",\n    \"bfX\": \"𝐗\",\n    \"bfY\": \"𝐘\",\n    \"bfZ\": \"𝐙\",\n    \"bfa\": \"𝐚\",\n    \"bfb\": \"𝐛\",\n    \"bfc\": \"𝐜\",\n    \"bfd\": \"𝐝\",\n    \"bfe\": \"𝐞\",\n    \"bff\": \"𝐟\",\n    \"bfg\": \"𝐠\",\n    \"bfh\": \"𝐡\",\n    \"bfi\": \"𝐢\",\n    \"bfj\": \"𝐣\",\n    \"bfk\": \"𝐤\",\n    \"bfl\": \"𝐥\",\n    \"bfm\": \"𝐦\",\n    \"bfn\": \"𝐧\",\n    \"bfo\": \"𝐨\",\n    \"bfp\": \"𝐩\",\n    \"bfq\": \"𝐪\",\n    \"bfr\": \"𝐫\",\n    \"bfs\": \"𝐬\",\n    \"bft\": \"𝐭\",\n    \"bfu\": \"𝐮\",\n    \"bfv\": \"𝐯\",\n    \"bfw\": \"𝐰\",\n    \"bfx\": \"𝐱\",\n    \"bfy\": \"𝐲\",\n    \"bfz\": \"𝐳\",\n    \"MiA\": \"𝐴\",\n    \"MiB\": \"𝐵\",\n    \"MiC\": \"𝐶\",\n    \"MiD\": \"𝐷\",\n    \"MiE\": \"𝐸\",\n    \"MiF\": \"𝐹\",\n    \"MiG\": \"𝐺\",\n    \"MiH\": \"𝐻\",\n    \"MiI\": \"𝐼\",\n    \"MiJ\": \"𝐽\",\n    \"MiK\": \"𝐾\",\n    \"MiL\": \"𝐿\",\n    \"MiM\": \"𝑀\",\n    \"MiN\": \"𝑁\",\n    \"MiO\": \"𝑂\",\n    \"MiP\": \"𝑃\",\n    \"MiQ\": \"𝑄\",\n    \"MiR\": \"𝑅\",\n    \"MiS\": \"𝑆\",\n    \"MiT\": \"𝑇\",\n    \"MiU\": \"𝑈\",\n    \"MiV\": \"𝑉\",\n    \"MiW\": \"𝑊\",\n    \"MiX\": \"𝑋\",\n    \"MiY\": \"𝑌\",\n    \"MiZ\": \"𝑍\",\n    \"Mia\": \"𝑎\",\n    \"Mib\": \"𝑏\",\n    \"Mic\": \"𝑐\",\n    \"Mid\": \"𝑑\",\n    \"Mie\": \"𝑒\",\n    \"Mif\": \"𝑓\",\n    \"Mig\": \"𝑔\",\n    \"Mii\": \"𝑖\",\n    \"Mij\": \"𝑗\",\n    \"Mik\": \"𝑘\",\n    \"Mil\": \"𝑙\",\n    \"Mim\": \"𝑚\",\n    \"Min\": \"𝑛\",\n    \"Mio\": \"𝑜\",\n    \"Mip\": \"𝑝\",\n    \"Miq\": \"𝑞\",\n    \"Mir\": \"𝑟\",\n    \"Mis\": \"𝑠\",\n    \"Mit\": \"𝑡\",\n    \"Miu\": \"𝑢\",\n    \"Miv\": \"𝑣\",\n    \"Miw\": \"𝑤\",\n    \"Mix\": \"𝑥\",\n    \"Miy\": \"𝑦\",\n    \"Miz\": \"𝑧\",\n    \"MIA\": \"𝑨\",\n    \"MIB\": \"𝑩\",\n    \"MIC\": \"𝑪\",\n    \"MID\": \"𝑫\",\n    \"MIE\": \"𝑬\",\n    \"MIF\": \"𝑭\",\n    \"MIG\": \"𝑮\",\n    \"MIH\": \"𝑯\",\n    \"MII\": \"𝑰\",\n    \"MIJ\": \"𝑱\",\n    \"MIK\": \"𝑲\",\n    \"MIL\": \"𝑳\",\n    \"MIM\": \"𝑴\",\n    \"MIN\": \"𝑵\",\n    \"MIO\": \"𝑶\",\n    \"MIP\": \"𝑷\",\n    \"MIQ\": \"𝑸\",\n    \"MIR\": \"𝑹\",\n    \"MIS\": \"𝑺\",\n    \"MIT\": \"𝑻\",\n    \"MIU\": \"𝑼\",\n    \"MIV\": \"𝑽\",\n    \"MIW\": \"𝑾\",\n    \"MIX\": \"𝑿\",\n    \"MIY\": \"𝒀\",\n    \"MIZ\": \"𝒁\",\n    \"MIa\": \"𝒂\",\n    \"MIb\": \"𝒃\",\n    \"MIc\": \"𝒄\",\n    \"MId\": \"𝒅\",\n    \"MIe\": \"𝒆\",\n    \"MIf\": \"𝒇\",\n    \"MIg\": \"𝒈\",\n    \"MIh\": \"𝒉\",\n    \"MIi\": \"𝒊\",\n    \"MIj\": \"𝒋\",\n    \"MIk\": \"𝒌\",\n    \"MIl\": \"𝒍\",\n    \"MIm\": \"𝒎\",\n    \"MIn\": \"𝒏\",\n    \"MIo\": \"𝒐\",\n    \"MIp\": \"𝒑\",\n    \"MIq\": \"𝒒\",\n    \"MIr\": \"𝒓\",\n    \"MIs\": \"𝒔\",\n    \"MIt\": \"𝒕\",\n    \"MIu\": \"𝒖\",\n    \"MIv\": \"𝒗\",\n    \"MIw\": \"𝒘\",\n    \"MIx\": \"𝒙\",\n    \"MIy\": \"𝒚\",\n    \"MIz\": \"𝒛\",\n    \"McA\": \"𝒜\",\n    \"McB\": \"ℬ\",\n    \"McC\": \"𝒞\",\n    \"McD\": \"𝒟\",\n    \"McE\": \"ℰ\",\n    \"McF\": \"ℱ\",\n    \"McG\": \"𝒢\",\n    \"McH\": \"ℋ\",\n    \"McI\": \"ℐ\",\n    \"McJ\": \"𝒥\",\n    \"McK\": \"𝒦\",\n    \"McL\": \"ℒ\",\n    \"McM\": \"ℳ\",\n    \"McN\": \"𝒩\",\n    \"McO\": \"𝒪\",\n    \"McP\": \"𝒫\",\n    \"McQ\": \"𝒬\",\n    \"McR\": \"ℛ\",\n    \"McS\": \"𝒮\",\n    \"McT\": \"𝒯\",\n    \"McU\": \"𝒰\",\n    \"McV\": \"𝒱\",\n    \"McW\": \"𝒲\",\n    \"McX\": \"𝒳\",\n    \"McY\": \"𝒴\",\n    \"McZ\": \"𝒵\",\n    \"Mca\": \"𝒶\",\n    \"Mcb\": \"𝒷\",\n    \"Mcc\": \"𝒸\",\n    \"Mcd\": \"𝒹\",\n    \"Mce\": \"ℯ\",\n    \"Mcf\": \"𝒻\",\n    \"Mcg\": \"ℊ\",\n    \"Mch\": \"𝒽\",\n    \"Mci\": \"𝒾\",\n    \"Mcj\": \"𝒿\",\n    \"Mck\": \"𝓀\",\n    \"Mcl\": \"𝓁\",\n    \"Mcm\": \"𝓂\",\n    \"Mcn\": \"𝓃\",\n    \"Mco\": \"ℴ\",\n    \"Mcp\": \"𝓅\",\n    \"Mcq\": \"𝓆\",\n    \"Mcr\": \"𝓇\",\n    \"Mcs\": \"𝓈\",\n    \"Mct\": \"𝓉\",\n    \"Mcu\": \"𝓊\",\n    \"Mcv\": \"𝓋\",\n    \"Mcw\": \"𝓌\",\n    \"Mcx\": \"𝓍\",\n    \"Mcy\": \"𝓎\",\n    \"Mcz\": \"𝓏\",\n    \"MCA\": \"𝓐\",\n    \"MCB\": \"𝓑\",\n    \"MCC\": \"𝓒\",\n    \"MCD\": \"𝓓\",\n    \"MCE\": \"𝓔\",\n    \"MCF\": \"𝓕\",\n    \"MCG\": \"𝓖\",\n    \"MCH\": \"𝓗\",\n    \"MCI\": \"𝓘\",\n    \"MCJ\": \"𝓙\",\n    \"MCK\": \"𝓚\",\n    \"MCL\": \"𝓛\",\n    \"MCM\": \"𝓜\",\n    \"MCN\": \"𝓝\",\n    \"MCO\": \"𝓞\",\n    \"MCP\": \"𝓟\",\n    \"MCQ\": \"𝓠\",\n    \"MCR\": \"𝓡\",\n    \"MCS\": \"𝓢\",\n    \"MCT\": \"𝓣\",\n    \"MCU\": \"𝓤\",\n    \"MCV\": \"𝓥\",\n    \"MCW\": \"𝓦\",\n    \"MCX\": \"𝓧\",\n    \"MCY\": \"𝓨\",\n    \"MCZ\": \"𝓩\",\n    \"MCa\": \"𝓪\",\n    \"MCb\": \"𝓫\",\n    \"MCc\": \"𝓬\",\n    \"MCd\": \"𝓭\",\n    \"MCe\": \"𝓮\",\n    \"MCf\": \"𝓯\",\n    \"MCg\": \"𝓰\",\n    \"MCh\": \"𝓱\",\n    \"MCi\": \"𝓲\",\n    \"MCj\": \"𝓳\",\n    \"MCk\": \"𝓴\",\n    \"MCl\": \"𝓵\",\n    \"MCm\": \"𝓶\",\n    \"MCn\": \"𝓷\",\n    \"MCo\": \"𝓸\",\n    \"MCp\": \"𝓹\",\n    \"MCq\": \"𝓺\",\n    \"MCr\": \"𝓻\",\n    \"MCs\": \"𝓼\",\n    \"MCt\": \"𝓽\",\n    \"MCu\": \"𝓾\",\n    \"MCv\": \"𝓿\",\n    \"MCw\": \"𝔀\",\n    \"MCx\": \"𝔁\",\n    \"MCy\": \"𝔂\",\n    \"MCz\": \"𝔃\",\n    \"MfA\": \"𝔄\",\n    \"MfB\": \"𝔅\",\n    \"MfC\": \"ℭ\",\n    \"MfD\": \"𝔇\",\n    \"MfE\": \"𝔈\",\n    \"MfF\": \"𝔉\",\n    \"MfG\": \"𝔊\",\n    \"MfH\": \"ℌ\",\n    \"MfI\": \"ℑ\",\n    \"MfJ\": \"𝔍\",\n    \"MfK\": \"𝔎\",\n    \"MfL\": \"𝔏\",\n    \"MfM\": \"𝔐\",\n    \"MfN\": \"𝔑\",\n    \"MfO\": \"𝔒\",\n    \"MfP\": \"𝔓\",\n    \"MfQ\": \"𝔔\",\n    \"MfR\": \"ℜ\",\n    \"MfS\": \"𝔖\",\n    \"MfT\": \"𝔗\",\n    \"MfU\": \"𝔘\",\n    \"MfV\": \"𝔙\",\n    \"MfW\": \"𝔚\",\n    \"MfX\": \"𝔛\",\n    \"MfY\": \"𝔜\",\n    \"MfZ\": \"ℨ\",\n    \"Mfa\": \"𝔞\",\n    \"Mfb\": \"𝔟\",\n    \"Mfc\": \"𝔠\",\n    \"Mfd\": \"𝔡\",\n    \"Mfe\": \"𝔢\",\n    \"Mff\": \"𝔣\",\n    \"Mfg\": \"𝔤\",\n    \"Mfh\": \"𝔥\",\n    \"Mfi\": \"𝔦\",\n    \"Mfj\": \"𝔧\",\n    \"Mfk\": \"𝔨\",\n    \"Mfl\": \"𝔩\",\n    \"Mfm\": \"𝔪\",\n    \"Mfn\": \"𝔫\",\n    \"Mfo\": \"𝔬\",\n    \"Mfp\": \"𝔭\",\n    \"Mfq\": \"𝔮\",\n    \"Mfr\": \"𝔯\",\n    \"Mfs\": \"𝔰\",\n    \"Mft\": \"𝔱\",\n    \"Mfu\": \"𝔲\",\n    \"Mfv\": \"𝔳\",\n    \"Mfw\": \"𝔴\",\n    \"Mfx\": \"𝔵\",\n    \"Mfy\": \"𝔶\",\n    \"Mfz\": \"𝔷\",\n    \"yen\": \"¥\",\n    \"varrho\": \"ϱ\",\n    \"varkappa\": \"ϰ\",\n    \"varkai\": \"ϗ\",\n    \"varnothing\": \"∅\",\n    \"varpi\": \"ϖ\",\n    \"varphi\": \"ϕ\",\n    \"varprime\": \"′\",\n    \"varpropto\": \"∝\",\n    \"vartheta\": \"ϑ\",\n    \"vartriangleleft\": \"⊲\",\n    \"vartriangleright\": \"⊳\",\n    \"varbeta\": \"ϐ\",\n    \"varsigma\": \"ς\",\n    \"veebar\": \"⊻\",\n    \"vee\": \"∨\",\n    \"ve\": \"ě\",\n    \"vE\": \"Ě\",\n    \"vdash\": \"⊢\",\n    \"vdots\": \"⋮\",\n    \"vd\": \"ď\",\n    \"vDash\": \"⊨\",\n    \"vD\": \"Ď\",\n    \"vc\": \"č\",\n    \"vC\": \"Č\",\n    \"koppa\": \"ϟ\",\n    \"kip\": \"₭\",\n    \"ki\": \"į\",\n    \"kI\": \"Į\",\n    \"kelvin\": \"K\",\n    \"kappa\": \"κ\",\n    \"khei\": \"ϧ\",\n    \"warning\": \"⚠\",\n    \"won\": \"₩\",\n    \"wedge\": \"∧\",\n    \"wp\": \"℘\",\n    \"wr\": \"≀\",\n    \"Dei\": \"Ϯ\",\n    \"Delta\": \"Δ\",\n    \"Digamma\": \"Ϝ\",\n    \"Diamond\": \"◇\",\n    \"Downarrow\": \"⇓\",\n    \"DH\": \"Ð\",\n    \"zeta\": \"ζ\",\n    \"Eta\": \"Η\",\n    \"Epsilon\": \"Ε\",\n    \"Beta\": \"Β\",\n    \"Box\": \"□\",\n    \"Bumpeq\": \"≎\",\n    \"bbA\": \"𝔸\",\n    \"bbB\": \"𝔹\",\n    \"bbC\": \"ℂ\",\n    \"bbD\": \"𝔻\",\n    \"bbE\": \"𝔼\",\n    \"bbF\": \"𝔽\",\n    \"bbG\": \"𝔾\",\n    \"bbH\": \"ℍ\",\n    \"bbI\": \"𝕀\",\n    \"bbJ\": \"𝕁\",\n    \"bbK\": \"𝕂\",\n    \"bbL\": \"𝕃\",\n    \"bbM\": \"𝕄\",\n    \"bbN\": \"ℕ\",\n    \"bbO\": \"𝕆\",\n    \"bbP\": \"ℙ\",\n    \"bbQ\": \"ℚ\",\n    \"bbR\": \"ℝ\",\n    \"bbS\": \"𝕊\",\n    \"bbT\": \"𝕋\",\n    \"bbU\": \"𝕌\",\n    \"bbV\": \"𝕍\",\n    \"bbW\": \"𝕎\",\n    \"bbX\": \"𝕏\",\n    \"bbY\": \"𝕐\",\n    \"bbZ\": \"ℤ\",\n    \"bba\": \"𝕒\",\n    \"bbb\": \"𝕓\",\n    \"bbc\": \"𝕔\",\n    \"bbd\": \"𝕕\",\n    \"bbe\": \"𝕖\",\n    \"bbf\": \"𝕗\",\n    \"bbg\": \"𝕘\",\n    \"bbh\": \"𝕙\",\n    \"bbi\": \"𝕚\",\n    \"bbj\": \"𝕛\",\n    \"bbk\": \"𝕜\",\n    \"bbl\": \"𝕝\",\n    \"bbm\": \"𝕞\",\n    \"bbn\": \"𝕟\",\n    \"bbo\": \"𝕠\",\n    \"bbp\": \"𝕡\",\n    \"bbq\": \"𝕢\",\n    \"bbr\": \"𝕣\",\n    \"bbs\": \"𝕤\",\n    \"bbt\": \"𝕥\",\n    \"bbu\": \"𝕦\",\n    \"bbv\": \"𝕧\",\n    \"bbw\": \"𝕨\",\n    \"bbx\": \"𝕩\",\n    \"bby\": \"𝕪\",\n    \"bbz\": \"𝕫\",\n    \"Rge0\": \"ℝ≥0\",\n    \"R\u003e=0\": \"ℝ≥0\",\n    \"nnreal\": \"ℝ≥0\",\n    \"ennreal\": \"ℝ≥0∞\",\n    \"enat\": \"ℕ∞\",\n    \"Zsqrt\": \"ℤ√\",\n    \"zsqrtd\": \"ℤ√\",\n    \"liel\": \"⁅\",\n    \"bracketl\": \"⁅\",\n    \"lier\": \"⁆\",\n    \"[-\": \"⁅\",\n    \"-]\": \"⁆\",\n    \"lsimplex\": \"⦋\",\n    \"rsimplex\": \"⦌\",\n    \"bracketr\": \"⁆\",\n    \"nhds\": \"𝓝\",\n    \"nbhds\": \"𝓝\",\n    \"X\": \"⨯\",\n    \"vectorproduct\": \"⨯\",\n    \"crossproduct\": \"⨯\",\n    \"xs\": \"×ˢ\",\n    \"coprod\": \"⨿\",\n    \"sigmaobj\": \"∐\",\n    \"xf\": \"×ᶠ\",\n    \"exf\": \"∃ᶠ\",\n    \"Yot\": \"Ϳ\",\n    \"goal\": \"⊢\",\n    \"Vdash\": \"⊩\",\n    \"Vert\": \"‖\",\n    \"Vvdash\": \"⊪\",\n    \"tiny\": \"⧾\",\n    \"miny\": \"⧿\",\n    \"heq\": \"≍\",\n    \"r!\": \"¡\"\n}\n",null,null,null,null,null,"import * as cjsm from \"@leanprover/unicode-input\";export const { __esModule,TrackedAbbreviation,Range,AbbreviationRewriter,AbbreviationProvider } = cjsm;export default cjsm.default ?? cjsm;"],"version":3}