186b8e7 · typeable/pandoc

git.iko.soy/typeable/pandoc

Merge pull request #1397 from jkr/equations

Docx Reader: Parse Docx OMML math/equations

commit186b8e71e0676f8f64dab3ff6111376e8de85b07 authorJohn MacFarlane <jgm@berkeley.edu> dateMon 7 Jul 2014, 11:13 (12 years ago) parent5ea2176 d77ccbb

4 files changed+4895−12

compare with master

unifiedsplit

pandoc.cabal+1 src/Text/Pandoc/Readers/Docx.hs+172−4 src/Text/Pandoc/Readers/Docx/Parse.hs+336−8 src/Text/Pandoc/Readers/Docx/TexChar.hs+4386

pandoc.cabal+1

@@ -329,6 +329,7 @@ Library

329329 Other-Modules: Text.Pandoc.Readers.Docx.Lists,

330330 Text.Pandoc.Readers.Docx.Reducible,

331331 Text.Pandoc.Readers.Docx.Parse,

332+ Text.Pandoc.Readers.Docx.TexChar,

332333 Text.Pandoc.Writers.Shared,

333334 Text.Pandoc.Asciify,

334335 Text.Pandoc.MIME,

src/Text/Pandoc/Readers/Docx.hs+172−4

@@ -84,9 +84,10 @@ import Text.Pandoc.Walk

8484import Text.Pandoc.Readers.Docx.Parse

8585import Text.Pandoc.Readers.Docx.Lists

8686import Text.Pandoc.Readers.Docx.Reducible

87+import Text.Pandoc.Readers.Docx.TexChar

8788import Text.Pandoc.Shared

88−import Data.Maybe (mapMaybe)

89−import Data.List (delete, isPrefixOf, (\\))

89+import Data.Maybe (mapMaybe, fromMaybe)

90+import Data.List (delete, isPrefixOf, (\\), intercalate)

9091import qualified Data.ByteString as BS

9192import qualified Data.ByteString.Lazy as B

9293import Data.ByteString.Base64 (encode)

@@ -94,6 +95,7 @@ import System.FilePath (combine)

9495import qualified Data.Map as M

9596import Control.Monad.Reader

9697import Control.Monad.State

98+import Text.Printf (printf)

9799

98100readDocx :: ReaderOptions

99101 -> B.ByteString

@@ -103,7 +105,8 @@ readDocx opts bytes =

103105 Just docx -> Pandoc nullMeta (docxToBlocks opts docx)

104106 Nothing -> error $ "couldn't parse docx file"

105107

106−data DState = DState { docxAnchorMap :: M.Map String String }

108+data DState = DState { docxAnchorMap :: M.Map String String

109+ , docxInTexSubscript :: Bool }

107110

108111data DEnv = DEnv { docxOptions :: ReaderOptions

109112 , docxDocument :: Docx}

@@ -115,6 +118,14 @@ updateDState f = do

115118 st <- get

116119 put $ f st

117120

121+withDState :: DState -> DocxContext a -> DocxContext a

122+withDState ds dctx = do

123+ ds' <- get

124+ updateDState (\_ -> ds)

125+ dctx' <- dctx

126+ put ds'

127+ return dctx'

128+

118129evalDocxContext :: DocxContext a -> DEnv -> DState -> a

119130evalDocxContext ctx env st = evalState (runReaderT ctx env) st

120131

@@ -318,6 +329,158 @@ parPartToInlines (ExternalHyperLink relid runs) = do

318329 [Link rs (target, "")]

319330 Nothing ->

320331 [Link rs ("", "")]

332+parPartToInlines (PlainOMath omath) = do

333+ s <- oMathToTexString omath

334+ return [Math InlineMath s]

335+

336+oMathToTexString :: OMath -> DocxContext String

337+oMathToTexString (OMath omathElems) = do

338+ ss <- mapM oMathElemToTexString omathElems

339+ return $ intercalate " " ss

340+oMathElemToTexString :: OMathElem -> DocxContext String

341+oMathElemToTexString (Accent style base) | Just c <- accentChar style = do

342+ baseString <- baseToTexString base

343+ return $ case lookupTexChar c of

344+ s@('\\' : _) -> printf "%s{%s}" s baseString

345+ _ -> printf "\\acute{%s}" baseString -- we default.

346+oMathElemToTexString (Accent _ base) =

347+ baseToTexString base >>= (\s -> return $ printf "\\acute{%s}" s)

348+oMathElemToTexString (Bar style base) = do

349+ baseString <- baseToTexString base

350+ return $ case barPos style of

351+ Top -> printf "\\overline{%s}" baseString

352+ Bottom -> printf "\\underline{%s}" baseString

353+oMathElemToTexString (Box base) = baseToTexString base

354+oMathElemToTexString (BorderBox base) =

355+ baseToTexString base >>= (\s -> return $ printf "\\boxed{%s}" s)

356+oMathElemToTexString (Delimiter dPr bases) = do

357+ let beg = fromMaybe '(' (delimBegChar dPr)

358+ end = fromMaybe ')' (delimEndChar dPr)

359+ sep = fromMaybe '|' (delimSepChar dPr)

360+ left = "\\left" ++ lookupTexChar beg

361+ right = "\\right" ++ lookupTexChar end

362+ mid = "\\middle" ++ lookupTexChar sep

363+ baseStrings <- mapM baseToTexString bases

364+ return $ printf "%s %s %s"

365+ left

366+ (intercalate (" " ++ mid ++ " ") baseStrings)

367+ right

368+oMathElemToTexString (EquationArray bases) = do

369+ baseStrings <- mapM baseToTexString bases

370+ inSub <- gets docxInTexSubscript

371+ return $

372+ if inSub

373+ then

374+ printf "\\substack{%s}" (intercalate "\\\\ " baseStrings)

375+ else

376+ printf

377+ "\\begin{aligned}\n%s\n\\end{aligned}"

378+ (intercalate "\\\\\n" baseStrings)

379+oMathElemToTexString (Fraction num denom) = do

380+ numString <- concatMapM oMathElemToTexString num

381+ denString <- concatMapM oMathElemToTexString denom

382+ return $ printf "\\frac{%s}{%s}" numString denString

383+oMathElemToTexString (Function fname base) = do

384+ fnameString <- concatMapM oMathElemToTexString fname

385+ baseString <- baseToTexString base

386+ return $ printf "%s %s" fnameString baseString

387+oMathElemToTexString (Group style base)

388+ | Just c <- groupChr style

389+ , grouper <- lookupTexChar c

390+ , notElem grouper ["\\overbrace", "\\underbrace"]

391+ = do

392+ baseString <- baseToTexString base

393+ return $ case groupPos style of

394+ Just Top -> printf "\\overset{%s}{%s}" grouper baseString

395+ _ -> printf "\\underset{%s}{%s}" grouper baseString

396+oMathElemToTexString (Group style base) = do

397+ baseString <- baseToTexString base

398+ return $ case groupPos style of

399+ Just Top -> printf "\\overbrace{%s}" baseString

400+ _ -> printf "\\underbrace{%s}" baseString

401+oMathElemToTexString (LowerLimit base limElems) = do

402+ baseString <- baseToTexString base

403+ lim <- concatMapM oMathElemToTexString limElems

404+ -- we want to make sure to replace the `\rightarrow` with `\to`

405+ let arrowToTo :: String -> String

406+ arrowToTo "" = ""

407+ arrowToTo s | "\\rightarrow" `isPrefixOf` s =

408+ "\\to" ++ (arrowToTo $ drop (length "\\rightarrow") s)

409+ arrowToTo (c:cs) = c : arrowToTo cs

410+ lim' = arrowToTo lim

411+ return $ case baseString of

412+ "lim" -> printf "\\lim_{%s}" lim'

413+ "max" -> printf "\\max_{%s}" lim'

414+ "min" -> printf "\\min_{%s}" lim'

415+ _ -> printf "\\operatorname*{%s}_{%s}" baseString lim'

416+oMathElemToTexString (UpperLimit base limElems) = do

417+ baseString <- baseToTexString base

418+ lim <- concatMapM oMathElemToTexString limElems

419+ -- we want to make sure to replace the `\rightarrow` with `\to`

420+ let arrowToTo :: String -> String

421+ arrowToTo "" = ""

422+ arrowToTo s | "\\rightarrow" `isPrefixOf` s =

423+ "\\to" ++ (arrowToTo $ drop (length "\\rightarrow") s)

424+ arrowToTo (c:cs) = c : arrowToTo cs

425+ lim' = arrowToTo lim

426+ return $ case baseString of

427+ "lim" -> printf "\\lim^{%s}" lim'

428+ "max" -> printf "\\max^{%s}" lim'

429+ "min" -> printf "\\min^{%s}" lim'

430+ _ -> printf "\\operatorname*{%s}^{%s}" baseString lim'

431+oMathElemToTexString (Matrix bases) = do

432+ let rowString :: [Base] -> DocxContext String

433+ rowString bs = liftM (intercalate " & ") (mapM baseToTexString bs)

434+

435+ s <- liftM (intercalate " \\\\\n")(mapM rowString bases)

436+ return $ printf "\\begin{matrix}\n%s\n\\end{matrix}" s

437+oMathElemToTexString (NAry style sub sup base) | Just c <- nAryChar style = do

438+ ds <- gets (\s -> s{docxInTexSubscript = True})

439+ subString <- withDState ds $ concatMapM oMathElemToTexString sub

440+ supString <- concatMapM oMathElemToTexString sup

441+ baseString <- baseToTexString base

442+ return $ case M.lookup c uniconvMap of

443+ Just s@('\\':_) -> printf "%s_{%s}^{%s}{%s}"

444+ s subString supString baseString

445+ _ -> printf "\\operatorname*{%s}_{%s}^{%s}{%s}"

446+ [c] subString supString baseString

447+oMathElemToTexString (NAry _ sub sup base) = do

448+ subString <- concatMapM oMathElemToTexString sub

449+ supString <- concatMapM oMathElemToTexString sup

450+ baseString <- baseToTexString base

451+ return $ printf "\\int_{%s}^{%s}{%s}"

452+ subString supString baseString

453+oMathElemToTexString (Radical degree base) = do

454+ degString <- concatMapM oMathElemToTexString degree

455+ baseString <- baseToTexString base

456+ return $ case trim degString of

457+ "" -> printf "\\sqrt{%s}" baseString

458+ _ -> printf "\\sqrt[%s]{%s}" degString baseString

459+oMathElemToTexString (PreSubSuper sub sup base) = do

460+ subString <- concatMapM oMathElemToTexString sub

461+ supString <- concatMapM oMathElemToTexString sup

462+ baseString <- baseToTexString base

463+ return $ printf "_{%s}^{%s}%s" subString supString baseString

464+oMathElemToTexString (Sub base sub) = do

465+ baseString <- baseToTexString base

466+ subString <- concatMapM oMathElemToTexString sub

467+ return $ printf "%s_{%s}" baseString subString

468+oMathElemToTexString (SubSuper base sub sup) = do

469+ baseString <- baseToTexString base

470+ subString <- concatMapM oMathElemToTexString sub

471+ supString <- concatMapM oMathElemToTexString sup

472+ return $ printf "%s_{%s}^{%s}" baseString subString supString

473+oMathElemToTexString (Super base sup) = do

474+ baseString <- baseToTexString base

475+ supString <- concatMapM oMathElemToTexString sup

476+ return $ printf "%s^{%s}" baseString supString

477+oMathElemToTexString (OMathRun _ run) = return $ stringToTex $ runToString run

478+oMathElemToTexString _ = return "[NOT IMPLEMENTED]"

479+

480+baseToTexString :: Base -> DocxContext String

481+baseToTexString (Base mathElems) =

482+ concatMapM oMathElemToTexString mathElems

483+

321484

322485isAnchorSpan :: Inline -> Bool

323486isAnchorSpan (Span (ident, classes, kvs) ils) =

@@ -445,6 +608,10 @@ bodyPartToBlocks (Tbl cap _ look (r:rs)) = do

445608 widths = replicate size 0 :: [Double]

446609

447610 return [Table caption alignments widths hdrCells cells]

611+bodyPartToBlocks (OMathPara _ maths) = do

612+ omaths <- mapM oMathToTexString maths

613+ return [Para $ map (\s -> Math DisplayMath s) omaths]

614+

448615

449616-- replace targets with generated anchors.

450617rewriteLink :: Inline -> DocxContext Inline

@@ -480,7 +647,8 @@ bodyToBlocks (Body bps) = do

480647

481648docxToBlocks :: ReaderOptions -> Docx -> [Block]

482649docxToBlocks opts d@(Docx (Document _ body) _ _ _ _) =

483− let dState = DState { docxAnchorMap = M.empty }

650+ let dState = DState { docxAnchorMap = M.empty

651+ , docxInTexSubscript = False}

484652 dEnv = DEnv { docxOptions = opts

485653 , docxDocument = d}

486654 in

src/Text/Pandoc/Readers/Docx/Parse.hs+336−8

@@ -1,3 +1,5 @@

1+{-# LANGUAGE PatternGuards #-}

13{-

@@ -35,6 +37,15 @@ module Text.Pandoc.Readers.Docx.Parse ( Docx(..)

3537 , BodyPart(..)

3638 , TblLook(..)

3739 , ParPart(..)

40+ , OMath(..)

41+ , OMathElem(..)

42+ , Base(..)

43+ , TopBottom(..)

44+ , AccentStyle(..)

45+ , BarStyle(..)

46+ , NAryStyle(..)

47+ , DelimStyle(..)

48+ , GroupStyle(..)

3849 , Run(..)

3950 , RunElem(..)

4051 , Notes

@@ -288,15 +299,30 @@ elemToNumInfo _ _ = Nothing

288299

289300elemToBodyPart :: NameSpaces -> Element -> Maybe BodyPart

290301elemToBodyPart ns element

302+ | qName (elName element) == "p" &&

303+ qURI (elName element) == (lookup "w" ns)

304+ , (c:_) <- findChildren (QName "oMathPara" (lookup "m" ns) (Just "m")) element =

305+ let style = [] -- placeholder

306+ maths = mapMaybe (elemToMath ns)

307+ $ findChildren

308+ (QName "oMath" (lookup "m" ns) (Just "m")) c

309+ in

310+ Just $ OMathPara style maths

311+ | qName (elName element) == "p" &&

312+ qURI (elName element) == (lookup "w" ns)

313+ , Just (numId, lvl) <- elemToNumInfo ns element =

314+ let parstyle = elemToParagraphStyle ns element

315+ parparts = mapMaybe (elemToParPart ns)

316+ $ elChildren element

317+ in

318+ Just $ ListItem parstyle numId lvl parparts

291319 | qName (elName element) == "p" &&

292320 qURI (elName element) == (lookup "w" ns) =

293321 let parstyle = elemToParagraphStyle ns element

294322 parparts = mapMaybe (elemToParPart ns)

295323 $ elChildren element

296324 in

297− case elemToNumInfo ns element of

298− Just (numId, lvl) -> Just $ ListItem parstyle numId lvl parparts

299− Nothing -> Just $ Paragraph parstyle parparts

325+ Just $ Paragraph parstyle parparts

300326 | qName (elName element) == "tbl" &&

301327 qURI (elName element) == (lookup "w" ns) =

302328 let

@@ -392,7 +418,7 @@ elemToParagraphStyle ns element =

392418data BodyPart = Paragraph ParagraphStyle [ParPart]

393419 | ListItem ParagraphStyle String String [ParPart]

394420 | Tbl String TblGrid TblLook [Row]

395−

421+ | OMathPara OMathParaStyle [OMath]

396422 deriving Show

397423

398424type TblGrid = [Integer]

@@ -451,6 +477,7 @@ data ParPart = PlainRun Run

451477 | InternalHyperLink Anchor [Run]

452478 | ExternalHyperLink RelId [Run]

453479 | Drawing String

480+ | PlainOMath OMath

454481 deriving Show

455482

456483data Run = Run RunStyle [RunElem]

@@ -458,6 +485,75 @@ data Run = Run RunStyle [RunElem]

458485 | Endnote String

459486 deriving Show

460487

488+data OMath = OMath [OMathElem]

489+ deriving Show

490+

491+data OMathElem = Accent AccentStyle Base

492+ | Bar BarStyle Base

493+ | Box Base

494+ | BorderBox Base

495+ | Delimiter DelimStyle [Base]

496+ | EquationArray [Base]

497+ | Fraction [OMathElem] [OMathElem]

498+ | Function [OMathElem] Base

499+ | Group GroupStyle Base

500+ | LowerLimit Base [OMathElem]

501+ | UpperLimit Base [OMathElem]

502+ | Matrix [[Base]]

503+ | NAry NAryStyle [OMathElem] [OMathElem] Base

504+ | Phantom Base

505+ | Radical [OMathElem] Base

506+ | PreSubSuper [OMathElem] [OMathElem] Base

507+ | Sub Base [OMathElem]

508+ | SubSuper Base [OMathElem] [OMathElem]

509+ | Super Base [OMathElem]

510+ | OMathRun OMathRunStyle Run

511+ deriving Show

512+

513+data Base = Base [OMathElem]

514+ deriving Show

515+

516+-- placeholders

517+type OMathParaStyle = [String]

518+

519+data TopBottom = Top | Bottom

520+ deriving Show

521+

522+data AccentStyle = AccentStyle { accentChar :: Maybe Char }

523+ deriving Show

524+

525+data BarStyle = BarStyle { barPos :: TopBottom}

526+ deriving Show

527+

528+data NAryStyle = NAryStyle { nAryChar :: Maybe Char

529+ , nAryLimLoc :: LimLoc}

530+ deriving Show

531+

532+defaultNAryStyle :: NAryStyle

533+defaultNAryStyle = NAryStyle { nAryChar = Nothing -- integral, in practice

534+ , nAryLimLoc = SubSup }

535+

536+data LimLoc = SubSup | UnderOver deriving Show

537+

538+data DelimStyle = DelimStyle { delimBegChar :: Maybe Char

539+ , delimSepChar :: Maybe Char

540+ , delimEndChar :: Maybe Char}

541+ deriving Show

542+

543+defaultDelimStyle :: DelimStyle

544+defaultDelimStyle = DelimStyle { delimBegChar = Nothing

545+ , delimSepChar = Nothing

546+ , delimEndChar = Nothing }

547+

548+data GroupStyle = GroupStyle { groupChr :: Maybe Char

549+ , groupPos :: Maybe TopBottom }

550+ deriving Show

551+

552+defaultGroupStyle :: GroupStyle

553+defaultGroupStyle = GroupStyle {groupChr = Nothing, groupPos = Nothing}

554+

555+type OMathRunStyle = [String]

556+

461557data RunElem = TextRun String | LnBrk | Tab

462558 deriving Show

463559

@@ -532,13 +628,13 @@ elemToRun _ _ = Nothing

532628elemToRunElem :: NameSpaces -> Element -> Maybe RunElem

533629elemToRunElem ns element

534630 | (qName (elName element) == "t" || qName (elName element) == "delText") &&

535− qURI (elName element) == (lookup "w" ns) =

631+ qURI (elName element) `elem` [(lookup "w" ns), (lookup "m" ns)] =

536632 Just $ TextRun (strContent element)

537633 | qName (elName element) == "br" &&

538− qURI (elName element) == (lookup "w" ns) =

634+ qURI (elName element) `elem` [(lookup "w" ns), (lookup "m" ns)] =

539635 Just $ LnBrk

540636 | qName (elName element) == "tab" &&

541− qURI (elName element) == (lookup "w" ns) =

637+ qURI (elName element) `elem` [(lookup "w" ns), (lookup "m" ns)] =

542638 Just $ Tab

543639 | otherwise = Nothing

544640

@@ -546,7 +642,7 @@ elemToRunElem ns element

546642elemToRunElems :: NameSpaces -> Element -> [RunElem]

547643elemToRunElems ns element

548644 | qName (elName element) == "r" &&

549− qURI (elName element) == (lookup "w" ns) =

645+ qURI (elName element) `elem` [(lookup "w" ns), (lookup "m" ns)] =

550646 mapMaybe (elemToRunElem ns) (elChildren element)

551647 | otherwise = []

552648

@@ -561,7 +657,233 @@ elemToDrawing ns element

561657 >>= (\s -> Just $ Drawing s)

562658elemToDrawing _ _ = Nothing

563659

660+elemToMath :: NameSpaces -> Element -> Maybe OMath

661+elemToMath ns element

662+ | qName (elName element) == "oMath" &&

663+ qURI (elName element) == (lookup "m" ns) =

664+ Just $ OMath $ mapMaybe (elemToMathElem ns) (elChildren element)

665+elemToMath _ _ = Nothing

666+

667+

668+

669+elemToBase :: NameSpaces -> Element -> Maybe Base

670+elemToBase ns element

671+ | qName (elName element) == "e" &&

672+ qURI (elName element) == (lookup "m" ns) =

673+ Just $ Base $ mapMaybe (elemToMathElem ns) (elChildren element)

674+elemToBase _ _ = Nothing

675+

676+elemToNAryStyle :: NameSpaces -> Element -> NAryStyle

677+elemToNAryStyle ns element

678+ | Just narypr <- findChild (QName "naryPr" (lookup "m" ns) (Just "m")) element =

679+ let

680+ chr = findChild (QName "chr" (lookup "m" ns) (Just "m")) narypr >>=

681+ findAttr (QName "val" (lookup "m" ns) (Just "m")) >>=

682+ Just . head

683+ limLoc = findChild (QName "limLoc" (lookup "m" ns) (Just "m")) narypr >>=

684+ findAttr (QName "val" (lookup "m" ns) (Just "m"))

685+ limLoc' = case limLoc of

686+ Just "undOver" -> UnderOver

687+ Just "subSup" -> SubSup

688+ _ -> SubSup

689+ in

690+ NAryStyle { nAryChar = chr, nAryLimLoc = limLoc'}

691+elemToNAryStyle _ _ = defaultNAryStyle

692+

693+elemToDelimStyle :: NameSpaces -> Element -> DelimStyle

694+elemToDelimStyle ns element

695+ | Just dPr <- findChild (QName "dPr" (lookup "m" ns) (Just "m")) element =

696+ let begChr = findChild (QName "begChr" (lookup "m" ns) (Just "m")) dPr >>=

697+ findAttr (QName "val" (lookup "m" ns) (Just "m")) >>=

698+ (\c -> if null c then Nothing else (Just $ head c))

699+ sepChr = findChild (QName "sepChr" (lookup "m" ns) (Just "m")) dPr >>=

700+ findAttr (QName "val" (lookup "m" ns) (Just "m")) >>=

701+ (\c -> if null c then Nothing else (Just $ head c))

702+ endChr = findChild (QName "endChr" (lookup "m" ns) (Just "m")) dPr >>=

703+ findAttr (QName "val" (lookup "m" ns) (Just "m")) >>=

704+ (\c -> if null c then Nothing else (Just $ head c))

705+ in

706+ DelimStyle { delimBegChar = begChr

707+ , delimSepChar = sepChr

708+ , delimEndChar = endChr}

709+elemToDelimStyle _ _ = defaultDelimStyle

710+

711+elemToGroupStyle :: NameSpaces -> Element -> GroupStyle

712+elemToGroupStyle ns element

713+ | Just gPr <- findChild (QName "groupChrPr" (lookup "m" ns) (Just "m")) element =

714+ let chr = findChild (QName "chr" (lookup "m" ns) (Just "m")) gPr >>=

715+ findAttr (QName "val" (lookup "m" ns) (Just "m")) >>=

716+ Just . head

717+ pos = findChild (QName "pos" (lookup "m" ns) (Just "m")) gPr >>=

718+ findAttr (QName "val" (lookup "m" ns) (Just "m")) >>=

719+ (\s -> Just $ if s == "top" then Top else Bottom)

720+ in

721+ GroupStyle { groupChr = chr, groupPos = pos }

722+elemToGroupStyle _ _ = defaultGroupStyle

723+

724+elemToMathElem :: NameSpaces -> Element -> Maybe OMathElem

725+elemToMathElem ns element

726+ | qName (elName element) == "acc" &&

727+ qURI (elName element) == (lookup "m" ns) = do

728+ let accChar =

729+ findChild (QName "accPr" (lookup "m" ns) (Just "m")) element >>=

730+ findChild (QName "chr" (lookup "m" ns) (Just "m")) >>=

731+ findAttr (QName "val" (lookup "m" ns) (Just "m")) >>=

732+ Just . head

733+ accPr = AccentStyle { accentChar = accChar}

734+ base <-findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

735+ elemToBase ns

736+ return $ Accent accPr base

737+elemToMathElem ns element

738+ | qName (elName element) == "bar" &&

739+ qURI (elName element) == (lookup "m" ns) = do

740+ barPr <- findChild (QName "barPr" (lookup "m" ns) (Just "m")) element >>=

741+ findChild (QName "pos" (lookup "m" ns) (Just "m")) >>=

742+ findAttr (QName "val" (lookup "m" ns) (Just "m")) >>=

743+ (\s ->

744+ Just $ BarStyle {

745+ barPos = (if s == "bot" then Bottom else Top)

746+ })

747+ base <-findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

748+ elemToBase ns

749+ return $ Bar barPr base

750+elemToMathElem ns element

751+ | qName (elName element) == "box" &&

752+ qURI (elName element) == (lookup "m" ns) =

753+ findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

754+ elemToBase ns >>=

755+ (\b -> Just $ Box b)

756+elemToMathElem ns element

757+ | qName (elName element) == "borderBox" &&

758+ qURI (elName element) == (lookup "m" ns) =

759+ findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

760+ elemToBase ns >>=

761+ (\b -> Just $ BorderBox b)

762+elemToMathElem ns element

763+ | qName (elName element) == "d" &&

764+ qURI (elName element) == (lookup "m" ns) =

765+ let style = elemToDelimStyle ns element

766+ in

767+ Just $ Delimiter style $ mapMaybe (elemToBase ns) (elChildren element)

768+elemToMathElem ns element

769+ | qName (elName element) == "eqArr" &&

770+ qURI (elName element) == (lookup "m" ns) =

771+ Just $ EquationArray

772+ $ mapMaybe (elemToBase ns) (elChildren element)

773+elemToMathElem ns element

774+ | qName (elName element) == "f" &&

775+ qURI (elName element) == (lookup "m" ns) = do

776+ num <- findChild (QName "num" (lookup "m" ns) (Just "m")) element

777+ den <- findChild (QName "den" (lookup "m" ns) (Just "m")) element

778+ let numElems = mapMaybe (elemToMathElem ns) (elChildren num)

779+ denElems = mapMaybe (elemToMathElem ns) (elChildren den)

780+ return $ Fraction numElems denElems

781+elemToMathElem ns element

782+ | qName (elName element) == "func" &&

783+ qURI (elName element) == (lookup "m" ns) = do

784+ fName <- findChild (QName "fName" (lookup "m" ns) (Just "m")) element

785+ base <- findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

786+ elemToBase ns

787+ let fnElems = mapMaybe (elemToMathElem ns) (elChildren fName)

788+ return $ Function fnElems base

789+elemToMathElem ns element

790+ | qName (elName element) == "groupChr" &&

791+ qURI (elName element) == (lookup "m" ns) =

792+ let style = elemToGroupStyle ns element

793+ in

794+ findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

795+ elemToBase ns >>=

796+ (\b -> Just $ Group style b)

797+elemToMathElem ns element

798+ | qName (elName element) == "limLow" &&

799+ qURI (elName element) == (lookup "m" ns) = do

800+ base <- findChild (QName "e" (lookup "m" ns) (Just "m")) element

801+ >>= elemToBase ns

802+ lim <- findChild (QName "lim" (lookup "m" ns) (Just "m")) element

803+ return $ LowerLimit base (mapMaybe (elemToMathElem ns) (elChildren lim))

804+elemToMathElem ns element

805+ | qName (elName element) == "limUpp" &&

806+ qURI (elName element) == (lookup "m" ns) = do

807+ base <- findChild (QName "e" (lookup "m" ns) (Just "m")) element

808+ >>= elemToBase ns

809+ lim <- findChild (QName "lim" (lookup "m" ns) (Just "m")) element

810+ return $ UpperLimit base (mapMaybe (elemToMathElem ns) (elChildren lim))

811+elemToMathElem ns element

812+ | qName (elName element) == "m" &&

813+ qURI (elName element) == (lookup "m" ns) =

814+ let rows = findChildren (QName "mr" (lookup "m" ns) (Just "m")) element

815+ bases = map (\mr -> mapMaybe (elemToBase ns) (elChildren mr)) rows

816+ in

817+ Just $ Matrix bases

818+elemToMathElem ns element

819+ | qName (elName element) == "nary" &&

820+ qURI (elName element) == (lookup "m" ns) = do

821+ let style = elemToNAryStyle ns element

822+ sub <- findChild (QName "sub" (lookup "m" ns) (Just "m")) element >>=

823+ (\e -> Just $ mapMaybe (elemToMathElem ns) (elChildren e))

824+ sup <- findChild (QName "sup" (lookup "m" ns) (Just "m")) element >>=

825+ (\e -> Just $ mapMaybe (elemToMathElem ns) (elChildren e))

826+ base <- findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

827+ elemToBase ns

828+ return $ NAry style sub sup base

829+elemToMathElem ns element

830+ | qName (elName element) == "rad" &&

831+ qURI (elName element) == (lookup "m" ns) = do

832+ deg <- findChild (QName "deg" (lookup "m" ns) (Just "m")) element >>=

833+ (\e -> Just $ mapMaybe (elemToMathElem ns) (elChildren e))

834+ base <- findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

835+ elemToBase ns

836+ return $ Radical deg base

837+-- skipping for now:

838+-- phant

839+elemToMathElem ns element

840+ | qName (elName element) == "sPre" &&

841+ qURI (elName element) == (lookup "m" ns) = do

842+ sub <- findChild (QName "sub" (lookup "m" ns) (Just "m")) element >>=

843+ (\e -> Just $ mapMaybe (elemToMathElem ns) (elChildren e))

844+ sup <- findChild (QName "sup" (lookup "m" ns) (Just "m")) element >>=

845+ (\e -> Just $ mapMaybe (elemToMathElem ns) (elChildren e))

846+ base <- findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

847+ elemToBase ns

848+ return $ PreSubSuper sub sup base

849+elemToMathElem ns element

850+ | qName (elName element) == "sSub" &&

851+ qURI (elName element) == (lookup "m" ns) = do

852+ base <- findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

853+ elemToBase ns

854+ sub <- findChild (QName "sub" (lookup "m" ns) (Just "m")) element >>=

855+ (\e -> Just $ mapMaybe (elemToMathElem ns) (elChildren e))

856+ return $ Sub base sub

857+elemToMathElem ns element

858+ | qName (elName element) == "sSubSup" &&

859+ qURI (elName element) == (lookup "m" ns) = do

860+ base <- findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

861+ elemToBase ns

862+ sub <- findChild (QName "sub" (lookup "m" ns) (Just "m")) element >>=

863+ (\e -> Just $ mapMaybe (elemToMathElem ns) (elChildren e))

864+ sup <- findChild (QName "sup" (lookup "m" ns) (Just "m")) element >>=

865+ (\e -> Just $ mapMaybe (elemToMathElem ns) (elChildren e))

866+ return $ SubSuper base sub sup

867+elemToMathElem ns element

868+ | qName (elName element) == "sSup" &&

869+ qURI (elName element) == (lookup "m" ns) = do

870+ base <- findChild (QName "e" (lookup "m" ns) (Just "m")) element >>=

871+ elemToBase ns

872+ sup <- findChild (QName "sup" (lookup "m" ns) (Just "m")) element >>=

873+ (\e -> Just $ mapMaybe (elemToMathElem ns) (elChildren e))

874+ return $ Super base sup

875+elemToMathElem ns element

876+ | qName (elName element) == "r" &&

877+ qURI (elName element) == (lookup "m" ns) =

878+ let style = [] -- placeholder

879+ rstyle = elemToRunStyle ns element

880+ relems = elemToRunElems ns element

881+ in

882+ Just $ OMathRun style $ Run rstyle relems

883+elemToMathElem _ _ = Nothing

884+

564885

886+

565887elemToParPart :: NameSpaces -> Element -> Maybe ParPart

566888elemToParPart ns element

567889 | qName (elName element) == "r" &&

@@ -606,8 +928,14 @@ elemToParPart ns element

606928 case findAttr (QName "id" (lookup "r" ns) (Just "r")) element of

607929 Just relId -> Just $ ExternalHyperLink relId runs

608930 Nothing -> Nothing

931+elemToParPart ns element

932+ | qName (elName element) == "oMath" &&

933+ qURI (elName element) == (lookup "m" ns) =

934+ elemToMath ns element >>=

935+ (\m -> Just $ PlainOMath m)

609936elemToParPart _ _ = Nothing

610937

938+

611939type Target = String

612940type Anchor = String

613941type BookMarkId = String

src/Text/Pandoc/Readers/Docx/TexChar.hsnew file+4386

@@ -0,0 +1,4386 @@

1+{-# LANGUAGE PatternGuards #-}

3+module Text.Pandoc.Readers.Docx.TexChar ( stringToTex

4+ , joinTexStrings

5+ , lookupTexChar

6+ , uniconvMap

7+ ) where

9+import qualified Data.Map as M

10+

11+isReservedChar :: Char -> Bool

12+isReservedChar c = c `elem` "#$%^&_{}~\\"

13+

14+joinTexStrings :: [String] -> String

15+joinTexStrings [] = []

16+joinTexStrings [s] = s

17+joinTexStrings (s:s':ss) | null s = joinTexStrings (s':ss)

18+joinTexStrings (s:s':ss) | (isReservedChar) (head s) =

19+ s ++ " " ++ joinTexStrings (s':ss)

20+joinTexStrings (s:ss) = s ++ joinTexStrings ss

21+

22+stringToTex :: String -> String

23+stringToTex cs = joinTexStrings $ map lookupTexChar cs

24+

25+

26+lookupTexChar :: Char -> String

27+lookupTexChar c = case M.lookup c uniconvMap of

28+ Just "" -> [c]

29+ Just s -> s

30+ Nothing -> ""

31+

32+{- From information found at

33+ http://milde.users.sourceforge.net/LUCR/Math/data/unimathsymbols.txt

34+-}

35+uniconvMap :: M.Map Char String

36+uniconvMap = M.fromList [ ('\8193', "\\quad")

37+ , ('\8214', "\\|")

38+ , ('\8224', "\\dagger")

39+ , ('\33', "!")

40+ , ('\35', "\\#")

41+ , ('\36', "\\$")

42+ , ('\37', "\\%")

43+ , ('\38', "\\&")

44+ , ('\40', "(")

45+ , ('\41', ")")

46+ , ('\42', "*")

47+ , ('\43', "+")

48+ , ('\44', ",")

49+ , ('\45', "-")

50+ , ('\46', ".")

51+ , ('\47', "/")

52+ , ('\48', "0")

53+ , ('\49', "1")

54+ , ('\50', "2")

55+ , ('\51', "3")

56+ , ('\52', "4")

57+ , ('\53', "5")

58+ , ('\54', "6")

59+ , ('\55', "7")

60+ , ('\56', "8")

61+ , ('\57', "9")

62+ , ('\58', ":")

63+ , ('\59', ";")

64+ , ('\60', "<")

65+ , ('\61', "=")

66+ , ('\62', ">")

67+ , ('\63', "?")

68+ , ('\64', "@")

69+ , ('\65', "A")

70+ , ('\66', "B")

71+ , ('\67', "C")

72+ , ('\68', "D")

73+ , ('\69', "E")

74+ , ('\70', "F")

75+ , ('\71', "G")

76+ , ('\72', "H")

77+ , ('\73', "I")

78+ , ('\74', "J")

79+ , ('\75', "K")

80+ , ('\76', "L")

81+ , ('\77', "M")

82+ , ('\78', "N")

83+ , ('\79', "O")

84+ , ('\80', "P")

85+ , ('\81', "Q")

86+ , ('\82', "R")

87+ , ('\83', "S")

88+ , ('\84', "T")

89+ , ('\85', "U")

90+ , ('\86', "V")

91+ , ('\8279', "\\fourth")

92+ , ('\88', "X")

93+ , ('\89', "Y")

94+ , ('\90', "Z")

95+ , ('\91', "\\lbrack")

96+ , ('\92', "\\backslash")

97+ , ('\93', "\\rbrack")

98+ , ('\94', "\\sphat")

99+ , ('\95', "\\_")

100+ , ('\97', "a")

101+ , ('\98', "b")

102+ , ('\99', "c")

103+ , ('\100', "d")

104+ , ('\101', "e")

105+ , ('\102', "f")

106+ , ('\103', "g")

107+ , ('\104', "h")

108+ , ('\105', "i")

109+ , ('\106', "j")

110+ , ('\107', "k")

111+ , ('\108', "l")

112+ , ('\109', "m")

113+ , ('\110', "n")

114+ , ('\111', "o")

115+ , ('\112', "p")

116+ , ('\113', "q")

117+ , ('\114', "r")

118+ , ('\115', "s")

119+ , ('\116', "t")

120+ , ('\117', "u")

121+ , ('\118', "v")

122+ , ('\119', "w")

123+ , ('\120', "x")

124+ , ('\121', "y")

125+ , ('\122', "z")

126+ , ('\123', "\\{")

127+ , ('\124', "|")

128+ , ('\125', "\\}")

129+ , ('\126', "\\sptilde")

130+ , ('\160', "~")

131+ , ('\162', "\\cent")

132+ , ('\163', "\\pounds")

133+ , ('\165', "\\yen")

134+ , ('\168', "\\spddot")

135+ , ('\172', "\\neg")

136+ , ('\174', "\\circledR")

137+ , ('\177', "\\pm")

138+ , ('\181', "\\Micro")

139+ , ('\8225', "\\ddagger")

140+ , ('\120352', "\\mathsfit{Y}")

141+ , ('\8400', "\\leftharpoonaccent")

142+ , ('\8401', "\\vec")

143+ , ('\9827', "\\clubsuit")

144+ , ('\8406', "\\overleftarrow")

145+ , ('\215', "\\times")

146+ , ('\8411', "\\dddot")

147+ , ('\8412', "\\ddddot")

148+ , ('\8417', "\\overleftrightarrow")

149+ , ('\8230', "\\ldots")

150+ , ('\8430', "\\underleftarrow")

151+ , ('\8431', "\\underrightarrow")

152+ , ('\240', "\\eth")

153+ , ('\247', "\\div")

154+ , ('\8450', "\\mathbb{C}")

155+ , ('\8455', "\\Euler")

156+ , ('\8458', "\\mathcal{g}")

157+ , ('\8459', "\\mathcal{H}")

158+ , ('\8460', "\\mathfrak{H}")

159+ , ('\8461', "\\mathbb{H}")

160+ , ('\8463', "\\hslash")

161+ , ('\8464', "\\mathcal{I}")

162+ , ('\8465', "\\Im")

163+ , ('\8466', "\\mathcal{L}")

164+ , ('\8467', "\\ell")

165+ , ('\8469', "\\mathbb{N}")

166+ , ('\8472', "\\wp")

167+ , ('\8473', "\\mathbb{P}")

168+ , ('\8474', "\\mathbb{Q}")

169+ , ('\8475', "\\mathcal{R}")

170+ , ('\8476', "\\Re")

171+ , ('\8477', "\\mathbb{R}")

172+ , ('\8484', "\\mathbb{Z}")

173+ , ('\8486', "\\tcohm")

174+ , ('\8487', "\\mho")

175+ , ('\8488', "\\mathfrak{Z}")

176+ , ('\8491', "\\Angstroem")

177+ , ('\8492', "\\mathcal{B}")

178+ , ('\8493', "\\mathfrak{C}")

179+ , ('\8495', "\\mathcal{e}")

180+ , ('\8496', "\\mathcal{E}")

181+ , ('\8497', "\\mathcal{F}")

182+ , ('\8498', "\\Finv")

183+ , ('\8499', "\\mathcal{M}")

184+ , ('\8500', "\\mathcal{o}")

185+ , ('\8501', "\\aleph")

186+ , ('\8502', "\\beth")

187+ , ('\8503', "\\gimel")

188+ , ('\8504', "\\daleth")

189+ , ('\8244', "\\third")

190+ , ('\8508', "\\mathbb{\\pi}")

191+ , ('\8509', "\\mathbb{\\gamma}")

192+ , ('\8510', "\\mathbb{\\Gamma}")

193+ , ('\8245', "\\backprime")

194+ , ('\8512', "\\mathbb{\\Sigma}")

195+ , ('\8516', "\\Yup")

196+ , ('\8517', "\\CapitalDifferentialD")

197+ , ('\8518', "\\DifferentialD")

198+ , ('\8519', "\\ExponetialE")

199+ , ('\8520', "\\ComplexI")

200+ , ('\8521', "\\ComplexJ")

201+ , ('\8523', "\\invamp")

202+ , ('\8256', "\\cat")

203+ , ('\8592', "\\leftarrow")

204+ , ('\8593', "\\uparrow")

205+ , ('\8594', "\\rightarrow")

206+ , ('\8595', "\\downarrow")

207+ , ('\8596', "\\leftrightarrow")

208+ , ('\8597', "\\updownarrow")

209+ , ('\8598', "\\nwarrow")

210+ , ('\8599', "\\nearrow")

211+ , ('\8600', "\\searrow")

212+ , ('\8601', "\\swarrow")

213+ , ('\8602', "\\nleftarrow")

214+ , ('\8603', "\\nrightarrow")

215+ , ('\8606', "\\twoheadleftarrow")

216+ , ('\8608', "\\twoheadrightarrow")

217+ , ('\8610', "\\leftarrowtail")

218+ , ('\8611', "\\rightarrowtail")

219+ , ('\8612', "\\mapsfrom")

220+ , ('\8613', "\\MapsUp")

221+ , ('\8614', "\\mapsto")

222+ , ('\8615', "\\MapsDown")

223+ , ('\8617', "\\hookleftarrow")

224+ , ('\8618', "\\hookrightarrow")

225+ , ('\8619', "\\looparrowleft")

226+ , ('\8620', "\\looparrowright")

227+ , ('\8621', "\\leftrightsquigarrow")

228+ , ('\8622', "\\nleftrightarrow")

229+ , ('\8623', "\\lightning")

230+ , ('\8624', "\\Lsh")

231+ , ('\8625', "\\Rsh")

232+ , ('\8626', "\\dlsh")

233+ , ('\8627', "\\drsh")

234+ , ('\8630', "\\curvearrowleft")

235+ , ('\8631', "\\curvearrowright")

236+ , ('\8634', "\\circlearrowleft")

237+ , ('\8635', "\\circlearrowright")

238+ , ('\8636', "\\leftharpoonup")

239+ , ('\8637', "\\leftharpoondown")

240+ , ('\8638', "\\upharpoonright")

241+ , ('\8639', "\\upharpoonleft")

242+ , ('\8640', "\\rightharpoonup")

243+ , ('\8641', "\\rightharpoondown")

244+ , ('\8642', "\\downharpoonright")

245+ , ('\8643', "\\downharpoonleft")

246+ , ('\8644', "\\rightleftarrows")

247+ , ('\8645', "\\updownarrows")

248+ , ('\8646', "\\leftrightarrows")

249+ , ('\8647', "\\leftleftarrows")

250+ , ('\8648', "\\upuparrows")

251+ , ('\8649', "\\rightrightarrows")

252+ , ('\8650', "\\downdownarrows")

253+ , ('\8651', "\\leftrightharpoons")

254+ , ('\8652', "\\rightleftharpoons")

255+ , ('\8653', "\\nLeftarrow")

256+ , ('\8654', "\\nLeftrightarrow")

257+ , ('\8655', "\\nRightarrow")

258+ , ('\8656', "\\Leftarrow")

259+ , ('\8657', "\\Uparrow")

260+ , ('\8658', "\\Rightarrow")

261+ , ('\8659', "\\Downarrow")

262+ , ('\8660', "\\Leftrightarrow")

263+ , ('\8661', "\\Updownarrow")

264+ , ('\8662', "\\Nwarrow")

265+ , ('\8663', "\\Nearrow")

266+ , ('\8664', "\\Searrow")

267+ , ('\8665', "\\Swarrow")

268+ , ('\8666', "\\Lleftarrow")

269+ , ('\8667', "\\Rrightarrow")

270+ , ('\8668', "\\leftsquigarrow")

271+ , ('\8669', "\\rightsquigarrow")

272+ , ('\8672', "\\dashleftarrow")

273+ , ('\8674', "\\dashrightarrow")

274+ , ('\8676', "\\LeftArrowBar")

275+ , ('\8677', "\\RightArrowBar")

276+ , ('\8693', "\\downuparrows")

277+ , ('\8696', "\\pfun")

278+ , ('\8699', "\\ffun")

279+ , ('\8701', "\\leftarrowtriangle")

280+ , ('\8702', "\\rightarrowtriangle")

281+ , ('\8703', "\\leftrightarrowtriangle")

282+ , ('\8704', "\\forall")

283+ , ('\8705', "\\complement")

284+ , ('\8706', "\\partial")

285+ , ('\8707', "\\exists")

286+ , ('\8708', "\\nexists")

287+ , ('\8709', "\\varnothing")

288+ , ('\8711', "\\nabla")

289+ , ('\8712', "\\in")

290+ , ('\8713', "\\notin")

291+ , ('\87', "W")

292+ , ('\8716', "\\nni")

293+ , ('\8719', "\\prod")

294+ , ('\8720', "\\coprod")

295+ , ('\8721', "\\sum")

296+ , ('\8722', "-")

297+ , ('\8723', "\\mp")

298+ , ('\8724', "\\dotplus")

299+ , ('\8725', "\\slash")

300+ , ('\8726', "\\smallsetminus")

301+ , ('\8727', "\\ast")

302+ , ('\8728', "\\circ")

303+ , ('\8729', "\\bullet")

304+ , ('\8730', "\\sqrt")

305+ , ('\8731', "\\sqrt[3]")

306+ , ('\8732', "\\sqrt[4]")

307+ , ('\8733', "\\propto")

308+ , ('\8734', "\\infty")

309+ , ('\8735', "\\rightangle")

310+ , ('\8736', "\\angle")

311+ , ('\8737', "\\measuredangle")

312+ , ('\8738', "\\sphericalangle")

313+ , ('\8739', "\\mid")

314+ , ('\8740', "\\nmid")

315+ , ('\8741', "\\parallel")

316+ , ('\8742', "\\nparallel")

317+ , ('\8743', "\\wedge")

318+ , ('\8744', "\\vee")

319+ , ('\8745', "\\cap")

320+ , ('\8746', "\\cup")

321+ , ('\8747', "\\int")

322+ , ('\8748', "\\iint")

323+ , ('\8749', "\\iiint")

324+ , ('\8750', "\\oint")

325+ , ('\8751', "\\oiint")

326+ , ('\8752', "\\oiiint")

327+ , ('\8968', "\\lceil")

328+ , ('\8754', "\\varointclockwise")

329+ , ('\8755', "\\ointctrclockwise")

330+ , ('\8756', "\\therefore")

331+ , ('\8757', "\\because")

332+ , ('\8758', ":")

333+ , ('\567', "\\jmath")

334+ , ('\8761', "\\eqcolon")

335+ , ('\8287', "\\:")

336+ , ('\8764', "\\sim")

337+ , ('\8765', "\\backsim")

338+ , ('\8767', "\\AC")

339+ , ('\8768', "\\wr")

340+ , ('\8769', "\\nsim")

341+ , ('\8770', "\\eqsim")

342+ , ('\8771', "\\simeq")

343+ , ('\8772', "\\nsimeq")

344+ , ('\8773', "\\cong")

345+ , ('\8775', "\\ncong")

346+ , ('\8776', "\\approx")

347+ , ('\8777', "\\napprox")

348+ , ('\8778', "\\approxeq")

349+ , ('\9655', "\\rhd")

350+ , ('\8781', "\\asymp")

351+ , ('\8782', "\\Bumpeq")

352+ , ('\8783', "\\bumpeq")

353+ , ('\8784', "\\doteq")

354+ , ('\8785', "\\Doteq")

355+ , ('\8786', "\\fallingdotseq")

356+ , ('\8787', "\\risingdotseq")

357+ , ('\8788', "\\coloneq")

358+ , ('\8789', "\\eqcolon")

359+ , ('\8790', "\\eqcirc")

360+ , ('\8791', "\\circeq")

361+ , ('\8793', "\\corresponds")

362+ , ('\8796', "\\triangleq")

363+ , ('\8800', "\\neq")

364+ , ('\8801', "\\equiv")

365+ , ('\8802', "\\nequiv")

366+ , ('\8804', "\\leq")

367+ , ('\8805', "\\geq")

368+ , ('\8806', "\\leqq")

369+ , ('\8807', "\\geqq")

370+ , ('\8808', "\\lneqq")

371+ , ('\8809', "\\gneqq")

372+ , ('\8810', "\\ll")

373+ , ('\8811', "\\gg")

374+ , ('\8812', "\\between")

375+ , ('\8813', "\\notasymp")

376+ , ('\8814', "\\nless")

377+ , ('\8815', "\\ngtr")

378+ , ('\8816', "\\nleq")

379+ , ('\8817', "\\ngeq")

380+ , ('\8818', "\\lesssim")

381+ , ('\8819', "\\gtrsim")

382+ , ('\8820', "\\NotLessTilde")

383+ , ('\8821', "\\NotGreaterTilde")

384+ , ('\8822', "\\lessgtr")

385+ , ('\8823', "\\gtrless")

386+ , ('\8242', "\\prime")

387+ , ('\8825', "\\NotGreaterLess")

388+ , ('\8826', "\\prec")

389+ , ('\8827', "\\succ")

390+ , ('\8828', "\\preccurlyeq")

391+ , ('\8829', "\\succcurlyeq")

392+ , ('\8830', "\\precsim")

393+ , ('\8831', "\\succsim")

394+ , ('\8832', "\\nprec")

395+ , ('\8833', "\\nsucc")

396+ , ('\8834', "\\subset")

397+ , ('\8835', "\\supset")

398+ , ('\8836', "\\nsubset")

399+ , ('\8837', "\\nsupset")

400+ , ('\8838', "\\subseteq")

401+ , ('\8839', "\\supseteq")

402+ , ('\8840', "\\nsubseteq")

403+ , ('\8841', "\\nsupseteq")

404+ , ('\8842', "\\subsetneq")

405+ , ('\8843', "\\supsetneq")

406+ , ('\9666', "\\blacktriangleleft")

407+ , ('\8846', "\\uplus")

408+ , ('\8847', "\\sqsubset")

409+ , ('\8848', "\\sqsupset")

410+ , ('\8849', "\\sqsubseteq")

411+ , ('\8850', "\\sqsupseteq")

412+ , ('\8851', "\\sqcap")

413+ , ('\8852', "\\sqcup")

414+ , ('\8853', "\\oplus")

415+ , ('\8854', "\\ominus")

416+ , ('\8855', "\\otimes")

417+ , ('\8856', "\\oslash")

418+ , ('\8857', "\\odot")

419+ , ('\8858', "\\circledcirc")

420+ , ('\8859', "\\circledast")

421+ , ('\8861', "\\circleddash")

422+ , ('\8862', "\\boxplus")

423+ , ('\8863', "\\boxminus")

424+ , ('\8864', "\\boxtimes")

425+ , ('\8865', "\\boxdot")

426+ , ('\8866', "\\vdash")

427+ , ('\8867', "\\dashv")

428+ , ('\8868', "\\top")

429+ , ('\8869', "\\bot")

430+ , ('\8871', "\\models")

431+ , ('\8872', "\\vDash")

432+ , ('\8873', "\\Vdash")

433+ , ('\8874', "\\Vvdash")

434+ , ('\8875', "\\VDash")

435+ , ('\8876', "\\nvdash")

436+ , ('\8877', "\\nvDash")

437+ , ('\8878', "\\nVdash")

438+ , ('\8879', "\\nVDash")

439+ , ('\8882', "\\vartriangleleft")

440+ , ('\8883', "\\vartriangleright")

441+ , ('\8884', "\\trianglelefteq")

442+ , ('\8885', "\\trianglerighteq")

443+ , ('\8886', "\\multimapdotbothA")

444+ , ('\8887', "\\multimapdotbothB")

445+ , ('\8888', "\\multimap")

446+ , ('\8890', "\\intercal")

447+ , ('\8891', "\\veebar")

448+ , ('\8892', "\\barwedge")

449+ , ('\9674', "\\lozenge")

450+ , ('\8896', "\\bigwedge")

451+ , ('\8897', "\\bigvee")

452+ , ('\8898', "\\bigcap")

453+ , ('\8899', "\\bigcup")

454+ , ('\8900', "\\diamond")

455+ , ('\8901', "\\cdot")

456+ , ('\8902', "\\star")

457+ , ('\8903', "\\divideontimes")

458+ , ('\8904', "\\bowtie")

459+ , ('\8905', "\\ltimes")

460+ , ('\8906', "\\rtimes")

461+ , ('\8907', "\\leftthreetimes")

462+ , ('\8908', "\\rightthreetimes")

463+ , ('\8909', "\\backsimeq")

464+ , ('\8910', "\\curlyvee")

465+ , ('\8911', "\\curlywedge")

466+ , ('\8912', "\\Subset")

467+ , ('\8913', "\\Supset")

468+ , ('\8914', "\\Cap")

469+ , ('\8915', "\\Cup")

470+ , ('\8916', "\\pitchfork")

471+ , ('\8917', "\\hash")

472+ , ('\8918', "\\lessdot")

473+ , ('\8919', "\\gtrdot")

474+ , ('\8920', "\\lll")

475+ , ('\8921', "\\ggg")

476+ , ('\8922', "\\lesseqgtr")

477+ , ('\8923', "\\gtreqless")

478+ , ('\8926', "\\curlyeqprec")

479+ , ('\8927', "\\curlyeqsucc")

480+ , ('\8928', "\\npreceq")

481+ , ('\8929', "\\nsucceq")

482+ , ('\8930', "\\nsqsubseteq")

483+ , ('\8931', "\\nsqsupseteq")

484+ , ('\8934', "\\lnsim")

485+ , ('\8935', "\\gnsim")

486+ , ('\8936', "\\precnsim")

487+ , ('\8937', "\\succnsim")

488+ , ('\8938', "\\ntriangleleft")

489+ , ('\8939', "\\ntriangleright")

490+ , ('\8940', "\\ntrianglelefteq")

491+ , ('\8941', "\\ntrianglerighteq")

492+ , ('\8942', "\\vdots")

493+ , ('\8943', "\\cdots")

494+ , ('\8944', "\\iddots")

495+ , ('\8945', "\\ddots")

496+ , ('\8950', "\\barin")

497+ , ('\768', "\\grave")

498+ , ('\769', "\\acute")

499+ , ('\770', "\\hat")

500+ , ('\771', "\\tilde")

501+ , ('\772', "\\bar")

502+ , ('\773', "\\overline")

503+ , ('\774', "\\breve")

504+ , ('\775', "\\dot")

505+ , ('\776', "\\ddot")

506+ , ('\8969', "\\rceil")

507+ , ('\8970', "\\lfloor")

508+ , ('\8971', "\\rfloor")

509+ , ('\780', "\\check")

510+ , ('\8976', "\\invneg")

511+ , ('\8977', "\\wasylozenge")

512+ , ('\8988', "\\ulcorner")

513+ , ('\8989', "\\urcorner")

514+ , ('\8990', "\\llcorner")

515+ , ('\8991', "\\lrcorner")

516+ , ('\8994', "\\frown")

517+ , ('\8995', "\\smile")

518+ , ('\816', "\\utilde")

519+ , ('\817', "\\underbar")

520+ , ('\818', "\\underline")

521+ , ('\824', "\\not")

522+ , ('\9017', "\\APLinv")

523+ , ('\9023', "\\notslash")

524+ , ('\9024', "\\notbackslash")

525+ , ('\9031', "\\APLleftarrowbox")

526+ , ('\9032', "\\APLrightarrowbox")

527+ , ('\9040', "\\APLuparrowbox")

528+ , ('\9047', "\\APLdownarrowbox")

529+ , ('\9053', "\\APLcomment")

530+ , ('\9054', "\\APLinput")

531+ , ('\9055', "\\APLlog")

532+ , ('\120599', "\\vartheta")

533+ , ('\9707', "\\boxbar")

534+ , ('\915', "\\Gamma")

535+ , ('\916', "\\Delta")

536+ , ('\920', "\\Theta")

537+ , ('\923', "\\Lambda")

538+ , ('\926', "\\Xi")

539+ , ('\928', "\\Pi")

540+ , ('\931', "\\Sigma")

541+ , ('\933', "\\Upsilon")

542+ , ('\934', "\\Phi")

543+ , ('\936', "\\Psi")

544+ , ('\937', "\\Omega")

545+ , ('\945', "\\alpha")

546+ , ('\946', "\\beta")

547+ , ('\947', "\\gamma")

548+ , ('\948', "\\delta")

549+ , ('\949', "\\varepsilon")

550+ , ('\950', "\\zeta")

551+ , ('\951', "\\eta")

552+ , ('\952', "\\theta")

553+ , ('\953', "\\iota")

554+ , ('\954', "\\kappa")

555+ , ('\955', "\\lambda")

556+ , ('\956', "\\mu")

557+ , ('\957', "\\nu")

558+ , ('\958', "\\xi")

559+ , ('\960', "\\pi")

560+ , ('\961', "\\rho")

561+ , ('\962', "\\varsigma")

562+ , ('\963', "\\sigma")

563+ , ('\964', "\\tau")

564+ , ('\965', "\\upsilon")

565+ , ('\966', "\\varphi")

566+ , ('\967', "\\chi")

567+ , ('\968', "\\psi")

568+ , ('\969', "\\omega")

569+ , ('\976', "\\varbeta")

570+ , ('\977', "\\vartheta")

571+ , ('\981', "\\phi")

572+ , ('\982', "\\varpi")

573+ , ('\984', "\\Qoppa")

574+ , ('\985', "\\qoppa")

575+ , ('\986', "\\Stigma")

576+ , ('\987', "\\stigma")

577+ , ('\9180', "\\overparen")

578+ , ('\9181', "\\underparen")

579+ , ('\9182', "\\overbrace")

580+ , ('\9183', "\\underbrace")

581+ , ('\992', "\\Sampi")

582+ , ('\993', "\\sampi")

583+ , ('\9723', "\\square")

584+ , ('\9724', "\\blacksquare")

585+ , ('\1009', "\\varrho")

586+ , ('\1013', "\\epsilon")

587+ , ('\1014', "\\backepsilon")

588+ , ('\119808', "\\mathbf{A}")

589+ , ('\119809', "\\mathbf{B}")

590+ , ('\119810', "\\mathbf{C}")

591+ , ('\119811', "\\mathbf{D}")

592+ , ('\119812', "\\mathbf{E}")

593+ , ('\119813', "\\mathbf{F}")

594+ , ('\119814', "\\mathbf{G}")

595+ , ('\119815', "\\mathbf{H}")

596+ , ('\119816', "\\mathbf{I}")

597+ , ('\119817', "\\mathbf{J}")

598+ , ('\119818', "\\mathbf{K}")

599+ , ('\119819', "\\mathbf{L}")

600+ , ('\119820', "\\mathbf{M}")

601+ , ('\119821', "\\mathbf{N}")

602+ , ('\119822', "\\mathbf{O}")

603+ , ('\119823', "\\mathbf{P}")

604+ , ('\119824', "\\mathbf{Q}")

605+ , ('\119825', "\\mathbf{R}")

606+ , ('\119826', "\\mathbf{S}")

607+ , ('\119827', "\\mathbf{T}")

608+ , ('\119828', "\\mathbf{U}")

609+ , ('\119829', "\\mathbf{V}")

610+ , ('\119830', "\\mathbf{W}")

611+ , ('\119831', "\\mathbf{X}")

612+ , ('\119832', "\\mathbf{Y}")

613+ , ('\119833', "\\mathbf{Z}")

614+ , ('\119834', "\\mathbf{a}")

615+ , ('\119835', "\\mathbf{b}")

616+ , ('\119836', "\\mathbf{c}")

617+ , ('\119837', "\\mathbf{d}")

618+ , ('\119838', "\\mathbf{e}")

619+ , ('\119839', "\\mathbf{f}")

620+ , ('\119840', "\\mathbf{g}")

621+ , ('\119841', "\\mathbf{h}")

622+ , ('\119842', "\\mathbf{i}")

623+ , ('\119843', "\\mathbf{j}")

624+ , ('\119844', "\\mathbf{k}")

625+ , ('\119845', "\\mathbf{l}")

626+ , ('\119846', "\\mathbf{m}")

627+ , ('\119847', "\\mathbf{n}")

628+ , ('\119848', "\\mathbf{o}")

629+ , ('\119849', "\\mathbf{p}")

630+ , ('\119850', "\\mathbf{q}")

631+ , ('\119851', "\\mathbf{r}")

632+ , ('\119852', "\\mathbf{s}")

633+ , ('\119853', "\\mathbf{t}")

634+ , ('\119854', "\\mathbf{u}")

635+ , ('\119855', "\\mathbf{v}")

636+ , ('\119856', "\\mathbf{w}")

637+ , ('\119857', "\\mathbf{x}")

638+ , ('\119858', "\\mathbf{y}")

639+ , ('\119859', "\\mathbf{z}")

640+ , ('\119860', "A")

641+ , ('\119861', "B")

642+ , ('\119862', "C")

643+ , ('\119863', "D")

644+ , ('\119864', "E")

645+ , ('\119865', "F")

646+ , ('\119866', "G")

647+ , ('\119867', "H")

648+ , ('\119868', "I")

649+ , ('\119869', "J")

650+ , ('\119870', "K")

651+ , ('\119871', "L")

652+ , ('\119872', "M")

653+ , ('\119873', "N")

654+ , ('\119874', "O")

655+ , ('\119875', "P")

656+ , ('\119876', "Q")

657+ , ('\119877', "R")

658+ , ('\119878', "S")

659+ , ('\119879', "T")

660+ , ('\119880', "U")

661+ , ('\119881', "V")

662+ , ('\119882', "W")

663+ , ('\119883', "X")

664+ , ('\119884', "Y")

665+ , ('\119885', "Z")

666+ , ('\119886', "a")

667+ , ('\119887', "b")

668+ , ('\119888', "c")

669+ , ('\119889', "d")

670+ , ('\119890', "e")

671+ , ('\119891', "f")

672+ , ('\119892', "g")

673+ , ('\119894', "i")

674+ , ('\119895', "j")

675+ , ('\119896', "k")

676+ , ('\119897', "l")

677+ , ('\119898', "m")

678+ , ('\119899', "n")

679+ , ('\119900', "o")

680+ , ('\119901', "p")

681+ , ('\119902', "q")

682+ , ('\119903', "r")

683+ , ('\119904', "s")

684+ , ('\119905', "t")

685+ , ('\119906', "u")

686+ , ('\119907', "v")

687+ , ('\119908', "w")

688+ , ('\119909', "x")

689+ , ('\119910', "y")

690+ , ('\119911', "z")

691+ , ('\119912', "\\mathbfit{A}")

692+ , ('\119913', "\\mathbfit{B}")

693+ , ('\119914', "\\mathbfit{C}")

694+ , ('\119915', "\\mathbfit{D}")

695+ , ('\119916', "\\mathbfit{E}")

696+ , ('\119917', "\\mathbfit{F}")

697+ , ('\119918', "\\mathbfit{G}")

698+ , ('\119919', "\\mathbfit{H}")

699+ , ('\119920', "\\mathbfit{I}")

700+ , ('\119921', "\\mathbfit{J}")

701+ , ('\119922', "\\mathbfit{K}")

702+ , ('\119923', "\\mathbfit{L}")

703+ , ('\119924', "\\mathbfit{M}")

704+ , ('\119925', "\\mathbfit{N}")

705+ , ('\119926', "\\mathbfit{O}")

706+ , ('\119927', "\\mathbfit{P}")

707+ , ('\119928', "\\mathbfit{Q}")

708+ , ('\119929', "\\mathbfit{R}")

709+ , ('\119930', "\\mathbfit{S}")

710+ , ('\119931', "\\mathbfit{T}")

711+ , ('\119932', "\\mathbfit{U}")

712+ , ('\119933', "\\mathbfit{V}")

713+ , ('\119934', "\\mathbfit{W}")

714+ , ('\119935', "\\mathbfit{X}")

715+ , ('\119936', "\\mathbfit{Y}")

716+ , ('\119937', "\\mathbfit{Z}")

717+ , ('\119938', "\\mathbfit{a}")

718+ , ('\119939', "\\mathbfit{b}")

719+ , ('\119940', "\\mathbfit{c}")

720+ , ('\119941', "\\mathbfit{d}")

721+ , ('\119942', "\\mathbfit{e}")

722+ , ('\119943', "\\mathbfit{f}")

723+ , ('\119944', "\\mathbfit{g}")

724+ , ('\119945', "\\mathbfit{h}")

725+ , ('\119946', "\\mathbfit{i}")

726+ , ('\119947', "\\mathbfit{j}")

727+ , ('\119948', "\\mathbfit{k}")

728+ , ('\119949', "\\mathbfit{l}")

729+ , ('\119950', "\\mathbfit{m}")

730+ , ('\119951', "\\mathbfit{n}")

731+ , ('\119952', "\\mathbfit{o}")

732+ , ('\119953', "\\mathbfit{p}")

733+ , ('\119954', "\\mathbfit{q}")

734+ , ('\119955', "\\mathbfit{r}")

735+ , ('\119956', "\\mathbfit{s}")

736+ , ('\119957', "\\mathbfit{t}")

737+ , ('\119958', "\\mathbfit{u}")

738+ , ('\119959', "\\mathbfit{v}")

739+ , ('\119960', "\\mathbfit{w}")

740+ , ('\119961', "\\mathbfit{x}")

741+ , ('\119962', "\\mathbfit{y}")

742+ , ('\119963', "\\mathbfit{z}")

743+ , ('\119964', "\\mathcal{A}")

744+ , ('\119966', "\\mathcal{C}")

745+ , ('\119967', "\\mathcal{D}")

746+ , ('\119970', "\\mathcal{G}")

747+ , ('\119973', "\\mathcal{J}")

748+ , ('\119974', "\\mathcal{K}")

749+ , ('\119977', "\\mathcal{N}")

750+ , ('\119978', "\\mathcal{O}")

751+ , ('\119979', "\\mathcal{P}")

752+ , ('\119980', "\\mathcal{Q}")

753+ , ('\119982', "\\mathcal{S}")

754+ , ('\119983', "\\mathcal{T}")

755+ , ('\119984', "\\mathcal{U}")

756+ , ('\119985', "\\mathcal{V}")

757+ , ('\119986', "\\mathcal{W}")

758+ , ('\119987', "\\mathcal{X}")

759+ , ('\119988', "\\mathcal{Y}")

760+ , ('\119989', "\\mathcal{Z}")

761+ , ('\119990', "\\mathcal{a}")

762+ , ('\119991', "\\mathcal{b}")

763+ , ('\119992', "\\mathcal{c}")

764+ , ('\119993', "\\mathcal{d}")

765+ , ('\119995', "\\mathcal{f}")

766+ , ('\119997', "\\mathcal{h}")

767+ , ('\119998', "\\mathcal{i}")

768+ , ('\119999', "\\mathcal{j}")

769+ , ('\120000', "\\mathcal{k}")

770+ , ('\120001', "\\mathcal{l}")

771+ , ('\120002', "\\mathcal{m}")

772+ , ('\120003', "\\mathcal{n}")

773+ , ('\120005', "\\mathcal{p}")

774+ , ('\120006', "\\mathcal{q}")

775+ , ('\120007', "\\mathcal{r}")

776+ , ('\120008', "\\mathcal{s}")

777+ , ('\120009', "\\mathcal{t}")

778+ , ('\120010', "\\mathcal{u}")

779+ , ('\120011', "\\mathcal{v}")

780+ , ('\120012', "\\mathcal{w}")

781+ , ('\120013', "\\mathcal{x}")

782+ , ('\120014', "\\mathcal{y}")

783+ , ('\120015', "\\mathcal{z}")

784+ , ('\120355', "\\mathsfit{b}")

785+ , ('\120068', "\\mathfrak{A}")

786+ , ('\120069', "\\mathfrak{B}")

787+ , ('\120071', "\\mathfrak{D}")

788+ , ('\120072', "\\mathfrak{E}")

789+ , ('\120073', "\\mathfrak{F}")

790+ , ('\120074', "\\mathfrak{G}")

791+ , ('\8407', "\\vec")

792+ , ('\120077', "\\mathfrak{J}")

793+ , ('\120078', "\\mathfrak{K}")

794+ , ('\120079', "\\mathfrak{L}")

795+ , ('\120080', "\\mathfrak{M}")

796+ , ('\120081', "\\mathfrak{N}")

797+ , ('\120082', "\\mathfrak{O}")

798+ , ('\120083', "\\mathfrak{P}")

799+ , ('\120084', "\\mathfrak{Q}")

800+ , ('\120086', "\\mathfrak{S}")

801+ , ('\120087', "\\mathfrak{T}")

802+ , ('\120088', "\\mathfrak{U}")

803+ , ('\120089', "\\mathfrak{V}")

804+ , ('\120090', "\\mathfrak{W}")

805+ , ('\120091', "\\mathfrak{X}")

806+ , ('\120092', "\\mathfrak{Y}")

807+ , ('\120094', "\\mathfrak{a}")

808+ , ('\120095', "\\mathfrak{b}")

809+ , ('\120096', "\\mathfrak{c}")

810+ , ('\120097', "\\mathfrak{d}")

811+ , ('\120098', "\\mathfrak{e}")

812+ , ('\120099', "\\mathfrak{f}")

813+ , ('\120100', "\\mathfrak{g}")

814+ , ('\120101', "\\mathfrak{h}")

815+ , ('\120102', "\\mathfrak{i}")

816+ , ('\120103', "\\mathfrak{j}")

817+ , ('\120104', "\\mathfrak{k}")

818+ , ('\120105', "\\mathfrak{l}")

819+ , ('\120106', "\\mathfrak{m}")

820+ , ('\120107', "\\mathfrak{n}")

821+ , ('\120108', "\\mathfrak{o}")

822+ , ('\120109', "\\mathfrak{p}")

823+ , ('\120110', "\\mathfrak{q}")

824+ , ('\120111', "\\mathfrak{r}")

825+ , ('\120112', "\\mathfrak{s}")

826+ , ('\120113', "\\mathfrak{t}")

827+ , ('\120114', "\\mathfrak{u}")

828+ , ('\120115', "\\mathfrak{v}")

829+ , ('\120116', "\\mathfrak{w}")

830+ , ('\120117', "\\mathfrak{x}")

831+ , ('\120118', "\\mathfrak{y}")

832+ , ('\120119', "\\mathfrak{z}")

833+ , ('\120120', "\\mathbb{A}")

834+ , ('\120121', "\\mathbb{B}")

835+ , ('\120123', "\\mathbb{D}")

836+ , ('\120124', "\\mathbb{E}")

837+ , ('\120125', "\\mathbb{F}")

838+ , ('\120126', "\\mathbb{G}")

839+ , ('\120128', "\\mathbb{I}")

840+ , ('\120129', "\\mathbb{J}")

841+ , ('\120130', "\\mathbb{K}")

842+ , ('\120131', "\\mathbb{L}")

843+ , ('\120132', "\\mathbb{M}")

844+ , ('\120134', "\\mathbb{O}")

845+ , ('\120138', "\\mathbb{S}")

846+ , ('\120139', "\\mathbb{T}")

847+ , ('\120140', "\\mathbb{U}")

848+ , ('\120141', "\\mathbb{V}")

849+ , ('\120142', "\\mathbb{W}")

850+ , ('\120143', "\\mathbb{X}")

851+ , ('\120144', "\\mathbb{Y}")

852+ , ('\120146', "\\mathbb{a}")

853+ , ('\120147', "\\mathbb{b}")

854+ , ('\120148', "\\mathbb{c}")

855+ , ('\120149', "\\mathbb{d}")

856+ , ('\120150', "\\mathbb{e}")

857+ , ('\120151', "\\mathbb{f}")

858+ , ('\120152', "\\mathbb{g}")

859+ , ('\120153', "\\mathbb{h}")

860+ , ('\120154', "\\mathbb{i}")

861+ , ('\120155', "\\mathbb{j}")

862+ , ('\120156', "\\mathbb{k}")

863+ , ('\120157', "\\mathbb{l}")

864+ , ('\120158', "\\mathbb{m}")

865+ , ('\120159', "\\mathbb{n}")

866+ , ('\120160', "\\mathbb{o}")

867+ , ('\120161', "\\mathbb{p}")

868+ , ('\120162', "\\mathbb{q}")

869+ , ('\120163', "\\mathbb{r}")

870+ , ('\120164', "\\mathbb{s}")

871+ , ('\120165', "\\mathbb{t}")

872+ , ('\120166', "\\mathbb{u}")

873+ , ('\120167', "\\mathbb{v}")

874+ , ('\120168', "\\mathbb{w}")

875+ , ('\120169', "\\mathbb{x}")

876+ , ('\120170', "\\mathbb{y}")

877+ , ('\120171', "\\mathbb{z}")

878+ , ('\9789', "\\rightmoon")

879+ , ('\9790', "\\leftmoon")

880+ , ('\9791', "\\mercury")

881+ , ('\9792', "\\female")

882+ , ('\9793', "\\earth")

883+ , ('\9794', "\\male")

884+ , ('\9795', "\\jupiter")

885+ , ('\9796', "\\saturn")

886+ , ('\9797', "\\uranus")

887+ , ('\120224', "\\mathsf{A}")

888+ , ('\120225', "\\mathsf{B}")

889+ , ('\120226', "\\mathsf{C}")

890+ , ('\120227', "\\mathsf{D}")

891+ , ('\120228', "\\mathsf{E}")

892+ , ('\120229', "\\mathsf{F}")

893+ , ('\120230', "\\mathsf{G}")

894+ , ('\120231', "\\mathsf{H}")

895+ , ('\120232', "\\mathsf{I}")

896+ , ('\120233', "\\mathsf{J}")

897+ , ('\120234', "\\mathsf{K}")

898+ , ('\120235', "\\mathsf{L}")

899+ , ('\120236', "\\mathsf{M}")

900+ , ('\120237', "\\mathsf{N}")

901+ , ('\120238', "\\mathsf{O}")

902+ , ('\120239', "\\mathsf{P}")

903+ , ('\120240', "\\mathsf{Q}")

904+ , ('\120241', "\\mathsf{R}")

905+ , ('\120242', "\\mathsf{S}")

906+ , ('\9651', "\\bigtriangleup")

907+ , ('\120244', "\\mathsf{U}")

908+ , ('\120245', "\\mathsf{V}")

909+ , ('\120246', "\\mathsf{W}")

910+ , ('\120247', "\\mathsf{X}")

911+ , ('\120248', "\\mathsf{Y}")

912+ , ('\120249', "\\mathsf{Z}")

913+ , ('\120250', "\\mathsf{a}")

914+ , ('\120251', "\\mathsf{b}")

915+ , ('\120252', "\\mathsf{c}")

916+ , ('\9661', "\\bigtriangledown")

917+ , ('\120254', "\\mathsf{e}")

918+ , ('\120255', "\\mathsf{f}")

919+ , ('\120256', "\\mathsf{g}")

920+ , ('\120257', "\\mathsf{h}")

921+ , ('\120258', "\\mathsf{i}")

922+ , ('\120259', "\\mathsf{j}")

923+ , ('\120260', "\\mathsf{k}")

924+ , ('\120261', "\\mathsf{l}")

925+ , ('\120262', "\\mathsf{m}")

926+ , ('\9671', "\\Diamond")

927+ , ('\120264', "\\mathsf{o}")

928+ , ('\120265', "\\mathsf{p}")

929+ , ('\120266', "\\mathsf{q}")

930+ , ('\9675', "\\Circle")

931+ , ('\120268', "\\mathsf{s}")

932+ , ('\120269', "\\mathsf{t}")

933+ , ('\120270', "\\mathsf{u}")

934+ , ('\120271', "\\mathsf{v}")

935+ , ('\9680', "\\LEFTcircle")

936+ , ('\120273', "\\mathsf{x}")

937+ , ('\120274', "\\mathsf{y}")

938+ , ('\120275', "\\mathsf{z}")

939+ , ('\120276', "\\mathsfbf{A}")

940+ , ('\120277', "\\mathsfbf{B}")

941+ , ('\9686', "\\LEFTCIRCLE")

942+ , ('\9687', "\\RIGHTCIRCLE")

943+ , ('\120280', "\\mathsfbf{E}")

944+ , ('\120281', "\\mathsfbf{F}")

945+ , ('\120282', "\\mathsfbf{G}")

946+ , ('\120283', "\\mathsfbf{H}")

947+ , ('\120284', "\\mathsfbf{I}")

948+ , ('\120285', "\\mathsfbf{J}")

949+ , ('\120286', "\\mathsfbf{K}")

950+ , ('\120287', "\\mathsfbf{L}")

951+ , ('\120288', "\\mathsfbf{M}")

952+ , ('\120289', "\\mathsfbf{N}")

953+ , ('\120290', "\\mathsfbf{O}")

954+ , ('\120291', "\\mathsfbf{P}")

955+ , ('\120292', "\\mathsfbf{Q}")

956+ , ('\120293', "\\mathsfbf{R}")

957+ , ('\120294', "\\mathsfbf{S}")

958+ , ('\120295', "\\mathsfbf{T}")

959+ , ('\120296', "\\mathsfbf{U}")

960+ , ('\120297', "\\mathsfbf{V}")

961+ , ('\120298', "\\mathsfbf{W}")

962+ , ('\120299', "\\mathsfbf{X}")

963+ , ('\120300', "\\mathsfbf{Y}")

964+ , ('\120301', "\\mathsfbf{Z}")

965+ , ('\120302', "\\mathsfbf{a}")

966+ , ('\120303', "\\mathsfbf{b}")

967+ , ('\120304', "\\mathsfbf{c}")

968+ , ('\120305', "\\mathsfbf{d}")

969+ , ('\120306', "\\mathsfbf{e}")

970+ , ('\120307', "\\mathsfbf{f}")

971+ , ('\120308', "\\mathsfbf{g}")

972+ , ('\120309', "\\mathsfbf{h}")

973+ , ('\120310', "\\mathsfbf{i}")

974+ , ('\120311', "\\mathsfbf{j}")

975+ , ('\120312', "\\mathsfbf{k}")

976+ , ('\120313', "\\mathsfbf{l}")

977+ , ('\120314', "\\mathsfbf{m}")

978+ , ('\120315', "\\mathsfbf{n}")

979+ , ('\120316', "\\mathsfbf{o}")

980+ , ('\120317', "\\mathsfbf{p}")

981+ , ('\120318', "\\mathsfbf{q}")

982+ , ('\120319', "\\mathsfbf{r}")

983+ , ('\120320', "\\mathsfbf{s}")

984+ , ('\120321', "\\mathsfbf{t}")

985+ , ('\120322', "\\mathsfbf{u}")

986+ , ('\120323', "\\mathsfbf{v}")

987+ , ('\120324', "\\mathsfbf{w}")

988+ , ('\120325', "\\mathsfbf{x}")

989+ , ('\120326', "\\mathsfbf{y}")

990+ , ('\120327', "\\mathsfbf{z}")

991+ , ('\120328', "\\mathsfit{A}")

992+ , ('\120329', "\\mathsfit{B}")

993+ , ('\120330', "\\mathsfit{C}")

994+ , ('\120331', "\\mathsfit{D}")

995+ , ('\120332', "\\mathsfit{E}")

996+ , ('\120333', "\\mathsfit{F}")

997+ , ('\120334', "\\mathsfit{G}")

998+ , ('\120335', "\\mathsfit{H}")

999+ , ('\9744', "\\Square")

1000+ , ('\120337', "\\mathsfit{J}")

1001+ , ('\120338', "\\mathsfit{K}")

1002+ , ('\120339', "\\mathsfit{L}")

1003+ , ('\120340', "\\mathsfit{M}")

1004+ , ('\9749', "\\steaming")

1005+ , ('\120342', "\\mathsfit{O}")

1006+ , ('\120343', "\\mathsfit{P}")

1007+ , ('\120344', "\\mathsfit{Q}")

1008+ , ('\120345', "\\mathsfit{R}")

1009+ , ('\120346', "\\mathsfit{S}")

1010+ , ('\120347', "\\mathsfit{T}")

1011+ , ('\120348', "\\mathsfit{U}")

1012+ , ('\120349', "\\mathsfit{V}")

1013+ , ('\9758', "\\pointright")

1014+ , ('\120351', "\\mathsfit{X}")

1015+ , ('\9760', "\\skull")

1016+ , ('\120353', "\\mathsfit{Z}")

1017+ , ('\9762', "\\radiation")

1018+ , ('\9763', "\\biohazard")

1019+ , ('\120356', "\\mathsfit{c}")

1020+ , ('\120357', "\\mathsfit{d}")

1021+ , ('\120358', "\\mathsfit{e}")

1022+ , ('\120359', "\\mathsfit{f}")

1023+ , ('\120360', "\\mathsfit{g}")

1024+ , ('\120361', "\\mathsfit{h}")

1025+ , ('\120362', "\\mathsfit{i}")

1026+ , ('\120363', "\\mathsfit{j}")

1027+ , ('\120364', "\\mathsfit{k}")

1028+ , ('\120365', "\\mathsfit{l}")

1029+ , ('\120366', "\\mathsfit{m}")

1030+ , ('\9775', "\\yinyang")

1031+ , ('\120368', "\\mathsfit{o}")

1032+ , ('\120369', "\\mathsfit{p}")

1033+ , ('\120370', "\\mathsfit{q}")

1034+ , ('\120371', "\\mathsfit{r}")

1035+ , ('\120372', "\\mathsfit{s}")

1036+ , ('\120373', "\\mathsfit{t}")

1037+ , ('\120374', "\\mathsfit{u}")

1038+ , ('\120375', "\\mathsfit{v}")

1039+ , ('\120376', "\\mathsfit{w}")

1040+ , ('\9785', "\\frownie")

1041+ , ('\120378', "\\mathsfit{y}")

1042+ , ('\120379', "\\mathsfit{z}")

1043+ , ('\120380', "\\mathsfbfit{A}")

1044+ , ('\120381', "\\mathsfbfit{B}")

1045+ , ('\120382', "\\mathsfbfit{C}")

1046+ , ('\120383', "\\mathsfbfit{D}")

1047+ , ('\120384', "\\mathsfbfit{E}")

1048+ , ('\120385', "\\mathsfbfit{F}")

1049+ , ('\120386', "\\mathsfbfit{G}")

1050+ , ('\120387', "\\mathsfbfit{H}")

1051+ , ('\120388', "\\mathsfbfit{I}")

1052+ , ('\120389', "\\mathsfbfit{J}")

1053+ , ('\9798', "\\neptune")

1054+ , ('\9799', "\\pluto")

1055+ , ('\120392', "\\mathsfbfit{M}")

1056+ , ('\120393', "\\mathsfbfit{N}")

1057+ , ('\120394', "\\mathsfbfit{O}")

1058+ , ('\120395', "\\mathsfbfit{P}")

1059+ , ('\120396', "\\mathsfbfit{Q}")

1060+ , ('\120397', "\\mathsfbfit{R}")

1061+ , ('\9806', "\\libra")

1062+ , ('\120399', "\\mathsfbfit{T}")

1063+ , ('\120400', "\\mathsfbfit{U}")

1064+ , ('\120401', "\\mathsfbfit{V}")

1065+ , ('\9810', "\\aquarius")

1066+ , ('\9811', "\\pisces")

1067+ , ('\120404', "\\mathsfbfit{Y}")

1068+ , ('\120405', "\\mathsfbfit{Z}")

1069+ , ('\120406', "\\mathsfbfit{a}")

1070+ , ('\120407', "\\mathsfbfit{b}")

1071+ , ('\120408', "\\mathsfbfit{c}")

1072+ , ('\120409', "\\mathsfbfit{d}")

1073+ , ('\120410', "\\mathsfbfit{e}")

1074+ , ('\120411', "\\mathsfbfit{f}")

1075+ , ('\120412', "\\mathsfbfit{g}")

1076+ , ('\120413', "\\mathsfbfit{h}")

1077+ , ('\120414', "\\mathsfbfit{i}")

1078+ , ('\120421', "\\mathsfbfit{p}")

1079+ , ('\9824', "\\spadesuit")

1080+ , ('\9825', "\\heartsuit")

1081+ , ('\120418', "\\mathsfbfit{m}")

1082+ , ('\120419', "\\mathsfbfit{n}")

1083+ , ('\9828', "\\varspadesuit")

1084+ , ('\9829', "\\varheartsuit")

1085+ , ('\9830', "\\vardiamondsuit")

1086+ , ('\9831', "\\varclubsuit")

1087+ , ('\120424', "\\mathsfbfit{s}")

1088+ , ('\9833', "\\quarternote")

1089+ , ('\9834', "\\eighthnote")

1090+ , ('\9835', "\\twonotes")

1091+ , ('\9836', "\\sixteenthnote")

1092+ , ('\120429', "\\mathsfbfit{x}")

1093+ , ('\9838', "\\natural")

1094+ , ('\9839', "\\sharp")

1095+ , ('\120432', "\\mathtt{A}")

1096+ , ('\120433', "\\mathtt{B}")

1097+ , ('\120434', "\\mathtt{C}")

1098+ , ('\120435', "\\mathtt{D}")

1099+ , ('\120436', "\\mathtt{E}")

1100+ , ('\120437', "\\mathtt{F}")

1101+ , ('\120438', "\\mathtt{G}")

1102+ , ('\120439', "\\mathtt{H}")

1103+ , ('\120440', "\\mathtt{I}")

1104+ , ('\120441', "\\mathtt{J}")

1105+ , ('\120442', "\\mathtt{K}")

1106+ , ('\120443', "\\mathtt{L}")

1107+ , ('\120444', "\\mathtt{M}")

1108+ , ('\120426', "\\mathsfbfit{u}")

1109+ , ('\120446', "\\mathtt{O}")

1110+ , ('\120447', "\\mathtt{P}")

1111+ , ('\120448', "\\mathtt{Q}")

1112+ , ('\120449', "\\mathtt{R}")

1113+ , ('\120450', "\\mathtt{S}")

1114+ , ('\120451', "\\mathtt{T}")

1115+ , ('\120452', "\\mathtt{U}")

1116+ , ('\120453', "\\mathtt{V}")

1117+ , ('\120454', "\\mathtt{W}")

1118+ , ('\120455', "\\mathtt{X}")

1119+ , ('\120456', "\\mathtt{Y}")

1120+ , ('\120428', "\\mathsfbfit{w}")

1121+ , ('\120458', "\\mathtt{a}")

1122+ , ('\120459', "\\mathtt{b}")

1123+ , ('\120460', "\\mathtt{c}")

1124+ , ('\120461', "\\mathtt{d}")

1125+ , ('\120462', "\\mathtt{e}")

1126+ , ('\9837', "\\flat")

1127+ , ('\120464', "\\mathtt{g}")

1128+ , ('\120465', "\\mathtt{h}")

1129+ , ('\120466', "\\mathtt{i}")

1130+ , ('\9875', "\\anchor")

1131+ , ('\9876', "\\swords")

1132+ , ('\120430', "\\mathsfbfit{y}")

1133+ , ('\120470', "\\mathtt{m}")

1134+ , ('\120471', "\\mathtt{n}")

1135+ , ('\120472', "\\mathtt{o}")

1136+ , ('\120473', "\\mathtt{p}")

1137+ , ('\120474', "\\mathtt{q}")

1138+ , ('\120475', "\\mathtt{r}")

1139+ , ('\120476', "\\mathtt{s}")

1140+ , ('\120477', "\\mathtt{t}")

1141+ , ('\120478', "\\mathtt{u}")

1142+ , ('\120479', "\\mathtt{v}")

1143+ , ('\9888', "\\warning")

1144+ , ('\120481', "\\mathtt{x}")

1145+ , ('\120482', "\\mathtt{y}")

1146+ , ('\120483', "\\mathtt{z}")

1147+ , ('\120484', "\\imath")

1148+ , ('\120485', "\\jmath")

1149+ , ('\120490', "\\mathbf{\\Gamma}")

1150+ , ('\120491', "\\mathbf{\\Delta}")

1151+ , ('\120495', "\\mathbf{\\Theta}")

1152+ , ('\120498', "\\mathbf{\\Lambda}")

1153+ , ('\120354', "\\mathsfit{a}")

1154+ , ('\120501', "\\mathbf{\\Xi}")

1155+ , ('\120503', "\\mathbf{\\Pi}")

1156+ , ('\120506', "\\mathbf{\\Sigma}")

1157+ , ('\120508', "\\mathbf{\\Upsilon}")

1158+ , ('\120509', "\\mathbf{\\Phi}")

1159+ , ('\120511', "\\mathbf{\\Psi}")

1160+ , ('\120512', "\\mathbf{\\Omega}")

1161+ , ('\120514', "\\mathbf{\\alpha}")

1162+ , ('\120515', "\\mathbf{\\beta}")

1163+ , ('\120516', "\\mathbf{\\gamma}")

1164+ , ('\120517', "\\mathbf{\\delta}")

1165+ , ('\120518', "\\mathbf{\\varepsilon}")

1166+ , ('\120519', "\\mathbf{\\zeta}")

1167+ , ('\120520', "\\mathbf{\\eta}")

1168+ , ('\120521', "\\mathbf{\\theta}")

1169+ , ('\120522', "\\mathbf{\\iota}")

1170+ , ('\120523', "\\mathbf{\\kappa}")

1171+ , ('\120524', "\\mathbf{\\lambda}")

1172+ , ('\120525', "\\mathbf{\\mu}")

1173+ , ('\120526', "\\mathbf{\\nu}")

1174+ , ('\120527', "\\mathbf{\\xi}")

1175+ , ('\120529', "\\mathbf{\\pi}")

1176+ , ('\120530', "\\mathbf{\\rho}")

1177+ , ('\120531', "\\mathbf{\\varsigma}")

1178+ , ('\120532', "\\mathbf{\\sigma}")

1179+ , ('\120533', "\\mathbf{\\tau}")

1180+ , ('\120534', "\\mathbf{\\upsilon}")

1181+ , ('\120535', "\\mathbf{\\varphi}")

1182+ , ('\120536', "\\mathbf{\\chi}")

1183+ , ('\120537', "\\mathbf{\\psi}")

1184+ , ('\120538', "\\mathbf{\\omega}")

1185+ , ('\120540', "\\mathbf{\\epsilon}")

1186+ , ('\120541', "\\mathbf{\\vartheta}")

1187+ , ('\120543', "\\mathbf{\\phi}")

1188+ , ('\120544', "\\mathbf{\\varrho}")

1189+ , ('\120545', "\\mathbf{\\varpi}")

1190+ , ('\9851', "\\recycle")

1191+ , ('\120548', "\\Gamma")

1192+ , ('\120549', "\\Delta")

1193+ , ('\120553', "\\Theta")

1194+ , ('\120556', "\\Lambda")

1195+ , ('\120445', "\\mathtt{N}")

1196+ , ('\120561', "\\Pi")

1197+ , ('\120564', "\\Sigma")

1198+ , ('\120566', "\\Upsilon")

1199+ , ('\120567', "\\Phi")

1200+ , ('\120569', "\\Psi")

1201+ , ('\120570', "\\Omega")

1202+ , ('\120572', "\\alpha")

1203+ , ('\120573', "\\beta")

1204+ , ('\120574', "\\gamma")

1205+ , ('\120575', "\\delta")

1206+ , ('\120576', "\\varepsilon")

1207+ , ('\8243', "\\second")

1208+ , ('\120578', "\\eta")

1209+ , ('\120579', "\\theta")

1210+ , ('\120580', "\\iota")

1211+ , ('\120581', "\\kappa")

1212+ , ('\120582', "\\lambda")

1213+ , ('\120583', "\\mu")

1214+ , ('\120584', "\\nu")

1215+ , ('\120585', "\\xi")

1216+ , ('\120587', "\\pi")

1217+ , ('\120588', "\\rho")

1218+ , ('\120589', "\\varsigma")

1219+ , ('\9998', "\\pencil")

1220+ , ('\120591', "\\tau")

1221+ , ('\120592', "\\upsilon")

1222+ , ('\120593', "\\varphi")

1223+ , ('\120594', "\\chi")

1224+ , ('\10003', "\\checkmark")

1225+ , ('\120596', "\\omega")

1226+ , ('\120597', "\\partial")

1227+ , ('\120598', "\\epsilon")

1228+ , ('\10007', "\\ballotx")

1229+ , ('\120600', "\\varkappa")

1230+ , ('\120601', "\\phi")

1231+ , ('\120602', "\\varrho")

1232+ , ('\120603', "\\varpi")

1233+ , ('\120606', "\\mathbfit{\\Gamma}")

1234+ , ('\120607', "\\mathbfit{\\Delta}")

1235+ , ('\10016', "\\maltese")

1236+ , ('\120611', "\\mathbfit{\\Theta}")

1237+ , ('\120614', "\\mathbfit{\\Lambda}")

1238+ , ('\305', "\\imath")

1239+ , ('\988', "\\Digamma")

1240+ , ('\120619', "\\mathbfit{\\Pi}")

1241+ , ('\120622', "\\mathbfit{\\Sigma}")

1242+ , ('\989', "\\digamma")

1243+ , ('\120624', "\\mathbfit{\\Upsilon}")

1244+ , ('\120625', "\\mathbfit{\\Phi}")

1245+ , ('\120627', "\\mathbfit{\\Psi}")

1246+ , ('\9745', "\\CheckedBox")

1247+ , ('\990', "\\Koppa")

1248+ , ('\120630', "\\mathbfit{\\alpha}")

1249+ , ('\120457', "\\mathtt{Z}")

1250+ , ('\120632', "\\mathbfit{\\gamma}")

1251+ , ('\120633', "\\mathbfit{\\delta}")

1252+ , ('\120634', "\\mathbfit{\\varepsilon}")

1253+ , ('\991', "\\koppa")

1254+ , ('\120636', "\\mathbfit{\\eta}")

1255+ , ('\120637', "\\mathbfit{\\theta}")

1256+ , ('\120638', "\\mathbfit{\\iota}")

1257+ , ('\120639', "\\mathbfit{\\kappa}")

1258+ , ('\120640', "\\mathbfit{\\lambda}")

1259+ , ('\120641', "\\mathbfit{\\mu}")

1260+ , ('\120642', "\\mathbfit{\\nu}")

1261+ , ('\120643', "\\mathbfit{\\xi}")

1262+ , ('\120645', "\\mathbfit{\\pi}")

1263+ , ('\120646', "\\mathbfit{\\rho}")

1264+ , ('\120647', "\\mathbfit{\\varsigma}")

1265+ , ('\120648', "\\mathbfit{\\sigma}")

1266+ , ('\120649', "\\mathbfit{\\tau}")

1267+ , ('\120650', "\\mathbfit{\\upsilon}")

1268+ , ('\120651', "\\mathbfit{\\varphi}")

1269+ , ('\120652', "\\mathbfit{\\chi}")

1270+ , ('\120653', "\\mathbfit{\\psi}")

1271+ , ('\120654', "\\mathbfit{\\omega}")

1272+ , ('\120656', "\\mathbfit{\\epsilon}")

1273+ , ('\120657', "\\mathbfit{\\vartheta}")

1274+ , ('\9746', "\\XBox")

1275+ , ('\120659', "\\mathbfit{\\phi}")

1276+ , ('\120660', "\\mathbfit{\\varrho}")

1277+ , ('\120661', "\\mathbfit{\\varpi}")

1278+ , ('\120664', "\\mathsfbf{\\Gamma}")

1279+ , ('\120665', "\\mathsfbf{\\Delta}")

1280+ , ('\120463', "\\mathtt{f}")

1281+ , ('\120669', "\\mathsfbf{\\Theta}")

1282+ , ('\120672', "\\mathsfbf{\\Lambda}")

1283+ , ('\120675', "\\mathsfbf{\\Xi}")

1284+ , ('\120336', "\\mathsfit{I}")

1285+ , ('\120677', "\\mathsfbf{\\Pi}")

1286+ , ('\120680', "\\mathsfbf{\\Sigma}")

1287+ , ('\120682', "\\mathsfbf{\\Upsilon}")

1288+ , ('\120683', "\\mathsfbf{\\Phi}")

1289+ , ('\120685', "\\mathsfbf{\\Psi}")

1290+ , ('\120686', "\\mathsfbf{\\Omega}")

1291+ , ('\120688', "\\mathsfbf{\\alpha}")

1292+ , ('\120689', "\\mathsfbf{\\beta}")

1293+ , ('\120690', "\\mathsfbf{\\gamma}")

1294+ , ('\120467', "\\mathtt{j}")

1295+ , ('\120692', "\\mathsfbf{\\varepsilon}")

1296+ , ('\120693', "\\mathsfbf{\\zeta}")

1297+ , ('\120694', "\\mathsfbf{\\eta}")

1298+ , ('\120695', "\\mathsfbf{\\theta}")

1299+ , ('\120696', "\\mathsfbf{\\iota}")

1300+ , ('\120468', "\\mathtt{k}")

1301+ , ('\120698', "\\mathsfbf{\\lambda}")

1302+ , ('\8511', "\\mathbb{\\Pi}")

1303+ , ('\120700', "\\mathsfbf{\\nu}")

1304+ , ('\120701', "\\mathsfbf{\\xi}")

1305+ , ('\120469', "\\mathtt{l}")

1306+ , ('\120704', "\\mathsfbf{\\rho}")

1307+ , ('\120705', "\\mathsfbf{\\varsigma}")

1308+ , ('\120706', "\\mathsfbf{\\sigma}")

1309+ , ('\120707', "\\mathsfbf{\\tau}")

1310+ , ('\120708', "\\mathsfbf{\\upsilon}")

1311+ , ('\120709', "\\mathsfbf{\\varphi}")

1312+ , ('\120710', "\\mathsfbf{\\chi}")

1313+ , ('\120711', "\\mathsfbf{\\psi}")

1314+ , ('\120712', "\\mathsfbf{\\omega}")

1315+ , ('\120714', "\\mathsfbf{\\epsilon}")

1316+ , ('\120715', "\\mathsfbf{\\vartheta}")

1317+ , ('\120717', "\\mathsfbf{\\phi}")

1318+ , ('\120718', "\\mathsfbf{\\varrho}")

1319+ , ('\120719', "\\mathsfbf{\\varpi}")

1320+ , ('\120722', "\\mathsfbfit{\\Gamma}")

1321+ , ('\120723', "\\mathsfbfit{\\Delta}")

1322+ , ('\120727', "\\mathsfbfit{\\Theta}")

1323+ , ('\120730', "\\mathsfbfit{\\Lambda}")

1324+ , ('\120733', "\\mathsfbfit{\\Xi}")

1325+ , ('\120735', "\\mathsfbfit{\\Pi}")

1326+ , ('\10146', "\\arrowbullet")

1327+ , ('\120740', "\\mathsfbfit{\\Upsilon}")

1328+ , ('\120741', "\\mathsfbfit{\\Phi}")

1329+ , ('\120743', "\\mathsfbfit{\\Psi}")

1330+ , ('\120744', "\\mathsfbfit{\\Omega}")

1331+ , ('\120746', "\\mathsfbfit{\\alpha}")

1332+ , ('\120747', "\\mathsfbfit{\\beta}")

1333+ , ('\120748', "\\mathsfbfit{\\gamma}")

1334+ , ('\120749', "\\mathsfbfit{\\delta}")

1335+ , ('\120750', "\\mathsfbfit{\\varepsilon}")

1336+ , ('\120751', "\\mathsfbfit{\\zeta}")

1337+ , ('\120752', "\\mathsfbfit{\\eta}")

1338+ , ('\120753', "\\mathsfbfit{\\theta}")

1339+ , ('\120754', "\\mathsfbfit{\\iota}")

1340+ , ('\120755', "\\mathsfbfit{\\kappa}")

1341+ , ('\120756', "\\mathsfbfit{\\lambda}")

1342+ , ('\120757', "\\mathsfbfit{\\mu}")

1343+ , ('\120758', "\\mathsfbfit{\\nu}")

1344+ , ('\120759', "\\mathsfbfit{\\xi}")

1345+ , ('\120761', "\\mathsfbfit{\\pi}")

1346+ , ('\120762', "\\mathsfbfit{\\rho}")

1347+ , ('\120763', "\\mathsfbfit{\\varsigma}")

1348+ , ('\120764', "\\mathsfbfit{\\sigma}")

1349+ , ('\120765', "\\mathsfbfit{\\tau}")

1350+ , ('\120766', "\\mathsfbfit{\\upsilon}")

1351+ , ('\120767', "\\mathsfbfit{\\varphi}")

1352+ , ('\120768', "\\mathsfbfit{\\chi}")

1353+ , ('\120480', "\\mathtt{w}")

1354+ , ('\10178', "\\perp")

1355+ , ('\120772', "\\mathsfbfit{\\epsilon}")

1356+ , ('\10181', "\\Lbag")

1357+ , ('\10182', "\\Rbag")

1358+ , ('\120775', "\\mathsfbfit{\\phi}")

1359+ , ('\120776', "\\mathsfbfit{\\varrho}")

1360+ , ('\120777', "\\mathsfbfit{\\varpi}")

1361+ , ('\120782', "\\mathbf{0}")

1362+ , ('\120783', "\\mathbf{1}")

1363+ , ('\10192', "\\Diamonddot")

1364+ , ('\120785', "\\mathbf{3}")

1365+ , ('\120786', "\\mathbf{4}")

1366+ , ('\120787', "\\mathbf{5}")

1367+ , ('\120788', "\\mathbf{6}")

1368+ , ('\120789', "\\mathbf{7}")

1369+ , ('\120790', "\\mathbf{8}")

1370+ , ('\120791', "\\mathbf{9}")

1371+ , ('\120792', "\\mathbb{0}")

1372+ , ('\120793', "\\mathbb{1}")

1373+ , ('\120794', "\\mathbb{2}")

1374+ , ('\120795', "\\mathbb{3}")

1375+ , ('\10204', "\\multimapinv")

1376+ , ('\120797', "\\mathbb{5}")

1377+ , ('\120798', "\\mathbb{6}")

1378+ , ('\120799', "\\mathbb{7}")

1379+ , ('\120800', "\\mathbb{8}")

1380+ , ('\120801', "\\mathbb{9}")

1381+ , ('\120802', "\\mathsf{0}")

1382+ , ('\120803', "\\mathsf{1}")

1383+ , ('\120804', "\\mathsf{2}")

1384+ , ('\120805', "\\mathsf{3}")

1385+ , ('\10214', "\\llbracket")

1386+ , ('\10215', "\\rrbracket")

1387+ , ('\10216', "\\langle")

1388+ , ('\10217', "\\rangle")

1389+ , ('\10218', "\\lang")

1390+ , ('\10219', "\\rang")

1391+ , ('\120812', "\\mathsfbf{0}")

1392+ , ('\120813', "\\mathsfbf{1}")

1393+ , ('\10222', "\\lgroup")

1394+ , ('\10223', "\\rgroup")

1395+ , ('\120816', "\\mathsfbf{4}")

1396+ , ('\120817', "\\mathsfbf{5}")

1397+ , ('\120818', "\\mathsfbf{6}")

1398+ , ('\120819', "\\mathsfbf{7}")

1399+ , ('\120820', "\\mathsfbf{8}")

1400+ , ('\10229', "\\longleftarrow")

1401+ , ('\10230', "\\longrightarrow")

1402+ , ('\10231', "\\longleftrightarrow")

1403+ , ('\10232', "\\Longleftarrow")

1404+ , ('\10233', "\\Longrightarrow")

1405+ , ('\10234', "\\Longleftrightarrow")

1406+ , ('\10235', "\\longmapsfrom")

1407+ , ('\10236', "\\longmapsto")

1408+ , ('\9898', "\\medcirc")

1409+ , ('\10238', "\\Longmapsto")

1410+ , ('\120831', "\\mathtt{9}")

1411+ , ('\9899', "\\medbullet")

1412+ , ('\120367', "\\mathsfit{n}")

1413+ , ('\10496', "\\psur")

1414+ , ('\10502', "\\Mapsfrom")

1415+ , ('\10503', "\\Mapsto")

1416+ , ('\10514', "\\UpArrowBar")

1417+ , ('\10515', "\\DownArrowBar")

1418+ , ('\10516', "\\pinj")

1419+ , ('\10517', "\\finj")

1420+ , ('\10518', "\\bij")

1421+ , ('\10547', "\\leadsto")

1422+ , ('\10570', "\\leftrightharpoon")

1423+ , ('\10571', "\\rightleftharpoon")

1424+ , ('\10574', "\\leftrightharpoonup")

1425+ , ('\10575', "\\rightupdownharpoon")

1426+ , ('\10576', "\\leftrightharpoondown")

1427+ , ('\10577', "\\leftupdownharpoon")

1428+ , ('\10578', "\\LeftVectorBar")

1429+ , ('\10579', "\\RightVectorBar")

1430+ , ('\10580', "\\RightUpVectorBar")

1431+ , ('\10581', "\\RightDownVectorBar")

1432+ , ('\10582', "\\DownLeftVectorBar")

1433+ , ('\10583', "\\DownRightVectorBar")

1434+ , ('\10584', "\\LeftUpVectorBar")

1435+ , ('\10585', "\\LeftDownVectorBar")

1436+ , ('\10586', "\\LeftTeeVector")

1437+ , ('\10587', "\\RightTeeVector")

1438+ , ('\10588', "\\RightUpTeeVector")

1439+ , ('\10589', "\\RightDownTeeVector")

1440+ , ('\10590', "\\DownLeftTeeVector")

1441+ , ('\10591', "\\DownRightTeeVector")

1442+ , ('\10592', "\\LeftUpTeeVector")

1443+ , ('\10593', "\\LeftDownTeeVector")

1444+ , ('\10594', "\\leftleftharpoons")

1445+ , ('\10595', "\\upupharpoons")

1446+ , ('\10596', "\\rightrightharpoons")

1447+ , ('\10597', "\\downdownharpoons")

1448+ , ('\10602', "\\leftbarharpoon")

1449+ , ('\10603', "\\barleftharpoon")

1450+ , ('\10604', "\\rightbarharpoon")

1451+ , ('\10605', "\\barrightharpoon")

1452+ , ('\10606', "\\updownharpoons")

1453+ , ('\10607', "\\downupharpoons")

1454+ , ('\10620', "\\strictfi")

1455+ , ('\10621', "\\strictif")

1456+ , ('\10624', "\\VERT")

1457+ , ('\10625', "\\spot")

1458+ , ('\10629', "\\Lparen")

1459+ , ('\10630', "\\Rparen")

1460+ , ('\10631', "\\limg")

1461+ , ('\10632', "\\rimg")

1462+ , ('\10633', "\\lblot")

1463+ , ('\10634', "\\rblot")

1464+ , ('\120559', "\\Xi")

1465+ , ('\120243', "\\mathsf{T}")

1466+ , ('\10680', "\\circledbslash")

1467+ , ('\10688', "\\circledless")

1468+ , ('\10689', "\\circledgtr")

1469+ , ('\10692', "\\boxslash")

1470+ , ('\10693', "\\boxbslash")

1471+ , ('\10694', "\\boxast")

1472+ , ('\10695', "\\boxcircle")

1473+ , ('\10696', "\\boxbox")

1474+ , ('\10703', "\\LeftTriangleBar")

1475+ , ('\10704', "\\RightTriangleBar")

1476+ , ('\10719', "\\multimapboth")

1477+ , ('\10731', "\\blacklozenge")

1478+ , ('\10741', "\\setminus")

1479+ , ('\10745', "\\zhide")

1480+ , ('\10752', "\\bigodot")

1481+ , ('\10753', "\\bigoplus")

1482+ , ('\10754', "\\bigotimes")

1483+ , ('\10756', "\\biguplus")

1484+ , ('\10757', "\\bigsqcap")

1485+ , ('\10758', "\\bigsqcup")

1486+ , ('\120577', "\\zeta")

1487+ , ('\10761', "\\varprod")

1488+ , ('\10764', "\\iiiint")

1489+ , ('\10767', "\\fint")

1490+ , ('\10774', "\\sqint")

1491+ , ('\10781', "\\Join")

1492+ , ('\10783', "\\zcmp")

1493+ , ('\10784', "\\zpipe")

1494+ , ('\10785', "\\zproject")

1495+ , ('\10814', "\\fcmp")

1496+ , ('\10815', "\\amalg")

1497+ , ('\120341', "\\mathsfit{N}")

1498+ , ('\120590', "\\sigma")

1499+ , ('\10846', "\\doublebarwedge")

1500+ , ('\10852', "\\dsub")

1501+ , ('\10853', "\\rsub")

1502+ , ('\120595', "\\psi")

1503+ , ('\10868', "\\Coloneqq")

1504+ , ('\10869', "\\Equal")

1505+ , ('\10870', "\\Same")

1506+ , ('\10877', "\\leqslant")

1507+ , ('\10878', "\\geqslant")

1508+ , ('\10885', "\\lessapprox")

1509+ , ('\10886', "\\gtrapprox")

1510+ , ('\10887', "\\lneq")

1511+ , ('\10888', "\\gneq")

1512+ , ('\10889', "\\lnapprox")

1513+ , ('\10890', "\\gnapprox")

1514+ , ('\10891', "\\lesseqqgtr")

1515+ , ('\10892', "\\gtreqqless")

1516+ , ('\10901', "\\eqslantless")

1517+ , ('\10902', "\\eqslantgtr")

1518+ , ('\10913', "\\NestedLessLess")

1519+ , ('\10914', "\\NestedGreaterGreater")

1520+ , ('\10918', "\\leftslice")

1521+ , ('\10919', "\\rightslice")

1522+ , ('\10927', "\\preceq")

1523+ , ('\10928', "\\succeq")

1524+ , ('\10931', "\\preceqq")

1525+ , ('\10932', "\\succeqq")

1526+ , ('\10935', "\\precapprox")

1527+ , ('\10936', "\\succapprox")

1528+ , ('\10937', "\\precnapprox")

1529+ , ('\10938', "\\succnapprox")

1530+ , ('\10939', "\\llcurly")

1531+ , ('\10940', "\\ggcurly")

1532+ , ('\10949', "\\subseteqq")

1533+ , ('\10950', "\\supseteqq")

1534+ , ('\10955', "\\subsetneqq")

1535+ , ('\10956', "\\supsetneqq")

1536+ , ('\120253', "\\mathsf{d}")

1537+ , ('\10986', "\\Top")

1538+ , ('\10987', "\\Bot")

1539+ , ('\120390', "\\mathsfbfit{K}")

1540+ , ('\10996', "\\interleave")

1541+ , ('\120617', "\\mathbfit{\\Xi}")

1542+ , ('\11004', "\\biginterleave")

1543+ , ('\11005', "\\sslash")

1544+ , ('\11006', "\\talloblong")

1545+ , ('\120391', "\\mathsfbfit{L}")

1546+ , ('\11035', "\\blacksquare")

1547+ , ('\11036', "\\square")

1548+ , ('\8960', "\\diameter")

1549+ , ('\120628', "\\mathbfit{\\Omega}")

1550+ , ('\778', "\\mathring")

1551+ , ('\120631', "\\mathbfit{\\beta}")

1552+ , ('\120635', "\\mathbfit{\\zeta}")

1553+ , ('\120398', "\\mathsfbfit{S}")

1554+ , ('\9786', "\\smiley")

1555+ , ('\120263', "\\mathsf{n}")

1556+ , ('\9787', "\\blacksmiley")

1557+ , ('\9788', "\\sun")

1558+ , ('\8715', "\\ni")

1559+ , ('\9652', "\\blacktriangleup")

1560+ , ('\120402', "\\mathsfbfit{W}")

1561+ , ('\9653', "\\smalltriangleup")

1562+ , ('\120403', "\\mathsfbfit{X}")

1563+ , ('\120267', "\\mathsf{r}")

1564+ , ('\9654', "\\RHD")

1565+ , ('\120691', "\\mathsfbf{\\delta}")

1566+ , ('\9656', "\\blacktriangleright")

1567+ , ('\120697', "\\mathsfbf{\\kappa}")

1568+ , ('\9657', "\\smalltriangleright")

1569+ , ('\120699', "\\mathsfbf{\\mu}")

1570+ , ('\120703', "\\mathsfbf{\\pi}")

1571+ , ('\9733', "\\bigstar")

1572+ , ('\120272', "\\mathsf{w}")

1573+ , ('\8759', "\\Proportion")

1574+ , ('\9662', "\\blacktriangledown")

1575+ , ('\9663', "\\smalltriangledown")

1576+ , ('\9800', "\\aries")

1577+ , ('\9664', "\\LHD")

1578+ , ('\9801', "\\taurus")

1579+ , ('\120278', "\\mathsfbf{C}")

1580+ , ('\120738', "\\mathsfbfit{\\Sigma}")

1581+ , ('\9665', "\\lhd")

1582+ , ('\120415', "\\mathsfbfit{j}")

1583+ , ('\9802', "\\gemini")

1584+ , ('\120279', "\\mathsfbf{D}")

1585+ , ('\120416', "\\mathsfbfit{k}")

1586+ , ('\9803', "\\cancer")

1587+ , ('\9667', "\\smalltriangleleft")

1588+ , ('\120417', "\\mathsfbfit{l}")

1589+ , ('\9804', "\\leo")

1590+ , ('\9805', "\\virgo")

1591+ , ('\9670', "\\Diamondblack")

1592+ , ('\120829', "\\mathtt{7}")

1593+ , ('\120420', "\\mathsfbfit{o}")

1594+ , ('\9807', "\\scorpio")

1595+ , ('\120769', "\\mathsfbfit{\\psi}")

1596+ , ('\120770', "\\mathsfbfit{\\omega}")

1597+ , ('\9808', "\\sagittarius")

1598+ , ('\120773', "\\mathsfbfit{\\vartheta}")

1599+ , ('\120422', "\\mathsfbfit{q}")

1600+ , ('\9809', "\\capricornus")

1601+ , ('\120423', "\\mathsfbfit{r}")

1602+ , ('\120784', "\\mathbf{2}")

1603+ , ('\9826', "\\diamondsuit")

1604+ , ('\120425', "\\mathsfbfit{t}")

1605+ , ('\120796', "\\mathbb{4}")

1606+ , ('\120427', "\\mathsfbfit{v}")

1607+ , ('\9737', "\\Sun")

1608+ , ('\120806', "\\mathsf{4}")

1609+ , ('\120807', "\\mathsf{5}")

1610+ , ('\120377', "\\mathsfit{x}")

1611+ , ('\120808', "\\mathsf{6}")

1612+ , ('\9679', "\\CIRCLE")

1613+ , ('\120809', "\\mathsf{7}")

1614+ , ('\120810', "\\mathsf{8}")

1615+ , ('\120811', "\\mathsf{9}")

1616+ , ('\120814', "\\mathsfbf{2}")

1617+ , ('\120350', "\\mathsfit{W}")

1618+ , ('\120815', "\\mathsfbf{3}")

1619+ , ('\9681', "\\RIGHTcircle")

1620+ , ('\120431', "\\mathsfbfit{z}")

1621+ , ('\120821', "\\mathsfbf{9}")

1622+ , ('\120822', "\\mathtt{0}")

1623+ , ('\120823', "\\mathtt{1}")

1624+ , ('\120824', "\\mathtt{2}")

1625+ , ('\120825', "\\mathtt{3}")

1626+ , ('\120826', "\\mathtt{4}")

1627+ , ('\120827', "\\mathtt{5}")

1628+ , ('\120828', "\\mathtt{6}")

1629+ , ('\10237', "\\Longmapsfrom")

1630+ , ('\120830', "\\mathtt{8}")

1631+ ]

1632+

1633+-- uniconvMap :: M.Map Char String

1634+-- uniconvMap = M.fromList [ ('\33', "\\exclam")

1635+-- , ('\35', "\\octothorpe")

1636+-- , ('\36', "\\mathdollar")

1637+-- , ('\37', "\\percent")

1638+-- , ('\38', "\\ampersand")

1639+-- , ('\40', "\\lparen")

1640+-- , ('\41', "\\rparen")

1641+-- , ('\42', "")

1642+-- , ('\43', "\\plus")

1643+-- , ('\44', "\\comma")

1644+-- , ('\45', "")

1645+-- , ('\46', "\\period")

1646+-- , ('\47', "\\mathslash")

1647+-- , ('\48', "")

1648+-- , ('\49', "")

1649+-- , ('\50', "")

1650+-- , ('\51', "")

1651+-- , ('\52', "")

1652+-- , ('\53', "")

1653+-- , ('\54', "")

1654+-- , ('\55', "")

1655+-- , ('\56', "")

1656+-- , ('\57', "")

1657+-- , ('\58', "\\mathcolon")

1658+-- , ('\59', "\\semicolon")

1659+-- , ('\60', "\\less")

1660+-- , ('\61', "\\equal")

1661+-- , ('\62', "\\greater")

1662+-- , ('\63', "\\question")

1663+-- , ('\64', "\\atsign")

1664+-- , ('\65', "")

1665+-- , ('\66', "")

1666+-- , ('\67', "")

1667+-- , ('\68', "")

1668+-- , ('\69', "")

1669+-- , ('\70', "")

1670+-- , ('\71', "")

1671+-- , ('\72', "")

1672+-- , ('\73', "")

1673+-- , ('\74', "")

1674+-- , ('\75', "")

1675+-- , ('\76', "")

1676+-- , ('\77', "")

1677+-- , ('\78', "")

1678+-- , ('\79', "")

1679+-- , ('\80', "")

1680+-- , ('\81', "")

1681+-- , ('\82', "")

1682+-- , ('\83', "")

1683+-- , ('\84', "")

1684+-- , ('\85', "")

1685+-- , ('\86', "")

1686+-- , ('\87', "")

1687+-- , ('\88', "")

1688+-- , ('\89', "")

1689+-- , ('\90', "")

1690+-- , ('\91', "\\lbrack")

1691+-- , ('\92', "\\backslash")

1692+-- , ('\93', "\\rbrack")

1693+-- , ('\94', "")

1694+-- , ('\95', "")

1695+-- , ('\96', "")

1696+-- , ('\97', "")

1697+-- , ('\98', "")

1698+-- , ('\99', "")

1699+-- , ('\100', "")

1700+-- , ('\101', "")

1701+-- , ('\102', "")

1702+-- , ('\103', "")

1703+-- , ('\104', "")

1704+-- , ('\105', "")

1705+-- , ('\106', "")

1706+-- , ('\107', "")

1707+-- , ('\108', "")

1708+-- , ('\109', "")

1709+-- , ('\110', "")

1710+-- , ('\111', "")

1711+-- , ('\112', "")

1712+-- , ('\113', "")

1713+-- , ('\114', "")

1714+-- , ('\115', "")

1715+-- , ('\116', "")

1716+-- , ('\117', "")

1717+-- , ('\118', "")

1718+-- , ('\119', "")

1719+-- , ('\120', "")

1720+-- , ('\121', "")

1721+-- , ('\122', "")

1722+-- , ('\123', "\\lbrace")

1723+-- , ('\124', "\\vert")

1724+-- , ('\125', "\\rbrace")

1725+-- , ('\126', "")

1726+-- , ('\160', "")

1727+-- , ('\161', "")

1728+-- , ('\162', "")

1729+-- , ('\163', "\\sterling")

1730+-- , ('\164', "")

1731+-- , ('\165', "\\yen")

1732+-- , ('\166', "")

1733+-- , ('\167', "")

1734+-- , ('\168', "")

1735+-- , ('\172', "\\neg")

1736+-- , ('\174', "")

1737+-- , ('\175', "")

1738+-- , ('\176', "")

1739+-- , ('\177', "\\pm")

1740+-- , ('\178', "")

1741+-- , ('\179', "")

1742+-- , ('\180', "")

1743+-- , ('\181', "")

1744+-- , ('\182', "")

1745+-- , ('\183', "\\cdotp")

1746+-- , ('\185', "")

1747+-- , ('\188', "")

1748+-- , ('\189', "")

1749+-- , ('\190', "")

1750+-- , ('\191', "")

1751+-- , ('\215', "\\times")

1752+-- , ('\240', "\\matheth")

1753+-- , ('\247', "\\div")

1754+-- , ('\305', "")

1755+-- , ('\437', "\\Zbar")

1756+-- , ('\567', "")

1757+-- , ('\710', "")

1758+-- , ('\711', "")

1759+-- , ('\728', "")

1760+-- , ('\729', "")

1761+-- , ('\730', "")

1762+-- , ('\732', "")

1763+-- , ('\768', "\\grave")

1764+-- , ('\769', "\\acute")

1765+-- , ('\770', "\\hat")

1766+-- , ('\771', "\\tilde")

1767+-- , ('\772', "\\bar")

1768+-- , ('\773', "\\overline")

1769+-- , ('\774', "\\breve")

1770+-- , ('\775', "\\dot")

1771+-- , ('\776', "\\ddot")

1772+-- , ('\777', "\\ovhook")

1773+-- , ('\778', "\\ocirc")

1774+-- , ('\780', "\\check")

1775+-- , ('\784', "\\candra")

1776+-- , ('\785', "")

1777+-- , ('\786', "\\oturnedcomma")

1778+-- , ('\789', "\\ocommatopright")

1779+-- , ('\794', "\\droang")

1780+-- , ('\803', "")

1781+-- , ('\812', "")

1782+-- , ('\813', "")

1783+-- , ('\814', "")

1784+-- , ('\815', "")

1785+-- , ('\816', "\\wideutilde")

1786+-- , ('\817', "\\underbar")

1787+-- , ('\818', "")

1788+-- , ('\819', "")

1789+-- , ('\824', "\\not")

1790+-- , ('\826', "")

1791+-- , ('\831', "")

1792+-- , ('\838', "")

1793+-- , ('\913', "\\upAlpha")

1794+-- , ('\914', "\\upBeta")

1795+-- , ('\915', "\\upGamma")

1796+-- , ('\916', "\\upDelta")

1797+-- , ('\917', "\\upEpsilon")

1798+-- , ('\918', "\\upZeta")

1799+-- , ('\919', "\\upEta")

1800+-- , ('\920', "\\upTheta")

1801+-- , ('\921', "\\upIota")

1802+-- , ('\922', "\\upKappa")

1803+-- , ('\923', "\\upLambda")

1804+-- , ('\924', "\\upMu")

1805+-- , ('\925', "\\upNu")

1806+-- , ('\926', "\\upXi")

1807+-- , ('\927', "\\upOmicron")

1808+-- , ('\928', "\\upPi")

1809+-- , ('\929', "\\upRho")

1810+-- , ('\931', "\\upSigma")

1811+-- , ('\932', "\\upTau")

1812+-- , ('\933', "\\upUpsilon")

1813+-- , ('\934', "\\upPhi")

1814+-- , ('\935', "\\upChi")

1815+-- , ('\936', "\\upPsi")

1816+-- , ('\937', "\\upOmega")

1817+-- , ('\945', "\\upalpha")

1818+-- , ('\946', "\\upbeta")

1819+-- , ('\947', "\\upgamma")

1820+-- , ('\948', "\\updelta")

1821+-- , ('\949', "\\upepsilon")

1822+-- , ('\950', "\\upzeta")

1823+-- , ('\951', "\\upeta")

1824+-- , ('\952', "\\uptheta")

1825+-- , ('\953', "\\upiota")

1826+-- , ('\954', "\\upkappa")

1827+-- , ('\955', "\\uplambda")

1828+-- , ('\956', "\\upmu")

1829+-- , ('\957', "\\upnu")

1830+-- , ('\958', "\\upxi")

1831+-- , ('\959', "\\upomicron")

1832+-- , ('\960', "\\uppi")

1833+-- , ('\961', "\\uprho")

1834+-- , ('\962', "\\upvarsigma")

1835+-- , ('\963', "\\upsigma")

1836+-- , ('\964', "\\uptau")

1837+-- , ('\965', "\\upupsilon")

1838+-- , ('\966', "\\upvarphi")

1839+-- , ('\967', "\\upchi")

1840+-- , ('\968', "\\uppsi")

1841+-- , ('\969', "\\upomega")

1842+-- , ('\976', "\\upvarbeta")

1843+-- , ('\977', "\\upvartheta")

1844+-- , ('\978', "\\upUpsilon")

1845+-- , ('\981', "\\upphi")

1846+-- , ('\982', "\\upvarpi")

1847+-- , ('\984', "\\upoldKoppa")

1848+-- , ('\985', "\\upoldkoppa")

1849+-- , ('\986', "\\upStigma")

1850+-- , ('\987', "\\upstigma")

1851+-- , ('\988', "\\upDigamma")

1852+-- , ('\989', "\\updigamma")

1853+-- , ('\990', "\\upKoppa")

1854+-- , ('\991', "\\upkoppa")

1855+-- , ('\992', "\\upSampi")

1856+-- , ('\993', "\\upsampi")

1857+-- , ('\1008', "\\upvarkappa")

1858+-- , ('\1009', "\\upvarrho")

1859+-- , ('\1012', "\\upvarTheta")

1860+-- , ('\1013', "\\upvarepsilon")

1861+-- , ('\1014', "\\upbackepsilon")

1862+-- , ('\1064', "")

1863+-- , ('\8192', "")

1864+-- , ('\8193', "")

1865+-- , ('\8194', "")

1866+-- , ('\8195', "")

1867+-- , ('\8196', "")

1868+-- , ('\8197', "")

1869+-- , ('\8198', "")

1870+-- , ('\8199', "")

1871+-- , ('\8201', "")

1872+-- , ('\8202', "")

1873+-- , ('\8203', "")

1874+-- , ('\8208', "")

1875+-- , ('\8210', "")

1876+-- , ('\8211', "")

1877+-- , ('\8212', "")

1878+-- , ('\8213', "\\horizbar")

1879+-- , ('\8214', "\\Vert")

1880+-- , ('\8215', "\\twolowline")

1881+-- , ('\8224', "\\dagger")

1882+-- , ('\8225', "\\ddagger")

1883+-- , ('\8226', "\\smblkcircle")

1884+-- , ('\8229', "\\enleadertwodots")

1885+-- , ('\8230', "\\unicodeellipsis")

1886+-- , ('\8242', "\\prime")

1887+-- , ('\8243', "\\dprime")

1888+-- , ('\8244', "\\trprime")

1889+-- , ('\8245', "\\backprime")

1890+-- , ('\8246', "\\backdprime")

1891+-- , ('\8247', "\\backtrprime")

1892+-- , ('\8248', "\\caretinsert")

1893+-- , ('\8251', "")

1894+-- , ('\8252', "\\Exclam")

1895+-- , ('\8256', "\\tieconcat")

1896+-- , ('\8259', "\\hyphenbullet")

1897+-- , ('\8260', "\\fracslash")

1898+-- , ('\8263', "\\Question")

1899+-- , ('\8270', "")

1900+-- , ('\8271', "")

1901+-- , ('\8272', "\\closure")

1902+-- , ('\8273', "")

1903+-- , ('\8274', "")

1904+-- , ('\8279', "\\qprime")

1905+-- , ('\8287', "")

1906+-- , ('\8289', "")

1907+-- , ('\8290', "")

1908+-- , ('\8291', "")

1909+-- , ('\8292', "")

1910+-- , ('\8314', "")

1911+-- , ('\8315', "")

1912+-- , ('\8316', "")

1913+-- , ('\8317', "")

1914+-- , ('\8318', "")

1915+-- , ('\8330', "")

1916+-- , ('\8331', "")

1917+-- , ('\8332', "")

1918+-- , ('\8333', "")

1919+-- , ('\8334', "")

1920+-- , ('\8364', "\\euro")

1921+-- , ('\8400', "\\leftharpoonaccent")

1922+-- , ('\8401', "\\rightharpoonaccent")

1923+-- , ('\8402', "\\vertoverlay")

1924+-- , ('\8403', "")

1925+-- , ('\8404', "")

1926+-- , ('\8406', "\\overleftarrow")

1927+-- , ('\8407', "\\vec")

1928+-- , ('\8408', "")

1929+-- , ('\8409', "")

1930+-- , ('\8410', "")

1931+-- , ('\8411', "\\dddot")

1932+-- , ('\8412', "\\ddddot")

1933+-- , ('\8413', "\\enclosecircle")

1934+-- , ('\8414', "\\enclosesquare")

1935+-- , ('\8415', "\\enclosediamond")

1936+-- , ('\8417', "\\overleftrightarrow")

1937+-- , ('\8420', "\\enclosetriangle")

1938+-- , ('\8421', "")

1939+-- , ('\8422', "")

1940+-- , ('\8423', "\\annuity")

1941+-- , ('\8424', "\\threeunderdot")

1942+-- , ('\8425', "\\widebridgeabove")

1943+-- , ('\8426', "")

1944+-- , ('\8427', "")

1945+-- , ('\8428', "\\underrightharpoondown")

1946+-- , ('\8429', "\\underleftharpoondown")

1947+-- , ('\8430', "\\underleftarrow")

1948+-- , ('\8431', "\\underrightarrow")

1949+-- , ('\8432', "\\asteraccent")

1950+-- , ('\8450', "\\BbbC")

1951+-- , ('\8455', "\\Eulerconst")

1952+-- , ('\8458', "\\mscrg")

1953+-- , ('\8459', "\\mscrH")

1954+-- , ('\8460', "\\mfrakH")

1955+-- , ('\8461', "\\BbbH")

1956+-- , ('\8462', "\\Planckconst")

1957+-- , ('\8463', "\\hslash")

1958+-- , ('\8464', "\\mscrI")

1959+-- , ('\8465', "\\Im")

1960+-- , ('\8466', "\\mscrL")

1961+-- , ('\8467', "\\ell")

1962+-- , ('\8469', "\\BbbN")

1963+-- , ('\8472', "\\wp")

1964+-- , ('\8473', "\\BbbP")

1965+-- , ('\8474', "\\BbbQ")

1966+-- , ('\8475', "\\mscrR")

1967+-- , ('\8476', "\\Re")

1968+-- , ('\8477', "\\BbbR")

1969+-- , ('\8484', "\\BbbZ")

1970+-- , ('\8486', "")

1971+-- , ('\8487', "\\mho")

1972+-- , ('\8488', "\\mfrakZ")

1973+-- , ('\8489', "\\turnediota")

1974+-- , ('\8491', "\\Angstrom")

1975+-- , ('\8492', "\\mscrB")

1976+-- , ('\8493', "\\mfrakC")

1977+-- , ('\8495', "\\mscre")

1978+-- , ('\8496', "\\mscrE")

1979+-- , ('\8497', "\\mscrF")

1980+-- , ('\8498', "\\Finv")

1981+-- , ('\8499', "\\mscrM")

1982+-- , ('\8500', "\\mscro")

1983+-- , ('\8501', "\\aleph")

1984+-- , ('\8502', "\\beth")

1985+-- , ('\8503', "\\gimel")

1986+-- , ('\8504', "\\daleth")

1987+-- , ('\8508', "\\Bbbpi")

1988+-- , ('\8509', "\\Bbbgamma")

1989+-- , ('\8510', "\\BbbGamma")

1990+-- , ('\8511', "\\BbbPi")

1991+-- , ('\8512', "\\Bbbsum")

1992+-- , ('\8513', "\\Game")

1993+-- , ('\8514', "\\sansLturned")

1994+-- , ('\8515', "\\sansLmirrored")

1995+-- , ('\8516', "\\Yup")

1996+-- , ('\8517', "\\mitBbbD")

1997+-- , ('\8518', "\\mitBbbd")

1998+-- , ('\8519', "\\mitBbbe")

1999+-- , ('\8520', "\\mitBbbi")

2000+-- , ('\8521', "\\mitBbbj")

2001+-- , ('\8522', "\\PropertyLine")

2002+-- , ('\8523', "\\upand")

2003+-- , ('\8592', "\\leftarrow")

2004+-- , ('\8593', "\\uparrow")

2005+-- , ('\8594', "\\rightarrow")

2006+-- , ('\8595', "\\downarrow")

2007+-- , ('\8596', "\\leftrightarrow")

2008+-- , ('\8597', "\\updownarrow")

2009+-- , ('\8598', "\\nwarrow")

2010+-- , ('\8599', "\\nearrow")

2011+-- , ('\8600', "\\searrow")

2012+-- , ('\8601', "\\swarrow")

2013+-- , ('\8602', "\\nleftarrow")

2014+-- , ('\8603', "\\nrightarrow")

2015+-- , ('\8604', "\\leftwavearrow")

2016+-- , ('\8605', "\\rightwavearrow")

2017+-- , ('\8606', "\\twoheadleftarrow")

2018+-- , ('\8607', "\\twoheaduparrow")

2019+-- , ('\8608', "\\twoheadrightarrow")

2020+-- , ('\8609', "\\twoheaddownarrow")

2021+-- , ('\8610', "\\leftarrowtail")

2022+-- , ('\8611', "\\rightarrowtail")

2023+-- , ('\8612', "\\mapsfrom")

2024+-- , ('\8613', "\\mapsup")

2025+-- , ('\8614', "\\mapsto")

2026+-- , ('\8615', "\\mapsdown")

2027+-- , ('\8616', "\\updownarrowbar")

2028+-- , ('\8617', "\\hookleftarrow")

2029+-- , ('\8618', "\\hookrightarrow")

2030+-- , ('\8619', "\\looparrowleft")

2031+-- , ('\8620', "\\looparrowright")

2032+-- , ('\8621', "\\leftrightsquigarrow")

2033+-- , ('\8622', "\\nleftrightarrow")

2034+-- , ('\8623', "\\downzigzagarrow")

2035+-- , ('\8624', "\\Lsh")

2036+-- , ('\8625', "\\Rsh")

2037+-- , ('\8626', "\\Ldsh")

2038+-- , ('\8627', "\\Rdsh")

2039+-- , ('\8628', "\\linefeed")

2040+-- , ('\8629', "\\carriagereturn")

2041+-- , ('\8630', "\\curvearrowleft")

2042+-- , ('\8631', "\\curvearrowright")

2043+-- , ('\8632', "\\barovernorthwestarrow")

2044+-- , ('\8633', "\\barleftarrowrightarrowba")

2045+-- , ('\8634', "\\acwopencirclearrow")

2046+-- , ('\8635', "\\cwopencirclearrow")

2047+-- , ('\8636', "\\leftharpoonup")

2048+-- , ('\8637', "\\leftharpoondown")

2049+-- , ('\8638', "\\upharpoonright")

2050+-- , ('\8639', "\\upharpoonleft")

2051+-- , ('\8640', "\\rightharpoonup")

2052+-- , ('\8641', "\\rightharpoondown")

2053+-- , ('\8642', "\\downharpoonright")

2054+-- , ('\8643', "\\downharpoonleft")

2055+-- , ('\8644', "\\rightleftarrows")

2056+-- , ('\8645', "\\updownarrows")

2057+-- , ('\8646', "\\leftrightarrows")

2058+-- , ('\8647', "\\leftleftarrows")

2059+-- , ('\8648', "\\upuparrows")

2060+-- , ('\8649', "\\rightrightarrows")

2061+-- , ('\8650', "\\downdownarrows")

2062+-- , ('\8651', "\\leftrightharpoons")

2063+-- , ('\8652', "\\rightleftharpoons")

2064+-- , ('\8653', "\\nLeftarrow")

2065+-- , ('\8654', "\\nLeftrightarrow")

2066+-- , ('\8655', "\\nRightarrow")

2067+-- , ('\8656', "\\Leftarrow")

2068+-- , ('\8657', "\\Uparrow")

2069+-- , ('\8658', "\\Rightarrow")

2070+-- , ('\8659', "\\Downarrow")

2071+-- , ('\8660', "\\Leftrightarrow")

2072+-- , ('\8661', "\\Updownarrow")

2073+-- , ('\8662', "\\Nwarrow")

2074+-- , ('\8663', "\\Nearrow")

2075+-- , ('\8664', "\\Searrow")

2076+-- , ('\8665', "\\Swarrow")

2077+-- , ('\8666', "\\Lleftarrow")

2078+-- , ('\8667', "\\Rrightarrow")

2079+-- , ('\8668', "\\leftsquigarrow")

2080+-- , ('\8669', "\\rightsquigarrow")

2081+-- , ('\8670', "\\nHuparrow")

2082+-- , ('\8671', "\\nHdownarrow")

2083+-- , ('\8672', "\\leftdasharrow")

2084+-- , ('\8673', "\\updasharrow")

2085+-- , ('\8674', "\\rightdasharrow")

2086+-- , ('\8675', "\\downdasharrow")

2087+-- , ('\8676', "\\barleftarrow")

2088+-- , ('\8677', "\\rightarrowbar")

2089+-- , ('\8678', "\\leftwhitearrow")

2090+-- , ('\8679', "\\upwhitearrow")

2091+-- , ('\8680', "\\rightwhitearrow")

2092+-- , ('\8681', "\\downwhitearrow")

2093+-- , ('\8682', "\\whitearrowupfrombar")

2094+-- , ('\8683', "")

2095+-- , ('\8684', "")

2096+-- , ('\8685', "")

2097+-- , ('\8686', "")

2098+-- , ('\8687', "")

2099+-- , ('\8688', "")

2100+-- , ('\8689', "")

2101+-- , ('\8690', "")

2102+-- , ('\8691', "")

2103+-- , ('\8692', "\\circleonrightarrow")

2104+-- , ('\8693', "\\downuparrows")

2105+-- , ('\8694', "\\rightthreearrows")

2106+-- , ('\8695', "\\nvleftarrow")

2107+-- , ('\8696', "\\nvrightarrow")

2108+-- , ('\8697', "\\nvleftrightarrow")

2109+-- , ('\8698', "\\nVleftarrow")

2110+-- , ('\8699', "\\nVrightarrow")

2111+-- , ('\8700', "\\nVleftrightarrow")

2112+-- , ('\8701', "\\leftarrowtriangle")

2113+-- , ('\8702', "\\rightarrowtriangle")

2114+-- , ('\8703', "\\leftrightarrowtriangle")

2115+-- , ('\8704', "\\forall")

2116+-- , ('\8705', "\\complement")

2117+-- , ('\8706', "\\partial")

2118+-- , ('\8707', "\\exists")

2119+-- , ('\8708', "\\nexists")

2120+-- , ('\8709', "\\varnothing")

2121+-- , ('\8710', "\\increment")

2122+-- , ('\8711', "\\nabla")

2123+-- , ('\8712', "\\in")

2124+-- , ('\8713', "\\notin")

2125+-- , ('\8714', "\\smallin")

2126+-- , ('\8715', "\\ni")

2127+-- , ('\8716', "\\nni")

2128+-- , ('\8717', "\\smallni")

2129+-- , ('\8718', "\\QED")

2130+-- , ('\8719', "\\prod")

2131+-- , ('\8720', "\\coprod")

2132+-- , ('\8721', "\\sum")

2133+-- , ('\8722', "\\minus")

2134+-- , ('\8723', "\\mp")

2135+-- , ('\8724', "\\dotplus")

2136+-- , ('\8725', "\\divslash")

2137+-- , ('\8726', "\\smallsetminus")

2138+-- , ('\8727', "\\ast")

2139+-- , ('\8728', "\\vysmwhtcircle")

2140+-- , ('\8729', "\\vysmblkcircle")

2141+-- , ('\8730', "\\sqrt")

2142+-- , ('\8731', "\\cuberoot")

2143+-- , ('\8732', "\\fourthroot")

2144+-- , ('\8733', "\\propto")

2145+-- , ('\8734', "\\infty")

2146+-- , ('\8735', "\\rightangle")

2147+-- , ('\8736', "\\angle")

2148+-- , ('\8737', "\\measuredangle")

2149+-- , ('\8738', "\\sphericalangle")

2150+-- , ('\8739', "\\mid")

2151+-- , ('\8740', "\\nmid")

2152+-- , ('\8741', "\\parallel")

2153+-- , ('\8742', "\\nparallel")

2154+-- , ('\8743', "\\wedge")

2155+-- , ('\8744', "\\vee")

2156+-- , ('\8745', "\\cap")

2157+-- , ('\8746', "\\cup")

2158+-- , ('\8747', "\\int")

2159+-- , ('\8748', "\\iint")

2160+-- , ('\8749', "\\iiint")

2161+-- , ('\8750', "\\oint")

2162+-- , ('\8751', "\\oiint")

2163+-- , ('\8752', "\\oiiint")

2164+-- , ('\8753', "\\intclockwise")

2165+-- , ('\8754', "\\varointclockwise")

2166+-- , ('\8755', "\\ointctrclockwise")

2167+-- , ('\8756', "\\therefore")

2168+-- , ('\8757', "\\because")

2169+-- , ('\8758', "\\mathratio")

2170+-- , ('\8759', "\\Colon")

2171+-- , ('\8760', "\\dotminus")

2172+-- , ('\8761', "\\dashcolon")

2173+-- , ('\8762', "\\dotsminusdots")

2174+-- , ('\8763', "\\kernelcontraction")

2175+-- , ('\8764', "\\sim")

2176+-- , ('\8765', "\\backsim")

2177+-- , ('\8766', "\\invlazys")

2178+-- , ('\8767', "\\sinewave")

2179+-- , ('\8768', "\\wr")

2180+-- , ('\8769', "\\nsim")

2181+-- , ('\8770', "\\eqsim")

2182+-- , ('\8771', "\\simeq")

2183+-- , ('\8772', "\\nsime")

2184+-- , ('\8773', "\\cong")

2185+-- , ('\8774', "\\simneqq")

2186+-- , ('\8775', "\\ncong")

2187+-- , ('\8776', "\\approx")

2188+-- , ('\8777', "\\napprox")

2189+-- , ('\8778', "\\approxeq")

2190+-- , ('\8779', "\\approxident")

2191+-- , ('\8780', "\\backcong")

2192+-- , ('\8781', "\\asymp")

2193+-- , ('\8782', "\\Bumpeq")

2194+-- , ('\8783', "\\bumpeq")

2195+-- , ('\8784', "\\doteq")

2196+-- , ('\8785', "\\Doteq")

2197+-- , ('\8786', "\\fallingdotseq")

2198+-- , ('\8787', "\\risingdotseq")

2199+-- , ('\8788', "\\coloneq")

2200+-- , ('\8789', "\\eqcolon")

2201+-- , ('\8790', "\\eqcirc")

2202+-- , ('\8791', "\\circeq")

2203+-- , ('\8792', "\\arceq")

2204+-- , ('\8793', "\\wedgeq")

2205+-- , ('\8794', "\\veeeq")

2206+-- , ('\8795', "\\stareq")

2207+-- , ('\8796', "\\triangleq")

2208+-- , ('\8797', "\\eqdef")

2209+-- , ('\8798', "\\measeq")

2210+-- , ('\8799', "\\questeq")

2211+-- , ('\8800', "\\ne")

2212+-- , ('\8801', "\\equiv")

2213+-- , ('\8802', "\\nequiv")

2214+-- , ('\8803', "\\Equiv")

2215+-- , ('\8804', "\\leq")

2216+-- , ('\8805', "\\geq")

2217+-- , ('\8806', "\\leqq")

2218+-- , ('\8807', "\\geqq")

2219+-- , ('\8808', "\\lneqq")

2220+-- , ('\8809', "\\gneqq")

2221+-- , ('\8810', "\\ll")

2222+-- , ('\8811', "\\gg")

2223+-- , ('\8812', "\\between")

2224+-- , ('\8813', "\\nasymp")

2225+-- , ('\8814', "\\nless")

2226+-- , ('\8815', "\\ngtr")

2227+-- , ('\8816', "\\nleq")

2228+-- , ('\8817', "\\ngeq")

2229+-- , ('\8818', "\\lesssim")

2230+-- , ('\8819', "\\gtrsim")

2231+-- , ('\8820', "\\nlesssim")

2232+-- , ('\8821', "\\ngtrsim")

2233+-- , ('\8822', "\\lessgtr")

2234+-- , ('\8823', "\\gtrless")

2235+-- , ('\8824', "\\nlessgtr")

2236+-- , ('\8825', "\\ngtrless")

2237+-- , ('\8826', "\\prec")

2238+-- , ('\8827', "\\succ")

2239+-- , ('\8828', "\\preccurlyeq")

2240+-- , ('\8829', "\\succcurlyeq")

2241+-- , ('\8830', "\\precsim")

2242+-- , ('\8831', "\\succsim")

2243+-- , ('\8832', "\\nprec")

2244+-- , ('\8833', "\\nsucc")

2245+-- , ('\8834', "\\subset")

2246+-- , ('\8835', "\\supset")

2247+-- , ('\8836', "\\nsubset")

2248+-- , ('\8837', "\\nsupset")

2249+-- , ('\8838', "\\subseteq")

2250+-- , ('\8839', "\\supseteq")

2251+-- , ('\8840', "\\nsubseteq")

2252+-- , ('\8841', "\\nsupseteq")

2253+-- , ('\8842', "\\subsetneq")

2254+-- , ('\8843', "\\supsetneq")

2255+-- , ('\8844', "\\cupleftarrow")

2256+-- , ('\8845', "\\cupdot")

2257+-- , ('\8846', "\\uplus")

2258+-- , ('\8847', "\\sqsubset")

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2260+-- , ('\8849', "\\sqsubseteq")

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2262+-- , ('\8851', "\\sqcap")

2263+-- , ('\8852', "\\sqcup")

2264+-- , ('\8853', "\\oplus")

2265+-- , ('\8854', "\\ominus")

2266+-- , ('\8855', "\\otimes")

2267+-- , ('\8856', "\\oslash")

2268+-- , ('\8857', "\\odot")

2269+-- , ('\8858', "\\circledcirc")

2270+-- , ('\8859', "\\circledast")

2271+-- , ('\8860', "\\circledequal")

2272+-- , ('\8861', "\\circleddash")

2273+-- , ('\8862', "\\boxplus")

2274+-- , ('\8863', "\\boxminus")

2275+-- , ('\8864', "\\boxtimes")

2276+-- , ('\8865', "\\boxdot")

2277+-- , ('\8866', "\\vdash")

2278+-- , ('\8867', "\\dashv")

2279+-- , ('\8868', "\\top")

2280+-- , ('\8869', "\\bot")

2281+-- , ('\8870', "\\assert")

2282+-- , ('\8871', "\\models")

2283+-- , ('\8872', "\\vDash")

2284+-- , ('\8873', "\\Vdash")

2285+-- , ('\8874', "\\Vvdash")

2286+-- , ('\8875', "\\VDash")

2287+-- , ('\8876', "\\nvdash")

2288+-- , ('\8877', "\\nvDash")

2289+-- , ('\8878', "\\nVdash")

2290+-- , ('\8879', "\\nVDash")

2291+-- , ('\8880', "\\prurel")

2292+-- , ('\8881', "\\scurel")

2293+-- , ('\8882', "\\vartriangleleft")

2294+-- , ('\8883', "\\vartriangleright")

2295+-- , ('\8884', "\\trianglelefteq")

2296+-- , ('\8885', "\\trianglerighteq")

2297+-- , ('\8886', "\\origof")

2298+-- , ('\8887', "\\imageof")

2299+-- , ('\8888', "\\multimap")

2300+-- , ('\8889', "\\hermitmatrix")

2301+-- , ('\8890', "\\intercal")

2302+-- , ('\8891', "\\veebar")

2303+-- , ('\8892', "\\barwedge")

2304+-- , ('\8893', "\\barvee")

2305+-- , ('\8894', "\\measuredrightangle")

2306+-- , ('\8895', "\\varlrtriangle")

2307+-- , ('\8896', "\\bigwedge")

2308+-- , ('\8897', "\\bigvee")

2309+-- , ('\8898', "\\bigcap")

2310+-- , ('\8899', "\\bigcup")

2311+-- , ('\8900', "\\smwhtdiamond")

2312+-- , ('\8901', "\\cdot")

2313+-- , ('\8902', "\\star")

2314+-- , ('\8903', "\\divideontimes")

2315+-- , ('\8904', "\\bowtie")

2316+-- , ('\8905', "\\ltimes")

2317+-- , ('\8906', "\\rtimes")

2318+-- , ('\8907', "\\leftthreetimes")

2319+-- , ('\8908', "\\rightthreetimes")

2320+-- , ('\8909', "\\backsimeq")

2321+-- , ('\8910', "\\curlyvee")

2322+-- , ('\8911', "\\curlywedge")

2323+-- , ('\8912', "\\Subset")

2324+-- , ('\8913', "\\Supset")

2325+-- , ('\8914', "\\Cap")

2326+-- , ('\8915', "\\Cup")

2327+-- , ('\8916', "\\pitchfork")

2328+-- , ('\8917', "\\equalparallel")

2329+-- , ('\8918', "\\lessdot")

2330+-- , ('\8919', "\\gtrdot")

2331+-- , ('\8920', "\\lll")

2332+-- , ('\8921', "\\ggg")

2333+-- , ('\8922', "\\lesseqgtr")

2334+-- , ('\8923', "\\gtreqless")

2335+-- , ('\8924', "\\eqless")

2336+-- , ('\8925', "\\eqgtr")

2337+-- , ('\8926', "\\curlyeqprec")

2338+-- , ('\8927', "\\curlyeqsucc")

2339+-- , ('\8928', "\\npreccurlyeq")

2340+-- , ('\8929', "\\nsucccurlyeq")

2341+-- , ('\8930', "\\nsqsubseteq")

2342+-- , ('\8931', "\\nsqsupseteq")

2343+-- , ('\8932', "\\sqsubsetneq")

2344+-- , ('\8933', "\\sqsupsetneq")

2345+-- , ('\8934', "\\lnsim")

2346+-- , ('\8935', "\\gnsim")

2347+-- , ('\8936', "\\precnsim")

2348+-- , ('\8937', "\\succnsim")

2349+-- , ('\8938', "\\ntriangleleft")

2350+-- , ('\8939', "\\ntriangleright")

2351+-- , ('\8940', "\\ntrianglelefteq")

2352+-- , ('\8941', "\\ntrianglerighteq")

2353+-- , ('\8942', "\\vdots")

2354+-- , ('\8943', "\\unicodecdots")

2355+-- , ('\8944', "\\adots")

2356+-- , ('\8945', "\\ddots")

2357+-- , ('\8946', "\\disin")

2358+-- , ('\8947', "\\varisins")

2359+-- , ('\8948', "\\isins")

2360+-- , ('\8949', "\\isindot")

2361+-- , ('\8950', "\\varisinobar")

2362+-- , ('\8951', "\\isinobar")

2363+-- , ('\8952', "\\isinvb")

2364+-- , ('\8953', "\\isinE")

2365+-- , ('\8954', "\\nisd")

2366+-- , ('\8955', "\\varnis")

2367+-- , ('\8956', "\\nis")

2368+-- , ('\8957', "\\varniobar")

2369+-- , ('\8958', "\\niobar")

2370+-- , ('\8959', "\\bagmember")

2371+-- , ('\8960', "\\diameter")

2372+-- , ('\8962', "\\house")

2373+-- , ('\8965', "\\varbarwedge")

2374+-- , ('\8966', "\\vardoublebarwedge")

2375+-- , ('\8968', "\\lceil")

2376+-- , ('\8969', "\\rceil")

2377+-- , ('\8970', "\\lfloor")

2378+-- , ('\8971', "\\rfloor")

2379+-- , ('\8976', "\\invnot")

2380+-- , ('\8977', "\\sqlozenge")

2381+-- , ('\8978', "\\profline")

2382+-- , ('\8979', "\\profsurf")

2383+-- , ('\8983', "\\viewdata")

2384+-- , ('\8985', "\\turnednot")

2385+-- , ('\8988', "\\ulcorner")

2386+-- , ('\8989', "\\urcorner")

2387+-- , ('\8990', "\\llcorner")

2388+-- , ('\8991', "\\lrcorner")

2389+-- , ('\8992', "\\inttop")

2390+-- , ('\8993', "\\intbottom")

2391+-- , ('\8994', "\\frown")

2392+-- , ('\8995', "\\smile")

2393+-- , ('\9004', "\\varhexagonlrbonds")

2394+-- , ('\9010', "\\conictaper")

2395+-- , ('\9014', "\\topbot")

2396+-- , ('\9015', "")

2397+-- , ('\9016', "")

2398+-- , ('\9017', "")

2399+-- , ('\9018', "")

2400+-- , ('\9019', "")

2401+-- , ('\9020', "")

2402+-- , ('\9021', "\\obar")

2403+-- , ('\9022', "")

2404+-- , ('\9023', "\\APLnotslash")

2405+-- , ('\9024', "\\APLnotbackslash")

2406+-- , ('\9025', "")

2407+-- , ('\9026', "")

2408+-- , ('\9027', "")

2409+-- , ('\9028', "")

2410+-- , ('\9029', "")

2411+-- , ('\9030', "")

2412+-- , ('\9031', "")

2413+-- , ('\9032', "")

2414+-- , ('\9033', "")

2415+-- , ('\9034', "")

2416+-- , ('\9035', "")

2417+-- , ('\9036', "")

2418+-- , ('\9037', "")

2419+-- , ('\9038', "")

2420+-- , ('\9039', "")

2421+-- , ('\9040', "")

2422+-- , ('\9041', "")

2423+-- , ('\9042', "")

2424+-- , ('\9043', "\\APLboxupcaret")

2425+-- , ('\9044', "")

2426+-- , ('\9045', "")

2427+-- , ('\9046', "")

2428+-- , ('\9047', "")

2429+-- , ('\9048', "")

2430+-- , ('\9049', "")

2431+-- , ('\9050', "")

2432+-- , ('\9051', "")

2433+-- , ('\9052', "")

2434+-- , ('\9053', "")

2435+-- , ('\9054', "")

2436+-- , ('\9055', "")

2437+-- , ('\9056', "")

2438+-- , ('\9057', "")

2439+-- , ('\9058', "")

2440+-- , ('\9059', "")

2441+-- , ('\9060', "")

2442+-- , ('\9061', "")

2443+-- , ('\9062', "")

2444+-- , ('\9063', "")

2445+-- , ('\9064', "")

2446+-- , ('\9065', "")

2447+-- , ('\9066', "")

2448+-- , ('\9067', "")

2449+-- , ('\9068', "")

2450+-- , ('\9069', "")

2451+-- , ('\9070', "")

2452+-- , ('\9071', "")

2453+-- , ('\9072', "\\APLboxquestion")

2454+-- , ('\9073', "")

2455+-- , ('\9074', "")

2456+-- , ('\9075', "")

2457+-- , ('\9076', "")

2458+-- , ('\9077', "")

2459+-- , ('\9078', "")

2460+-- , ('\9079', "")

2461+-- , ('\9080', "")

2462+-- , ('\9081', "")

2463+-- , ('\9084', "\\rangledownzigzagarrow")

2464+-- , ('\9108', "\\hexagon")

2465+-- , ('\9115', "\\lparenuend")

2466+-- , ('\9116', "\\lparenextender")

2467+-- , ('\9117', "\\lparenlend")

2468+-- , ('\9118', "\\rparenuend")

2469+-- , ('\9119', "\\rparenextender")

2470+-- , ('\9120', "\\rparenlend")

2471+-- , ('\9121', "\\lbrackuend")

2472+-- , ('\9122', "\\lbrackextender")

2473+-- , ('\9123', "\\lbracklend")

2474+-- , ('\9124', "\\rbrackuend")

2475+-- , ('\9125', "\\rbrackextender")

2476+-- , ('\9126', "\\rbracklend")

2477+-- , ('\9127', "\\lbraceuend")

2478+-- , ('\9128', "\\lbracemid")

2479+-- , ('\9129', "\\lbracelend")

2480+-- , ('\9130', "\\vbraceextender")

2481+-- , ('\9131', "\\rbraceuend")

2482+-- , ('\9132', "\\rbracemid")

2483+-- , ('\9133', "\\rbracelend")

2484+-- , ('\9134', "\\intextender")

2485+-- , ('\9135', "\\harrowextender")

2486+-- , ('\9136', "\\lmoustache")

2487+-- , ('\9137', "\\rmoustache")

2488+-- , ('\9138', "\\sumtop")

2489+-- , ('\9139', "\\sumbottom")

2490+-- , ('\9140', "\\overbracket")

2491+-- , ('\9141', "\\underbracket")

2492+-- , ('\9142', "\\bbrktbrk")

2493+-- , ('\9143', "\\sqrtbottom")

2494+-- , ('\9144', "\\lvboxline")

2495+-- , ('\9145', "\\rvboxline")

2496+-- , ('\9166', "\\varcarriagereturn")

2497+-- , ('\9168', "")

2498+-- , ('\9180', "\\overparen")

2499+-- , ('\9181', "\\underparen")

2500+-- , ('\9182', "\\overbrace")

2501+-- , ('\9183', "\\underbrace")

2502+-- , ('\9184', "\\obrbrak")

2503+-- , ('\9185', "\\ubrbrak")

2504+-- , ('\9186', "\\trapezium")

2505+-- , ('\9187', "\\benzenr")

2506+-- , ('\9188', "\\strns")

2507+-- , ('\9189', "\\fltns")

2508+-- , ('\9190', "\\accurrent")

2509+-- , ('\9191', "\\elinters")

2510+-- , ('\9416', "")

2511+-- , ('\9478', "\\bdtriplevdash")

2512+-- , ('\9600', "\\blockuphalf")

2513+-- , ('\9604', "\\blocklowhalf")

2514+-- , ('\9608', "\\blockfull")

2515+-- , ('\9612', "\\blocklefthalf")

2516+-- , ('\9616', "\\blockrighthalf")

2517+-- , ('\9617', "\\blockqtrshaded")

2518+-- , ('\9618', "\\blockhalfshaded")

2519+-- , ('\9619', "\\blockthreeqtrshaded")

2520+-- , ('\9632', "\\mdlgblksquare")

2521+-- , ('\9633', "\\mdlgwhtsquare")

2522+-- , ('\9634', "\\squoval")

2523+-- , ('\9635', "\\blackinwhitesquare")

2524+-- , ('\9636', "\\squarehfill")

2525+-- , ('\9637', "\\squarevfill")

2526+-- , ('\9638', "\\squarehvfill")

2527+-- , ('\9639', "\\squarenwsefill")

2528+-- , ('\9640', "\\squareneswfill")

2529+-- , ('\9641', "\\squarecrossfill")

2530+-- , ('\9642', "\\smblksquare")

2531+-- , ('\9643', "\\smwhtsquare")

2532+-- , ('\9644', "\\hrectangleblack")

2533+-- , ('\9645', "\\hrectangle")

2534+-- , ('\9646', "\\vrectangleblack")

2535+-- , ('\9647', "\\vrectangle")

2536+-- , ('\9648', "\\parallelogramblack")

2537+-- , ('\9649', "\\parallelogram")

2538+-- , ('\9650', "\\bigblacktriangleup")

2539+-- , ('\9651', "\\bigtriangleup")

2540+-- , ('\9652', "\\blacktriangle")

2541+-- , ('\9653', "\\vartriangle")

2542+-- , ('\9654', "\\blacktriangleright")

2543+-- , ('\9655', "\\triangleright")

2544+-- , ('\9656', "\\smallblacktriangleright")

2545+-- , ('\9657', "\\smalltriangleright")

2546+-- , ('\9658', "\\blackpointerright")

2547+-- , ('\9659', "\\whitepointerright")

2548+-- , ('\9660', "\\bigblacktriangledown")

2549+-- , ('\9661', "\\bigtriangledown")

2550+-- , ('\9662', "\\blacktriangledown")

2551+-- , ('\9663', "\\triangledown")

2552+-- , ('\9664', "\\blacktriangleleft")

2553+-- , ('\9665', "\\triangleleft")

2554+-- , ('\9666', "\\smallblacktriangleleft")

2555+-- , ('\9667', "\\smalltriangleleft")

2556+-- , ('\9668', "\\blackpointerleft")

2557+-- , ('\9669', "\\whitepointerleft")

2558+-- , ('\9670', "\\mdlgblkdiamond")

2559+-- , ('\9671', "\\mdlgwhtdiamond")

2560+-- , ('\9672', "\\blackinwhitediamond")

2561+-- , ('\9673', "\\fisheye")

2562+-- , ('\9674', "\\mdlgwhtlozenge")

2563+-- , ('\9675', "\\mdlgwhtcircle")

2564+-- , ('\9676', "\\dottedcircle")

2565+-- , ('\9677', "\\circlevertfill")

2566+-- , ('\9678', "\\bullseye")

2567+-- , ('\9679', "\\mdlgblkcircle")

2568+-- , ('\9680', "\\circlelefthalfblack")

2569+-- , ('\9681', "\\circlerighthalfblack")

2570+-- , ('\9682', "\\circlebottomhalfblack")

2571+-- , ('\9683', "\\circletophalfblack")

2572+-- , ('\9684', "\\circleurquadblack")

2573+-- , ('\9685', "\\blackcircleulquadwhite")

2574+-- , ('\9686', "\\blacklefthalfcircle")

2575+-- , ('\9687', "\\blackrighthalfcircle")

2576+-- , ('\9688', "\\inversebullet")

2577+-- , ('\9689', "\\inversewhitecircle")

2578+-- , ('\9690', "\\invwhiteupperhalfcircle")

2579+-- , ('\9691', "\\invwhitelowerhalfcircle")

2580+-- , ('\9692', "\\ularc")

2581+-- , ('\9693', "\\urarc")

2582+-- , ('\9694', "\\lrarc")

2583+-- , ('\9695', "\\llarc")

2584+-- , ('\9696', "\\topsemicircle")

2585+-- , ('\9697', "\\botsemicircle")

2586+-- , ('\9698', "\\lrblacktriangle")

2587+-- , ('\9699', "\\llblacktriangle")

2588+-- , ('\9700', "\\ulblacktriangle")

2589+-- , ('\9701', "\\urblacktriangle")

2590+-- , ('\9702', "\\smwhtcircle")

2591+-- , ('\9703', "\\squareleftblack")

2592+-- , ('\9704', "\\squarerightblack")

2593+-- , ('\9705', "\\squareulblack")

2594+-- , ('\9706', "\\squarelrblack")

2595+-- , ('\9707', "\\boxbar")

2596+-- , ('\9708', "\\trianglecdot")

2597+-- , ('\9709', "\\triangleleftblack")

2598+-- , ('\9710', "\\trianglerightblack")

2599+-- , ('\9711', "\\lgwhtcircle")

2600+-- , ('\9712', "\\squareulquad")

2601+-- , ('\9713', "\\squarellquad")

2602+-- , ('\9714', "\\squarelrquad")

2603+-- , ('\9715', "\\squareurquad")

2604+-- , ('\9716', "\\circleulquad")

2605+-- , ('\9717', "\\circlellquad")

2606+-- , ('\9718', "\\circlelrquad")

2607+-- , ('\9719', "\\circleurquad")

2608+-- , ('\9720', "\\ultriangle")

2609+-- , ('\9721', "\\urtriangle")

2610+-- , ('\9722', "\\lltriangle")

2611+-- , ('\9723', "\\mdwhtsquare")

2612+-- , ('\9724', "\\mdblksquare")

2613+-- , ('\9725', "\\mdsmwhtsquare")

2614+-- , ('\9726', "\\mdsmblksquare")

2615+-- , ('\9727', "\\lrtriangle")

2616+-- , ('\9733', "\\bigstar")

2617+-- , ('\9734', "\\bigwhitestar")

2618+-- , ('\9737', "\\astrosun")

2619+-- , ('\9740', "")

2620+-- , ('\9744', "")

2621+-- , ('\9745', "")

2622+-- , ('\9746', "")

2623+-- , ('\9749', "")

2624+-- , ('\9758', "")

2625+-- , ('\9760', "")

2626+-- , ('\9761', "\\danger")

2627+-- , ('\9762', "")

2628+-- , ('\9763', "")

2629+-- , ('\9775', "")

2630+-- , ('\9785', "")

2631+-- , ('\9786', "")

2632+-- , ('\9787', "\\blacksmiley")

2633+-- , ('\9788', "\\sun")

2634+-- , ('\9789', "\\rightmoon")

2635+-- , ('\9790', "\\leftmoon")

2636+-- , ('\9791', "")

2637+-- , ('\9792', "\\female")

2638+-- , ('\9793', "")

2639+-- , ('\9794', "\\male")

2640+-- , ('\9795', "")

2641+-- , ('\9796', "")

2642+-- , ('\9797', "")

2643+-- , ('\9798', "")

2644+-- , ('\9799', "")

2645+-- , ('\9800', "")

2646+-- , ('\9801', "")

2647+-- , ('\9802', "")

2648+-- , ('\9803', "")

2649+-- , ('\9804', "")

2650+-- , ('\9805', "")

2651+-- , ('\9806', "")

2652+-- , ('\9807', "")

2653+-- , ('\9808', "")

2654+-- , ('\9809', "")

2655+-- , ('\9810', "")

2656+-- , ('\9811', "")

2657+-- , ('\9824', "\\spadesuit")

2658+-- , ('\9825', "\\heartsuit")

2659+-- , ('\9826', "\\diamondsuit")

2660+-- , ('\9827', "\\clubsuit")

2661+-- , ('\9828', "\\varspadesuit")

2662+-- , ('\9829', "\\varheartsuit")

2663+-- , ('\9830', "\\vardiamondsuit")

2664+-- , ('\9831', "\\varclubsuit")

2665+-- , ('\9833', "\\quarternote")

2666+-- , ('\9834', "\\eighthnote")

2667+-- , ('\9835', "\\twonotes")

2668+-- , ('\9836', "")

2669+-- , ('\9837', "\\flat")

2670+-- , ('\9838', "\\natural")

2671+-- , ('\9839', "\\sharp")

2672+-- , ('\9851', "")

2673+-- , ('\9854', "\\acidfree")

2674+-- , ('\9856', "\\dicei")

2675+-- , ('\9857', "\\diceii")

2676+-- , ('\9858', "\\diceiii")

2677+-- , ('\9859', "\\diceiv")

2678+-- , ('\9860', "\\dicev")

2679+-- , ('\9861', "\\dicevi")

2680+-- , ('\9862', "\\circledrightdot")

2681+-- , ('\9863', "\\circledtwodots")

2682+-- , ('\9864', "\\blackcircledrightdot")

2683+-- , ('\9865', "\\blackcircledtwodots")

2684+-- , ('\9875', "")

2685+-- , ('\9876', "")

2686+-- , ('\9888', "")

2687+-- , ('\9893', "\\Hermaphrodite")

2688+-- , ('\9898', "\\mdwhtcircle")

2689+-- , ('\9899', "\\mdblkcircle")

2690+-- , ('\9900', "\\mdsmwhtcircle")

2691+-- , ('\9906', "\\neuter")

2692+-- , ('\9998', "")

2693+-- , ('\10003', "\\checkmark")

2694+-- , ('\10007', "")

2695+-- , ('\10016', "\\maltese")

2696+-- , ('\10026', "\\circledstar")

2697+-- , ('\10038', "\\varstar")

2698+-- , ('\10045', "\\dingasterisk")

2699+-- , ('\10098', "\\lbrbrak")

2700+-- , ('\10099', "\\rbrbrak")

2701+-- , ('\10139', "\\draftingarrow")

2702+-- , ('\10146', "")

2703+-- , ('\10176', "\\threedangle")

2704+-- , ('\10177', "\\whiteinwhitetriangle")

2705+-- , ('\10178', "\\perp")

2706+-- , ('\10179', "\\subsetcirc")

2707+-- , ('\10180', "\\supsetcirc")

2708+-- , ('\10181', "\\lbag")

2709+-- , ('\10182', "\\rbag")

2710+-- , ('\10183', "\\veedot")

2711+-- , ('\10184', "\\bsolhsub")

2712+-- , ('\10185', "\\suphsol")

2713+-- , ('\10188', "\\longdivision")

2714+-- , ('\10192', "\\diamondcdot")

2715+-- , ('\10193', "\\wedgedot")

2716+-- , ('\10194', "\\upin")

2717+-- , ('\10195', "\\pullback")

2718+-- , ('\10196', "\\pushout")

2719+-- , ('\10197', "\\leftouterjoin")

2720+-- , ('\10198', "\\rightouterjoin")

2721+-- , ('\10199', "\\fullouterjoin")

2722+-- , ('\10200', "\\bigbot")

2723+-- , ('\10201', "\\bigtop")

2724+-- , ('\10202', "\\DashVDash")

2725+-- , ('\10203', "\\dashVdash")

2726+-- , ('\10204', "\\multimapinv")

2727+-- , ('\10205', "\\vlongdash")

2728+-- , ('\10206', "\\longdashv")

2729+-- , ('\10207', "\\cirbot")

2730+-- , ('\10208', "\\lozengeminus")

2731+-- , ('\10209', "\\concavediamond")

2732+-- , ('\10210', "\\concavediamondtickleft")

2733+-- , ('\10211', "\\concavediamondtickright")

2734+-- , ('\10212', "\\whitesquaretickleft")

2735+-- , ('\10213', "\\whitesquaretickright")

2736+-- , ('\10214', "\\lBrack")

2737+-- , ('\10215', "\\rBrack")

2738+-- , ('\10216', "\\langle")

2739+-- , ('\10217', "\\rangle")

2740+-- , ('\10218', "\\lAngle")

2741+-- , ('\10219', "\\rAngle")

2742+-- , ('\10220', "\\Lbrbrak")

2743+-- , ('\10221', "\\Rbrbrak")

2744+-- , ('\10222', "")

2745+-- , ('\10223', "")

2746+-- , ('\10224', "\\UUparrow")

2747+-- , ('\10225', "\\DDownarrow")

2748+-- , ('\10226', "\\acwgapcirclearrow")

2749+-- , ('\10227', "\\cwgapcirclearrow")

2750+-- , ('\10228', "\\rightarrowonoplus")

2751+-- , ('\10229', "\\longleftarrow")

2752+-- , ('\10230', "\\longrightarrow")

2753+-- , ('\10231', "\\longleftrightarrow")

2754+-- , ('\10232', "\\Longleftarrow")

2755+-- , ('\10233', "\\Longrightarrow")

2756+-- , ('\10234', "\\Longleftrightarrow")

2757+-- , ('\10235', "\\longmapsfrom")

2758+-- , ('\10236', "\\longmapsto")

2759+-- , ('\10237', "\\Longmapsfrom")

2760+-- , ('\10238', "\\Longmapsto")

2761+-- , ('\10239', "\\longrightsquigarrow")

2762+-- , ('\10496', "\\nvtwoheadrightarrow")

2763+-- , ('\10497', "\\nVtwoheadrightarrow")

2764+-- , ('\10498', "\\nvLeftarrow")

2765+-- , ('\10499', "\\nvRightarrow")

2766+-- , ('\10500', "\\nvLeftrightarrow")

2767+-- , ('\10501', "\\twoheadmapsto")

2768+-- , ('\10502', "\\Mapsfrom")

2769+-- , ('\10503', "\\Mapsto")

2770+-- , ('\10504', "\\downarrowbarred")

2771+-- , ('\10505', "\\uparrowbarred")

2772+-- , ('\10506', "\\Uuparrow")

2773+-- , ('\10507', "\\Ddownarrow")

2774+-- , ('\10508', "\\leftbkarrow")

2775+-- , ('\10509', "\\rightbkarrow")

2776+-- , ('\10510', "\\leftdbkarrow")

2777+-- , ('\10511', "\\dbkarow")

2778+-- , ('\10512', "\\drbkarow")

2779+-- , ('\10513', "\\rightdotarrow")

2780+-- , ('\10514', "\\baruparrow")

2781+-- , ('\10515', "\\downarrowbar")

2782+-- , ('\10516', "\\nvrightarrowtail")

2783+-- , ('\10517', "\\nVrightarrowtail")

2784+-- , ('\10518', "\\twoheadrightarrowtail")

2785+-- , ('\10519', "\\nvtwoheadrightarrowtail")

2786+-- , ('\10520', "\\nVtwoheadrightarrowtail")

2787+-- , ('\10521', "\\lefttail")

2788+-- , ('\10522', "\\righttail")

2789+-- , ('\10523', "\\leftdbltail")

2790+-- , ('\10524', "\\rightdbltail")

2791+-- , ('\10525', "\\diamondleftarrow")

2792+-- , ('\10526', "\\rightarrowdiamond")

2793+-- , ('\10527', "\\diamondleftarrowbar")

2794+-- , ('\10528', "\\barrightarrowdiamond")

2795+-- , ('\10529', "\\nwsearrow")

2796+-- , ('\10530', "\\neswarrow")

2797+-- , ('\10531', "\\hknwarrow")

2798+-- , ('\10532', "\\hknearrow")

2799+-- , ('\10533', "\\hksearow")

2800+-- , ('\10534', "\\hkswarow")

2801+-- , ('\10535', "\\tona")

2802+-- , ('\10536', "\\toea")

2803+-- , ('\10537', "\\tosa")

2804+-- , ('\10538', "\\towa")

2805+-- , ('\10539', "\\rdiagovfdiag")

2806+-- , ('\10540', "\\fdiagovrdiag")

2807+-- , ('\10541', "\\seovnearrow")

2808+-- , ('\10542', "\\neovsearrow")

2809+-- , ('\10543', "\\fdiagovnearrow")

2810+-- , ('\10544', "\\rdiagovsearrow")

2811+-- , ('\10545', "\\neovnwarrow")

2812+-- , ('\10546', "\\nwovnearrow")

2813+-- , ('\10547', "\\rightcurvedarrow")

2814+-- , ('\10548', "\\uprightcurvearrow")

2815+-- , ('\10549', "\\downrightcurvedarrow")

2816+-- , ('\10550', "\\leftdowncurvedarrow")

2817+-- , ('\10551', "\\rightdowncurvedarrow")

2818+-- , ('\10552', "\\cwrightarcarrow")

2819+-- , ('\10553', "\\acwleftarcarrow")

2820+-- , ('\10554', "\\acwoverarcarrow")

2821+-- , ('\10555', "\\acwunderarcarrow")

2822+-- , ('\10556', "\\curvearrowrightminus")

2823+-- , ('\10557', "\\curvearrowleftplus")

2824+-- , ('\10558', "\\cwundercurvearrow")

2825+-- , ('\10559', "\\ccwundercurvearrow")

2826+-- , ('\10560', "\\acwcirclearrow")

2827+-- , ('\10561', "\\cwcirclearrow")

2828+-- , ('\10562', "\\rightarrowshortleftarrow")

2829+-- , ('\10563', "\\leftarrowshortrightarrow")

2830+-- , ('\10564', "\\shortrightarrowleftarrow")

2831+-- , ('\10565', "\\rightarrowplus")

2832+-- , ('\10566', "\\leftarrowplus")

2833+-- , ('\10567', "\\rightarrowx")

2834+-- , ('\10568', "\\leftrightarrowcircle")

2835+-- , ('\10569', "\\twoheaduparrowcircle")

2836+-- , ('\10570', "\\leftrightharpoonupdown")

2837+-- , ('\10571', "\\leftrightharpoondownup")

2838+-- , ('\10572', "\\updownharpoonrightleft")

2839+-- , ('\10573', "\\updownharpoonleftright")

2840+-- , ('\10574', "\\leftrightharpoonupup")

2841+-- , ('\10575', "\\updownharpoonrightright")

2842+-- , ('\10576', "\\leftrightharpoondowndown")

2843+-- , ('\10577', "\\updownharpoonleftleft")

2844+-- , ('\10578', "\\barleftharpoonup")

2845+-- , ('\10579', "\\rightharpoonupbar")

2846+-- , ('\10580', "\\barupharpoonright")

2847+-- , ('\10581', "\\downharpoonrightbar")

2848+-- , ('\10582', "\\barleftharpoondown")

2849+-- , ('\10583', "\\rightharpoondownbar")

2850+-- , ('\10584', "\\barupharpoonleft")

2851+-- , ('\10585', "\\downharpoonleftbar")

2852+-- , ('\10586', "\\leftharpoonupbar")

2853+-- , ('\10587', "\\barrightharpoonup")

2854+-- , ('\10588', "\\upharpoonrightbar")

2855+-- , ('\10589', "\\bardownharpoonright")

2856+-- , ('\10590', "\\leftharpoondownbar")

2857+-- , ('\10591', "\\barrightharpoondown")

2858+-- , ('\10592', "\\upharpoonleftbar")

2859+-- , ('\10593', "\\bardownharpoonleft")

2860+-- , ('\10594', "\\leftharpoonsupdown")

2861+-- , ('\10595', "\\upharpoonsleftright")

2862+-- , ('\10596', "\\rightharpoonsupdown")

2863+-- , ('\10597', "\\downharpoonsleftright")

2864+-- , ('\10598', "\\leftrightharpoonsup")

2865+-- , ('\10599', "\\leftrightharpoonsdown")

2866+-- , ('\10600', "\\rightleftharpoonsup")

2867+-- , ('\10601', "\\rightleftharpoonsdown")

2868+-- , ('\10602', "\\leftharpoonupdash")

2869+-- , ('\10603', "\\dashleftharpoondown")

2870+-- , ('\10604', "\\rightharpoonupdash")

2871+-- , ('\10605', "\\dashrightharpoondown")

2872+-- , ('\10606', "\\updownharpoonsleftright")

2873+-- , ('\10607', "\\downupharpoonsleftright")

2874+-- , ('\10608', "\\rightimply")

2875+-- , ('\10609', "\\equalrightarrow")

2876+-- , ('\10610', "\\similarrightarrow")

2877+-- , ('\10611', "\\leftarrowsimilar")

2878+-- , ('\10612', "\\rightarrowsimilar")

2879+-- , ('\10613', "\\rightarrowapprox")

2880+-- , ('\10614', "\\ltlarr")

2881+-- , ('\10615', "\\leftarrowless")

2882+-- , ('\10616', "\\gtrarr")

2883+-- , ('\10617', "\\subrarr")

2884+-- , ('\10618', "\\leftarrowsubset")

2885+-- , ('\10619', "\\suplarr")

2886+-- , ('\10620', "\\leftfishtail")

2887+-- , ('\10621', "\\rightfishtail")

2888+-- , ('\10622', "\\upfishtail")

2889+-- , ('\10623', "\\downfishtail")

2890+-- , ('\10624', "\\Vvert")

2891+-- , ('\10625', "\\mdsmblkcircle")

2892+-- , ('\10626', "\\typecolon")

2893+-- , ('\10627', "\\lBrace")

2894+-- , ('\10628', "\\rBrace")

2895+-- , ('\10629', "\\lParen")

2896+-- , ('\10630', "\\rParen")

2897+-- , ('\10631', "\\llparenthesis")

2898+-- , ('\10632', "\\rrparenthesis")

2899+-- , ('\10633', "\\llangle")

2900+-- , ('\10634', "\\rrangle")

2901+-- , ('\10635', "\\lbrackubar")

2902+-- , ('\10636', "\\rbrackubar")

2903+-- , ('\10637', "\\lbrackultick")

2904+-- , ('\10638', "\\rbracklrtick")

2905+-- , ('\10639', "\\lbracklltick")

2906+-- , ('\10640', "\\rbrackurtick")

2907+-- , ('\10641', "\\langledot")

2908+-- , ('\10642', "\\rangledot")

2909+-- , ('\10643', "\\lparenless")

2910+-- , ('\10644', "\\rparengtr")

2911+-- , ('\10645', "\\Lparengtr")

2912+-- , ('\10646', "\\Rparenless")

2913+-- , ('\10647', "\\lblkbrbrak")

2914+-- , ('\10648', "\\rblkbrbrak")

2915+-- , ('\10649', "\\fourvdots")

2916+-- , ('\10650', "\\vzigzag")

2917+-- , ('\10651', "\\measuredangleleft")

2918+-- , ('\10652', "\\rightanglesqr")

2919+-- , ('\10653', "\\rightanglemdot")

2920+-- , ('\10654', "\\angles")

2921+-- , ('\10655', "\\angdnr")

2922+-- , ('\10656', "\\gtlpar")

2923+-- , ('\10657', "\\sphericalangleup")

2924+-- , ('\10658', "\\turnangle")

2925+-- , ('\10659', "\\revangle")

2926+-- , ('\10660', "\\angleubar")

2927+-- , ('\10661', "\\revangleubar")

2928+-- , ('\10662', "\\wideangledown")

2929+-- , ('\10663', "\\wideangleup")

2930+-- , ('\10664', "\\measanglerutone")

2931+-- , ('\10665', "\\measanglelutonw")

2932+-- , ('\10666', "\\measanglerdtose")

2933+-- , ('\10667', "\\measangleldtosw")

2934+-- , ('\10668', "\\measangleurtone")

2935+-- , ('\10669', "\\measangleultonw")

2936+-- , ('\10670', "\\measangledrtose")

2937+-- , ('\10671', "\\measangledltosw")

2938+-- , ('\10672', "\\revemptyset")

2939+-- , ('\10673', "\\emptysetobar")

2940+-- , ('\10674', "\\emptysetocirc")

2941+-- , ('\10675', "\\emptysetoarr")

2942+-- , ('\10676', "\\emptysetoarrl")

2943+-- , ('\10677', "\\circlehbar")

2944+-- , ('\10678', "\\circledvert")

2945+-- , ('\10679', "\\circledparallel")

2946+-- , ('\10680', "\\obslash")

2947+-- , ('\10681', "\\operp")

2948+-- , ('\10682', "\\obot")

2949+-- , ('\10683', "\\olcross")

2950+-- , ('\10684', "\\odotslashdot")

2951+-- , ('\10685', "\\uparrowoncircle")

2952+-- , ('\10686', "\\circledwhitebullet")

2953+-- , ('\10687', "\\circledbullet")

2954+-- , ('\10688', "\\olessthan")

2955+-- , ('\10689', "\\ogreaterthan")

2956+-- , ('\10690', "\\cirscir")

2957+-- , ('\10691', "\\cirE")

2958+-- , ('\10692', "\\boxdiag")

2959+-- , ('\10693', "\\boxbslash")

2960+-- , ('\10694', "\\boxast")

2961+-- , ('\10695', "\\boxcircle")

2962+-- , ('\10696', "\\boxbox")

2963+-- , ('\10697', "\\boxonbox")

2964+-- , ('\10698', "\\triangleodot")

2965+-- , ('\10699', "\\triangleubar")

2966+-- , ('\10700', "\\triangles")

2967+-- , ('\10701', "\\triangleserifs")

2968+-- , ('\10702', "\\rtriltri")

2969+-- , ('\10703', "\\ltrivb")

2970+-- , ('\10704', "\\vbrtri")

2971+-- , ('\10705', "\\lfbowtie")

2972+-- , ('\10706', "\\rfbowtie")

2973+-- , ('\10707', "\\fbowtie")

2974+-- , ('\10708', "\\lftimes")

2975+-- , ('\10709', "\\rftimes")

2976+-- , ('\10710', "\\hourglass")

2977+-- , ('\10711', "\\blackhourglass")

2978+-- , ('\10712', "\\lvzigzag")

2979+-- , ('\10713', "\\rvzigzag")

2980+-- , ('\10714', "\\Lvzigzag")

2981+-- , ('\10715', "\\Rvzigzag")

2982+-- , ('\10716', "\\iinfin")

2983+-- , ('\10717', "\\tieinfty")

2984+-- , ('\10718', "\\nvinfty")

2985+-- , ('\10719', "\\dualmap")

2986+-- , ('\10720', "\\laplac")

2987+-- , ('\10721', "\\lrtriangleeq")

2988+-- , ('\10722', "\\shuffle")

2989+-- , ('\10723', "\\eparsl")

2990+-- , ('\10724', "\\smeparsl")

2991+-- , ('\10725', "\\eqvparsl")

2992+-- , ('\10726', "\\gleichstark")

2993+-- , ('\10727', "\\thermod")

2994+-- , ('\10728', "\\downtriangleleftblack")

2995+-- , ('\10729', "\\downtrianglerightblack")

2996+-- , ('\10730', "\\blackdiamonddownarrow")

2997+-- , ('\10731', "\\mdlgblklozenge")

2998+-- , ('\10732', "\\circledownarrow")

2999+-- , ('\10733', "\\blackcircledownarrow")

3000+-- , ('\10734', "\\errbarsquare")

3001+-- , ('\10735', "\\errbarblacksquare")

3002+-- , ('\10736', "\\errbardiamond")

3003+-- , ('\10737', "\\errbarblackdiamond")

3004+-- , ('\10738', "\\errbarcircle")

3005+-- , ('\10739', "\\errbarblackcircle")

3006+-- , ('\10740', "\\ruledelayed")

3007+-- , ('\10741', "\\setminus")

3008+-- , ('\10742', "\\dsol")

3009+-- , ('\10743', "\\rsolbar")

3010+-- , ('\10744', "\\xsol")

3011+-- , ('\10745', "\\xbsol")

3012+-- , ('\10746', "\\doubleplus")

3013+-- , ('\10747', "\\tripleplus")

3014+-- , ('\10748', "\\lcurvyangle")

3015+-- , ('\10749', "\\rcurvyangle")

3016+-- , ('\10750', "\\tplus")

3017+-- , ('\10751', "\\tminus")

3018+-- , ('\10752', "\\bigodot")

3019+-- , ('\10753', "\\bigoplus")

3020+-- , ('\10754', "\\bigotimes")

3021+-- , ('\10755', "\\bigcupdot")

3022+-- , ('\10756', "\\biguplus")

3023+-- , ('\10757', "\\bigsqcap")

3024+-- , ('\10758', "\\bigsqcup")

3025+-- , ('\10759', "\\conjquant")

3026+-- , ('\10760', "\\disjquant")

3027+-- , ('\10761', "\\bigtimes")

3028+-- , ('\10762', "\\modtwosum")

3029+-- , ('\10763', "\\sumint")

3030+-- , ('\10764', "\\iiiint")

3031+-- , ('\10765', "\\intbar")

3032+-- , ('\10766', "\\intBar")

3033+-- , ('\10767', "\\fint")

3034+-- , ('\10768', "\\cirfnint")

3035+-- , ('\10769', "\\awint")

3036+-- , ('\10770', "\\rppolint")

3037+-- , ('\10771', "\\scpolint")

3038+-- , ('\10772', "\\npolint")

3039+-- , ('\10773', "\\pointint")

3040+-- , ('\10774', "\\sqint")

3041+-- , ('\10775', "\\intlarhk")

3042+-- , ('\10776', "\\intx")

3043+-- , ('\10777', "\\intcap")

3044+-- , ('\10778', "\\intcup")

3045+-- , ('\10779', "\\upint")

3046+-- , ('\10780', "\\lowint")

3047+-- , ('\10781', "\\Join")

3048+-- , ('\10782', "\\bigtriangleleft")

3049+-- , ('\10783', "\\zcmp")

3050+-- , ('\10784', "\\zpipe")

3051+-- , ('\10785', "\\zproject")

3052+-- , ('\10786', "\\ringplus")

3053+-- , ('\10787', "\\plushat")

3054+-- , ('\10788', "\\simplus")

3055+-- , ('\10789', "\\plusdot")

3056+-- , ('\10790', "\\plussim")

3057+-- , ('\10791', "\\plussubtwo")

3058+-- , ('\10792', "\\plustrif")

3059+-- , ('\10793', "\\commaminus")

3060+-- , ('\10794', "\\minusdot")

3061+-- , ('\10795', "\\minusfdots")

3062+-- , ('\10796', "\\minusrdots")

3063+-- , ('\10797', "\\opluslhrim")

3064+-- , ('\10798', "\\oplusrhrim")

3065+-- , ('\10799', "\\vectimes")

3066+-- , ('\10800', "\\dottimes")

3067+-- , ('\10801', "\\timesbar")

3068+-- , ('\10802', "\\btimes")

3069+-- , ('\10803', "\\smashtimes")

3070+-- , ('\10804', "\\otimeslhrim")

3071+-- , ('\10805', "\\otimesrhrim")

3072+-- , ('\10806', "\\otimeshat")

3073+-- , ('\10807', "\\Otimes")

3074+-- , ('\10808', "\\odiv")

3075+-- , ('\10809', "\\triangleplus")

3076+-- , ('\10810', "\\triangleminus")

3077+-- , ('\10811', "\\triangletimes")

3078+-- , ('\10812', "\\intprod")

3079+-- , ('\10813', "\\intprodr")

3080+-- , ('\10814', "\\fcmp")

3081+-- , ('\10815', "\\amalg")

3082+-- , ('\10816', "\\capdot")

3083+-- , ('\10817', "\\uminus")

3084+-- , ('\10818', "\\barcup")

3085+-- , ('\10819', "\\barcap")

3086+-- , ('\10820', "\\capwedge")

3087+-- , ('\10821', "\\cupvee")

3088+-- , ('\10822', "\\cupovercap")

3089+-- , ('\10823', "\\capovercup")

3090+-- , ('\10824', "\\cupbarcap")

3091+-- , ('\10825', "\\capbarcup")

3092+-- , ('\10826', "\\twocups")

3093+-- , ('\10827', "\\twocaps")

3094+-- , ('\10828', "\\closedvarcup")

3095+-- , ('\10829', "\\closedvarcap")

3096+-- , ('\10830', "\\Sqcap")

3097+-- , ('\10831', "\\Sqcup")

3098+-- , ('\10832', "\\closedvarcupsmashprod")

3099+-- , ('\10833', "\\wedgeodot")

3100+-- , ('\10834', "\\veeodot")

3101+-- , ('\10835', "\\Wedge")

3102+-- , ('\10836', "\\Vee")

3103+-- , ('\10837', "\\wedgeonwedge")

3104+-- , ('\10838', "\\veeonvee")

3105+-- , ('\10839', "\\bigslopedvee")

3106+-- , ('\10840', "\\bigslopedwedge")

3107+-- , ('\10841', "\\veeonwedge")

3108+-- , ('\10842', "\\wedgemidvert")

3109+-- , ('\10843', "\\veemidvert")

3110+-- , ('\10844', "\\midbarwedge")

3111+-- , ('\10845', "\\midbarvee")

3112+-- , ('\10846', "\\doublebarwedge")

3113+-- , ('\10847', "\\wedgebar")

3114+-- , ('\10848', "\\wedgedoublebar")

3115+-- , ('\10849', "\\varveebar")

3116+-- , ('\10850', "\\doublebarvee")

3117+-- , ('\10851', "\\veedoublebar")

3118+-- , ('\10852', "\\dsub")

3119+-- , ('\10853', "\\rsub")

3120+-- , ('\10854', "\\eqdot")

3121+-- , ('\10855', "\\dotequiv")

3122+-- , ('\10856', "\\equivVert")

3123+-- , ('\10857', "\\equivVvert")

3124+-- , ('\10858', "\\dotsim")

3125+-- , ('\10859', "\\simrdots")

3126+-- , ('\10860', "\\simminussim")

3127+-- , ('\10861', "\\congdot")

3128+-- , ('\10862', "\\asteq")

3129+-- , ('\10863', "\\hatapprox")

3130+-- , ('\10864', "\\approxeqq")

3131+-- , ('\10865', "\\eqqplus")

3132+-- , ('\10866', "\\pluseqq")

3133+-- , ('\10867', "\\eqqsim")

3134+-- , ('\10868', "\\Coloneq")

3135+-- , ('\10869', "\\eqeq")

3136+-- , ('\10870', "\\eqeqeq")

3137+-- , ('\10871', "\\ddotseq")

3138+-- , ('\10872', "\\equivDD")

3139+-- , ('\10873', "\\ltcir")

3140+-- , ('\10874', "\\gtcir")

3141+-- , ('\10875', "\\ltquest")

3142+-- , ('\10876', "\\gtquest")

3143+-- , ('\10877', "\\leqslant")

3144+-- , ('\10878', "\\geqslant")

3145+-- , ('\10879', "\\lesdot")

3146+-- , ('\10880', "\\gesdot")

3147+-- , ('\10881', "\\lesdoto")

3148+-- , ('\10882', "\\gesdoto")

3149+-- , ('\10883', "\\lesdotor")

3150+-- , ('\10884', "\\gesdotol")

3151+-- , ('\10885', "\\lessapprox")

3152+-- , ('\10886', "\\gtrapprox")

3153+-- , ('\10887', "\\lneq")

3154+-- , ('\10888', "\\gneq")

3155+-- , ('\10889', "\\lnapprox")

3156+-- , ('\10890', "\\gnapprox")

3157+-- , ('\10891', "\\lesseqqgtr")

3158+-- , ('\10892', "\\gtreqqless")

3159+-- , ('\10893', "\\lsime")

3160+-- , ('\10894', "\\gsime")

3161+-- , ('\10895', "\\lsimg")

3162+-- , ('\10896', "\\gsiml")

3163+-- , ('\10897', "\\lgE")

3164+-- , ('\10898', "\\glE")

3165+-- , ('\10899', "\\lesges")

3166+-- , ('\10900', "\\gesles")

3167+-- , ('\10901', "\\eqslantless")

3168+-- , ('\10902', "\\eqslantgtr")

3169+-- , ('\10903', "\\elsdot")

3170+-- , ('\10904', "\\egsdot")

3171+-- , ('\10905', "\\eqqless")

3172+-- , ('\10906', "\\eqqgtr")

3173+-- , ('\10907', "\\eqqslantless")

3174+-- , ('\10908', "\\eqqslantgtr")

3175+-- , ('\10909', "\\simless")

3176+-- , ('\10910', "\\simgtr")

3177+-- , ('\10911', "\\simlE")

3178+-- , ('\10912', "\\simgE")

3179+-- , ('\10913', "\\Lt")

3180+-- , ('\10914', "\\Gt")

3181+-- , ('\10915', "\\partialmeetcontraction")

3182+-- , ('\10916', "\\glj")

3183+-- , ('\10917', "\\gla")

3184+-- , ('\10918', "\\ltcc")

3185+-- , ('\10919', "\\gtcc")

3186+-- , ('\10920', "\\lescc")

3187+-- , ('\10921', "\\gescc")

3188+-- , ('\10922', "\\smt")

3189+-- , ('\10923', "\\lat")

3190+-- , ('\10924', "\\smte")

3191+-- , ('\10925', "\\late")

3192+-- , ('\10926', "\\bumpeqq")

3193+-- , ('\10927', "\\preceq")

3194+-- , ('\10928', "\\succeq")

3195+-- , ('\10929', "\\precneq")

3196+-- , ('\10930', "\\succneq")

3197+-- , ('\10931', "\\preceqq")

3198+-- , ('\10932', "\\succeqq")

3199+-- , ('\10933', "\\precneqq")

3200+-- , ('\10934', "\\succneqq")

3201+-- , ('\10935', "\\precapprox")

3202+-- , ('\10936', "\\succapprox")

3203+-- , ('\10937', "\\precnapprox")

3204+-- , ('\10938', "\\succnapprox")

3205+-- , ('\10939', "\\Prec")

3206+-- , ('\10940', "\\Succ")

3207+-- , ('\10941', "\\subsetdot")

3208+-- , ('\10942', "\\supsetdot")

3209+-- , ('\10943', "\\subsetplus")

3210+-- , ('\10944', "\\supsetplus")

3211+-- , ('\10945', "\\submult")

3212+-- , ('\10946', "\\supmult")

3213+-- , ('\10947', "\\subedot")

3214+-- , ('\10948', "\\supedot")

3215+-- , ('\10949', "\\subseteqq")

3216+-- , ('\10950', "\\supseteqq")

3217+-- , ('\10951', "\\subsim")

3218+-- , ('\10952', "\\supsim")

3219+-- , ('\10953', "\\subsetapprox")

3220+-- , ('\10954', "\\supsetapprox")

3221+-- , ('\10955', "\\subsetneqq")

3222+-- , ('\10956', "\\supsetneqq")

3223+-- , ('\10957', "\\lsqhook")

3224+-- , ('\10958', "\\rsqhook")

3225+-- , ('\10959', "\\csub")

3226+-- , ('\10960', "\\csup")

3227+-- , ('\10961', "\\csube")

3228+-- , ('\10962', "\\csupe")

3229+-- , ('\10963', "\\subsup")

3230+-- , ('\10964', "\\supsub")

3231+-- , ('\10965', "\\subsub")

3232+-- , ('\10966', "\\supsup")

3233+-- , ('\10967', "\\suphsub")

3234+-- , ('\10968', "\\supdsub")

3235+-- , ('\10969', "\\forkv")

3236+-- , ('\10970', "\\topfork")

3237+-- , ('\10971', "\\mlcp")

3238+-- , ('\10972', "\\forks")

3239+-- , ('\10973', "\\forksnot")

3240+-- , ('\10974', "\\shortlefttack")

3241+-- , ('\10975', "\\shortdowntack")

3242+-- , ('\10976', "\\shortuptack")

3243+-- , ('\10977', "\\perps")

3244+-- , ('\10978', "\\vDdash")

3245+-- , ('\10979', "\\dashV")

3246+-- , ('\10980', "\\Dashv")

3247+-- , ('\10981', "\\DashV")

3248+-- , ('\10982', "\\varVdash")

3249+-- , ('\10983', "\\Barv")

3250+-- , ('\10984', "\\vBar")

3251+-- , ('\10985', "\\vBarv")

3252+-- , ('\10986', "\\barV")

3253+-- , ('\10987', "\\Vbar")

3254+-- , ('\10988', "\\Not")

3255+-- , ('\10989', "\\bNot")

3256+-- , ('\10990', "\\revnmid")

3257+-- , ('\10991', "\\cirmid")

3258+-- , ('\10992', "\\midcir")

3259+-- , ('\10993', "\\topcir")

3260+-- , ('\10994', "\\nhpar")

3261+-- , ('\10995', "\\parsim")

3262+-- , ('\10996', "\\interleave")

3263+-- , ('\10997', "\\nhVvert")

3264+-- , ('\10998', "\\threedotcolon")

3265+-- , ('\10999', "\\lllnest")

3266+-- , ('\11000', "\\gggnest")

3267+-- , ('\11001', "\\leqqslant")

3268+-- , ('\11002', "\\geqqslant")

3269+-- , ('\11003', "\\trslash")

3270+-- , ('\11004', "\\biginterleave")

3271+-- , ('\11005', "\\sslash")

3272+-- , ('\11006', "\\talloblong")

3273+-- , ('\11007', "\\bigtalloblong")

3274+-- , ('\11008', "")

3275+-- , ('\11009', "")

3276+-- , ('\11010', "")

3277+-- , ('\11011', "")

3278+-- , ('\11012', "")

3279+-- , ('\11013', "")

3280+-- , ('\11014', "")

3281+-- , ('\11015', "")

3282+-- , ('\11016', "")

3283+-- , ('\11017', "")

3284+-- , ('\11018', "")

3285+-- , ('\11019', "")

3286+-- , ('\11020', "")

3287+-- , ('\11021', "")

3288+-- , ('\11022', "")

3289+-- , ('\11023', "")

3290+-- , ('\11024', "")

3291+-- , ('\11025', "")

3292+-- , ('\11026', "\\squaretopblack")

3293+-- , ('\11027', "\\squarebotblack")

3294+-- , ('\11028', "\\squareurblack")

3295+-- , ('\11029', "\\squarellblack")

3296+-- , ('\11030', "\\diamondleftblack")

3297+-- , ('\11031', "\\diamondrightblack")

3298+-- , ('\11032', "\\diamondtopblack")

3299+-- , ('\11033', "\\diamondbotblack")

3300+-- , ('\11034', "\\dottedsquare")

3301+-- , ('\11035', "\\lgblksquare")

3302+-- , ('\11036', "\\lgwhtsquare")

3303+-- , ('\11037', "\\vysmblksquare")

3304+-- , ('\11038', "\\vysmwhtsquare")

3305+-- , ('\11039', "\\pentagonblack")

3306+-- , ('\11040', "\\pentagon")

3307+-- , ('\11041', "\\varhexagon")

3308+-- , ('\11042', "\\varhexagonblack")

3309+-- , ('\11043', "\\hexagonblack")

3310+-- , ('\11044', "\\lgblkcircle")

3311+-- , ('\11045', "\\mdblkdiamond")

3312+-- , ('\11046', "\\mdwhtdiamond")

3313+-- , ('\11047', "\\mdblklozenge")

3314+-- , ('\11048', "\\mdwhtlozenge")

3315+-- , ('\11049', "\\smblkdiamond")

3316+-- , ('\11050', "\\smblklozenge")

3317+-- , ('\11051', "\\smwhtlozenge")

3318+-- , ('\11052', "\\blkhorzoval")

3319+-- , ('\11053', "\\whthorzoval")

3320+-- , ('\11054', "\\blkvertoval")

3321+-- , ('\11055', "\\whtvertoval")

3322+-- , ('\11056', "\\circleonleftarrow")

3323+-- , ('\11057', "\\leftthreearrows")

3324+-- , ('\11058', "\\leftarrowonoplus")

3325+-- , ('\11059', "\\longleftsquigarrow")

3326+-- , ('\11060', "\\nvtwoheadleftarrow")

3327+-- , ('\11061', "\\nVtwoheadleftarrow")

3328+-- , ('\11062', "\\twoheadmapsfrom")

3329+-- , ('\11063', "\\twoheadleftdbkarrow")

3330+-- , ('\11064', "\\leftdotarrow")

3331+-- , ('\11065', "\\nvleftarrowtail")

3332+-- , ('\11066', "\\nVleftarrowtail")

3333+-- , ('\11067', "\\twoheadleftarrowtail")

3334+-- , ('\11068', "\\nvtwoheadleftarrowtail")

3335+-- , ('\11069', "\\nVtwoheadleftarrowtail")

3336+-- , ('\11070', "\\leftarrowx")

3337+-- , ('\11071', "\\leftcurvedarrow")

3338+-- , ('\11072', "\\equalleftarrow")

3339+-- , ('\11073', "\\bsimilarleftarrow")

3340+-- , ('\11074', "\\leftarrowbackapprox")

3341+-- , ('\11075', "\\rightarrowgtr")

3342+-- , ('\11076', "\\rightarrowsupset")

3343+-- , ('\11077', "\\LLeftarrow")

3344+-- , ('\11078', "\\RRightarrow")

3345+-- , ('\11079', "\\bsimilarrightarrow")

3346+-- , ('\11080', "\\rightarrowbackapprox")

3347+-- , ('\11081', "\\similarleftarrow")

3348+-- , ('\11082', "\\leftarrowapprox")

3349+-- , ('\11083', "\\leftarrowbsimilar")

3350+-- , ('\11084', "\\rightarrowbsimilar")

3351+-- , ('\11088', "\\medwhitestar")

3352+-- , ('\11089', "\\medblackstar")

3353+-- , ('\11090', "\\smwhitestar")

3354+-- , ('\11091', "\\rightpentagonblack")

3355+-- , ('\11092', "\\rightpentagon")

3356+-- , ('\12296', "")

3357+-- , ('\12297', "")

3358+-- , ('\12306', "\\postalmark")

3359+-- , ('\12308', "\\lbrbrak")

3360+-- , ('\12309', "\\rbrbrak")

3361+-- , ('\12312', "\\Lbrbrak")

3362+-- , ('\12313', "\\Rbrbrak")

3363+-- , ('\12314', "")

3364+-- , ('\12315', "")

3365+-- , ('\12336', "\\hzigzag")

3366+-- , ('\12398', "")

3367+-- , ('\64297', "")

3368+-- , ('\65024', "")

3369+-- , ('\65121', "")

3370+-- , ('\65122', "")

3371+-- , ('\65123', "")

3372+-- , ('\65124', "")

3373+-- , ('\65125', "")

3374+-- , ('\65126', "")

3375+-- , ('\65128', "")

3376+-- , ('\65291', "")

3377+-- , ('\65308', "")

3378+-- , ('\65309', "")

3379+-- , ('\65310', "")

3380+-- , ('\65340', "")

3381+-- , ('\65342', "")

3382+-- , ('\65372', "")

3383+-- , ('\65374', "")

3384+-- , ('\65506', "")

3385+-- , ('\65513', "")

3386+-- , ('\65514', "")

3387+-- , ('\65515', "")

3388+-- , ('\65516', "")

3389+-- , ('\119808', "\\mbfA")

3390+-- , ('\119809', "\\mbfB")

3391+-- , ('\119810', "\\mbfC")

3392+-- , ('\119811', "\\mbfD")

3393+-- , ('\119812', "\\mbfE")

3394+-- , ('\119813', "\\mbfF")

3395+-- , ('\119814', "\\mbfG")

3396+-- , ('\119815', "\\mbfH")

3397+-- , ('\119816', "\\mbfI")

3398+-- , ('\119817', "\\mbfJ")

3399+-- , ('\119818', "\\mbfK")

3400+-- , ('\119819', "\\mbfL")

3401+-- , ('\119820', "\\mbfM")

3402+-- , ('\119821', "\\mbfN")

3403+-- , ('\119822', "\\mbfO")

3404+-- , ('\119823', "\\mbfP")

3405+-- , ('\119824', "\\mbfQ")

3406+-- , ('\119825', "\\mbfR")

3407+-- , ('\119826', "\\mbfS")

3408+-- , ('\119827', "\\mbfT")

3409+-- , ('\119828', "\\mbfU")

3410+-- , ('\119829', "\\mbfV")

3411+-- , ('\119830', "\\mbfW")

3412+-- , ('\119831', "\\mbfX")

3413+-- , ('\119832', "\\mbfY")

3414+-- , ('\119833', "\\mbfZ")

3415+-- , ('\119834', "\\mbfa")

3416+-- , ('\119835', "\\mbfb")

3417+-- , ('\119836', "\\mbfc")

3418+-- , ('\119837', "\\mbfd")

3419+-- , ('\119838', "\\mbfe")

3420+-- , ('\119839', "\\mbff")

3421+-- , ('\119840', "\\mbfg")

3422+-- , ('\119841', "\\mbfh")

3423+-- , ('\119842', "\\mbfi")

3424+-- , ('\119843', "\\mbfj")

3425+-- , ('\119844', "\\mbfk")

3426+-- , ('\119845', "\\mbfl")

3427+-- , ('\119846', "\\mbfm")

3428+-- , ('\119847', "\\mbfn")

3429+-- , ('\119848', "\\mbfo")

3430+-- , ('\119849', "\\mbfp")

3431+-- , ('\119850', "\\mbfq")

3432+-- , ('\119851', "\\mbfr")

3433+-- , ('\119852', "\\mbfs")

3434+-- , ('\119853', "\\mbft")

3435+-- , ('\119854', "\\mbfu")

3436+-- , ('\119855', "\\mbfv")

3437+-- , ('\119856', "\\mbfw")

3438+-- , ('\119857', "\\mbfx")

3439+-- , ('\119858', "\\mbfy")

3440+-- , ('\119859', "\\mbfz")

3441+-- , ('\119860', "\\mitA")

3442+-- , ('\119861', "\\mitB")

3443+-- , ('\119862', "\\mitC")

3444+-- , ('\119863', "\\mitD")

3445+-- , ('\119864', "\\mitE")

3446+-- , ('\119865', "\\mitF")

3447+-- , ('\119866', "\\mitG")

3448+-- , ('\119867', "\\mitH")

3449+-- , ('\119868', "\\mitI")

3450+-- , ('\119869', "\\mitJ")

3451+-- , ('\119870', "\\mitK")

3452+-- , ('\119871', "\\mitL")

3453+-- , ('\119872', "\\mitM")

3454+-- , ('\119873', "\\mitN")

3455+-- , ('\119874', "\\mitO")

3456+-- , ('\119875', "\\mitP")

3457+-- , ('\119876', "\\mitQ")

3458+-- , ('\119877', "\\mitR")

3459+-- , ('\119878', "\\mitS")

3460+-- , ('\119879', "\\mitT")

3461+-- , ('\119880', "\\mitU")

3462+-- , ('\119881', "\\mitV")

3463+-- , ('\119882', "\\mitW")

3464+-- , ('\119883', "\\mitX")

3465+-- , ('\119884', "\\mitY")

3466+-- , ('\119885', "\\mitZ")

3467+-- , ('\119886', "\\mita")

3468+-- , ('\119887', "\\mitb")

3469+-- , ('\119888', "\\mitc")

3470+-- , ('\119889', "\\mitd")

3471+-- , ('\119890', "\\mite")

3472+-- , ('\119891', "\\mitf")

3473+-- , ('\119892', "\\mitg")

3474+-- , ('\119894', "\\miti")

3475+-- , ('\119895', "\\mitj")

3476+-- , ('\119896', "\\mitk")

3477+-- , ('\119897', "\\mitl")

3478+-- , ('\119898', "\\mitm")

3479+-- , ('\119899', "\\mitn")

3480+-- , ('\119900', "\\mito")

3481+-- , ('\119901', "\\mitp")

3482+-- , ('\119902', "\\mitq")

3483+-- , ('\119903', "\\mitr")

3484+-- , ('\119904', "\\mits")

3485+-- , ('\119905', "\\mitt")

3486+-- , ('\119906', "\\mitu")

3487+-- , ('\119907', "\\mitv")

3488+-- , ('\119908', "\\mitw")

3489+-- , ('\119909', "\\mitx")

3490+-- , ('\119910', "\\mity")

3491+-- , ('\119911', "\\mitz")

3492+-- , ('\119912', "\\mbfitA")

3493+-- , ('\119913', "\\mbfitB")

3494+-- , ('\119914', "\\mbfitC")

3495+-- , ('\119915', "\\mbfitD")

3496+-- , ('\119916', "\\mbfitE")

3497+-- , ('\119917', "\\mbfitF")

3498+-- , ('\119918', "\\mbfitG")

3499+-- , ('\119919', "\\mbfitH")

3500+-- , ('\119920', "\\mbfitI")

3501+-- , ('\119921', "\\mbfitJ")

3502+-- , ('\119922', "\\mbfitK")

3503+-- , ('\119923', "\\mbfitL")

3504+-- , ('\119924', "\\mbfitM")

3505+-- , ('\119925', "\\mbfitN")

3506+-- , ('\119926', "\\mbfitO")

3507+-- , ('\119927', "\\mbfitP")

3508+-- , ('\119928', "\\mbfitQ")

3509+-- , ('\119929', "\\mbfitR")

3510+-- , ('\119930', "\\mbfitS")

3511+-- , ('\119931', "\\mbfitT")

3512+-- , ('\119932', "\\mbfitU")

3513+-- , ('\119933', "\\mbfitV")

3514+-- , ('\119934', "\\mbfitW")

3515+-- , ('\119935', "\\mbfitX")

3516+-- , ('\119936', "\\mbfitY")

3517+-- , ('\119937', "\\mbfitZ")

3518+-- , ('\119938', "\\mbfita")

3519+-- , ('\119939', "\\mbfitb")

3520+-- , ('\119940', "\\mbfitc")

3521+-- , ('\119941', "\\mbfitd")

3522+-- , ('\119942', "\\mbfite")

3523+-- , ('\119943', "\\mbfitf")

3524+-- , ('\119944', "\\mbfitg")

3525+-- , ('\119945', "\\mbfith")

3526+-- , ('\119946', "\\mbfiti")

3527+-- , ('\119947', "\\mbfitj")

3528+-- , ('\119948', "\\mbfitk")

3529+-- , ('\119949', "\\mbfitl")

3530+-- , ('\119950', "\\mbfitm")

3531+-- , ('\119951', "\\mbfitn")

3532+-- , ('\119952', "\\mbfito")

3533+-- , ('\119953', "\\mbfitp")

3534+-- , ('\119954', "\\mbfitq")

3535+-- , ('\119955', "\\mbfitr")

3536+-- , ('\119956', "\\mbfits")

3537+-- , ('\119957', "\\mbfitt")

3538+-- , ('\119958', "\\mbfitu")

3539+-- , ('\119959', "\\mbfitv")

3540+-- , ('\119960', "\\mbfitw")

3541+-- , ('\119961', "\\mbfitx")

3542+-- , ('\119962', "\\mbfity")

3543+-- , ('\119963', "\\mbfitz")

3544+-- , ('\119964', "\\mscrA")

3545+-- , ('\119966', "\\mscrC")

3546+-- , ('\119967', "\\mscrD")

3547+-- , ('\119970', "\\mscrG")

3548+-- , ('\119973', "\\mscrJ")

3549+-- , ('\119974', "\\mscrK")

3550+-- , ('\119977', "\\mscrN")

3551+-- , ('\119978', "\\mscrO")

3552+-- , ('\119979', "\\mscrP")

3553+-- , ('\119980', "\\mscrQ")

3554+-- , ('\119982', "\\mscrS")

3555+-- , ('\119983', "\\mscrT")

3556+-- , ('\119984', "\\mscrU")

3557+-- , ('\119985', "\\mscrV")

3558+-- , ('\119986', "\\mscrW")

3559+-- , ('\119987', "\\mscrX")

3560+-- , ('\119988', "\\mscrY")

3561+-- , ('\119989', "\\mscrZ")

3562+-- , ('\119990', "\\mscra")

3563+-- , ('\119991', "\\mscrb")

3564+-- , ('\119992', "\\mscrc")

3565+-- , ('\119993', "\\mscrd")

3566+-- , ('\119995', "\\mscrf")

3567+-- , ('\119997', "\\mscrh")

3568+-- , ('\119998', "\\mscri")

3569+-- , ('\119999', "\\mscrj")

3570+-- , ('\120000', "\\mscrk")

3571+-- , ('\120001', "\\mscrl")

3572+-- , ('\120002', "\\mscrm")

3573+-- , ('\120003', "\\mscrn")

3574+-- , ('\120005', "\\mscrp")

3575+-- , ('\120006', "\\mscrq")

3576+-- , ('\120007', "\\mscrr")

3577+-- , ('\120008', "\\mscrs")

3578+-- , ('\120009', "\\mscrt")

3579+-- , ('\120010', "\\mscru")

3580+-- , ('\120011', "\\mscrv")

3581+-- , ('\120012', "\\mscrw")

3582+-- , ('\120013', "\\mscrx")

3583+-- , ('\120014', "\\mscry")

3584+-- , ('\120015', "\\mscrz")

3585+-- , ('\120016', "\\mbfscrA")

3586+-- , ('\120017', "\\mbfscrB")

3587+-- , ('\120018', "\\mbfscrC")

3588+-- , ('\120019', "\\mbfscrD")

3589+-- , ('\120020', "\\mbfscrE")

3590+-- , ('\120021', "\\mbfscrF")

3591+-- , ('\120022', "\\mbfscrG")

3592+-- , ('\120023', "\\mbfscrH")

3593+-- , ('\120024', "\\mbfscrI")

3594+-- , ('\120025', "\\mbfscrJ")

3595+-- , ('\120026', "\\mbfscrK")

3596+-- , ('\120027', "\\mbfscrL")

3597+-- , ('\120028', "\\mbfscrM")

3598+-- , ('\120029', "\\mbfscrN")

3599+-- , ('\120030', "\\mbfscrO")

3600+-- , ('\120031', "\\mbfscrP")

3601+-- , ('\120032', "\\mbfscrQ")

3602+-- , ('\120033', "\\mbfscrR")

3603+-- , ('\120034', "\\mbfscrS")

3604+-- , ('\120035', "\\mbfscrT")

3605+-- , ('\120036', "\\mbfscrU")

3606+-- , ('\120037', "\\mbfscrV")

3607+-- , ('\120038', "\\mbfscrW")

3608+-- , ('\120039', "\\mbfscrX")

3609+-- , ('\120040', "\\mbfscrY")

3610+-- , ('\120041', "\\mbfscrZ")

3611+-- , ('\120042', "\\mbfscra")

3612+-- , ('\120043', "\\mbfscrb")

3613+-- , ('\120044', "\\mbfscrc")

3614+-- , ('\120045', "\\mbfscrd")

3615+-- , ('\120046', "\\mbfscre")

3616+-- , ('\120047', "\\mbfscrf")

3617+-- , ('\120048', "\\mbfscrg")

3618+-- , ('\120049', "\\mbfscrh")

3619+-- , ('\120050', "\\mbfscri")

3620+-- , ('\120051', "\\mbfscrj")

3621+-- , ('\120052', "\\mbfscrk")

3622+-- , ('\120053', "\\mbfscrl")

3623+-- , ('\120054', "\\mbfscrm")

3624+-- , ('\120055', "\\mbfscrn")

3625+-- , ('\120056', "\\mbfscro")

3626+-- , ('\120057', "\\mbfscrp")

3627+-- , ('\120058', "\\mbfscrq")

3628+-- , ('\120059', "\\mbfscrr")

3629+-- , ('\120060', "\\mbfscrs")

3630+-- , ('\120061', "\\mbfscrt")

3631+-- , ('\120062', "\\mbfscru")

3632+-- , ('\120063', "\\mbfscrv")

3633+-- , ('\120064', "\\mbfscrw")

3634+-- , ('\120065', "\\mbfscrx")

3635+-- , ('\120066', "\\mbfscry")

3636+-- , ('\120067', "\\mbfscrz")

3637+-- , ('\120068', "\\mfrakA")

3638+-- , ('\120069', "\\mfrakB")

3639+-- , ('\120071', "\\mfrakD")

3640+-- , ('\120072', "\\mfrakE")

3641+-- , ('\120073', "\\mfrakF")

3642+-- , ('\120074', "\\mfrakG")

3643+-- , ('\120077', "\\mfrakJ")

3644+-- , ('\120078', "\\mfrakK")

3645+-- , ('\120079', "\\mfrakL")

3646+-- , ('\120080', "\\mfrakM")

3647+-- , ('\120081', "\\mfrakN")

3648+-- , ('\120082', "\\mfrakO")

3649+-- , ('\120083', "\\mfrakP")

3650+-- , ('\120084', "\\mfrakQ")

3651+-- , ('\120086', "\\mfrakS")

3652+-- , ('\120087', "\\mfrakT")

3653+-- , ('\120088', "\\mfrakU")

3654+-- , ('\120089', "\\mfrakV")

3655+-- , ('\120090', "\\mfrakW")

3656+-- , ('\120091', "\\mfrakX")

3657+-- , ('\120092', "\\mfrakY")

3658+-- , ('\120094', "\\mfraka")

3659+-- , ('\120095', "\\mfrakb")

3660+-- , ('\120096', "\\mfrakc")

3661+-- , ('\120097', "\\mfrakd")

3662+-- , ('\120098', "\\mfrake")

3663+-- , ('\120099', "\\mfrakf")

3664+-- , ('\120100', "\\mfrakg")

3665+-- , ('\120101', "\\mfrakh")

3666+-- , ('\120102', "\\mfraki")

3667+-- , ('\120103', "\\mfrakj")

3668+-- , ('\120104', "\\mfrakk")

3669+-- , ('\120105', "\\mfrakl")

3670+-- , ('\120106', "\\mfrakm")

3671+-- , ('\120107', "\\mfrakn")

3672+-- , ('\120108', "\\mfrako")

3673+-- , ('\120109', "\\mfrakp")

3674+-- , ('\120110', "\\mfrakq")

3675+-- , ('\120111', "\\mfrakr")

3676+-- , ('\120112', "\\mfraks")

3677+-- , ('\120113', "\\mfrakt")

3678+-- , ('\120114', "\\mfraku")

3679+-- , ('\120115', "\\mfrakv")

3680+-- , ('\120116', "\\mfrakw")

3681+-- , ('\120117', "\\mfrakx")

3682+-- , ('\120118', "\\mfraky")

3683+-- , ('\120119', "\\mfrakz")

3684+-- , ('\120120', "\\BbbA")

3685+-- , ('\120121', "\\BbbB")

3686+-- , ('\120123', "\\BbbD")

3687+-- , ('\120124', "\\BbbE")

3688+-- , ('\120125', "\\BbbF")

3689+-- , ('\120126', "\\BbbG")

3690+-- , ('\120128', "\\BbbI")

3691+-- , ('\120129', "\\BbbJ")

3692+-- , ('\120130', "\\BbbK")

3693+-- , ('\120131', "\\BbbL")

3694+-- , ('\120132', "\\BbbM")

3695+-- , ('\120134', "\\BbbO")

3696+-- , ('\120138', "\\BbbS")

3697+-- , ('\120139', "\\BbbT")

3698+-- , ('\120140', "\\BbbU")

3699+-- , ('\120141', "\\BbbV")

3700+-- , ('\120142', "\\BbbW")

3701+-- , ('\120143', "\\BbbX")

3702+-- , ('\120144', "\\BbbY")

3703+-- , ('\120146', "\\Bbba")

3704+-- , ('\120147', "\\Bbbb")

3705+-- , ('\120148', "\\Bbbc")

3706+-- , ('\120149', "\\Bbbd")

3707+-- , ('\120150', "\\Bbbe")

3708+-- , ('\120151', "\\Bbbf")

3709+-- , ('\120152', "\\Bbbg")

3710+-- , ('\120153', "\\Bbbh")

3711+-- , ('\120154', "\\Bbbi")

3712+-- , ('\120155', "\\Bbbj")

3713+-- , ('\120156', "\\Bbbk")

3714+-- , ('\120157', "\\Bbbl")

3715+-- , ('\120158', "\\Bbbm")

3716+-- , ('\120159', "\\Bbbn")

3717+-- , ('\120160', "\\Bbbo")

3718+-- , ('\120161', "\\Bbbp")

3719+-- , ('\120162', "\\Bbbq")

3720+-- , ('\120163', "\\Bbbr")

3721+-- , ('\120164', "\\Bbbs")

3722+-- , ('\120165', "\\Bbbt")

3723+-- , ('\120166', "\\Bbbu")

3724+-- , ('\120167', "\\Bbbv")

3725+-- , ('\120168', "\\Bbbw")

3726+-- , ('\120169', "\\Bbbx")

3727+-- , ('\120170', "\\Bbby")

3728+-- , ('\120171', "\\Bbbz")

3729+-- , ('\120172', "\\mbffrakA")

3730+-- , ('\120173', "\\mbffrakB")

3731+-- , ('\120174', "\\mbffrakC")

3732+-- , ('\120175', "\\mbffrakD")

3733+-- , ('\120176', "\\mbffrakE")

3734+-- , ('\120177', "\\mbffrakF")

3735+-- , ('\120178', "\\mbffrakG")

3736+-- , ('\120179', "\\mbffrakH")

3737+-- , ('\120180', "\\mbffrakI")

3738+-- , ('\120181', "\\mbffrakJ")

3739+-- , ('\120182', "\\mbffrakK")

3740+-- , ('\120183', "\\mbffrakL")

3741+-- , ('\120184', "\\mbffrakM")

3742+-- , ('\120185', "\\mbffrakN")

3743+-- , ('\120186', "\\mbffrakO")

3744+-- , ('\120187', "\\mbffrakP")

3745+-- , ('\120188', "\\mbffrakQ")

3746+-- , ('\120189', "\\mbffrakR")

3747+-- , ('\120190', "\\mbffrakS")

3748+-- , ('\120191', "\\mbffrakT")

3749+-- , ('\120192', "\\mbffrakU")

3750+-- , ('\120193', "\\mbffrakV")

3751+-- , ('\120194', "\\mbffrakW")

3752+-- , ('\120195', "\\mbffrakX")

3753+-- , ('\120196', "\\mbffrakY")

3754+-- , ('\120197', "\\mbffrakZ")

3755+-- , ('\120198', "\\mbffraka")

3756+-- , ('\120199', "\\mbffrakb")

3757+-- , ('\120200', "\\mbffrakc")

3758+-- , ('\120201', "\\mbffrakd")

3759+-- , ('\120202', "\\mbffrake")

3760+-- , ('\120203', "\\mbffrakf")

3761+-- , ('\120204', "\\mbffrakg")

3762+-- , ('\120205', "\\mbffrakh")

3763+-- , ('\120206', "\\mbffraki")

3764+-- , ('\120207', "\\mbffrakj")

3765+-- , ('\120208', "\\mbffrakk")

3766+-- , ('\120209', "\\mbffrakl")

3767+-- , ('\120210', "\\mbffrakm")

3768+-- , ('\120211', "\\mbffrakn")

3769+-- , ('\120212', "\\mbffrako")

3770+-- , ('\120213', "\\mbffrakp")

3771+-- , ('\120214', "\\mbffrakq")

3772+-- , ('\120215', "\\mbffrakr")

3773+-- , ('\120216', "\\mbffraks")

3774+-- , ('\120217', "\\mbffrakt")

3775+-- , ('\120218', "\\mbffraku")

3776+-- , ('\120219', "\\mbffrakv")

3777+-- , ('\120220', "\\mbffrakw")

3778+-- , ('\120221', "\\mbffrakx")

3779+-- , ('\120222', "\\mbffraky")

3780+-- , ('\120223', "\\mbffrakz")

3781+-- , ('\120224', "\\msansA")

3782+-- , ('\120225', "\\msansB")

3783+-- , ('\120226', "\\msansC")

3784+-- , ('\120227', "\\msansD")

3785+-- , ('\120228', "\\msansE")

3786+-- , ('\120229', "\\msansF")

3787+-- , ('\120230', "\\msansG")

3788+-- , ('\120231', "\\msansH")

3789+-- , ('\120232', "\\msansI")

3790+-- , ('\120233', "\\msansJ")

3791+-- , ('\120234', "\\msansK")

3792+-- , ('\120235', "\\msansL")

3793+-- , ('\120236', "\\msansM")

3794+-- , ('\120237', "\\msansN")

3795+-- , ('\120238', "\\msansO")

3796+-- , ('\120239', "\\msansP")

3797+-- , ('\120240', "\\msansQ")

3798+-- , ('\120241', "\\msansR")

3799+-- , ('\120242', "\\msansS")

3800+-- , ('\120243', "\\msansT")

3801+-- , ('\120244', "\\msansU")

3802+-- , ('\120245', "\\msansV")

3803+-- , ('\120246', "\\msansW")

3804+-- , ('\120247', "\\msansX")

3805+-- , ('\120248', "\\msansY")

3806+-- , ('\120249', "\\msansZ")

3807+-- , ('\120250', "\\msansa")

3808+-- , ('\120251', "\\msansb")

3809+-- , ('\120252', "\\msansc")

3810+-- , ('\120253', "\\msansd")

3811+-- , ('\120254', "\\msanse")

3812+-- , ('\120255', "\\msansf")

3813+-- , ('\120256', "\\msansg")

3814+-- , ('\120257', "\\msansh")

3815+-- , ('\120258', "\\msansi")

3816+-- , ('\120259', "\\msansj")

3817+-- , ('\120260', "\\msansk")

3818+-- , ('\120261', "\\msansl")

3819+-- , ('\120262', "\\msansm")

3820+-- , ('\120263', "\\msansn")

3821+-- , ('\120264', "\\msanso")

3822+-- , ('\120265', "\\msansp")

3823+-- , ('\120266', "\\msansq")

3824+-- , ('\120267', "\\msansr")

3825+-- , ('\120268', "\\msanss")

3826+-- , ('\120269', "\\msanst")

3827+-- , ('\120270', "\\msansu")

3828+-- , ('\120271', "\\msansv")

3829+-- , ('\120272', "\\msansw")

3830+-- , ('\120273', "\\msansx")

3831+-- , ('\120274', "\\msansy")

3832+-- , ('\120275', "\\msansz")

3833+-- , ('\120276', "\\mbfsansA")

3834+-- , ('\120277', "\\mbfsansB")

3835+-- , ('\120278', "\\mbfsansC")

3836+-- , ('\120279', "\\mbfsansD")

3837+-- , ('\120280', "\\mbfsansE")

3838+-- , ('\120281', "\\mbfsansF")

3839+-- , ('\120282', "\\mbfsansG")

3840+-- , ('\120283', "\\mbfsansH")

3841+-- , ('\120284', "\\mbfsansI")

3842+-- , ('\120285', "\\mbfsansJ")

3843+-- , ('\120286', "\\mbfsansK")

3844+-- , ('\120287', "\\mbfsansL")

3845+-- , ('\120288', "\\mbfsansM")

3846+-- , ('\120289', "\\mbfsansN")

3847+-- , ('\120290', "\\mbfsansO")

3848+-- , ('\120291', "\\mbfsansP")

3849+-- , ('\120292', "\\mbfsansQ")

3850+-- , ('\120293', "\\mbfsansR")

3851+-- , ('\120294', "\\mbfsansS")

3852+-- , ('\120295', "\\mbfsansT")

3853+-- , ('\120296', "\\mbfsansU")

3854+-- , ('\120297', "\\mbfsansV")

3855+-- , ('\120298', "\\mbfsansW")

3856+-- , ('\120299', "\\mbfsansX")

3857+-- , ('\120300', "\\mbfsansY")

3858+-- , ('\120301', "\\mbfsansZ")

3859+-- , ('\120302', "\\mbfsansa")

3860+-- , ('\120303', "\\mbfsansb")

3861+-- , ('\120304', "\\mbfsansc")

3862+-- , ('\120305', "\\mbfsansd")

3863+-- , ('\120306', "\\mbfsanse")

3864+-- , ('\120307', "\\mbfsansf")

3865+-- , ('\120308', "\\mbfsansg")

3866+-- , ('\120309', "\\mbfsansh")

3867+-- , ('\120310', "\\mbfsansi")

3868+-- , ('\120311', "\\mbfsansj")

3869+-- , ('\120312', "\\mbfsansk")

3870+-- , ('\120313', "\\mbfsansl")

3871+-- , ('\120314', "\\mbfsansm")

3872+-- , ('\120315', "\\mbfsansn")

3873+-- , ('\120316', "\\mbfsanso")

3874+-- , ('\120317', "\\mbfsansp")

3875+-- , ('\120318', "\\mbfsansq")

3876+-- , ('\120319', "\\mbfsansr")

3877+-- , ('\120320', "\\mbfsanss")

3878+-- , ('\120321', "\\mbfsanst")

3879+-- , ('\120322', "\\mbfsansu")

3880+-- , ('\120323', "\\mbfsansv")

3881+-- , ('\120324', "\\mbfsansw")

3882+-- , ('\120325', "\\mbfsansx")

3883+-- , ('\120326', "\\mbfsansy")

3884+-- , ('\120327', "\\mbfsansz")

3885+-- , ('\120328', "\\mitsansA")

3886+-- , ('\120329', "\\mitsansB")

3887+-- , ('\120330', "\\mitsansC")

3888+-- , ('\120331', "\\mitsansD")

3889+-- , ('\120332', "\\mitsansE")

3890+-- , ('\120333', "\\mitsansF")

3891+-- , ('\120334', "\\mitsansG")

3892+-- , ('\120335', "\\mitsansH")

3893+-- , ('\120336', "\\mitsansI")

3894+-- , ('\120337', "\\mitsansJ")

3895+-- , ('\120338', "\\mitsansK")

3896+-- , ('\120339', "\\mitsansL")

3897+-- , ('\120340', "\\mitsansM")

3898+-- , ('\120341', "\\mitsansN")

3899+-- , ('\120342', "\\mitsansO")

3900+-- , ('\120343', "\\mitsansP")

3901+-- , ('\120344', "\\mitsansQ")

3902+-- , ('\120345', "\\mitsansR")

3903+-- , ('\120346', "\\mitsansS")

3904+-- , ('\120347', "\\mitsansT")

3905+-- , ('\120348', "\\mitsansU")

3906+-- , ('\120349', "\\mitsansV")

3907+-- , ('\120350', "\\mitsansW")

3908+-- , ('\120351', "\\mitsansX")

3909+-- , ('\120352', "\\mitsansY")

3910+-- , ('\120353', "\\mitsansZ")

3911+-- , ('\120354', "\\mitsansa")

3912+-- , ('\120355', "\\mitsansb")

3913+-- , ('\120356', "\\mitsansc")

3914+-- , ('\120357', "\\mitsansd")

3915+-- , ('\120358', "\\mitsanse")

3916+-- , ('\120359', "\\mitsansf")

3917+-- , ('\120360', "\\mitsansg")

3918+-- , ('\120361', "\\mitsansh")

3919+-- , ('\120362', "\\mitsansi")

3920+-- , ('\120363', "\\mitsansj")

3921+-- , ('\120364', "\\mitsansk")

3922+-- , ('\120365', "\\mitsansl")

3923+-- , ('\120366', "\\mitsansm")

3924+-- , ('\120367', "\\mitsansn")

3925+-- , ('\120368', "\\mitsanso")

3926+-- , ('\120369', "\\mitsansp")

3927+-- , ('\120370', "\\mitsansq")

3928+-- , ('\120371', "\\mitsansr")

3929+-- , ('\120372', "\\mitsanss")

3930+-- , ('\120373', "\\mitsanst")

3931+-- , ('\120374', "\\mitsansu")

3932+-- , ('\120375', "\\mitsansv")

3933+-- , ('\120376', "\\mitsansw")

3934+-- , ('\120377', "\\mitsansx")

3935+-- , ('\120378', "\\mitsansy")

3936+-- , ('\120379', "\\mitsansz")

3937+-- , ('\120380', "\\mbfitsansA")

3938+-- , ('\120381', "\\mbfitsansB")

3939+-- , ('\120382', "\\mbfitsansC")

3940+-- , ('\120383', "\\mbfitsansD")

3941+-- , ('\120384', "\\mbfitsansE")

3942+-- , ('\120385', "\\mbfitsansF")

3943+-- , ('\120386', "\\mbfitsansG")

3944+-- , ('\120387', "\\mbfitsansH")

3945+-- , ('\120388', "\\mbfitsansI")

3946+-- , ('\120389', "\\mbfitsansJ")

3947+-- , ('\120390', "\\mbfitsansK")

3948+-- , ('\120391', "\\mbfitsansL")

3949+-- , ('\120392', "\\mbfitsansM")

3950+-- , ('\120393', "\\mbfitsansN")

3951+-- , ('\120394', "\\mbfitsansO")

3952+-- , ('\120395', "\\mbfitsansP")

3953+-- , ('\120396', "\\mbfitsansQ")

3954+-- , ('\120397', "\\mbfitsansR")

3955+-- , ('\120398', "\\mbfitsansS")

3956+-- , ('\120399', "\\mbfitsansT")

3957+-- , ('\120400', "\\mbfitsansU")

3958+-- , ('\120401', "\\mbfitsansV")

3959+-- , ('\120402', "\\mbfitsansW")

3960+-- , ('\120403', "\\mbfitsansX")

3961+-- , ('\120404', "\\mbfitsansY")

3962+-- , ('\120405', "\\mbfitsansZ")

3963+-- , ('\120406', "\\mbfitsansa")

3964+-- , ('\120407', "\\mbfitsansb")

3965+-- , ('\120408', "\\mbfitsansc")

3966+-- , ('\120409', "\\mbfitsansd")

3967+-- , ('\120410', "\\mbfitsanse")

3968+-- , ('\120411', "\\mbfitsansf")

3969+-- , ('\120412', "\\mbfitsansg")

3970+-- , ('\120413', "\\mbfitsansh")

3971+-- , ('\120414', "\\mbfitsansi")

3972+-- , ('\120415', "\\mbfitsansj")

3973+-- , ('\120416', "\\mbfitsansk")

3974+-- , ('\120417', "\\mbfitsansl")

3975+-- , ('\120418', "\\mbfitsansm")

3976+-- , ('\120419', "\\mbfitsansn")

3977+-- , ('\120420', "\\mbfitsanso")

3978+-- , ('\120421', "\\mbfitsansp")

3979+-- , ('\120422', "\\mbfitsansq")

3980+-- , ('\120423', "\\mbfitsansr")

3981+-- , ('\120424', "\\mbfitsanss")

3982+-- , ('\120425', "\\mbfitsanst")

3983+-- , ('\120426', "\\mbfitsansu")

3984+-- , ('\120427', "\\mbfitsansv")

3985+-- , ('\120428', "\\mbfitsansw")

3986+-- , ('\120429', "\\mbfitsansx")

3987+-- , ('\120430', "\\mbfitsansy")

3988+-- , ('\120431', "\\mbfitsansz")

3989+-- , ('\120432', "\\mttA")

3990+-- , ('\120433', "\\mttB")

3991+-- , ('\120434', "\\mttC")

3992+-- , ('\120435', "\\mttD")

3993+-- , ('\120436', "\\mttE")

3994+-- , ('\120437', "\\mttF")

3995+-- , ('\120438', "\\mttG")

3996+-- , ('\120439', "\\mttH")

3997+-- , ('\120440', "\\mttI")

3998+-- , ('\120441', "\\mttJ")

3999+-- , ('\120442', "\\mttK")

4000+-- , ('\120443', "\\mttL")

4001+-- , ('\120444', "\\mttM")

4002+-- , ('\120445', "\\mttN")

4003+-- , ('\120446', "\\mttO")

4004+-- , ('\120447', "\\mttP")

4005+-- , ('\120448', "\\mttQ")

4006+-- , ('\120449', "\\mttR")

4007+-- , ('\120450', "\\mttS")

4008+-- , ('\120451', "\\mttT")

4009+-- , ('\120452', "\\mttU")

4010+-- , ('\120453', "\\mttV")

4011+-- , ('\120454', "\\mttW")

4012+-- , ('\120455', "\\mttX")

4013+-- , ('\120456', "\\mttY")

4014+-- , ('\120457', "\\mttZ")

4015+-- , ('\120458', "\\mtta")

4016+-- , ('\120459', "\\mttb")

4017+-- , ('\120460', "\\mttc")

4018+-- , ('\120461', "\\mttd")

4019+-- , ('\120462', "\\mtte")

4020+-- , ('\120463', "\\mttf")

4021+-- , ('\120464', "\\mttg")

4022+-- , ('\120465', "\\mtth")

4023+-- , ('\120466', "\\mtti")

4024+-- , ('\120467', "\\mttj")

4025+-- , ('\120468', "\\mttk")

4026+-- , ('\120469', "\\mttl")

4027+-- , ('\120470', "\\mttm")

4028+-- , ('\120471', "\\mttn")

4029+-- , ('\120472', "\\mtto")

4030+-- , ('\120473', "\\mttp")

4031+-- , ('\120474', "\\mttq")

4032+-- , ('\120475', "\\mttr")

4033+-- , ('\120476', "\\mtts")

4034+-- , ('\120477', "\\mttt")

4035+-- , ('\120478', "\\mttu")

4036+-- , ('\120479', "\\mttv")

4037+-- , ('\120480', "\\mttw")

4038+-- , ('\120481', "\\mttx")

4039+-- , ('\120482', "\\mtty")

4040+-- , ('\120483', "\\mttz")

4041+-- , ('\120484', "\\imath")

4042+-- , ('\120485', "\\jmath")

4043+-- , ('\120488', "\\mbfAlpha")

4044+-- , ('\120489', "\\mbfBeta")

4045+-- , ('\120490', "\\mbfGamma")

4046+-- , ('\120491', "\\mbfDelta")

4047+-- , ('\120492', "\\mbfEpsilon")

4048+-- , ('\120493', "\\mbfZeta")

4049+-- , ('\120494', "\\mbfEta")

4050+-- , ('\120495', "\\mbfTheta")

4051+-- , ('\120496', "\\mbfIota")

4052+-- , ('\120497', "\\mbfKappa")

4053+-- , ('\120498', "\\mbfLambda")

4054+-- , ('\120499', "\\mbfMu")

4055+-- , ('\120500', "\\mbfNu")

4056+-- , ('\120501', "\\mbfXi")

4057+-- , ('\120502', "\\mbfOmicron")

4058+-- , ('\120503', "\\mbfPi")

4059+-- , ('\120504', "\\mbfRho")

4060+-- , ('\120505', "\\mbfvarTheta")

4061+-- , ('\120506', "\\mbfSigma")

4062+-- , ('\120507', "\\mbfTau")

4063+-- , ('\120508', "\\mbfUpsilon")

4064+-- , ('\120509', "\\mbfPhi")

4065+-- , ('\120510', "\\mbfChi")

4066+-- , ('\120511', "\\mbfPsi")

4067+-- , ('\120512', "\\mbfOmega")

4068+-- , ('\120513', "\\mbfnabla")

4069+-- , ('\120514', "\\mbfalpha")

4070+-- , ('\120515', "\\mbfbeta")

4071+-- , ('\120516', "\\mbfgamma")

4072+-- , ('\120517', "\\mbfdelta")

4073+-- , ('\120518', "\\mbfepsilon")

4074+-- , ('\120519', "\\mbfzeta")

4075+-- , ('\120520', "\\mbfeta")

4076+-- , ('\120521', "\\mbftheta")

4077+-- , ('\120522', "\\mbfiota")

4078+-- , ('\120523', "\\mbfkappa")

4079+-- , ('\120524', "\\mbflambda")

4080+-- , ('\120525', "\\mbfmu")

4081+-- , ('\120526', "\\mbfnu")

4082+-- , ('\120527', "\\mbfxi")

4083+-- , ('\120528', "\\mbfomicron")

4084+-- , ('\120529', "\\mbfpi")

4085+-- , ('\120530', "\\mbfrho")

4086+-- , ('\120531', "\\mbfvarsigma")

4087+-- , ('\120532', "\\mbfsigma")

4088+-- , ('\120533', "\\mbftau")

4089+-- , ('\120534', "\\mbfupsilon")

4090+-- , ('\120535', "\\mbfvarphi")

4091+-- , ('\120536', "\\mbfchi")

4092+-- , ('\120537', "\\mbfpsi")

4093+-- , ('\120538', "\\mbfomega")

4094+-- , ('\120539', "\\mbfpartial")

4095+-- , ('\120540', "\\mbfvarepsilon")

4096+-- , ('\120541', "\\mbfvartheta")

4097+-- , ('\120542', "\\mbfvarkappa")

4098+-- , ('\120543', "\\mbfphi")

4099+-- , ('\120544', "\\mbfvarrho")

4100+-- , ('\120545', "\\mbfvarpi")

4101+-- , ('\120546', "\\mitAlpha")

4102+-- , ('\120547', "\\mitBeta")

4103+-- , ('\120548', "\\mitGamma")

4104+-- , ('\120549', "\\mitDelta")

4105+-- , ('\120550', "\\mitEpsilon")

4106+-- , ('\120551', "\\mitZeta")

4107+-- , ('\120552', "\\mitEta")

4108+-- , ('\120553', "\\mitTheta")

4109+-- , ('\120554', "\\mitIota")

4110+-- , ('\120555', "\\mitKappa")

4111+-- , ('\120556', "\\mitLambda")

4112+-- , ('\120557', "\\mitMu")

4113+-- , ('\120558', "\\mitNu")

4114+-- , ('\120559', "\\mitXi")

4115+-- , ('\120560', "\\mitOmicron")

4116+-- , ('\120561', "\\mitPi")

4117+-- , ('\120562', "\\mitRho")

4118+-- , ('\120563', "\\mitvarTheta")

4119+-- , ('\120564', "\\mitSigma")

4120+-- , ('\120565', "\\mitTau")

4121+-- , ('\120566', "\\mitUpsilon")

4122+-- , ('\120567', "\\mitPhi")

4123+-- , ('\120568', "\\mitChi")

4124+-- , ('\120569', "\\mitPsi")

4125+-- , ('\120570', "\\mitOmega")

4126+-- , ('\120571', "\\mitnabla")

4127+-- , ('\120572', "\\mitalpha")

4128+-- , ('\120573', "\\mitbeta")

4129+-- , ('\120574', "\\mitgamma")

4130+-- , ('\120575', "\\mitdelta")

4131+-- , ('\120576', "\\mitepsilon")

4132+-- , ('\120577', "\\mitzeta")

4133+-- , ('\120578', "\\miteta")

4134+-- , ('\120579', "\\mittheta")

4135+-- , ('\120580', "\\mitiota")

4136+-- , ('\120581', "\\mitkappa")

4137+-- , ('\120582', "\\mitlambda")

4138+-- , ('\120583', "\\mitmu")

4139+-- , ('\120584', "\\mitnu")

4140+-- , ('\120585', "\\mitxi")

4141+-- , ('\120586', "\\mitomicron")

4142+-- , ('\120587', "\\mitpi")

4143+-- , ('\120588', "\\mitrho")

4144+-- , ('\120589', "\\mitvarsigma")

4145+-- , ('\120590', "\\mitsigma")

4146+-- , ('\120591', "\\mittau")

4147+-- , ('\120592', "\\mitupsilon")

4148+-- , ('\120593', "\\mitphi")

4149+-- , ('\120594', "\\mitchi")

4150+-- , ('\120595', "\\mitpsi")

4151+-- , ('\120596', "\\mitomega")

4152+-- , ('\120597', "\\mitpartial")

4153+-- , ('\120598', "\\mitvarepsilon")

4154+-- , ('\120599', "\\mitvartheta")

4155+-- , ('\120600', "\\mitvarkappa")

4156+-- , ('\120601', "\\mitvarphi")

4157+-- , ('\120602', "\\mitvarrho")

4158+-- , ('\120603', "\\mitvarpi")

4159+-- , ('\120604', "\\mbfitAlpha")

4160+-- , ('\120605', "\\mbfitBeta")

4161+-- , ('\120606', "\\mbfitGamma")

4162+-- , ('\120607', "\\mbfitDelta")

4163+-- , ('\120608', "\\mbfitEpsilon")

4164+-- , ('\120609', "\\mbfitZeta")

4165+-- , ('\120610', "\\mbfitEta")

4166+-- , ('\120611', "\\mbfitTheta")

4167+-- , ('\120612', "\\mbfitIota")

4168+-- , ('\120613', "\\mbfitKappa")

4169+-- , ('\120614', "\\mbfitLambda")

4170+-- , ('\120615', "\\mbfitMu")

4171+-- , ('\120616', "\\mbfitNu")

4172+-- , ('\120617', "\\mbfitXi")

4173+-- , ('\120618', "\\mbfitOmicron")

4174+-- , ('\120619', "\\mbfitPi")

4175+-- , ('\120620', "\\mbfitRho")

4176+-- , ('\120621', "\\mbfitvarTheta")

4177+-- , ('\120622', "\\mbfitSigma")

4178+-- , ('\120623', "\\mbfitTau")

4179+-- , ('\120624', "\\mbfitUpsilon")

4180+-- , ('\120625', "\\mbfitPhi")

4181+-- , ('\120626', "\\mbfitChi")

4182+-- , ('\120627', "\\mbfitPsi")

4183+-- , ('\120628', "\\mbfitOmega")

4184+-- , ('\120629', "\\mbfitnabla")

4185+-- , ('\120630', "\\mbfitalpha")

4186+-- , ('\120631', "\\mbfitbeta")

4187+-- , ('\120632', "\\mbfitgamma")

4188+-- , ('\120633', "\\mbfitdelta")

4189+-- , ('\120634', "\\mbfitepsilon")

4190+-- , ('\120635', "\\mbfitzeta")

4191+-- , ('\120636', "\\mbfiteta")

4192+-- , ('\120637', "\\mbfittheta")

4193+-- , ('\120638', "\\mbfitiota")

4194+-- , ('\120639', "\\mbfitkappa")

4195+-- , ('\120640', "\\mbfitlambda")

4196+-- , ('\120641', "\\mbfitmu")

4197+-- , ('\120642', "\\mbfitnu")

4198+-- , ('\120643', "\\mbfitxi")

4199+-- , ('\120644', "\\mbfitomicron")

4200+-- , ('\120645', "\\mbfitpi")

4201+-- , ('\120646', "\\mbfitrho")

4202+-- , ('\120647', "\\mbfitvarsigma")

4203+-- , ('\120648', "\\mbfitsigma")

4204+-- , ('\120649', "\\mbfittau")

4205+-- , ('\120650', "\\mbfitupsilon")

4206+-- , ('\120651', "\\mbfitphi")

4207+-- , ('\120652', "\\mbfitchi")

4208+-- , ('\120653', "\\mbfitpsi")

4209+-- , ('\120654', "\\mbfitomega")

4210+-- , ('\120655', "\\mbfitpartial")

4211+-- , ('\120656', "\\mbfitvarepsilon")

4212+-- , ('\120657', "\\mbfitvartheta")

4213+-- , ('\120658', "\\mbfitvarkappa")

4214+-- , ('\120659', "\\mbfitvarphi")

4215+-- , ('\120660', "\\mbfitvarrho")

4216+-- , ('\120661', "\\mbfitvarpi")

4217+-- , ('\120662', "\\mbfsansAlpha")

4218+-- , ('\120663', "\\mbfsansBeta")

4219+-- , ('\120664', "\\mbfsansGamma")

4220+-- , ('\120665', "\\mbfsansDelta")

4221+-- , ('\120666', "\\mbfsansEpsilon")

4222+-- , ('\120667', "\\mbfsansZeta")

4223+-- , ('\120668', "\\mbfsansEta")

4224+-- , ('\120669', "\\mbfsansTheta")

4225+-- , ('\120670', "\\mbfsansIota")

4226+-- , ('\120671', "\\mbfsansKappa")

4227+-- , ('\120672', "\\mbfsansLambda")

4228+-- , ('\120673', "\\mbfsansMu")

4229+-- , ('\120674', "\\mbfsansNu")

4230+-- , ('\120675', "\\mbfsansXi")

4231+-- , ('\120676', "\\mbfsansOmicron")

4232+-- , ('\120677', "\\mbfsansPi")

4233+-- , ('\120678', "\\mbfsansRho")

4234+-- , ('\120679', "\\mbfsansvarTheta")

4235+-- , ('\120680', "\\mbfsansSigma")

4236+-- , ('\120681', "\\mbfsansTau")

4237+-- , ('\120682', "\\mbfsansUpsilon")

4238+-- , ('\120683', "\\mbfsansPhi")

4239+-- , ('\120684', "\\mbfsansChi")

4240+-- , ('\120685', "\\mbfsansPsi")

4241+-- , ('\120686', "\\mbfsansOmega")

4242+-- , ('\120687', "\\mbfsansnabla")

4243+-- , ('\120688', "\\mbfsansalpha")

4244+-- , ('\120689', "\\mbfsansbeta")

4245+-- , ('\120690', "\\mbfsansgamma")

4246+-- , ('\120691', "\\mbfsansdelta")

4247+-- , ('\120692', "\\mbfsansepsilon")

4248+-- , ('\120693', "\\mbfsanszeta")

4249+-- , ('\120694', "\\mbfsanseta")

4250+-- , ('\120695', "\\mbfsanstheta")

4251+-- , ('\120696', "\\mbfsansiota")

4252+-- , ('\120697', "\\mbfsanskappa")

4253+-- , ('\120698', "\\mbfsanslambda")

4254+-- , ('\120699', "\\mbfsansmu")

4255+-- , ('\120700', "\\mbfsansnu")

4256+-- , ('\120701', "\\mbfsansxi")

4257+-- , ('\120702', "\\mbfsansomicron")

4258+-- , ('\120703', "\\mbfsanspi")

4259+-- , ('\120704', "\\mbfsansrho")

4260+-- , ('\120705', "\\mbfsansvarsigma")

4261+-- , ('\120706', "\\mbfsanssigma")

4262+-- , ('\120707', "\\mbfsanstau")

4263+-- , ('\120708', "\\mbfsansupsilon")

4264+-- , ('\120709', "\\mbfsansphi")

4265+-- , ('\120710', "\\mbfsanschi")

4266+-- , ('\120711', "\\mbfsanspsi")

4267+-- , ('\120712', "\\mbfsansomega")

4268+-- , ('\120713', "\\mbfsanspartial")

4269+-- , ('\120714', "\\mbfsansvarepsilon")

4270+-- , ('\120715', "\\mbfsansvartheta")

4271+-- , ('\120716', "\\mbfsansvarkappa")

4272+-- , ('\120717', "\\mbfsansvarphi")

4273+-- , ('\120718', "\\mbfsansvarrho")

4274+-- , ('\120719', "\\mbfsansvarpi")

4275+-- , ('\120720', "\\mbfitsansAlpha")

4276+-- , ('\120721', "\\mbfitsansBeta")

4277+-- , ('\120722', "\\mbfitsansGamma")

4278+-- , ('\120723', "\\mbfitsansDelta")

4279+-- , ('\120724', "\\mbfitsansEpsilon")

4280+-- , ('\120725', "\\mbfitsansZeta")

4281+-- , ('\120726', "\\mbfitsansEta")

4282+-- , ('\120727', "\\mbfitsansTheta")

4283+-- , ('\120728', "\\mbfitsansIota")

4284+-- , ('\120729', "\\mbfitsansKappa")

4285+-- , ('\120730', "\\mbfitsansLambda")

4286+-- , ('\120731', "\\mbfitsansMu")

4287+-- , ('\120732', "\\mbfitsansNu")

4288+-- , ('\120733', "\\mbfitsansXi")

4289+-- , ('\120734', "\\mbfitsansOmicron")

4290+-- , ('\120735', "\\mbfitsansPi")

4291+-- , ('\120736', "\\mbfitsansRho")

4292+-- , ('\120737', "\\mbfitsansvarTheta")

4293+-- , ('\120738', "\\mbfitsansSigma")

4294+-- , ('\120739', "\\mbfitsansTau")

4295+-- , ('\120740', "\\mbfitsansUpsilon")

4296+-- , ('\120741', "\\mbfitsansPhi")

4297+-- , ('\120742', "\\mbfitsansChi")

4298+-- , ('\120743', "\\mbfitsansPsi")

4299+-- , ('\120744', "\\mbfitsansOmega")

4300+-- , ('\120745', "\\mbfitsansnabla")

4301+-- , ('\120746', "\\mbfitsansalpha")

4302+-- , ('\120747', "\\mbfitsansbeta")

4303+-- , ('\120748', "\\mbfitsansgamma")

4304+-- , ('\120749', "\\mbfitsansdelta")

4305+-- , ('\120750', "\\mbfitsansepsilon")

4306+-- , ('\120751', "\\mbfitsanszeta")

4307+-- , ('\120752', "\\mbfitsanseta")

4308+-- , ('\120753', "\\mbfitsanstheta")

4309+-- , ('\120754', "\\mbfitsansiota")

4310+-- , ('\120755', "\\mbfitsanskappa")

4311+-- , ('\120756', "\\mbfitsanslambda")

4312+-- , ('\120757', "\\mbfitsansmu")

4313+-- , ('\120758', "\\mbfitsansnu")

4314+-- , ('\120759', "\\mbfitsansxi")

4315+-- , ('\120760', "\\mbfitsansomicron")

4316+-- , ('\120761', "\\mbfitsanspi")

4317+-- , ('\120762', "\\mbfitsansrho")

4318+-- , ('\120763', "\\mbfitsansvarsigma")

4319+-- , ('\120764', "\\mbfitsanssigma")

4320+-- , ('\120765', "\\mbfitsanstau")

4321+-- , ('\120766', "\\mbfitsansupsilon")

4322+-- , ('\120767', "\\mbfitsansphi")

4323+-- , ('\120768', "\\mbfitsanschi")

4324+-- , ('\120769', "\\mbfitsanspsi")

4325+-- , ('\120770', "\\mbfitsansomega")

4326+-- , ('\120771', "\\mbfitsanspartial")

4327+-- , ('\120772', "\\mbfitsansvarepsilon")

4328+-- , ('\120773', "\\mbfitsansvartheta")

4329+-- , ('\120774', "\\mbfitsansvarkappa")

4330+-- , ('\120775', "\\mbfitsansvarphi")

4331+-- , ('\120776', "\\mbfitsansvarrho")

4332+-- , ('\120777', "\\mbfitsansvarpi")

4333+-- , ('\120778', "\\mbfDigamma")

4334+-- , ('\120779', "\\mbfdigamma")

4335+-- , ('\120782', "")

4336+-- , ('\120783', "")

4337+-- , ('\120784', "")

4338+-- , ('\120785', "")

4339+-- , ('\120786', "")

4340+-- , ('\120787', "")

4341+-- , ('\120788', "")

4342+-- , ('\120789', "")

4343+-- , ('\120790', "")

4344+-- , ('\120791', "")

4345+-- , ('\120792', "\\Bbbzero")

4346+-- , ('\120793', "\\Bbbone")

4347+-- , ('\120794', "\\Bbbtwo")

4348+-- , ('\120795', "\\Bbbthree")

4349+-- , ('\120796', "\\Bbbfour")

4350+-- , ('\120797', "\\Bbbfive")

4351+-- , ('\120798', "\\Bbbsix")

4352+-- , ('\120799', "\\Bbbseven")

4353+-- , ('\120800', "\\Bbbeight")

4354+-- , ('\120801', "\\Bbbnine")

4355+-- , ('\120802', "\\msanszero")

4356+-- , ('\120803', "\\msansone")

4357+-- , ('\120804', "\\msanstwo")

4358+-- , ('\120805', "\\msansthree")

4359+-- , ('\120806', "\\msansfour")

4360+-- , ('\120807', "\\msansfive")

4361+-- , ('\120808', "\\msanssix")

4362+-- , ('\120809', "\\msansseven")

4363+-- , ('\120810', "\\msanseight")

4364+-- , ('\120811', "\\msansnine")

4365+-- , ('\120812', "\\mbfsanszero")

4366+-- , ('\120813', "\\mbfsansone")

4367+-- , ('\120814', "\\mbfsanstwo")

4368+-- , ('\120815', "\\mbfsansthree")

4369+-- , ('\120816', "\\mbfsansfour")

4370+-- , ('\120817', "\\mbfsansfive")

4371+-- , ('\120818', "\\mbfsanssix")

4372+-- , ('\120819', "\\mbfsansseven")

4373+-- , ('\120820', "\\mbfsanseight")

4374+-- , ('\120821', "\\mbfsansnine")

4375+-- , ('\120822', "\\mttzero")

4376+-- , ('\120823', "\\mttone")

4377+-- , ('\120824', "\\mtttwo")

4378+-- , ('\120825', "\\mttthree")

4379+-- , ('\120826', "\\mttfour")

4380+-- , ('\120827', "\\mttfive")

4381+-- , ('\120828', "\\mttsix")

4382+-- , ('\120829', "\\mttseven")

4383+-- , ('\120830', "\\mtteight")

4384+-- , ('\120831', "\\mttnine")

4385+

4386+-- ]