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texmath 0.9.3 → 0.9.4

raw patch · 634 files changed

+2150/−24 lines, 634 files

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README.markdown view
@@ -4,13 +4,14 @@ texmath is a Haskell library for converting between formats used to represent mathematics.  Currently it provides functions to read and write TeX math, presentation MathML, and OMML (Office Math Markup-Language, used in Microsoft Office), and to write [pandoc]'s native-format (allowing conversion, using pandoc, to a variety of different-markup formats).  The TeX reader and writer supports basic LaTeX and AMS-extensions, and it can parse and apply LaTeX macros.  The package also-includes several utility modules which may be useful for anyone looking-to manipulate either TeX math or MathML.  For example, a copy of the-MathML operator dictionary is included.+Language, used in Microsoft Office), and to write Gnu eqn and+[pandoc]'s native format (allowing conversion, using pandoc, to+a variety of different markup formats).  The TeX reader and+writer supports basic LaTeX and AMS extensions, and it can parse+and apply LaTeX macros.  The package also includes several+utility modules which may be useful for anyone looking to+manipulate either TeX math or MathML.  For example, a copy of+the MathML operator dictionary is included.  [pandoc]: http://github.com/jgm/pandoc
changelog view
@@ -1,3 +1,12 @@+texmath (0.9.4)++  * Added writer for GNU eqn format (used with *roff).++    + New module Text.TeXMath.Writers.Eqn, exporting writeEqn.+    + Moved handleDownup to Shared.+    + Add eqn output option in texmath executable.+    + Add eqn writer tests.+ texmath (0.9.3)    * Expose pMacroDefinition in Text.TeXMath.Readers.TeX.Macros,
extra/texmath.hs view
@@ -53,6 +53,7 @@ writers = [     ("native", StringWriter (\_ es -> show es) )   , ("tex", StringWriter (\_ -> writeTeX))+  , ("eqn", StringWriter writeEqn)   , ("omml",  XMLWriter writeOMML)   , ("xhtml",   XMLWriter (\dt e -> inHtml (writeMathML dt e)))   , ("mathml",   XMLWriter writeMathML)
src/Text/TeXMath.hs view
@@ -56,6 +56,7 @@                       writeTeX,                       writeTeXWith,                       addLaTeXEnvironment,+                      writeEqn,                       writeOMML,                       writeMathML,                       writePandoc,@@ -70,4 +71,5 @@ import Text.TeXMath.Writers.OMML import Text.TeXMath.Writers.Pandoc import Text.TeXMath.Writers.TeX+import Text.TeXMath.Writers.Eqn import Text.TeXMath.Types
src/Text/TeXMath/Shared.hs view
@@ -33,6 +33,7 @@   , fixTree   , isEmpty   , empty+  , handleDownup   ) where  @@ -348,3 +349,12 @@                         , ( "dd" , (93/100))                         , ( "bp" , (996/1000))                         , ( "pc" , (83/100)) ]++handleDownup :: DisplayType -> Exp -> Exp+handleDownup DisplayInline (EUnder True x y)       = ESub x y+handleDownup DisplayInline (EOver True x y)        = ESuper x y+handleDownup DisplayInline (EUnderover True x y z) = ESubsup x y z+handleDownup DisplayBlock  (EUnder True x y)       = EUnder False x y+handleDownup DisplayBlock  (EOver True x y)        = EOver False  x y+handleDownup DisplayBlock  (EUnderover True x y z) = EUnderover False x y z+handleDownup _             x                       = x
+ src/Text/TeXMath/Writers/Eqn.hs view
@@ -0,0 +1,190 @@+{-# LANGUAGE GeneralizedNewtypeDeriving, ViewPatterns, GADTs #-}+{-+Copyright (C) 2014 Matthew Pickering <matthewtpickering@gmail.com>++This program is free software; you can redistribute it and/or modify+it under the terms of the GNU General Public License as published by+the Free Software Foundation; either version 2 of the License, or+(at your option) any later version.++This program is distributed in the hope that it will be useful,+but WITHOUT ANY WARRANTY; without even the implied warranty of+MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the+GNU General Public License for more details.++You should have received a copy of the GNU General Public License+along with this program; if not, write to the Free Software+Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA  02111-1307  USA++-}++module Text.TeXMath.Writers.Eqn (writeEqn) where++import Data.List (intercalate, transpose)+import Data.Char (isAscii, ord)+import Text.Printf (printf)+import Text.TeXMath.Types+import qualified Text.TeXMath.Shared as S+import Data.Generics (everywhere, mkT)+import Data.Ratio ((%))++-- import Debug.Trace+-- tr' x = trace (show x) x++-- | Transforms an expression tree to equivalent Eqn with the default+-- packages (amsmath and amssymb)+writeEqn :: DisplayType -> [Exp] -> String+writeEqn dt exprs =+  intercalate " " $ map writeExp $ everywhere (mkT $ S.handleDownup dt) exprs++-- like writeExp but inserts {} if contents contain a space+writeExp' :: Exp -> String+writeExp' e@(EGrouped _) = writeExp e+writeExp' e = if ' ' `elem` s+                 then "{" ++ s ++ "}"+                 else s+               where s = writeExp e++writeExps :: [Exp] -> String+writeExps = intercalate " " . map writeExp++writeExp :: Exp -> String+writeExp (ENumber s) = s+writeExp (EGrouped es) = "{" ++ writeExps es ++ "}"+writeExp (EDelimited open close es) =+  "left " ++ mbQuote open ++ " " ++ intercalate " " (map fromDelimited es) +++  " right " ++ mbQuote close+  where fromDelimited (Left e)  = "\"" ++ e ++ "\""+        fromDelimited (Right e) = writeExp e+        mbQuote "" = "\"\""+        mbQuote s  = s+writeExp (EMathOperator s) =+  if s `elem` ["sin", "cos", "tan", "sinh", "cosh",+               "tanh", "arc", "max", "min", "lim",+               "log", "ln", "exp"]+     then s+     else "\"" ++ s ++ "\""+writeExp (ESymbol Ord [c])  -- do not render "invisible operators"+  | c `elem` ['\x2061'..'\x2064'] = "" -- see 3.2.5.5 of mathml spec+writeExp (EIdentifier s) = writeExp (ESymbol Ord s)+writeExp (ESymbol _ s) =+  case s of+    "\8805" -> ">="+    "\8804" -> "<="+    "\8801" -> "=="+    "\8800" -> "!="+    "\177"  -> "+-"+    "\8594" -> "->"+    "\8592" -> "<-"+    "\8810" -> "<<"+    "\8811" -> ">>"+    "\8734" -> "inf"+    "\8706" -> "partial"+    "\189"  -> "half"+    "\8242" -> "prime"+    "\8776" -> "approx"+    "\183"  -> "cdot"+    "\215"  -> "times"+    "\8711" -> "grad"+    "\8230" -> "..."+    "\8721" -> "sum"+    "\8747" -> "int"+    "\8719" -> "prod"+    "\8898" -> "union"+    "\8899" -> "inter"+    "\945" -> "alpha"+    "\946" -> "beta"+    "\967" -> "chi"+    "\948" -> "delta"+    "\916" -> "DELTA"+    "\1013" -> "epsilon"+    "\951" -> "eta"+    "\947" -> "gamma"+    "\915" -> "GAMMA"+    "\953" -> "iota"+    "\954" -> "kappa"+    "\955" -> "lambda"+    "\923" -> "LAMBDA"+    "\956" -> "mu"+    "\957" -> "nu"+    "\969" -> "omega"+    "\937" -> "OMEGA"+    "\981" -> "phi"+    "\966" -> "varphi"+    "\934" -> "PHI"+    "\960" -> "pi"+    "\928" -> "PI"+    "\968" -> "psi"+    "\936" -> "PSI"+    "\961" -> "rho"+    "\963" -> "sigma"+    "\931" -> "SIGMA"+    "\964" -> "tau"+    "\952" -> "theta"+    "\920" -> "THETA"+    "\965" -> "upsilon"+    "\933" -> "UPSILON"+    "\958" -> "xi"+    "\926" -> "XI"+    "\950" -> "zeta"+    _ | all isAscii s -> s+      |otherwise -> "\\[" ++ intercalate " " (map toUchar s) ++ "]"+  where toUchar c = printf "u%04x" (ord c)+writeExp (ESpace d) =+  case d of+      _ | d > 0 && d < (2 % 9) -> "^"+        | d >= (2 % 9) && d < (3 % 9) -> "~"+        | d < 0     -> "back " ++ show (floor (-1 * d * 100) :: Int)+        | otherwise -> "fwd " ++ show (floor (d * 100) :: Int)+writeExp (EFraction fractype e1 e2) = writeExp' e1 ++ op ++ writeExp' e2+  where op = if fractype == NoLineFrac+                then " / "+                else " over "+writeExp (ESub b e1) = writeExp' b ++ " sub " ++ writeExp' e1+writeExp (ESuper b e1) = writeExp' b ++ " sup " ++ writeExp' e1+writeExp (ESubsup b e1 e2) =+  writeExp' b ++ " sub " ++ writeExp' e1 ++ " sup " ++ writeExp' e2+writeExp (EOver _convertible b e1) =+  writeExp' b ++ " to " ++ writeExp' e1+writeExp (EUnder _convertible b e1) =+  writeExp' b ++ " from " ++ writeExp' e1+writeExp (EUnderover convertible b e1@(ESymbol Accent _) e2) =+  writeExp (EUnder convertible (EOver False b e2) e1)+writeExp (EUnderover convertible b e1 e2@(ESymbol Accent _)) =+  writeExp (EOver convertible (EUnder False b e1) e2)+writeExp (EUnderover _convertible b e1 e2) =+  writeExp' b ++ " from " ++ writeExp' e1 ++ " to " ++ writeExp' e2+writeExp (ESqrt e) = "sqrt " ++ writeExp' e+writeExp (ERoot i e) = "\"\" sup " ++ writeExp' i ++ " sqrt " ++ writeExp' e+writeExp (EPhantom e) = "hphantom " ++ writeExp' e+writeExp (EBoxed e) = writeExp e -- TODO: any way to do this?+writeExp (EScaled _size e) = writeExp e -- TODO: any way?+writeExp (EText ttype s) =+  let quoted = "\"" ++ s ++ "\""+  in case ttype of+       TextNormal -> "roman " ++ quoted+       TextItalic -> quoted+       TextBold   -> "bold " ++ quoted+       TextBoldItalic -> "bold italic " ++ quoted+       _   -> quoted+writeExp (EStyled ttype es) =+  let contents = "{" ++ writeExps es ++ "}"+  in case ttype of+       TextNormal -> "roman " ++ contents+       TextItalic -> "italic " ++ contents+       TextBold   -> "bold " ++ contents+       TextBoldItalic -> "bold italic " ++ contents+       _   -> contents+writeExp (EArray aligns rows) =+  "matrix{\n" ++ concat cols ++ "}"+  where cols = zipWith tocol aligns (transpose rows)+        tocol al cs =+          (case al of+               AlignLeft -> "lcol"+               AlignCenter -> "ccol"+               AlignRight -> "rcol"+               AlignDefault -> "ccol") +++            "{ " ++ intercalate " above " (map tocell cs) ++ " }\n"+        tocell [e] = writeExp' e+        tocell es  = writeExp (EGrouped es)+
src/Text/TeXMath/Writers/MathML.hs view
@@ -27,7 +27,7 @@ import Text.TeXMath.Types import Text.TeXMath.Unicode.ToUnicode import Data.Generics (everywhere, mkT)-import Text.TeXMath.Shared (getMMLType)+import Text.TeXMath.Shared (getMMLType, handleDownup) import Text.TeXMath.Readers.MathML.MMLDict (getMathMLOperator) import Control.Applicative ((<$>)) import Text.Printf@@ -120,15 +120,6 @@ accent :: String -> Element accent = add_attr (Attr (unqual "accent") "true") .            unode "mo"--handleDownup :: DisplayType -> Exp -> Exp-handleDownup DisplayInline (EUnder True x y)       = ESub x y-handleDownup DisplayInline (EOver True x y)        = ESuper x y-handleDownup DisplayInline (EUnderover True x y z) = ESubsup x y z-handleDownup DisplayBlock  (EUnder True x y)       = EUnder False x y-handleDownup DisplayBlock  (EOver True x y)        = EOver False  x y-handleDownup DisplayBlock  (EUnderover True x y z) = EUnderover False x y z-handleDownup _             x                       = x  makeFence :: FormType -> Element -> Element makeFence (fromForm -> t) = withAttribute "stretchy" "false" . withAttribute "form" t
tests/test-texmath.hs view
@@ -36,6 +36,7 @@ writers = [ (".mml", ppTopElement . writeMathML DisplayBlock)           , (".tex", writeTeX)           , (".omml", ppTopElement . writeOMML DisplayBlock)+          , (".eqn", writeEqn DisplayBlock)           ]  -- when called with --round-trip, JUST do round trip tests.
+ tests/writers/00000_C0_Controls_and_Basic_Latin.eqn view
@@ -0,0 +1,11 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "0"} above * above * above * above * above * above * above * above * above * above * above * above * above * above * above * above * }+ccol{ {roman "1"} above * above * above * above * above * above * above * above * above * above * above * above * above * above * above * above * }+ccol{ {roman "2"} above "" above ! above " above # above $ above % above & above ' above ( above ) above * above + above , above - above . above / }+ccol{ {roman "3"} above 0 above 1 above 2 above 3 above 4 above 5 above 6 above 7 above 8 above 9 above : above ; above < above = above > above ? }+ccol{ {roman "4"} above @ above A above B above C above D above E above F above G above H above I above J above K above L above M above N above O }+ccol{ {roman "5"} above P above Q above R above S above T above U above V above W above X above Y above Z above [ above \ above ] above ^ above _ }+ccol{ {roman "6"} above ` above a above b above c above d above e above f above g above h above i above j above k above l above m above n above o }+ccol{ {roman "7"} above p above q above r above s above t above u above v above w above x above y above z above { above | above } above ~ above @ }+}
+ tests/writers/00080_C1_Controls_and_Latin-1_Supplement.eqn view
@@ -0,0 +1,11 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "8"} above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "9"} above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "A"} above \[u00a0] above \[u00a1] above \[u00a2] above \[u00a3] above \[u00a4] above \[u00a5] above \[u00a6] above \[u00a7] above \[u00a8] above \[u00a9] above \[u00aa] above \[u00ab] above \[u00ac] above \[u00ad] above \[u00ae] above \[u00af] }+ccol{ {roman "B"} above \[u00b0] above +- above \[u00b2] above \[u00b3] above \[u00b4] above \[u00b5] above \[u00b6] above cdot above \[u00b8] above \[u00b9] above \[u00ba] above \[u00bb] above \[u00bc] above half above \[u00be] above \[u00bf] }+ccol{ {roman "C"} above \[u00c0] above \[u00c1] above \[u00c2] above \[u00c3] above \[u00c4] above \[u00c5] above \[u00c6] above \[u00c7] above \[u00c8] above \[u00c9] above \[u00ca] above \[u00cb] above \[u00cc] above \[u00cd] above \[u00ce] above \[u00cf] }+ccol{ {roman "D"} above \[u00d0] above \[u00d1] above \[u00d2] above \[u00d3] above \[u00d4] above \[u00d5] above \[u00d6] above times above \[u00d8] above \[u00d9] above \[u00da] above \[u00db] above \[u00dc] above \[u00dd] above \[u00de] above \[u00df] }+ccol{ {roman "E"} above \[u00e0] above \[u00e1] above \[u00e2] above \[u00e3] above \[u00e4] above \[u00e5] above \[u00e6] above \[u00e7] above \[u00e8] above \[u00e9] above \[u00ea] above \[u00eb] above \[u00ec] above \[u00ed] above \[u00ee] above \[u00ef] }+ccol{ {roman "F"} above \[u00f0] above \[u00f1] above \[u00f2] above \[u00f3] above \[u00f4] above \[u00f5] above \[u00f6] above \[u00f7] above \[u00f8] above \[u00f9] above \[u00fa] above \[u00fb] above \[u00fc] above \[u00fd] above \[u00fe] above \[u00ff] }+}
+ tests/writers/00100_Latin_Extended-A.eqn view
@@ -0,0 +1,11 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "10"} above \[u0100] above \[u0101] above \[u0102] above \[u0103] above \[u0104] above \[u0105] above \[u0106] above \[u0107] above \[u0108] above \[u0109] above \[u010a] above \[u010b] above \[u010c] above \[u010d] above \[u010e] above \[u010f] }+ccol{ {roman "11"} above \[u0110] above \[u0111] above \[u0112] above \[u0113] above \[u0114] above \[u0115] above \[u0116] above \[u0117] above \[u0118] above \[u0119] above \[u011a] above \[u011b] above \[u011c] above \[u011d] above \[u011e] above \[u011f] }+ccol{ {roman "12"} above \[u0120] above \[u0121] above \[u0122] above \[u0123] above \[u0124] above \[u0125] above \[u0126] above \[u0127] above \[u0128] above \[u0129] above \[u012a] above \[u012b] above \[u012c] above \[u012d] above \[u012e] above \[u012f] }+ccol{ {roman "13"} above \[u0130] above \[u0131] above \[u0132] above \[u0133] above \[u0134] above \[u0135] above \[u0136] above \[u0137] above \[u0138] above \[u0139] above \[u013a] above \[u013b] above \[u013c] above \[u013d] above \[u013e] above \[u013f] }+ccol{ {roman "14"} above \[u0140] above \[u0141] above \[u0142] above \[u0143] above \[u0144] above \[u0145] above \[u0146] above \[u0147] above \[u0148] above \[u0149] above \[u014a] above \[u014b] above \[u014c] above \[u014d] above \[u014e] above \[u014f] }+ccol{ {roman "15"} above \[u0150] above \[u0151] above \[u0152] above \[u0153] above \[u0154] above \[u0155] above \[u0156] above \[u0157] above \[u0158] above \[u0159] above \[u015a] above \[u015b] above \[u015c] above \[u015d] above \[u015e] above \[u015f] }+ccol{ {roman "16"} above \[u0160] above \[u0161] above \[u0162] above \[u0163] above \[u0164] above \[u0165] above \[u0166] above \[u0167] above \[u0168] above \[u0169] above \[u016a] above \[u016b] above \[u016c] above \[u016d] above \[u016e] above \[u016f] }+ccol{ {roman "17"} above \[u0170] above \[u0171] above \[u0172] above \[u0173] above \[u0174] above \[u0175] above \[u0176] above \[u0177] above \[u0178] above \[u0179] above \[u017a] above \[u017b] above \[u017c] above \[u017d] above \[u017e] above \[u017f] }+}
+ tests/writers/00180_Latin_Extended-B.eqn view
@@ -0,0 +1,16 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "18"} above \[u0180] above \[u0181] above \[u0182] above \[u0183] above \[u0184] above \[u0185] above \[u0186] above \[u0187] above \[u0188] above \[u0189] above \[u018a] above \[u018b] above \[u018c] above \[u018d] above \[u018e] above \[u018f] }+ccol{ {roman "19"} above \[u0190] above \[u0191] above \[u0192] above \[u0193] above \[u0194] above \[u0195] above \[u0196] above \[u0197] above \[u0198] above \[u0199] above \[u019a] above \[u019b] above \[u019c] above \[u019d] above \[u019e] above \[u019f] }+ccol{ {roman "1A"} above \[u01a0] above \[u01a1] above \[u01a2] above \[u01a3] above \[u01a4] above \[u01a5] above \[u01a6] above \[u01a7] above \[u01a8] above \[u01a9] above \[u01aa] above \[u01ab] above \[u01ac] above \[u01ad] above \[u01ae] above \[u01af] }+ccol{ {roman "1B"} above \[u01b0] above \[u01b1] above \[u01b2] above \[u01b3] above \[u01b4] above \[u01b5] above \[u01b6] above \[u01b7] above \[u01b8] above \[u01b9] above \[u01ba] above \[u01bb] above \[u01bc] above \[u01bd] above \[u01be] above \[u01bf] }+ccol{ {roman "1C"} above \[u01c0] above \[u01c1] above \[u01c2] above \[u01c3] above \[u01c4] above \[u01c5] above \[u01c6] above \[u01c7] above \[u01c8] above \[u01c9] above \[u01ca] above \[u01cb] above \[u01cc] above \[u01cd] above \[u01ce] above \[u01cf] }+ccol{ {roman "1D"} above \[u01d0] above \[u01d1] above \[u01d2] above \[u01d3] above \[u01d4] above \[u01d5] above \[u01d6] above \[u01d7] above \[u01d8] above \[u01d9] above \[u01da] above \[u01db] above \[u01dc] above \[u01dd] above \[u01de] above \[u01df] }+ccol{ {roman "1E"} above \[u01e0] above \[u01e1] above \[u01e2] above \[u01e3] above \[u01e4] above \[u01e5] above \[u01e6] above \[u01e7] above \[u01e8] above \[u01e9] above \[u01ea] above \[u01eb] above \[u01ec] above \[u01ed] above \[u01ee] above \[u01ef] }+ccol{ {roman "1F"} above \[u01f0] above \[u01f1] above \[u01f2] above \[u01f3] above \[u01f4] above \[u01f5] above \[u01f6] above \[u01f7] above \[u01f8] above \[u01f9] above \[u01fa] above \[u01fb] above \[u01fc] above \[u01fd] above \[u01fe] above \[u01ff] }+ccol{ {roman "20"} above \[u0200] above \[u0201] above \[u0202] above \[u0203] above \[u0204] above \[u0205] above \[u0206] above \[u0207] above \[u0208] above \[u0209] above \[u020a] above \[u020b] above \[u020c] above \[u020d] above \[u020e] above \[u020f] }+ccol{ {roman "21"} above \[u0210] above \[u0211] above \[u0212] above \[u0213] above \[u0214] above \[u0215] above \[u0216] above \[u0217] above \[u0218] above \[u0219] above \[u021a] above \[u021b] above \[u021c] above \[u021d] above \[u021e] above \[u021f] }+ccol{ {roman "22"} above \[u0220] above \[u0221] above \[u0222] above \[u0223] above \[u0224] above \[u0225] above \[u0226] above \[u0227] above \[u0228] above \[u0229] above \[u022a] above \[u022b] above \[u022c] above \[u022d] above \[u022e] above \[u022f] }+ccol{ {roman "23"} above \[u0230] above \[u0231] above \[u0232] above \[u0233] above \[u0234] above \[u0235] above \[u0236] above \[u0237] above \[u0238] above \[u0239] above \[u023a] above \[u023b] above \[u023c] above \[u023d] above \[u023e] above \[u023f] }+ccol{ {roman "24"} above \[u0240] above \[u0241] above \[u0242] above \[u0243] above \[u0244] above \[u0245] above \[u0246] above \[u0247] above \[u0248] above \[u0249] above \[u024a] above \[u024b] above \[u024c] above \[u024d] above \[u024e] above \[u024f] }+}
+ tests/writers/00250_IPA_Extensions.eqn view
@@ -0,0 +1,9 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "25"} above \[u0250] above \[u0251] above \[u0252] above \[u0253] above \[u0254] above \[u0255] above \[u0256] above \[u0257] above \[u0258] above \[u0259] above \[u025a] above \[u025b] above \[u025c] above \[u025d] above \[u025e] above \[u025f] }+ccol{ {roman "26"} above \[u0260] above \[u0261] above \[u0262] above \[u0263] above \[u0264] above \[u0265] above \[u0266] above \[u0267] above \[u0268] above \[u0269] above \[u026a] above \[u026b] above \[u026c] above \[u026d] above \[u026e] above \[u026f] }+ccol{ {roman "27"} above \[u0270] above \[u0271] above \[u0272] above \[u0273] above \[u0274] above \[u0275] above \[u0276] above \[u0277] above \[u0278] above \[u0279] above \[u027a] above \[u027b] above \[u027c] above \[u027d] above \[u027e] above \[u027f] }+ccol{ {roman "28"} above \[u0280] above \[u0281] above \[u0282] above \[u0283] above \[u0284] above \[u0285] above \[u0286] above \[u0287] above \[u0288] above \[u0289] above \[u028a] above \[u028b] above \[u028c] above \[u028d] above \[u028e] above \[u028f] }+ccol{ {roman "29"} above \[u0290] above \[u0291] above \[u0292] above \[u0293] above \[u0294] above \[u0295] above \[u0296] above \[u0297] above \[u0298] above \[u0299] above \[u029a] above \[u029b] above \[u029c] above \[u029d] above \[u029e] above \[u029f] }+ccol{ {roman "2A"} above \[u02a0] above \[u02a1] above \[u02a2] above \[u02a3] above \[u02a4] above \[u02a5] above \[u02a6] above \[u02a7] above \[u02a8] above \[u02a9] above \[u02aa] above \[u02ab] above \[u02ac] above \[u02ad] above \[u02ae] above \[u02af] }+}
+ tests/writers/002B0_Spacing_Modifier_Letters.eqn view
@@ -0,0 +1,8 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "2B"} above \[u02b0] above \[u02b1] above \[u02b2] above \[u02b3] above \[u02b4] above \[u02b5] above \[u02b6] above \[u02b7] above \[u02b8] above \[u02b9] above \[u02ba] above \[u02bb] above \[u02bc] above \[u02bd] above \[u02be] above \[u02bf] }+ccol{ {roman "2C"} above \[u02c0] above \[u02c1] above \[u02c2] above \[u02c3] above \[u02c4] above \[u02c5] above \[u02c6] above \[u02c7] above \[u02c8] above \[u02c9] above \[u02ca] above \[u02cb] above \[u02cc] above \[u02cd] above \[u02ce] above \[u02cf] }+ccol{ {roman "2D"} above \[u02d0] above \[u02d1] above \[u02d2] above \[u02d3] above \[u02d4] above \[u02d5] above \[u02d6] above \[u02d7] above \[u02d8] above \[u02d9] above \[u02da] above \[u02db] above \[u02dc] above \[u02dd] above \[u02de] above \[u02df] }+ccol{ {roman "2E"} above \[u02e0] above \[u02e1] above \[u02e2] above \[u02e3] above \[u02e4] above \[u02e5] above \[u02e6] above \[u02e7] above \[u02e8] above \[u02e9] above \[u02ea] above \[u02eb] above \[u02ec] above \[u02ed] above \[u02ee] above \[u02ef] }+ccol{ {roman "2F"} above \[u02f0] above \[u02f1] above \[u02f2] above \[u02f3] above \[u02f4] above \[u02f5] above \[u02f6] above \[u02f7] above \[u02f8] above \[u02f9] above \[u02fa] above \[u02fb] above \[u02fc] above \[u02fd] above \[u02fe] above \[u02ff] }+}
+ tests/writers/00300_Combining_Diacritical_Marks.eqn view
@@ -0,0 +1,10 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "30"} above \[u0300] above \[u0301] above \[u0302] above \[u0303] above \[u0304] above \[u0305] above \[u0306] above \[u0307] above \[u0308] above \[u0309] above \[u030a] above \[u030b] above \[u030c] above \[u030d] above \[u030e] above \[u030f] }+ccol{ {roman "31"} above \[u0310] above \[u0311] above \[u0312] above \[u0313] above \[u0314] above \[u0315] above \[u0316] above \[u0317] above \[u0318] above \[u0319] above \[u031a] above \[u031b] above \[u031c] above \[u031d] above \[u031e] above \[u031f] }+ccol{ {roman "32"} above \[u0320] above \[u0321] above \[u0322] above \[u0323] above \[u0324] above \[u0325] above \[u0326] above \[u0327] above \[u0328] above \[u0329] above \[u032a] above \[u032b] above \[u032c] above \[u032d] above \[u032e] above \[u032f] }+ccol{ {roman "33"} above \[u0330] above \[u0331] above \[u0332] above \[u0333] above \[u0334] above \[u0335] above \[u0336] above \[u0337] above \[u0338] above \[u0339] above \[u033a] above \[u033b] above \[u033c] above \[u033d] above \[u033e] above \[u033f] }+ccol{ {roman "34"} above \[u0340] above \[u0341] above \[u0342] above \[u0343] above \[u0344] above \[u0345] above \[u0346] above \[u0347] above \[u0348] above \[u0349] above \[u034a] above \[u034b] above \[u034c] above \[u034d] above \[u034e] above \[u034f] }+ccol{ {roman "35"} above \[u0350] above \[u0351] above \[u0352] above \[u0353] above \[u0354] above \[u0355] above \[u0356] above \[u0357] above \[u0358] above \[u0359] above \[u035a] above \[u035b] above \[u035c] above \[u035d] above \[u035e] above \[u035f] }+ccol{ {roman "36"} above \[u0360] above \[u0361] above \[u0362] above \[u0363] above \[u0364] above \[u0365] above \[u0366] above \[u0367] above \[u0368] above \[u0369] above \[u036a] above \[u036b] above \[u036c] above \[u036d] above \[u036e] above \[u036f] }+}
+ tests/writers/00370_Greek_and_Coptic.eqn view
@@ -0,0 +1,12 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "37"} above \[u0370] above \[u0371] above \[u0372] above \[u0373] above \[u0374] above \[u0375] above \[u0376] above \[u0377] above @ above @ above \[u037a] above \[u037b] above \[u037c] above \[u037d] above \[u037e] above @ }+ccol{ {roman "38"} above @ above @ above @ above @ above \[u0384] above \[u0385] above \[u0386] above \[u0387] above \[u0388] above \[u0389] above \[u038a] above @ above \[u038c] above @ above \[u038e] above \[u038f] }+ccol{ {roman "39"} above \[u0390] above \[u0391] above \[u0392] above GAMMA above DELTA above \[u0395] above \[u0396] above \[u0397] above THETA above \[u0399] above \[u039a] above LAMBDA above \[u039c] above \[u039d] above XI above \[u039f] }+ccol{ {roman "3A"} above PI above \[u03a1] above @ above SIGMA above \[u03a4] above UPSILON above PHI above \[u03a7] above PSI above OMEGA above \[u03aa] above \[u03ab] above \[u03ac] above \[u03ad] above \[u03ae] above \[u03af] }+ccol{ {roman "3B"} above \[u03b0] above alpha above beta above gamma above delta above \[u03b5] above zeta above eta above theta above iota above kappa above lambda above mu above nu above xi above \[u03bf] }+ccol{ {roman "3C"} above pi above rho above \[u03c2] above sigma above tau above upsilon above varphi above chi above psi above omega above \[u03ca] above \[u03cb] above \[u03cc] above \[u03cd] above \[u03ce] above \[u03cf] }+ccol{ {roman "3D"} above \[u03d0] above \[u03d1] above \[u03d2] above \[u03d3] above \[u03d4] above phi above \[u03d6] above \[u03d7] above \[u03d8] above \[u03d9] above \[u03da] above \[u03db] above \[u03dc] above \[u03dd] above \[u03de] above \[u03df] }+ccol{ {roman "3E"} above \[u03e0] above \[u03e1] above \[u03e2] above \[u03e3] above \[u03e4] above \[u03e5] above \[u03e6] above \[u03e7] above \[u03e8] above \[u03e9] above \[u03ea] above \[u03eb] above \[u03ec] above \[u03ed] above \[u03ee] above \[u03ef] }+ccol{ {roman "3F"} above \[u03f0] above \[u03f1] above \[u03f2] above \[u03f3] above \[u03f4] above epsilon above \[u03f6] above \[u03f7] above \[u03f8] above \[u03f9] above \[u03fa] above \[u03fb] above \[u03fc] above \[u03fd] above \[u03fe] above \[u03ff] }+}
+ tests/writers/00400_Cyrillic.eqn view
@@ -0,0 +1,19 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "40"} above \[u0400] above \[u0401] above \[u0402] above \[u0403] above \[u0404] above \[u0405] above \[u0406] above \[u0407] above \[u0408] above \[u0409] above \[u040a] above \[u040b] above \[u040c] above \[u040d] above \[u040e] above \[u040f] }+ccol{ {roman "41"} above \[u0410] above \[u0411] above \[u0412] above \[u0413] above \[u0414] above \[u0415] above \[u0416] above \[u0417] above \[u0418] above \[u0419] above \[u041a] above \[u041b] above \[u041c] above \[u041d] above \[u041e] above \[u041f] }+ccol{ {roman "42"} above \[u0420] above \[u0421] above \[u0422] above \[u0423] above \[u0424] above \[u0425] above \[u0426] above \[u0427] above \[u0428] above \[u0429] above \[u042a] above \[u042b] above \[u042c] above \[u042d] above \[u042e] above \[u042f] }+ccol{ {roman "43"} above \[u0430] above \[u0431] above \[u0432] above \[u0433] above \[u0434] above \[u0435] above \[u0436] above \[u0437] above \[u0438] above \[u0439] above \[u043a] above \[u043b] above \[u043c] above \[u043d] above \[u043e] above \[u043f] }+ccol{ {roman "44"} above \[u0440] above \[u0441] above \[u0442] above \[u0443] above \[u0444] above \[u0445] above \[u0446] above \[u0447] above \[u0448] above \[u0449] above \[u044a] above \[u044b] above \[u044c] above \[u044d] above \[u044e] above \[u044f] }+ccol{ {roman "45"} above \[u0450] above \[u0451] above \[u0452] above \[u0453] above \[u0454] above \[u0455] above \[u0456] above \[u0457] above \[u0458] above \[u0459] above \[u045a] above \[u045b] above \[u045c] above \[u045d] above \[u045e] above \[u045f] }+ccol{ {roman "46"} above \[u0460] above \[u0461] above \[u0462] above \[u0463] above \[u0464] above \[u0465] above \[u0466] above \[u0467] above \[u0468] above \[u0469] above \[u046a] above \[u046b] above \[u046c] above \[u046d] above \[u046e] above \[u046f] }+ccol{ {roman "47"} above \[u0470] above \[u0471] above \[u0472] above \[u0473] above \[u0474] above \[u0475] above \[u0476] above \[u0477] above \[u0478] above \[u0479] above \[u047a] above \[u047b] above \[u047c] above \[u047d] above \[u047e] above \[u047f] }+ccol{ {roman "48"} above \[u0480] above \[u0481] above \[u0482] above \[u0483] above \[u0484] above \[u0485] above \[u0486] above \[u0487] above \[u0488] above \[u0489] above \[u048a] above \[u048b] above \[u048c] above \[u048d] above \[u048e] above \[u048f] }+ccol{ {roman "49"} above \[u0490] above \[u0491] above \[u0492] above \[u0493] above \[u0494] above \[u0495] above \[u0496] above \[u0497] above \[u0498] above \[u0499] above \[u049a] above \[u049b] above \[u049c] above \[u049d] above \[u049e] above \[u049f] }+ccol{ {roman "4A"} above \[u04a0] above \[u04a1] above \[u04a2] above \[u04a3] above \[u04a4] above \[u04a5] above \[u04a6] above \[u04a7] above \[u04a8] above \[u04a9] above \[u04aa] above \[u04ab] above \[u04ac] above \[u04ad] above \[u04ae] above \[u04af] }+ccol{ {roman "4B"} above \[u04b0] above \[u04b1] above \[u04b2] above \[u04b3] above \[u04b4] above \[u04b5] above \[u04b6] above \[u04b7] above \[u04b8] above \[u04b9] above \[u04ba] above \[u04bb] above \[u04bc] above \[u04bd] above \[u04be] above \[u04bf] }+ccol{ {roman "4C"} above \[u04c0] above \[u04c1] above \[u04c2] above \[u04c3] above \[u04c4] above \[u04c5] above \[u04c6] above \[u04c7] above \[u04c8] above \[u04c9] above \[u04ca] above \[u04cb] above \[u04cc] above \[u04cd] above \[u04ce] above \[u04cf] }+ccol{ {roman "4D"} above \[u04d0] above \[u04d1] above \[u04d2] above \[u04d3] above \[u04d4] above \[u04d5] above \[u04d6] above \[u04d7] above \[u04d8] above \[u04d9] above \[u04da] above \[u04db] above \[u04dc] above \[u04dd] above \[u04de] above \[u04df] }+ccol{ {roman "4E"} above \[u04e0] above \[u04e1] above \[u04e2] above \[u04e3] above \[u04e4] above \[u04e5] above \[u04e6] above \[u04e7] above \[u04e8] above \[u04e9] above \[u04ea] above \[u04eb] above \[u04ec] above \[u04ed] above \[u04ee] above \[u04ef] }+ccol{ {roman "4F"} above \[u04f0] above \[u04f1] above \[u04f2] above \[u04f3] above \[u04f4] above \[u04f5] above \[u04f6] above \[u04f7] above \[u04f8] above \[u04f9] above \[u04fa] above \[u04fb] above \[u04fc] above \[u04fd] above \[u04fe] above \[u04ff] }+}
+ tests/writers/01.eqn view
@@ -0,0 +1,1 @@+x = {\[u2212] b +- sqrt {b sup 2 \[u2212] 4 a c}} over {2 a}
+ tests/writers/01E00_Latin_Extended_Additional.eqn view
@@ -0,0 +1,19 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1E0"} above \[u1e00] above \[u1e01] above \[u1e02] above \[u1e03] above \[u1e04] above \[u1e05] above \[u1e06] above \[u1e07] above \[u1e08] above \[u1e09] above \[u1e0a] above \[u1e0b] above \[u1e0c] above \[u1e0d] above \[u1e0e] above \[u1e0f] }+ccol{ {roman "1E1"} above \[u1e10] above \[u1e11] above \[u1e12] above \[u1e13] above \[u1e14] above \[u1e15] above \[u1e16] above \[u1e17] above \[u1e18] above \[u1e19] above \[u1e1a] above \[u1e1b] above \[u1e1c] above \[u1e1d] above \[u1e1e] above \[u1e1f] }+ccol{ {roman "1E2"} above \[u1e20] above \[u1e21] above \[u1e22] above \[u1e23] above \[u1e24] above \[u1e25] above \[u1e26] above \[u1e27] above \[u1e28] above \[u1e29] above \[u1e2a] above \[u1e2b] above \[u1e2c] above \[u1e2d] above \[u1e2e] above \[u1e2f] }+ccol{ {roman "1E3"} above \[u1e30] above \[u1e31] above \[u1e32] above \[u1e33] above \[u1e34] above \[u1e35] above \[u1e36] above \[u1e37] above \[u1e38] above \[u1e39] above \[u1e3a] above \[u1e3b] above \[u1e3c] above \[u1e3d] above \[u1e3e] above \[u1e3f] }+ccol{ {roman "1E4"} above \[u1e40] above \[u1e41] above \[u1e42] above \[u1e43] above \[u1e44] above \[u1e45] above \[u1e46] above \[u1e47] above \[u1e48] above \[u1e49] above \[u1e4a] above \[u1e4b] above \[u1e4c] above \[u1e4d] above \[u1e4e] above \[u1e4f] }+ccol{ {roman "1E5"} above \[u1e50] above \[u1e51] above \[u1e52] above \[u1e53] above \[u1e54] above \[u1e55] above \[u1e56] above \[u1e57] above \[u1e58] above \[u1e59] above \[u1e5a] above \[u1e5b] above \[u1e5c] above \[u1e5d] above \[u1e5e] above \[u1e5f] }+ccol{ {roman "1E6"} above \[u1e60] above \[u1e61] above \[u1e62] above \[u1e63] above \[u1e64] above \[u1e65] above \[u1e66] above \[u1e67] above \[u1e68] above \[u1e69] above \[u1e6a] above \[u1e6b] above \[u1e6c] above \[u1e6d] above \[u1e6e] above \[u1e6f] }+ccol{ {roman "1E7"} above \[u1e70] above \[u1e71] above \[u1e72] above \[u1e73] above \[u1e74] above \[u1e75] above \[u1e76] above \[u1e77] above \[u1e78] above \[u1e79] above \[u1e7a] above \[u1e7b] above \[u1e7c] above \[u1e7d] above \[u1e7e] above \[u1e7f] }+ccol{ {roman "1E8"} above \[u1e80] above \[u1e81] above \[u1e82] above \[u1e83] above \[u1e84] above \[u1e85] above \[u1e86] above \[u1e87] above \[u1e88] above \[u1e89] above \[u1e8a] above \[u1e8b] above \[u1e8c] above \[u1e8d] above \[u1e8e] above \[u1e8f] }+ccol{ {roman "1E9"} above \[u1e90] above \[u1e91] above \[u1e92] above \[u1e93] above \[u1e94] above \[u1e95] above \[u1e96] above \[u1e97] above \[u1e98] above \[u1e99] above \[u1e9a] above \[u1e9b] above \[u1e9c] above \[u1e9d] above \[u1e9e] above \[u1e9f] }+ccol{ {roman "1EA"} above \[u1ea0] above \[u1ea1] above \[u1ea2] above \[u1ea3] above \[u1ea4] above \[u1ea5] above \[u1ea6] above \[u1ea7] above \[u1ea8] above \[u1ea9] above \[u1eaa] above \[u1eab] above \[u1eac] above \[u1ead] above \[u1eae] above \[u1eaf] }+ccol{ {roman "1EB"} above \[u1eb0] above \[u1eb1] above \[u1eb2] above \[u1eb3] above \[u1eb4] above \[u1eb5] above \[u1eb6] above \[u1eb7] above \[u1eb8] above \[u1eb9] above \[u1eba] above \[u1ebb] above \[u1ebc] above \[u1ebd] above \[u1ebe] above \[u1ebf] }+ccol{ {roman "1EC"} above \[u1ec0] above \[u1ec1] above \[u1ec2] above \[u1ec3] above \[u1ec4] above \[u1ec5] above \[u1ec6] above \[u1ec7] above \[u1ec8] above \[u1ec9] above \[u1eca] above \[u1ecb] above \[u1ecc] above \[u1ecd] above \[u1ece] above \[u1ecf] }+ccol{ {roman "1ED"} above \[u1ed0] above \[u1ed1] above \[u1ed2] above \[u1ed3] above \[u1ed4] above \[u1ed5] above \[u1ed6] above \[u1ed7] above \[u1ed8] above \[u1ed9] above \[u1eda] above \[u1edb] above \[u1edc] above \[u1edd] above \[u1ede] above \[u1edf] }+ccol{ {roman "1EE"} above \[u1ee0] above \[u1ee1] above \[u1ee2] above \[u1ee3] above \[u1ee4] above \[u1ee5] above \[u1ee6] above \[u1ee7] above \[u1ee8] above \[u1ee9] above \[u1eea] above \[u1eeb] above \[u1eec] above \[u1eed] above \[u1eee] above \[u1eef] }+ccol{ {roman "1EF"} above \[u1ef0] above \[u1ef1] above \[u1ef2] above \[u1ef3] above \[u1ef4] above \[u1ef5] above \[u1ef6] above \[u1ef7] above \[u1ef8] above \[u1ef9] above \[u1efa] above \[u1efb] above \[u1efc] above \[u1efd] above \[u1efe] above \[u1eff] }+}
+ tests/writers/01F00_Greek_Extended.eqn view
@@ -0,0 +1,19 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1F0"} above \[u1f00] above \[u1f01] above \[u1f02] above \[u1f03] above \[u1f04] above \[u1f05] above \[u1f06] above \[u1f07] above \[u1f08] above \[u1f09] above \[u1f0a] above \[u1f0b] above \[u1f0c] above \[u1f0d] above \[u1f0e] above \[u1f0f] }+ccol{ {roman "1F1"} above \[u1f10] above \[u1f11] above \[u1f12] above \[u1f13] above \[u1f14] above \[u1f15] above @ above @ above \[u1f18] above \[u1f19] above \[u1f1a] above \[u1f1b] above \[u1f1c] above \[u1f1d] above @ above @ }+ccol{ {roman "1F2"} above \[u1f20] above \[u1f21] above \[u1f22] above \[u1f23] above \[u1f24] above \[u1f25] above \[u1f26] above \[u1f27] above \[u1f28] above \[u1f29] above \[u1f2a] above \[u1f2b] above \[u1f2c] above \[u1f2d] above \[u1f2e] above \[u1f2f] }+ccol{ {roman "1F3"} above \[u1f30] above \[u1f31] above \[u1f32] above \[u1f33] above \[u1f34] above \[u1f35] above \[u1f36] above \[u1f37] above \[u1f38] above \[u1f39] above \[u1f3a] above \[u1f3b] above \[u1f3c] above \[u1f3d] above \[u1f3e] above \[u1f3f] }+ccol{ {roman "1F4"} above \[u1f40] above \[u1f41] above \[u1f42] above \[u1f43] above \[u1f44] above \[u1f45] above @ above @ above \[u1f48] above \[u1f49] above \[u1f4a] above \[u1f4b] above \[u1f4c] above \[u1f4d] above @ above @ }+ccol{ {roman "1F5"} above \[u1f50] above \[u1f51] above \[u1f52] above \[u1f53] above \[u1f54] above \[u1f55] above \[u1f56] above \[u1f57] above @ above \[u1f59] above @ above \[u1f5b] above @ above \[u1f5d] above @ above \[u1f5f] }+ccol{ {roman "1F6"} above \[u1f60] above \[u1f61] above \[u1f62] above \[u1f63] above \[u1f64] above \[u1f65] above \[u1f66] above \[u1f67] above \[u1f68] above \[u1f69] above \[u1f6a] above \[u1f6b] above \[u1f6c] above \[u1f6d] above \[u1f6e] above \[u1f6f] }+ccol{ {roman "1F7"} above \[u1f70] above \[u1f71] above \[u1f72] above \[u1f73] above \[u1f74] above \[u1f75] above \[u1f76] above \[u1f77] above \[u1f78] above \[u1f79] above \[u1f7a] above \[u1f7b] above \[u1f7c] above \[u1f7d] above @ above @ }+ccol{ {roman "1F8"} above \[u1f80] above \[u1f81] above \[u1f82] above \[u1f83] above \[u1f84] above \[u1f85] above \[u1f86] above \[u1f87] above \[u1f88] above \[u1f89] above \[u1f8a] above \[u1f8b] above \[u1f8c] above \[u1f8d] above \[u1f8e] above \[u1f8f] }+ccol{ {roman "1F9"} above \[u1f90] above \[u1f91] above \[u1f92] above \[u1f93] above \[u1f94] above \[u1f95] above \[u1f96] above \[u1f97] above \[u1f98] above \[u1f99] above \[u1f9a] above \[u1f9b] above \[u1f9c] above \[u1f9d] above \[u1f9e] above \[u1f9f] }+ccol{ {roman "1FA"} above \[u1fa0] above \[u1fa1] above \[u1fa2] above \[u1fa3] above \[u1fa4] above \[u1fa5] above \[u1fa6] above \[u1fa7] above \[u1fa8] above \[u1fa9] above \[u1faa] above \[u1fab] above \[u1fac] above \[u1fad] above \[u1fae] above \[u1faf] }+ccol{ {roman "1FB"} above \[u1fb0] above \[u1fb1] above \[u1fb2] above \[u1fb3] above \[u1fb4] above @ above \[u1fb6] above \[u1fb7] above \[u1fb8] above \[u1fb9] above \[u1fba] above \[u1fbb] above \[u1fbc] above \[u1fbd] above \[u1fbe] above \[u1fbf] }+ccol{ {roman "1FC"} above \[u1fc0] above \[u1fc1] above \[u1fc2] above \[u1fc3] above \[u1fc4] above @ above \[u1fc6] above \[u1fc7] above \[u1fc8] above \[u1fc9] above \[u1fca] above \[u1fcb] above \[u1fcc] above \[u1fcd] above \[u1fce] above \[u1fcf] }+ccol{ {roman "1FD"} above \[u1fd0] above \[u1fd1] above \[u1fd2] above \[u1fd3] above @ above @ above \[u1fd6] above \[u1fd7] above \[u1fd8] above \[u1fd9] above \[u1fda] above \[u1fdb] above @ above \[u1fdd] above \[u1fde] above \[u1fdf] }+ccol{ {roman "1FE"} above \[u1fe0] above \[u1fe1] above \[u1fe2] above \[u1fe3] above \[u1fe4] above \[u1fe5] above \[u1fe6] above \[u1fe7] above \[u1fe8] above \[u1fe9] above \[u1fea] above \[u1feb] above \[u1fec] above \[u1fed] above \[u1fee] above \[u1fef] }+ccol{ {roman "1FF"} above @ above @ above \[u1ff2] above \[u1ff3] above \[u1ff4] above @ above \[u1ff6] above \[u1ff7] above \[u1ff8] above \[u1ff9] above \[u1ffa] above \[u1ffb] above \[u1ffc] above \[u1ffd] above \[u1ffe] above @ }+}
+ tests/writers/02.eqn view
@@ -0,0 +1,1 @@+2 = left ( {left ( 3 \[u2212] x right ) times 2} over {3 \[u2212] x} right )
+ tests/writers/02000_General_Punctuation.eqn view
@@ -0,0 +1,10 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "200"} above \[u2000] above \[u2001] above \[u2002] above \[u2003] above \[u2004] above \[u2005] above \[u2006] above \[u2007] above \[u2008] above \[u2009] above \[u200a] above \[u200b] above \[u200c] above \[u200d] above \[u200e] above \[u200f] }+ccol{ {roman "201"} above \[u2010] above \[u2011] above \[u2012] above \[u2013] above \[u2014] above \[u2015] above \[u2016] above \[u2017] above \[u2018] above \[u2019] above \[u201a] above \[u201b] above \[u201c] above \[u201d] above \[u201e] above \[u201f] }+ccol{ {roman "202"} above \[u2020] above \[u2021] above \[u2022] above \[u2023] above \[u2024] above \[u2025] above ... above \[u2027] above \[u2028] above \[u2029] above \[u202a] above \[u202b] above \[u202c] above \[u202d] above \[u202e] above \[u202f] }+ccol{ {roman "203"} above \[u2030] above \[u2031] above prime above \[u2033] above \[u2034] above \[u2035] above \[u2036] above \[u2037] above \[u2038] above \[u2039] above \[u203a] above \[u203b] above \[u203c] above \[u203d] above \[u203e] above \[u203f] }+ccol{ {roman "204"} above \[u2040] above \[u2041] above \[u2042] above \[u2043] above \[u2044] above \[u2045] above \[u2046] above \[u2047] above \[u2048] above \[u2049] above \[u204a] above \[u204b] above \[u204c] above \[u204d] above \[u204e] above \[u204f] }+ccol{ {roman "205"} above \[u2050] above \[u2051] above \[u2052] above \[u2053] above \[u2054] above \[u2055] above \[u2056] above \[u2057] above \[u2058] above \[u2059] above \[u205a] above \[u205b] above \[u205c] above \[u205d] above \[u205e] above \[u205f] }+ccol{ {roman "206"} above \[u2060] above  above  above  above  above @ above @ above @ above @ above @ above \[u206a] above \[u206b] above \[u206c] above \[u206d] above \[u206e] above \[u206f] }+}
+ tests/writers/02070_Superscripts_and_Subscripts.eqn view
@@ -0,0 +1,6 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "207"} above \[u2070] above \[u2071] above @ above @ above \[u2074] above \[u2075] above \[u2076] above \[u2077] above \[u2078] above \[u2079] above \[u207a] above \[u207b] above \[u207c] above \[u207d] above \[u207e] above \[u207f] }+ccol{ {roman "208"} above \[u2080] above \[u2081] above \[u2082] above \[u2083] above \[u2084] above \[u2085] above \[u2086] above \[u2087] above \[u2088] above \[u2089] above \[u208a] above \[u208b] above \[u208c] above \[u208d] above \[u208e] above @ }+ccol{ {roman "209"} above \[u2090] above \[u2091] above \[u2092] above \[u2093] above \[u2094] above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+}
+ tests/writers/020A0_Currency_Symbols.eqn view
@@ -0,0 +1,6 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "20A"} above \[u20a0] above \[u20a1] above \[u20a2] above \[u20a3] above \[u20a4] above \[u20a5] above \[u20a6] above \[u20a7] above \[u20a8] above \[u20a9] above \[u20aa] above \[u20ab] above \[u20ac] above \[u20ad] above \[u20ae] above \[u20af] }+ccol{ {roman "20B"} above \[u20b0] above \[u20b1] above \[u20b2] above \[u20b3] above \[u20b4] above \[u20b5] above \[u20b6] above \[u20b7] above \[u20b8] above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "20C"} above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+}
+ tests/writers/020D0_Combining_Diacritical_Marks_for_Symbols.eqn view
@@ -0,0 +1,6 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "20D"} above \[u20d0] above \[u20d1] above \[u20d2] above \[u20d3] above \[u20d4] above \[u20d5] above \[u20d6] above \[u20d7] above \[u20d8] above \[u20d9] above \[u20da] above \[u20db] above \[u20dc] above \[u20dd] above \[u20de] above \[u20df] }+ccol{ {roman "20E"} above \[u20e0] above \[u20e1] above \[u20e2] above \[u20e3] above \[u20e4] above \[u20e5] above \[u20e6] above \[u20e7] above \[u20e8] above \[u20e9] above \[u20ea] above \[u20eb] above \[u20ec] above \[u20ed] above \[u20ee] above \[u20ef] }+ccol{ {roman "20F"} above \[u20f0] above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+}
+ tests/writers/02100_Letterlike_Symbols.eqn view
@@ -0,0 +1,8 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "210"} above \[u2100] above \[u2101] above \[u2102] above \[u2103] above \[u2104] above \[u2105] above \[u2106] above \[u2107] above \[u2108] above \[u2109] above \[u210a] above \[u210b] above \[u210c] above \[u210d] above \[u210e] above \[u210f] }+ccol{ {roman "211"} above \[u2110] above \[u2111] above \[u2112] above \[u2113] above \[u2114] above \[u2115] above \[u2116] above \[u2117] above \[u2118] above \[u2119] above \[u211a] above \[u211b] above \[u211c] above \[u211d] above \[u211e] above \[u211f] }+ccol{ {roman "212"} above \[u2120] above \[u2121] above \[u2122] above \[u2123] above \[u2124] above \[u2125] above \[u2126] above \[u2127] above \[u2128] above \[u2129] above \[u212a] above \[u212b] above \[u212c] above \[u212d] above \[u212e] above \[u212f] }+ccol{ {roman "213"} above \[u2130] above \[u2131] above \[u2132] above \[u2133] above \[u2134] above \[u2135] above \[u2136] above \[u2137] above \[u2138] above \[u2139] above \[u213a] above \[u213b] above \[u213c] above \[u213d] above \[u213e] above \[u213f] }+ccol{ {roman "214"} above \[u2140] above \[u2141] above \[u2142] above \[u2143] above \[u2144] above \[u2145] above \[u2146] above \[u2147] above \[u2148] above \[u2149] above \[u214a] above \[u214b] above \[u214c] above \[u214d] above \[u214e] above \[u214f] }+}
+ tests/writers/02150_Number_Forms.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "215"} above \[u2150] above \[u2151] above \[u2152] above \[u2153] above \[u2154] above \[u2155] above \[u2156] above \[u2157] above \[u2158] above \[u2159] above \[u215a] above \[u215b] above \[u215c] above \[u215d] above \[u215e] above \[u215f] }+ccol{ {roman "216"} above \[u2160] above \[u2161] above \[u2162] above \[u2163] above \[u2164] above \[u2165] above \[u2166] above \[u2167] above \[u2168] above \[u2169] above \[u216a] above \[u216b] above \[u216c] above \[u216d] above \[u216e] above \[u216f] }+ccol{ {roman "217"} above \[u2170] above \[u2171] above \[u2172] above \[u2173] above \[u2174] above \[u2175] above \[u2176] above \[u2177] above \[u2178] above \[u2179] above \[u217a] above \[u217b] above \[u217c] above \[u217d] above \[u217e] above \[u217f] }+ccol{ {roman "218"} above \[u2180] above \[u2181] above \[u2182] above \[u2183] above \[u2184] above \[u2185] above \[u2186] above \[u2187] above \[u2188] above \[u2189] above @ above @ above @ above @ above @ above @ }+}
+ tests/writers/02190_Arrows.eqn view
@@ -0,0 +1,10 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "219"} above <- above \[u2191] above -> above \[u2193] above \[u2194] above \[u2195] above \[u2196] above \[u2197] above \[u2198] above \[u2199] above \[u219a] above \[u219b] above \[u219c] above \[u219d] above \[u219e] above \[u219f] }+ccol{ {roman "21A"} above \[u21a0] above \[u21a1] above \[u21a2] above \[u21a3] above \[u21a4] above \[u21a5] above \[u21a6] above \[u21a7] above \[u21a8] above \[u21a9] above \[u21aa] above \[u21ab] above \[u21ac] above \[u21ad] above \[u21ae] above \[u21af] }+ccol{ {roman "21B"} above \[u21b0] above \[u21b1] above \[u21b2] above \[u21b3] above \[u21b4] above \[u21b5] above \[u21b6] above \[u21b7] above \[u21b8] above \[u21b9] above \[u21ba] above \[u21bb] above \[u21bc] above \[u21bd] above \[u21be] above \[u21bf] }+ccol{ {roman "21C"} above \[u21c0] above \[u21c1] above \[u21c2] above \[u21c3] above \[u21c4] above \[u21c5] above \[u21c6] above \[u21c7] above \[u21c8] above \[u21c9] above \[u21ca] above \[u21cb] above \[u21cc] above \[u21cd] above \[u21ce] above \[u21cf] }+ccol{ {roman "21D"} above \[u21d0] above \[u21d1] above \[u21d2] above \[u21d3] above \[u21d4] above \[u21d5] above \[u21d6] above \[u21d7] above \[u21d8] above \[u21d9] above \[u21da] above \[u21db] above \[u21dc] above \[u21dd] above \[u21de] above \[u21df] }+ccol{ {roman "21E"} above \[u21e0] above \[u21e1] above \[u21e2] above \[u21e3] above \[u21e4] above \[u21e5] above \[u21e6] above \[u21e7] above \[u21e8] above \[u21e9] above \[u21ea] above \[u21eb] above \[u21ec] above \[u21ed] above \[u21ee] above \[u21ef] }+ccol{ {roman "21F"} above \[u21f0] above \[u21f1] above \[u21f2] above \[u21f3] above \[u21f4] above \[u21f5] above \[u21f6] above \[u21f7] above \[u21f8] above \[u21f9] above \[u21fa] above \[u21fb] above \[u21fc] above \[u21fd] above \[u21fe] above \[u21ff] }+}
+ tests/writers/02200_Mathematical_Operators.eqn view
@@ -0,0 +1,19 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "220"} above \[u2200] above \[u2201] above partial above \[u2203] above \[u2204] above \[u2205] above \[u2206] above grad above \[u2208] above \[u2209] above \[u220a] above \[u220b] above \[u220c] above \[u220d] above \[u220e] above prod }+ccol{ {roman "221"} above \[u2210] above sum above \[u2212] above \[u2213] above \[u2214] above \[u2215] above \[u2216] above \[u2217] above \[u2218] above \[u2219] above \[u221a] above \[u221b] above \[u221c] above \[u221d] above inf above \[u221f] }+ccol{ {roman "222"} above \[u2220] above \[u2221] above \[u2222] above \[u2223] above \[u2224] above \[u2225] above \[u2226] above \[u2227] above \[u2228] above \[u2229] above \[u222a] above int above \[u222c] above \[u222d] above \[u222e] above \[u222f] }+ccol{ {roman "223"} above \[u2230] above \[u2231] above \[u2232] above \[u2233] above \[u2234] above \[u2235] above \[u2236] above \[u2237] above \[u2238] above \[u2239] above \[u223a] above \[u223b] above \[u223c] above \[u223d] above \[u223e] above \[u223f] }+ccol{ {roman "224"} above \[u2240] above \[u2241] above \[u2242] above \[u2243] above \[u2244] above \[u2245] above \[u2246] above \[u2247] above approx above \[u2249] above \[u224a] above \[u224b] above \[u224c] above \[u224d] above \[u224e] above \[u224f] }+ccol{ {roman "225"} above \[u2250] above \[u2251] above \[u2252] above \[u2253] above \[u2254] above \[u2255] above \[u2256] above \[u2257] above \[u2258] above \[u2259] above \[u225a] above \[u225b] above \[u225c] above \[u225d] above \[u225e] above \[u225f] }+ccol{ {roman "226"} above != above == above \[u2262] above \[u2263] above <= above >= above \[u2266] above \[u2267] above \[u2268] above \[u2269] above << above >> above \[u226c] above \[u226d] above \[u226e] above \[u226f] }+ccol{ {roman "227"} above \[u2270] above \[u2271] above \[u2272] above \[u2273] above \[u2274] above \[u2275] above \[u2276] above \[u2277] above \[u2278] above \[u2279] above \[u227a] above \[u227b] above \[u227c] above \[u227d] above \[u227e] above \[u227f] }+ccol{ {roman "228"} above \[u2280] above \[u2281] above \[u2282] above \[u2283] above \[u2284] above \[u2285] above \[u2286] above \[u2287] above \[u2288] above \[u2289] above \[u228a] above \[u228b] above \[u228c] above \[u228d] above \[u228e] above \[u228f] }+ccol{ {roman "229"} above \[u2290] above \[u2291] above \[u2292] above \[u2293] above \[u2294] above \[u2295] above \[u2296] above \[u2297] above \[u2298] above \[u2299] above \[u229a] above \[u229b] above \[u229c] above \[u229d] above \[u229e] above \[u229f] }+ccol{ {roman "22A"} above \[u22a0] above \[u22a1] above \[u22a2] above \[u22a3] above \[u22a4] above \[u22a5] above \[u22a6] above \[u22a7] above \[u22a8] above \[u22a9] above \[u22aa] above \[u22ab] above \[u22ac] above \[u22ad] above \[u22ae] above \[u22af] }+ccol{ {roman "22B"} above \[u22b0] above \[u22b1] above \[u22b2] above \[u22b3] above \[u22b4] above \[u22b5] above \[u22b6] above \[u22b7] above \[u22b8] above \[u22b9] above \[u22ba] above \[u22bb] above \[u22bc] above \[u22bd] above \[u22be] above \[u22bf] }+ccol{ {roman "22C"} above \[u22c0] above \[u22c1] above union above inter above \[u22c4] above \[u22c5] above \[u22c6] above \[u22c7] above \[u22c8] above \[u22c9] above \[u22ca] above \[u22cb] above \[u22cc] above \[u22cd] above \[u22ce] above \[u22cf] }+ccol{ {roman "22D"} above \[u22d0] above \[u22d1] above \[u22d2] above \[u22d3] above \[u22d4] above \[u22d5] above \[u22d6] above \[u22d7] above \[u22d8] above \[u22d9] above \[u22da] above \[u22db] above \[u22dc] above \[u22dd] above \[u22de] above \[u22df] }+ccol{ {roman "22E"} above \[u22e0] above \[u22e1] above \[u22e2] above \[u22e3] above \[u22e4] above \[u22e5] above \[u22e6] above \[u22e7] above \[u22e8] above \[u22e9] above \[u22ea] above \[u22eb] above \[u22ec] above \[u22ed] above \[u22ee] above \[u22ef] }+ccol{ {roman "22F"} above \[u22f0] above \[u22f1] above \[u22f2] above \[u22f3] above \[u22f4] above \[u22f5] above \[u22f6] above \[u22f7] above \[u22f8] above \[u22f9] above \[u22fa] above \[u22fb] above \[u22fc] above \[u22fd] above \[u22fe] above \[u22ff] }+}
+ tests/writers/02300_Miscellaneous_Technical.eqn view
@@ -0,0 +1,19 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "230"} above \[u2300] above \[u2301] above \[u2302] above \[u2303] above \[u2304] above \[u2305] above \[u2306] above \[u2307] above \[u2308] above \[u2309] above \[u230a] above \[u230b] above \[u230c] above \[u230d] above \[u230e] above \[u230f] }+ccol{ {roman "231"} above \[u2310] above \[u2311] above \[u2312] above \[u2313] above \[u2314] above \[u2315] above \[u2316] above \[u2317] above \[u2318] above \[u2319] above \[u231a] above \[u231b] above \[u231c] above \[u231d] above \[u231e] above \[u231f] }+ccol{ {roman "232"} above \[u2320] above \[u2321] above \[u2322] above \[u2323] above \[u2324] above \[u2325] above \[u2326] above \[u2327] above \[u2328] above \[u2329] above \[u232a] above \[u232b] above \[u232c] above \[u232d] above \[u232e] above \[u232f] }+ccol{ {roman "233"} above \[u2330] above \[u2331] above \[u2332] above \[u2333] above \[u2334] above \[u2335] above \[u2336] above \[u2337] above \[u2338] above \[u2339] above \[u233a] above \[u233b] above \[u233c] above \[u233d] above \[u233e] above \[u233f] }+ccol{ {roman "234"} above \[u2340] above \[u2341] above \[u2342] above \[u2343] above \[u2344] above \[u2345] above \[u2346] above \[u2347] above \[u2348] above \[u2349] above \[u234a] above \[u234b] above \[u234c] above \[u234d] above \[u234e] above \[u234f] }+ccol{ {roman "235"} above \[u2350] above \[u2351] above \[u2352] above \[u2353] above \[u2354] above \[u2355] above \[u2356] above \[u2357] above \[u2358] above \[u2359] above \[u235a] above \[u235b] above \[u235c] above \[u235d] above \[u235e] above \[u235f] }+ccol{ {roman "236"} above \[u2360] above \[u2361] above \[u2362] above \[u2363] above \[u2364] above \[u2365] above \[u2366] above \[u2367] above \[u2368] above \[u2369] above \[u236a] above \[u236b] above \[u236c] above \[u236d] above \[u236e] above \[u236f] }+ccol{ {roman "237"} above \[u2370] above \[u2371] above \[u2372] above \[u2373] above \[u2374] above \[u2375] above \[u2376] above \[u2377] above \[u2378] above \[u2379] above \[u237a] above \[u237b] above \[u237c] above \[u237d] above \[u237e] above \[u237f] }+ccol{ {roman "238"} above \[u2380] above \[u2381] above \[u2382] above \[u2383] above \[u2384] above \[u2385] above \[u2386] above \[u2387] above \[u2388] above \[u2389] above \[u238a] above \[u238b] above \[u238c] above \[u238d] above \[u238e] above \[u238f] }+ccol{ {roman "239"} above \[u2390] above \[u2391] above \[u2392] above \[u2393] above \[u2394] above \[u2395] above \[u2396] above \[u2397] above \[u2398] above \[u2399] above \[u239a] above \[u239b] above \[u239c] above \[u239d] above \[u239e] above \[u239f] }+ccol{ {roman "23A"} above \[u23a0] above \[u23a1] above \[u23a2] above \[u23a3] above \[u23a4] above \[u23a5] above \[u23a6] above \[u23a7] above \[u23a8] above \[u23a9] above \[u23aa] above \[u23ab] above \[u23ac] above \[u23ad] above \[u23ae] above \[u23af] }+ccol{ {roman "23B"} above \[u23b0] above \[u23b1] above \[u23b2] above \[u23b3] above \[u23b4] above \[u23b5] above \[u23b6] above \[u23b7] above \[u23b8] above \[u23b9] above \[u23ba] above \[u23bb] above \[u23bc] above \[u23bd] above \[u23be] above \[u23bf] }+ccol{ {roman "23C"} above \[u23c0] above \[u23c1] above \[u23c2] above \[u23c3] above \[u23c4] above \[u23c5] above \[u23c6] above \[u23c7] above \[u23c8] above \[u23c9] above \[u23ca] above \[u23cb] above \[u23cc] above \[u23cd] above \[u23ce] above \[u23cf] }+ccol{ {roman "23D"} above \[u23d0] above \[u23d1] above \[u23d2] above \[u23d3] above \[u23d4] above \[u23d5] above \[u23d6] above \[u23d7] above \[u23d8] above \[u23d9] above \[u23da] above \[u23db] above \[u23dc] above \[u23dd] above \[u23de] above \[u23df] }+ccol{ {roman "23E"} above \[u23e0] above \[u23e1] above \[u23e2] above \[u23e3] above \[u23e4] above \[u23e5] above \[u23e6] above \[u23e7] above \[u23e8] above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "23F"} above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+}
+ tests/writers/02400_Control_Pictures.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "240"} above \[u2400] above \[u2401] above \[u2402] above \[u2403] above \[u2404] above \[u2405] above \[u2406] above \[u2407] above \[u2408] above \[u2409] above \[u240a] above \[u240b] above \[u240c] above \[u240d] above \[u240e] above \[u240f] }+ccol{ {roman "241"} above \[u2410] above \[u2411] above \[u2412] above \[u2413] above \[u2414] above \[u2415] above \[u2416] above \[u2417] above \[u2418] above \[u2419] above \[u241a] above \[u241b] above \[u241c] above \[u241d] above \[u241e] above \[u241f] }+ccol{ {roman "242"} above \[u2420] above \[u2421] above \[u2422] above \[u2423] above \[u2424] above \[u2425] above \[u2426] above @ above @ above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "243"} above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+}
+ tests/writers/02440_Optical_Character_Recognition.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "244"} above \[u2440] above \[u2441] above \[u2442] above \[u2443] above \[u2444] above \[u2445] above \[u2446] above \[u2447] above \[u2448] above \[u2449] above \[u244a] above @ above @ above @ above @ above @ }+ccol{ {roman "245"} above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+}
+ tests/writers/02460_Enclosed_Alphanumerics.eqn view
@@ -0,0 +1,13 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "246"} above \[u2460] above \[u2461] above \[u2462] above \[u2463] above \[u2464] above \[u2465] above \[u2466] above \[u2467] above \[u2468] above \[u2469] above \[u246a] above \[u246b] above \[u246c] above \[u246d] above \[u246e] above \[u246f] }+ccol{ {roman "247"} above \[u2470] above \[u2471] above \[u2472] above \[u2473] above \[u2474] above \[u2475] above \[u2476] above \[u2477] above \[u2478] above \[u2479] above \[u247a] above \[u247b] above \[u247c] above \[u247d] above \[u247e] above \[u247f] }+ccol{ {roman "248"} above \[u2480] above \[u2481] above \[u2482] above \[u2483] above \[u2484] above \[u2485] above \[u2486] above \[u2487] above \[u2488] above \[u2489] above \[u248a] above \[u248b] above \[u248c] above \[u248d] above \[u248e] above \[u248f] }+ccol{ {roman "249"} above \[u2490] above \[u2491] above \[u2492] above \[u2493] above \[u2494] above \[u2495] above \[u2496] above \[u2497] above \[u2498] above \[u2499] above \[u249a] above \[u249b] above \[u249c] above \[u249d] above \[u249e] above \[u249f] }+ccol{ {roman "24A"} above \[u24a0] above \[u24a1] above \[u24a2] above \[u24a3] above \[u24a4] above \[u24a5] above \[u24a6] above \[u24a7] above \[u24a8] above \[u24a9] above \[u24aa] above \[u24ab] above \[u24ac] above \[u24ad] above \[u24ae] above \[u24af] }+ccol{ {roman "24B"} above \[u24b0] above \[u24b1] above \[u24b2] above \[u24b3] above \[u24b4] above \[u24b5] above \[u24b6] above \[u24b7] above \[u24b8] above \[u24b9] above \[u24ba] above \[u24bb] above \[u24bc] above \[u24bd] above \[u24be] above \[u24bf] }+ccol{ {roman "24C"} above \[u24c0] above \[u24c1] above \[u24c2] above \[u24c3] above \[u24c4] above \[u24c5] above \[u24c6] above \[u24c7] above \[u24c8] above \[u24c9] above \[u24ca] above \[u24cb] above \[u24cc] above \[u24cd] above \[u24ce] above \[u24cf] }+ccol{ {roman "24D"} above \[u24d0] above \[u24d1] above \[u24d2] above \[u24d3] above \[u24d4] above \[u24d5] above \[u24d6] above \[u24d7] above \[u24d8] above \[u24d9] above \[u24da] above \[u24db] above \[u24dc] above \[u24dd] above \[u24de] above \[u24df] }+ccol{ {roman "24E"} above \[u24e0] above \[u24e1] above \[u24e2] above \[u24e3] above \[u24e4] above \[u24e5] above \[u24e6] above \[u24e7] above \[u24e8] above \[u24e9] above \[u24ea] above \[u24eb] above \[u24ec] above \[u24ed] above \[u24ee] above \[u24ef] }+ccol{ {roman "24F"} above \[u24f0] above \[u24f1] above \[u24f2] above \[u24f3] above \[u24f4] above \[u24f5] above \[u24f6] above \[u24f7] above \[u24f8] above \[u24f9] above \[u24fa] above \[u24fb] above \[u24fc] above \[u24fd] above \[u24fe] above \[u24ff] }+}
+ tests/writers/02500_Box_Drawing.eqn view
@@ -0,0 +1,11 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "250"} above \[u2500] above \[u2501] above \[u2502] above \[u2503] above \[u2504] above \[u2505] above \[u2506] above \[u2507] above \[u2508] above \[u2509] above \[u250a] above \[u250b] above \[u250c] above \[u250d] above \[u250e] above \[u250f] }+ccol{ {roman "251"} above \[u2510] above \[u2511] above \[u2512] above \[u2513] above \[u2514] above \[u2515] above \[u2516] above \[u2517] above \[u2518] above \[u2519] above \[u251a] above \[u251b] above \[u251c] above \[u251d] above \[u251e] above \[u251f] }+ccol{ {roman "252"} above \[u2520] above \[u2521] above \[u2522] above \[u2523] above \[u2524] above \[u2525] above \[u2526] above \[u2527] above \[u2528] above \[u2529] above \[u252a] above \[u252b] above \[u252c] above \[u252d] above \[u252e] above \[u252f] }+ccol{ {roman "253"} above \[u2530] above \[u2531] above \[u2532] above \[u2533] above \[u2534] above \[u2535] above \[u2536] above \[u2537] above \[u2538] above \[u2539] above \[u253a] above \[u253b] above \[u253c] above \[u253d] above \[u253e] above \[u253f] }+ccol{ {roman "254"} above \[u2540] above \[u2541] above \[u2542] above \[u2543] above \[u2544] above \[u2545] above \[u2546] above \[u2547] above \[u2548] above \[u2549] above \[u254a] above \[u254b] above \[u254c] above \[u254d] above \[u254e] above \[u254f] }+ccol{ {roman "255"} above \[u2550] above \[u2551] above \[u2552] above \[u2553] above \[u2554] above \[u2555] above \[u2556] above \[u2557] above \[u2558] above \[u2559] above \[u255a] above \[u255b] above \[u255c] above \[u255d] above \[u255e] above \[u255f] }+ccol{ {roman "256"} above \[u2560] above \[u2561] above \[u2562] above \[u2563] above \[u2564] above \[u2565] above \[u2566] above \[u2567] above \[u2568] above \[u2569] above \[u256a] above \[u256b] above \[u256c] above \[u256d] above \[u256e] above \[u256f] }+ccol{ {roman "257"} above \[u2570] above \[u2571] above \[u2572] above \[u2573] above \[u2574] above \[u2575] above \[u2576] above \[u2577] above \[u2578] above \[u2579] above \[u257a] above \[u257b] above \[u257c] above \[u257d] above \[u257e] above \[u257f] }+}
+ tests/writers/02580_Block_Elements.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "258"} above \[u2580] above \[u2581] above \[u2582] above \[u2583] above \[u2584] above \[u2585] above \[u2586] above \[u2587] above \[u2588] above \[u2589] above \[u258a] above \[u258b] above \[u258c] above \[u258d] above \[u258e] above \[u258f] }+ccol{ {roman "259"} above \[u2590] above \[u2591] above \[u2592] above \[u2593] above \[u2594] above \[u2595] above \[u2596] above \[u2597] above \[u2598] above \[u2599] above \[u259a] above \[u259b] above \[u259c] above \[u259d] above \[u259e] above \[u259f] }+}
+ tests/writers/025A0_Geometric_Shapes.eqn view
@@ -0,0 +1,9 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "25A"} above \[u25a0] above \[u25a1] above \[u25a2] above \[u25a3] above \[u25a4] above \[u25a5] above \[u25a6] above \[u25a7] above \[u25a8] above \[u25a9] above \[u25aa] above \[u25ab] above \[u25ac] above \[u25ad] above \[u25ae] above \[u25af] }+ccol{ {roman "25B"} above \[u25b0] above \[u25b1] above \[u25b2] above \[u25b3] above \[u25b4] above \[u25b5] above \[u25b6] above \[u25b7] above \[u25b8] above \[u25b9] above \[u25ba] above \[u25bb] above \[u25bc] above \[u25bd] above \[u25be] above \[u25bf] }+ccol{ {roman "25C"} above \[u25c0] above \[u25c1] above \[u25c2] above \[u25c3] above \[u25c4] above \[u25c5] above \[u25c6] above \[u25c7] above \[u25c8] above \[u25c9] above \[u25ca] above \[u25cb] above \[u25cc] above \[u25cd] above \[u25ce] above \[u25cf] }+ccol{ {roman "25D"} above \[u25d0] above \[u25d1] above \[u25d2] above \[u25d3] above \[u25d4] above \[u25d5] above \[u25d6] above \[u25d7] above \[u25d8] above \[u25d9] above \[u25da] above \[u25db] above \[u25dc] above \[u25dd] above \[u25de] above \[u25df] }+ccol{ {roman "25E"} above \[u25e0] above \[u25e1] above \[u25e2] above \[u25e3] above \[u25e4] above \[u25e5] above \[u25e6] above \[u25e7] above \[u25e8] above \[u25e9] above \[u25ea] above \[u25eb] above \[u25ec] above \[u25ed] above \[u25ee] above \[u25ef] }+ccol{ {roman "25F"} above \[u25f0] above \[u25f1] above \[u25f2] above \[u25f3] above \[u25f4] above \[u25f5] above \[u25f6] above \[u25f7] above \[u25f8] above \[u25f9] above \[u25fa] above \[u25fb] above \[u25fc] above \[u25fd] above \[u25fe] above \[u25ff] }+}
+ tests/writers/02600_Miscellaneous_Symbols.eqn view
@@ -0,0 +1,19 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "260"} above \[u2600] above \[u2601] above \[u2602] above \[u2603] above \[u2604] above \[u2605] above \[u2606] above \[u2607] above \[u2608] above \[u2609] above \[u260a] above \[u260b] above \[u260c] above \[u260d] above \[u260e] above \[u260f] }+ccol{ {roman "261"} above \[u2610] above \[u2611] above \[u2612] above \[u2613] above \[u2614] above \[u2615] above \[u2616] above \[u2617] above \[u2618] above \[u2619] above \[u261a] above \[u261b] above \[u261c] above \[u261d] above \[u261e] above \[u261f] }+ccol{ {roman "262"} above \[u2620] above \[u2621] above \[u2622] above \[u2623] above \[u2624] above \[u2625] above \[u2626] above \[u2627] above \[u2628] above \[u2629] above \[u262a] above \[u262b] above \[u262c] above \[u262d] above \[u262e] above \[u262f] }+ccol{ {roman "263"} above \[u2630] above \[u2631] above \[u2632] above \[u2633] above \[u2634] above \[u2635] above \[u2636] above \[u2637] above \[u2638] above \[u2639] above \[u263a] above \[u263b] above \[u263c] above \[u263d] above \[u263e] above \[u263f] }+ccol{ {roman "264"} above \[u2640] above \[u2641] above \[u2642] above \[u2643] above \[u2644] above \[u2645] above \[u2646] above \[u2647] above \[u2648] above \[u2649] above \[u264a] above \[u264b] above \[u264c] above \[u264d] above \[u264e] above \[u264f] }+ccol{ {roman "265"} above \[u2650] above \[u2651] above \[u2652] above \[u2653] above \[u2654] above \[u2655] above \[u2656] above \[u2657] above \[u2658] above \[u2659] above \[u265a] above \[u265b] above \[u265c] above \[u265d] above \[u265e] above \[u265f] }+ccol{ {roman "266"} above \[u2660] above \[u2661] above \[u2662] above \[u2663] above \[u2664] above \[u2665] above \[u2666] above \[u2667] above \[u2668] above \[u2669] above \[u266a] above \[u266b] above \[u266c] above \[u266d] above \[u266e] above \[u266f] }+ccol{ {roman "267"} above \[u2670] above \[u2671] above \[u2672] above \[u2673] above \[u2674] above \[u2675] above \[u2676] above \[u2677] above \[u2678] above \[u2679] above \[u267a] above \[u267b] above \[u267c] above \[u267d] above \[u267e] above \[u267f] }+ccol{ {roman "268"} above \[u2680] above \[u2681] above \[u2682] above \[u2683] above \[u2684] above \[u2685] above \[u2686] above \[u2687] above \[u2688] above \[u2689] above \[u268a] above \[u268b] above \[u268c] above \[u268d] above \[u268e] above \[u268f] }+ccol{ {roman "269"} above \[u2690] above \[u2691] above \[u2692] above \[u2693] above \[u2694] above \[u2695] above \[u2696] above \[u2697] above \[u2698] above \[u2699] above \[u269a] above \[u269b] above \[u269c] above \[u269d] above \[u269e] above \[u269f] }+ccol{ {roman "26A"} above \[u26a0] above \[u26a1] above \[u26a2] above \[u26a3] above \[u26a4] above \[u26a5] above \[u26a6] above \[u26a7] above \[u26a8] above \[u26a9] above \[u26aa] above \[u26ab] above \[u26ac] above \[u26ad] above \[u26ae] above \[u26af] }+ccol{ {roman "26B"} above \[u26b0] above \[u26b1] above \[u26b2] above \[u26b3] above \[u26b4] above \[u26b5] above \[u26b6] above \[u26b7] above \[u26b8] above \[u26b9] above \[u26ba] above \[u26bb] above \[u26bc] above \[u26bd] above \[u26be] above \[u26bf] }+ccol{ {roman "26C"} above \[u26c0] above \[u26c1] above \[u26c2] above \[u26c3] above \[u26c4] above \[u26c5] above \[u26c6] above \[u26c7] above \[u26c8] above \[u26c9] above \[u26ca] above \[u26cb] above \[u26cc] above \[u26cd] above @ above \[u26cf] }+ccol{ {roman "26D"} above \[u26d0] above \[u26d1] above \[u26d2] above \[u26d3] above \[u26d4] above \[u26d5] above \[u26d6] above \[u26d7] above \[u26d8] above \[u26d9] above \[u26da] above \[u26db] above \[u26dc] above \[u26dd] above \[u26de] above \[u26df] }+ccol{ {roman "26E"} above \[u26e0] above \[u26e1] above @ above \[u26e3] above @ above @ above @ above @ above \[u26e8] above \[u26e9] above \[u26ea] above \[u26eb] above \[u26ec] above \[u26ed] above \[u26ee] above \[u26ef] }+ccol{ {roman "26F"} above \[u26f0] above \[u26f1] above \[u26f2] above \[u26f3] above \[u26f4] above \[u26f5] above \[u26f6] above \[u26f7] above \[u26f8] above \[u26f9] above \[u26fa] above \[u26fb] above \[u26fc] above \[u26fd] above \[u26fe] above \[u26ff] }+}
+ tests/writers/02700_Dingbats.eqn view
@@ -0,0 +1,15 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "270"} above @ above \[u2701] above \[u2702] above \[u2703] above \[u2704] above @ above \[u2706] above \[u2707] above \[u2708] above \[u2709] above @ above @ above \[u270c] above \[u270d] above \[u270e] above \[u270f] }+ccol{ {roman "271"} above \[u2710] above \[u2711] above \[u2712] above \[u2713] above \[u2714] above \[u2715] above \[u2716] above \[u2717] above \[u2718] above \[u2719] above \[u271a] above \[u271b] above \[u271c] above \[u271d] above \[u271e] above \[u271f] }+ccol{ {roman "272"} above \[u2720] above \[u2721] above \[u2722] above \[u2723] above \[u2724] above \[u2725] above \[u2726] above \[u2727] above @ above \[u2729] above \[u272a] above \[u272b] above \[u272c] above \[u272d] above \[u272e] above \[u272f] }+ccol{ {roman "273"} above \[u2730] above \[u2731] above \[u2732] above \[u2733] above \[u2734] above \[u2735] above \[u2736] above \[u2737] above \[u2738] above \[u2739] above \[u273a] above \[u273b] above \[u273c] above \[u273d] above \[u273e] above \[u273f] }+ccol{ {roman "274"} above \[u2740] above \[u2741] above \[u2742] above \[u2743] above \[u2744] above \[u2745] above \[u2746] above \[u2747] above \[u2748] above \[u2749] above \[u274a] above \[u274b] above @ above \[u274d] above @ above \[u274f] }+ccol{ {roman "275"} above \[u2750] above \[u2751] above \[u2752] above @ above @ above @ above \[u2756] above \[u2757] above \[u2758] above \[u2759] above \[u275a] above \[u275b] above \[u275c] above \[u275d] above \[u275e] above @ }+ccol{ {roman "276"} above @ above \[u2761] above \[u2762] above \[u2763] above \[u2764] above \[u2765] above \[u2766] above \[u2767] above \[u2768] above \[u2769] above \[u276a] above \[u276b] above \[u276c] above \[u276d] above \[u276e] above \[u276f] }+ccol{ {roman "277"} above \[u2770] above \[u2771] above \[u2772] above \[u2773] above \[u2774] above \[u2775] above \[u2776] above \[u2777] above \[u2778] above \[u2779] above \[u277a] above \[u277b] above \[u277c] above \[u277d] above \[u277e] above \[u277f] }+ccol{ {roman "278"} above \[u2780] above \[u2781] above \[u2782] above \[u2783] above \[u2784] above \[u2785] above \[u2786] above \[u2787] above \[u2788] above \[u2789] above \[u278a] above \[u278b] above \[u278c] above \[u278d] above \[u278e] above \[u278f] }+ccol{ {roman "279"} above \[u2790] above \[u2791] above \[u2792] above \[u2793] above \[u2794] above @ above @ above @ above \[u2798] above \[u2799] above \[u279a] above \[u279b] above \[u279c] above \[u279d] above \[u279e] above \[u279f] }+ccol{ {roman "27A"} above \[u27a0] above \[u27a1] above \[u27a2] above \[u27a3] above \[u27a4] above \[u27a5] above \[u27a6] above \[u27a7] above \[u27a8] above \[u27a9] above \[u27aa] above \[u27ab] above \[u27ac] above \[u27ad] above \[u27ae] above \[u27af] }+ccol{ {roman "27B"} above @ above \[u27b1] above \[u27b2] above \[u27b3] above \[u27b4] above \[u27b5] above \[u27b6] above \[u27b7] above \[u27b8] above \[u27b9] above \[u27ba] above \[u27bb] above \[u27bc] above \[u27bd] above \[u27be] above @ }+}
+ tests/writers/027C0_Miscellaneous_Mathematical_Symbols-A.eqn view
@@ -0,0 +1,6 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "27C"} above \[u27c0] above \[u27c1] above \[u27c2] above \[u27c3] above \[u27c4] above \[u27c5] above \[u27c6] above \[u27c7] above \[u27c8] above \[u27c9] above \[u27ca] above @ above \[u27cc] above @ above @ above @ }+ccol{ {roman "27D"} above \[u27d0] above \[u27d1] above \[u27d2] above \[u27d3] above \[u27d4] above \[u27d5] above \[u27d6] above \[u27d7] above \[u27d8] above \[u27d9] above \[u27da] above \[u27db] above \[u27dc] above \[u27dd] above \[u27de] above \[u27df] }+ccol{ {roman "27E"} above \[u27e0] above \[u27e1] above \[u27e2] above \[u27e3] above \[u27e4] above \[u27e5] above \[u27e6] above \[u27e7] above \[u27e8] above \[u27e9] above \[u27ea] above \[u27eb] above \[u27ec] above \[u27ed] above \[u27ee] above \[u27ef] }+}
+ tests/writers/027F0_Supplemental_Arrows-A.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "27F"} above \[u27f0] above \[u27f1] above \[u27f2] above \[u27f3] above \[u27f4] above \[u27f5] above \[u27f6] above \[u27f7] above \[u27f8] above \[u27f9] above \[u27fa] above \[u27fb] above \[u27fc] above \[u27fd] above \[u27fe] above \[u27ff] }+}
+ tests/writers/02900_Supplemental_Arrows-B.eqn view
@@ -0,0 +1,11 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "290"} above \[u2900] above \[u2901] above \[u2902] above \[u2903] above \[u2904] above \[u2905] above \[u2906] above \[u2907] above \[u2908] above \[u2909] above \[u290a] above \[u290b] above \[u290c] above \[u290d] above \[u290e] above \[u290f] }+ccol{ {roman "291"} above \[u2910] above \[u2911] above \[u2912] above \[u2913] above \[u2914] above \[u2915] above \[u2916] above \[u2917] above \[u2918] above \[u2919] above \[u291a] above \[u291b] above \[u291c] above \[u291d] above \[u291e] above \[u291f] }+ccol{ {roman "292"} above \[u2920] above \[u2921] above \[u2922] above \[u2923] above \[u2924] above \[u2925] above \[u2926] above \[u2927] above \[u2928] above \[u2929] above \[u292a] above \[u292b] above \[u292c] above \[u292d] above \[u292e] above \[u292f] }+ccol{ {roman "293"} above \[u2930] above \[u2931] above \[u2932] above \[u2933] above \[u2934] above \[u2935] above \[u2936] above \[u2937] above \[u2938] above \[u2939] above \[u293a] above \[u293b] above \[u293c] above \[u293d] above \[u293e] above \[u293f] }+ccol{ {roman "294"} above \[u2940] above \[u2941] above \[u2942] above \[u2943] above \[u2944] above \[u2945] above \[u2946] above \[u2947] above \[u2948] above \[u2949] above \[u294a] above \[u294b] above \[u294c] above \[u294d] above \[u294e] above \[u294f] }+ccol{ {roman "295"} above \[u2950] above \[u2951] above \[u2952] above \[u2953] above \[u2954] above \[u2955] above \[u2956] above \[u2957] above \[u2958] above \[u2959] above \[u295a] above \[u295b] above \[u295c] above \[u295d] above \[u295e] above \[u295f] }+ccol{ {roman "296"} above \[u2960] above \[u2961] above \[u2962] above \[u2963] above \[u2964] above \[u2965] above \[u2966] above \[u2967] above \[u2968] above \[u2969] above \[u296a] above \[u296b] above \[u296c] above \[u296d] above \[u296e] above \[u296f] }+ccol{ {roman "297"} above \[u2970] above \[u2971] above \[u2972] above \[u2973] above \[u2974] above \[u2975] above \[u2976] above \[u2977] above \[u2978] above \[u2979] above \[u297a] above \[u297b] above \[u297c] above \[u297d] above \[u297e] above \[u297f] }+}
+ tests/writers/02980_Miscellaneous_Mathematical_Symbols-B.eqn view
@@ -0,0 +1,11 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "298"} above \[u2980] above \[u2981] above \[u2982] above \[u2983] above \[u2984] above \[u2985] above \[u2986] above \[u2987] above \[u2988] above \[u2989] above \[u298a] above \[u298b] above \[u298c] above \[u298d] above \[u298e] above \[u298f] }+ccol{ {roman "299"} above \[u2990] above \[u2991] above \[u2992] above \[u2993] above \[u2994] above \[u2995] above \[u2996] above \[u2997] above \[u2998] above \[u2999] above \[u299a] above \[u299b] above \[u299c] above \[u299d] above \[u299e] above \[u299f] }+ccol{ {roman "29A"} above \[u29a0] above \[u29a1] above \[u29a2] above \[u29a3] above \[u29a4] above \[u29a5] above \[u29a6] above \[u29a7] above \[u29a8] above \[u29a9] above \[u29aa] above \[u29ab] above \[u29ac] above \[u29ad] above \[u29ae] above \[u29af] }+ccol{ {roman "29B"} above \[u29b0] above \[u29b1] above \[u29b2] above \[u29b3] above \[u29b4] above \[u29b5] above \[u29b6] above \[u29b7] above \[u29b8] above \[u29b9] above \[u29ba] above \[u29bb] above \[u29bc] above \[u29bd] above \[u29be] above \[u29bf] }+ccol{ {roman "29C"} above \[u29c0] above \[u29c1] above \[u29c2] above \[u29c3] above \[u29c4] above \[u29c5] above \[u29c6] above \[u29c7] above \[u29c8] above \[u29c9] above \[u29ca] above \[u29cb] above \[u29cc] above \[u29cd] above \[u29ce] above \[u29cf] }+ccol{ {roman "29D"} above \[u29d0] above \[u29d1] above \[u29d2] above \[u29d3] above \[u29d4] above \[u29d5] above \[u29d6] above \[u29d7] above \[u29d8] above \[u29d9] above \[u29da] above \[u29db] above \[u29dc] above \[u29dd] above \[u29de] above \[u29df] }+ccol{ {roman "29E"} above \[u29e0] above \[u29e1] above \[u29e2] above \[u29e3] above \[u29e4] above \[u29e5] above \[u29e6] above \[u29e7] above \[u29e8] above \[u29e9] above \[u29ea] above \[u29eb] above \[u29ec] above \[u29ed] above \[u29ee] above \[u29ef] }+ccol{ {roman "29F"} above \[u29f0] above \[u29f1] above \[u29f2] above \[u29f3] above \[u29f4] above \[u29f5] above \[u29f6] above \[u29f7] above \[u29f8] above \[u29f9] above \[u29fa] above \[u29fb] above \[u29fc] above \[u29fd] above \[u29fe] above \[u29ff] }+}
+ tests/writers/02A00_Supplemental_Mathematical_Operators.eqn view
@@ -0,0 +1,19 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "2A0"} above \[u2a00] above \[u2a01] above \[u2a02] above \[u2a03] above \[u2a04] above \[u2a05] above \[u2a06] above \[u2a07] above \[u2a08] above \[u2a09] above \[u2a0a] above \[u2a0b] above \[u2a0c] above \[u2a0d] above \[u2a0e] above \[u2a0f] }+ccol{ {roman "2A1"} above \[u2a10] above \[u2a11] above \[u2a12] above \[u2a13] above \[u2a14] above \[u2a15] above \[u2a16] above \[u2a17] above \[u2a18] above \[u2a19] above \[u2a1a] above \[u2a1b] above \[u2a1c] above \[u2a1d] above \[u2a1e] above \[u2a1f] }+ccol{ {roman "2A2"} above \[u2a20] above \[u2a21] above \[u2a22] above \[u2a23] above \[u2a24] above \[u2a25] above \[u2a26] above \[u2a27] above \[u2a28] above \[u2a29] above \[u2a2a] above \[u2a2b] above \[u2a2c] above \[u2a2d] above \[u2a2e] above \[u2a2f] }+ccol{ {roman "2A3"} above \[u2a30] above \[u2a31] above \[u2a32] above \[u2a33] above \[u2a34] above \[u2a35] above \[u2a36] above \[u2a37] above \[u2a38] above \[u2a39] above \[u2a3a] above \[u2a3b] above \[u2a3c] above \[u2a3d] above \[u2a3e] above \[u2a3f] }+ccol{ {roman "2A4"} above \[u2a40] above \[u2a41] above \[u2a42] above \[u2a43] above \[u2a44] above \[u2a45] above \[u2a46] above \[u2a47] above \[u2a48] above \[u2a49] above \[u2a4a] above \[u2a4b] above \[u2a4c] above \[u2a4d] above \[u2a4e] above \[u2a4f] }+ccol{ {roman "2A5"} above \[u2a50] above \[u2a51] above \[u2a52] above \[u2a53] above \[u2a54] above \[u2a55] above \[u2a56] above \[u2a57] above \[u2a58] above \[u2a59] above \[u2a5a] above \[u2a5b] above \[u2a5c] above \[u2a5d] above \[u2a5e] above \[u2a5f] }+ccol{ {roman "2A6"} above \[u2a60] above \[u2a61] above \[u2a62] above \[u2a63] above \[u2a64] above \[u2a65] above \[u2a66] above \[u2a67] above \[u2a68] above \[u2a69] above \[u2a6a] above \[u2a6b] above \[u2a6c] above \[u2a6d] above \[u2a6e] above \[u2a6f] }+ccol{ {roman "2A7"} above \[u2a70] above \[u2a71] above \[u2a72] above \[u2a73] above \[u2a74] above \[u2a75] above \[u2a76] above \[u2a77] above \[u2a78] above \[u2a79] above \[u2a7a] above \[u2a7b] above \[u2a7c] above \[u2a7d] above \[u2a7e] above \[u2a7f] }+ccol{ {roman "2A8"} above \[u2a80] above \[u2a81] above \[u2a82] above \[u2a83] above \[u2a84] above \[u2a85] above \[u2a86] above \[u2a87] above \[u2a88] above \[u2a89] above \[u2a8a] above \[u2a8b] above \[u2a8c] above \[u2a8d] above \[u2a8e] above \[u2a8f] }+ccol{ {roman "2A9"} above \[u2a90] above \[u2a91] above \[u2a92] above \[u2a93] above \[u2a94] above \[u2a95] above \[u2a96] above \[u2a97] above \[u2a98] above \[u2a99] above \[u2a9a] above \[u2a9b] above \[u2a9c] above \[u2a9d] above \[u2a9e] above \[u2a9f] }+ccol{ {roman "2AA"} above \[u2aa0] above \[u2aa1] above \[u2aa2] above \[u2aa3] above \[u2aa4] above \[u2aa5] above \[u2aa6] above \[u2aa7] above \[u2aa8] above \[u2aa9] above \[u2aaa] above \[u2aab] above \[u2aac] above \[u2aad] above \[u2aae] above \[u2aaf] }+ccol{ {roman "2AB"} above \[u2ab0] above \[u2ab1] above \[u2ab2] above \[u2ab3] above \[u2ab4] above \[u2ab5] above \[u2ab6] above \[u2ab7] above \[u2ab8] above \[u2ab9] above \[u2aba] above \[u2abb] above \[u2abc] above \[u2abd] above \[u2abe] above \[u2abf] }+ccol{ {roman "2AC"} above \[u2ac0] above \[u2ac1] above \[u2ac2] above \[u2ac3] above \[u2ac4] above \[u2ac5] above \[u2ac6] above \[u2ac7] above \[u2ac8] above \[u2ac9] above \[u2aca] above \[u2acb] above \[u2acc] above \[u2acd] above \[u2ace] above \[u2acf] }+ccol{ {roman "2AD"} above \[u2ad0] above \[u2ad1] above \[u2ad2] above \[u2ad3] above \[u2ad4] above \[u2ad5] above \[u2ad6] above \[u2ad7] above \[u2ad8] above \[u2ad9] above \[u2ada] above \[u2adb] above \[u2adc] above \[u2add] above \[u2ade] above \[u2adf] }+ccol{ {roman "2AE"} above \[u2ae0] above \[u2ae1] above \[u2ae2] above \[u2ae3] above \[u2ae4] above \[u2ae5] above \[u2ae6] above \[u2ae7] above \[u2ae8] above \[u2ae9] above \[u2aea] above \[u2aeb] above \[u2aec] above \[u2aed] above \[u2aee] above \[u2aef] }+ccol{ {roman "2AF"} above \[u2af0] above \[u2af1] above \[u2af2] above \[u2af3] above \[u2af4] above \[u2af5] above \[u2af6] above \[u2af7] above \[u2af8] above \[u2af9] above \[u2afa] above \[u2afb] above \[u2afc] above \[u2afd] above \[u2afe] above \[u2aff] }+}
+ tests/writers/02B00_Miscellaneous_Symbols_and_Arrows.eqn view
@@ -0,0 +1,9 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "2B0"} above \[u2b00] above \[u2b01] above \[u2b02] above \[u2b03] above \[u2b04] above \[u2b05] above \[u2b06] above \[u2b07] above \[u2b08] above \[u2b09] above \[u2b0a] above \[u2b0b] above \[u2b0c] above \[u2b0d] above \[u2b0e] above \[u2b0f] }+ccol{ {roman "2B1"} above \[u2b10] above \[u2b11] above \[u2b12] above \[u2b13] above \[u2b14] above \[u2b15] above \[u2b16] above \[u2b17] above \[u2b18] above \[u2b19] above \[u2b1a] above \[u2b1b] above \[u2b1c] above \[u2b1d] above \[u2b1e] above \[u2b1f] }+ccol{ {roman "2B2"} above \[u2b20] above \[u2b21] above \[u2b22] above \[u2b23] above \[u2b24] above \[u2b25] above \[u2b26] above \[u2b27] above \[u2b28] above \[u2b29] above \[u2b2a] above \[u2b2b] above \[u2b2c] above \[u2b2d] above \[u2b2e] above \[u2b2f] }+ccol{ {roman "2B3"} above \[u2b30] above \[u2b31] above \[u2b32] above \[u2b33] above \[u2b34] above \[u2b35] above \[u2b36] above \[u2b37] above \[u2b38] above \[u2b39] above \[u2b3a] above \[u2b3b] above \[u2b3c] above \[u2b3d] above \[u2b3e] above \[u2b3f] }+ccol{ {roman "2B4"} above \[u2b40] above \[u2b41] above \[u2b42] above \[u2b43] above \[u2b44] above \[u2b45] above \[u2b46] above \[u2b47] above \[u2b48] above \[u2b49] above \[u2b4a] above \[u2b4b] above \[u2b4c] above @ above @ above @ }+ccol{ {roman "2B5"} above \[u2b50] above \[u2b51] above \[u2b52] above \[u2b53] above \[u2b54] above \[u2b55] above \[u2b56] above \[u2b57] above \[u2b58] above \[u2b59] above @ above @ above @ above @ above @ above @ }+}
+ tests/writers/03.eqn view
@@ -0,0 +1,1 @@+a x sup 2 + b x + c = 0
+ tests/writers/04.eqn view
@@ -0,0 +1,1 @@+S sub {roman "new"} = S sub {roman "old"} \[u2212] {{left ( 5 \[u2212] T right )} sup 2} over 2
+ tests/writers/05.eqn view
@@ -0,0 +1,1 @@+int sub a sup x back 16 back 16 back 16 int sub a sup s f ( y ) ^ d y ^ d s = int sub a sup x f ( y ) ( x \[u2212] y ) ^ d y
+ tests/writers/06.eqn view
@@ -0,0 +1,1 @@+sum from {m = 1} to inf sum from {n = 1} to inf {m sup 2 ^ n} over {3 sup m left ( m ^ 3 sup n + n ^ 3 sup m right )}
+ tests/writers/07.eqn view
@@ -0,0 +1,1 @@+u \[u2033] + p ( x ) u prime + q ( x ) u = f ( x ) , fwd 100 x > a
+ tests/writers/08.eqn view
@@ -0,0 +1,1 @@+| z to \[u203e] | = | z | , | ( z to \[u203e] ) sup n | = | z | sup n , "arg" ( z sup n ) = n "arg" ( z )
+ tests/writers/09.eqn view
@@ -0,0 +1,1 @@+lim from {z -> z sub 0} f ( z ) = f ( z sub 0 )
+ tests/writers/0FB00_Alphabetic_Presentation_Forms.eqn view
@@ -0,0 +1,8 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "FB0"} above \[ufb00] above \[ufb01] above \[ufb02] above \[ufb03] above \[ufb04] above \[ufb05] above \[ufb06] above @ above @ above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "FB1"} above @ above @ above @ above \[ufb13] above \[ufb14] above \[ufb15] above \[ufb16] above \[ufb17] above @ above @ above @ above @ above @ above \[ufb1d] above \[ufb1e] above \[ufb1f] }+ccol{ {roman "FB2"} above \[ufb20] above \[ufb21] above \[ufb22] above \[ufb23] above \[ufb24] above \[ufb25] above \[ufb26] above \[ufb27] above \[ufb28] above \[ufb29] above \[ufb2a] above \[ufb2b] above \[ufb2c] above \[ufb2d] above \[ufb2e] above \[ufb2f] }+ccol{ {roman "FB3"} above \[ufb30] above \[ufb31] above \[ufb32] above \[ufb33] above \[ufb34] above \[ufb35] above \[ufb36] above @ above \[ufb38] above \[ufb39] above \[ufb3a] above \[ufb3b] above \[ufb3c] above @ above \[ufb3e] above @ }+ccol{ {roman "FB4"} above \[ufb40] above \[ufb41] above @ above \[ufb43] above \[ufb44] above @ above \[ufb46] above \[ufb47] above \[ufb48] above \[ufb49] above \[ufb4a] above \[ufb4b] above \[ufb4c] above \[ufb4d] above \[ufb4e] above \[ufb4f] }+}
+ tests/writers/0FB50_Arabic_Presentation_Forms-A.eqn view
@@ -0,0 +1,46 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "FB5"} above \[ufb50] above \[ufb51] above \[ufb52] above \[ufb53] above \[ufb54] above \[ufb55] above \[ufb56] above \[ufb57] above \[ufb58] above \[ufb59] above \[ufb5a] above \[ufb5b] above \[ufb5c] above \[ufb5d] above \[ufb5e] above \[ufb5f] }+ccol{ {roman "FB6"} above \[ufb60] above \[ufb61] above \[ufb62] above \[ufb63] above \[ufb64] above \[ufb65] above \[ufb66] above \[ufb67] above \[ufb68] above \[ufb69] above \[ufb6a] above \[ufb6b] above \[ufb6c] above \[ufb6d] above \[ufb6e] above \[ufb6f] }+ccol{ {roman "FB7"} above \[ufb70] above \[ufb71] above \[ufb72] above \[ufb73] above \[ufb74] above \[ufb75] above \[ufb76] above \[ufb77] above \[ufb78] above \[ufb79] above \[ufb7a] above \[ufb7b] above \[ufb7c] above \[ufb7d] above \[ufb7e] above \[ufb7f] }+ccol{ {roman "FB8"} above \[ufb80] above \[ufb81] above \[ufb82] above \[ufb83] above \[ufb84] above \[ufb85] above \[ufb86] above \[ufb87] above \[ufb88] above \[ufb89] above \[ufb8a] above \[ufb8b] above \[ufb8c] above \[ufb8d] above \[ufb8e] above \[ufb8f] }+ccol{ {roman "FB9"} above \[ufb90] above \[ufb91] above \[ufb92] above \[ufb93] above \[ufb94] above \[ufb95] above \[ufb96] above \[ufb97] above \[ufb98] above \[ufb99] above \[ufb9a] above \[ufb9b] above \[ufb9c] above \[ufb9d] above \[ufb9e] above \[ufb9f] }+ccol{ {roman "FBA"} above \[ufba0] above \[ufba1] above \[ufba2] above \[ufba3] above \[ufba4] above \[ufba5] above \[ufba6] above \[ufba7] above \[ufba8] above \[ufba9] above \[ufbaa] above \[ufbab] above \[ufbac] above \[ufbad] above \[ufbae] above \[ufbaf] }+ccol{ {roman "FBB"} above \[ufbb0] above \[ufbb1] above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "FBC"} above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "FBD"} above @ above @ above @ above \[ufbd3] above \[ufbd4] above \[ufbd5] above \[ufbd6] above \[ufbd7] above \[ufbd8] above \[ufbd9] above \[ufbda] above \[ufbdb] above \[ufbdc] above \[ufbdd] above \[ufbde] above \[ufbdf] }+ccol{ {roman "FBE"} above \[ufbe0] above \[ufbe1] above \[ufbe2] above \[ufbe3] above \[ufbe4] above \[ufbe5] above \[ufbe6] above \[ufbe7] above \[ufbe8] above \[ufbe9] above \[ufbea] above \[ufbeb] above \[ufbec] above \[ufbed] above \[ufbee] above \[ufbef] }+ccol{ {roman "FBF"} above \[ufbf0] above \[ufbf1] above \[ufbf2] above \[ufbf3] above \[ufbf4] above \[ufbf5] above \[ufbf6] above \[ufbf7] above \[ufbf8] above \[ufbf9] above \[ufbfa] above \[ufbfb] above \[ufbfc] above \[ufbfd] above \[ufbfe] above \[ufbff] }+ccol{ {roman "FC0"} above \[ufc00] above \[ufc01] above \[ufc02] above \[ufc03] above \[ufc04] above \[ufc05] above \[ufc06] above \[ufc07] above \[ufc08] above \[ufc09] above \[ufc0a] above \[ufc0b] above \[ufc0c] above \[ufc0d] above \[ufc0e] above \[ufc0f] }+ccol{ {roman "FC1"} above \[ufc10] above \[ufc11] above \[ufc12] above \[ufc13] above \[ufc14] above \[ufc15] above \[ufc16] above \[ufc17] above \[ufc18] above \[ufc19] above \[ufc1a] above \[ufc1b] above \[ufc1c] above \[ufc1d] above \[ufc1e] above \[ufc1f] }+ccol{ {roman "FC2"} above \[ufc20] above \[ufc21] above \[ufc22] above \[ufc23] above \[ufc24] above \[ufc25] above \[ufc26] above \[ufc27] above \[ufc28] above \[ufc29] above \[ufc2a] above \[ufc2b] above \[ufc2c] above \[ufc2d] above \[ufc2e] above \[ufc2f] }+ccol{ {roman "FC3"} above \[ufc30] above \[ufc31] above \[ufc32] above \[ufc33] above \[ufc34] above \[ufc35] above \[ufc36] above \[ufc37] above \[ufc38] above \[ufc39] above \[ufc3a] above \[ufc3b] above \[ufc3c] above \[ufc3d] above \[ufc3e] above \[ufc3f] }+ccol{ {roman "FC4"} above \[ufc40] above \[ufc41] above \[ufc42] above \[ufc43] above \[ufc44] above \[ufc45] above \[ufc46] above \[ufc47] above \[ufc48] above \[ufc49] above \[ufc4a] above \[ufc4b] above \[ufc4c] above \[ufc4d] above \[ufc4e] above \[ufc4f] }+ccol{ {roman "FC5"} above \[ufc50] above \[ufc51] above \[ufc52] above \[ufc53] above \[ufc54] above \[ufc55] above \[ufc56] above \[ufc57] above \[ufc58] above \[ufc59] above \[ufc5a] above \[ufc5b] above \[ufc5c] above \[ufc5d] above \[ufc5e] above \[ufc5f] }+ccol{ {roman "FC6"} above \[ufc60] above \[ufc61] above \[ufc62] above \[ufc63] above \[ufc64] above \[ufc65] above \[ufc66] above \[ufc67] above \[ufc68] above \[ufc69] above \[ufc6a] above \[ufc6b] above \[ufc6c] above \[ufc6d] above \[ufc6e] above \[ufc6f] }+ccol{ {roman "FC7"} above \[ufc70] above \[ufc71] above \[ufc72] above \[ufc73] above \[ufc74] above \[ufc75] above \[ufc76] above \[ufc77] above \[ufc78] above \[ufc79] above \[ufc7a] above \[ufc7b] above \[ufc7c] above \[ufc7d] above \[ufc7e] above \[ufc7f] }+ccol{ {roman "FC8"} above \[ufc80] above \[ufc81] above \[ufc82] above \[ufc83] above \[ufc84] above \[ufc85] above \[ufc86] above \[ufc87] above \[ufc88] above \[ufc89] above \[ufc8a] above \[ufc8b] above \[ufc8c] above \[ufc8d] above \[ufc8e] above \[ufc8f] }+ccol{ {roman "FC9"} above \[ufc90] above \[ufc91] above \[ufc92] above \[ufc93] above \[ufc94] above \[ufc95] above \[ufc96] above \[ufc97] above \[ufc98] above \[ufc99] above \[ufc9a] above \[ufc9b] above \[ufc9c] above \[ufc9d] above \[ufc9e] above \[ufc9f] }+ccol{ {roman "FCA"} above \[ufca0] above \[ufca1] above \[ufca2] above \[ufca3] above \[ufca4] above \[ufca5] above \[ufca6] above \[ufca7] above \[ufca8] above \[ufca9] above \[ufcaa] above \[ufcab] above \[ufcac] above \[ufcad] above \[ufcae] above \[ufcaf] }+ccol{ {roman "FCB"} above \[ufcb0] above \[ufcb1] above \[ufcb2] above \[ufcb3] above \[ufcb4] above \[ufcb5] above \[ufcb6] above \[ufcb7] above \[ufcb8] above \[ufcb9] above \[ufcba] above \[ufcbb] above \[ufcbc] above \[ufcbd] above \[ufcbe] above \[ufcbf] }+ccol{ {roman "FCC"} above \[ufcc0] above \[ufcc1] above \[ufcc2] above \[ufcc3] above \[ufcc4] above \[ufcc5] above \[ufcc6] above \[ufcc7] above \[ufcc8] above \[ufcc9] above \[ufcca] above \[ufccb] above \[ufccc] above \[ufccd] above \[ufcce] above \[ufccf] }+ccol{ {roman "FCD"} above \[ufcd0] above \[ufcd1] above \[ufcd2] above \[ufcd3] above \[ufcd4] above \[ufcd5] above \[ufcd6] above \[ufcd7] above \[ufcd8] above \[ufcd9] above \[ufcda] above \[ufcdb] above \[ufcdc] above \[ufcdd] above \[ufcde] above \[ufcdf] }+ccol{ {roman "FCE"} above \[ufce0] above \[ufce1] above \[ufce2] above \[ufce3] above \[ufce4] above \[ufce5] above \[ufce6] above \[ufce7] above \[ufce8] above \[ufce9] above \[ufcea] above \[ufceb] above \[ufcec] above \[ufced] above \[ufcee] above \[ufcef] }+ccol{ {roman "FCF"} above \[ufcf0] above \[ufcf1] above \[ufcf2] above \[ufcf3] above \[ufcf4] above \[ufcf5] above \[ufcf6] above \[ufcf7] above \[ufcf8] above \[ufcf9] above \[ufcfa] above \[ufcfb] above \[ufcfc] above \[ufcfd] above \[ufcfe] above \[ufcff] }+ccol{ {roman "FD0"} above \[ufd00] above \[ufd01] above \[ufd02] above \[ufd03] above \[ufd04] above \[ufd05] above \[ufd06] above \[ufd07] above \[ufd08] above \[ufd09] above \[ufd0a] above \[ufd0b] above \[ufd0c] above \[ufd0d] above \[ufd0e] above \[ufd0f] }+ccol{ {roman "FD1"} above \[ufd10] above \[ufd11] above \[ufd12] above \[ufd13] above \[ufd14] above \[ufd15] above \[ufd16] above \[ufd17] above \[ufd18] above \[ufd19] above \[ufd1a] above \[ufd1b] above \[ufd1c] above \[ufd1d] above \[ufd1e] above \[ufd1f] }+ccol{ {roman "FD2"} above \[ufd20] above \[ufd21] above \[ufd22] above \[ufd23] above \[ufd24] above \[ufd25] above \[ufd26] above \[ufd27] above \[ufd28] above \[ufd29] above \[ufd2a] above \[ufd2b] above \[ufd2c] above \[ufd2d] above \[ufd2e] above \[ufd2f] }+ccol{ {roman "FD3"} above \[ufd30] above \[ufd31] above \[ufd32] above \[ufd33] above \[ufd34] above \[ufd35] above \[ufd36] above \[ufd37] above \[ufd38] above \[ufd39] above \[ufd3a] above \[ufd3b] above \[ufd3c] above \[ufd3d] above \[ufd3e] above \[ufd3f] }+ccol{ {roman "FD4"} above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "FD5"} above \[ufd50] above \[ufd51] above \[ufd52] above \[ufd53] above \[ufd54] above \[ufd55] above \[ufd56] above \[ufd57] above \[ufd58] above \[ufd59] above \[ufd5a] above \[ufd5b] above \[ufd5c] above \[ufd5d] above \[ufd5e] above \[ufd5f] }+ccol{ {roman "FD6"} above \[ufd60] above \[ufd61] above \[ufd62] above \[ufd63] above \[ufd64] above \[ufd65] above \[ufd66] above \[ufd67] above \[ufd68] above \[ufd69] above \[ufd6a] above \[ufd6b] above \[ufd6c] above \[ufd6d] above \[ufd6e] above \[ufd6f] }+ccol{ {roman "FD7"} above \[ufd70] above \[ufd71] above \[ufd72] above \[ufd73] above \[ufd74] above \[ufd75] above \[ufd76] above \[ufd77] above \[ufd78] above \[ufd79] above \[ufd7a] above \[ufd7b] above \[ufd7c] above \[ufd7d] above \[ufd7e] above \[ufd7f] }+ccol{ {roman "FD8"} above \[ufd80] above \[ufd81] above \[ufd82] above \[ufd83] above \[ufd84] above \[ufd85] above \[ufd86] above \[ufd87] above \[ufd88] above \[ufd89] above \[ufd8a] above \[ufd8b] above \[ufd8c] above \[ufd8d] above \[ufd8e] above \[ufd8f] }+ccol{ {roman "FD9"} above @ above @ above \[ufd92] above \[ufd93] above \[ufd94] above \[ufd95] above \[ufd96] above \[ufd97] above \[ufd98] above \[ufd99] above \[ufd9a] above \[ufd9b] above \[ufd9c] above \[ufd9d] above \[ufd9e] above \[ufd9f] }+ccol{ {roman "FDA"} above \[ufda0] above \[ufda1] above \[ufda2] above \[ufda3] above \[ufda4] above \[ufda5] above \[ufda6] above \[ufda7] above \[ufda8] above \[ufda9] above \[ufdaa] above \[ufdab] above \[ufdac] above \[ufdad] above \[ufdae] above \[ufdaf] }+ccol{ {roman "FDB"} above \[ufdb0] above \[ufdb1] above \[ufdb2] above \[ufdb3] above \[ufdb4] above \[ufdb5] above \[ufdb6] above \[ufdb7] above \[ufdb8] above \[ufdb9] above \[ufdba] above \[ufdbb] above \[ufdbc] above \[ufdbd] above \[ufdbe] above \[ufdbf] }+ccol{ {roman "FDC"} above \[ufdc0] above \[ufdc1] above \[ufdc2] above \[ufdc3] above \[ufdc4] above \[ufdc5] above \[ufdc6] above \[ufdc7] above @ above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "FDD"} above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "FDE"} above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ above @ }+ccol{ {roman "FDF"} above \[ufdf0] above \[ufdf1] above \[ufdf2] above \[ufdf3] above \[ufdf4] above \[ufdf5] above \[ufdf6] above \[ufdf7] above \[ufdf8] above \[ufdf9] above \[ufdfa] above \[ufdfb] above \[ufdfc] above \[ufdfd] above @ above @ }+}
+ tests/writers/0FE00_Variation_Selectors.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "FE0"} above \[ufe00] above \[ufe01] above \[ufe02] above \[ufe03] above \[ufe04] above \[ufe05] above \[ufe06] above \[ufe07] above \[ufe08] above \[ufe09] above \[ufe0a] above \[ufe0b] above \[ufe0c] above \[ufe0d] above \[ufe0e] above \[ufe0f] }+}
+ tests/writers/0FE10_Vertical_Forms.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "FE1"} above \[ufe10] above \[ufe11] above \[ufe12] above \[ufe13] above \[ufe14] above \[ufe15] above \[ufe16] above \[ufe17] above \[ufe18] above \[ufe19] above @ above @ above @ above @ above @ above @ }+}
+ tests/writers/0FE20_Combining_Half_Marks.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "FE2"} above \[ufe20] above \[ufe21] above \[ufe22] above \[ufe23] above \[ufe24] above \[ufe25] above \[ufe26] above @ above @ above @ above @ above @ above @ above @ above @ above @ }+}
+ tests/writers/0FE30_CJK_Compatibility_Forms.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "FE3"} above \[ufe30] above \[ufe31] above \[ufe32] above \[ufe33] above \[ufe34] above \[ufe35] above \[ufe36] above \[ufe37] above \[ufe38] above \[ufe39] above \[ufe3a] above \[ufe3b] above \[ufe3c] above \[ufe3d] above \[ufe3e] above \[ufe3f] }+ccol{ {roman "FE4"} above \[ufe40] above \[ufe41] above \[ufe42] above \[ufe43] above \[ufe44] above \[ufe45] above \[ufe46] above \[ufe47] above \[ufe48] above \[ufe49] above \[ufe4a] above \[ufe4b] above \[ufe4c] above \[ufe4d] above \[ufe4e] above \[ufe4f] }+}
+ tests/writers/0FE50_Small_Form_Variants.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "FE5"} above \[ufe50] above \[ufe51] above \[ufe52] above @ above \[ufe54] above \[ufe55] above \[ufe56] above \[ufe57] above \[ufe58] above \[ufe59] above \[ufe5a] above \[ufe5b] above \[ufe5c] above \[ufe5d] above \[ufe5e] above \[ufe5f] }+ccol{ {roman "FE6"} above \[ufe60] above \[ufe61] above \[ufe62] above \[ufe63] above \[ufe64] above \[ufe65] above \[ufe66] above @ above \[ufe68] above \[ufe69] above \[ufe6a] above \[ufe6b] above @ above @ above @ above @ }+}
+ tests/writers/0FE70_Arabic_Presentation_Forms-B.eqn view
@@ -0,0 +1,12 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "FE7"} above \[ufe70] above \[ufe71] above \[ufe72] above \[ufe73] above \[ufe74] above @ above \[ufe76] above \[ufe77] above \[ufe78] above \[ufe79] above \[ufe7a] above \[ufe7b] above \[ufe7c] above \[ufe7d] above \[ufe7e] above \[ufe7f] }+ccol{ {roman "FE8"} above \[ufe80] above \[ufe81] above \[ufe82] above \[ufe83] above \[ufe84] above \[ufe85] above \[ufe86] above \[ufe87] above \[ufe88] above \[ufe89] above \[ufe8a] above \[ufe8b] above \[ufe8c] above \[ufe8d] above \[ufe8e] above \[ufe8f] }+ccol{ {roman "FE9"} above \[ufe90] above \[ufe91] above \[ufe92] above \[ufe93] above \[ufe94] above \[ufe95] above \[ufe96] above \[ufe97] above \[ufe98] above \[ufe99] above \[ufe9a] above \[ufe9b] above \[ufe9c] above \[ufe9d] above \[ufe9e] above \[ufe9f] }+ccol{ {roman "FEA"} above \[ufea0] above \[ufea1] above \[ufea2] above \[ufea3] above \[ufea4] above \[ufea5] above \[ufea6] above \[ufea7] above \[ufea8] above \[ufea9] above \[ufeaa] above \[ufeab] above \[ufeac] above \[ufead] above \[ufeae] above \[ufeaf] }+ccol{ {roman "FEB"} above \[ufeb0] above \[ufeb1] above \[ufeb2] above \[ufeb3] above \[ufeb4] above \[ufeb5] above \[ufeb6] above \[ufeb7] above \[ufeb8] above \[ufeb9] above \[ufeba] above \[ufebb] above \[ufebc] above \[ufebd] above \[ufebe] above \[ufebf] }+ccol{ {roman "FEC"} above \[ufec0] above \[ufec1] above \[ufec2] above \[ufec3] above \[ufec4] above \[ufec5] above \[ufec6] above \[ufec7] above \[ufec8] above \[ufec9] above \[ufeca] above \[ufecb] above \[ufecc] above \[ufecd] above \[ufece] above \[ufecf] }+ccol{ {roman "FED"} above \[ufed0] above \[ufed1] above \[ufed2] above \[ufed3] above \[ufed4] above \[ufed5] above \[ufed6] above \[ufed7] above \[ufed8] above \[ufed9] above \[ufeda] above \[ufedb] above \[ufedc] above \[ufedd] above \[ufede] above \[ufedf] }+ccol{ {roman "FEE"} above \[ufee0] above \[ufee1] above \[ufee2] above \[ufee3] above \[ufee4] above \[ufee5] above \[ufee6] above \[ufee7] above \[ufee8] above \[ufee9] above \[ufeea] above \[ufeeb] above \[ufeec] above \[ufeed] above \[ufeee] above \[ufeef] }+ccol{ {roman "FEF"} above \[ufef0] above \[ufef1] above \[ufef2] above \[ufef3] above \[ufef4] above \[ufef5] above \[ufef6] above \[ufef7] above \[ufef8] above \[ufef9] above \[ufefa] above \[ufefb] above \[ufefc] above @ above @ above \[ufeff] }+}
+ tests/writers/10.eqn view
@@ -0,0 +1,1 @@+phi sub n ( kappa ) = 1 over {4 pi sup 2 kappa sup 2} int sub 0 sup inf {sin ( kappa R )} over {kappa R} partial over {partial R} left [ R sup 2 {partial D sub n ( R )} over {partial R} right ] ^ d R
+ tests/writers/11.eqn view
@@ -0,0 +1,1 @@+phi sub n ( kappa ) = 0.033 C sub n sup 2 kappa sup {\[u2212] 11 / 3} , fwd 100 1 over {L sub 0} << kappa << 1 over {l sub 0}
+ tests/writers/12.eqn view
@@ -0,0 +1,4 @@+f ( x ) = left { matrix{+ccol{ 1 above {1 over 2} above {1 \[u2212] x sup 2} }+ccol{ {\[u2212] 1 <= x < 0} above {x = 0} above {roman "otherwise"} }+} right ""
+ tests/writers/13.eqn view
@@ -0,0 +1,1 @@+{} sub p F sub q ( a sub 1 , ... , a sub p ; c sub 1 , ... , c sub q ; z ) = sum from {n = 0} to inf {( a sub 1 ) sub n \[u22ef] ( a sub p ) sub n} over {( c sub 1 ) sub n \[u22ef] ( c sub q ) sub n} {z sup n} over {n !}
+ tests/writers/14.eqn view
@@ -0,0 +1,1 @@+a over b ~ a over b
+ tests/writers/15.eqn view
@@ -0,0 +1,1 @@+a over 2
+ tests/writers/16.eqn view
@@ -0,0 +1,1 @@+3 times 4
+ tests/writers/17.eqn view
@@ -0,0 +1,1 @@+x * 4 = 4 * x
+ tests/writers/18.eqn view
@@ -0,0 +1,1 @@+1.3 times .2
+ tests/writers/19.eqn view
@@ -0,0 +1,16 @@+left [ matrix{+ccol{ {{partial x sub 1} over {partial y sub 1}} above ~ above {{partial x sub 1} over {partial y sub 2}} }+ccol{ {{partial x sub 2} over {partial y sub 1}} above {{partial x sub 2} over {partial y sub 2}} }+} right ] left ( matrix{+ccol{ 1 above 3 }+ccol{ 2 above 4 }+} right ) left { matrix{+ccol{ 1 above 3 }+ccol{ 2 above 4 }+} right } left ∣ matrix{+ccol{ 1 above 3 }+ccol{ 2 above 4 }+} right ∣ left ∥ matrix{+ccol{ 1 above 3 }+ccol{ 2 above 4 }+} right ∥
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_bold-fraktur.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D56"} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d56c] above \[u1d56d] above \[u1d56e] above \[u1d56f] }+ccol{ {roman "1D57"} above \[u1d570] above \[u1d571] above \[u1d572] above \[u1d573] above \[u1d574] above \[u1d575] above \[u1d576] above \[u1d577] above \[u1d578] above \[u1d579] above \[u1d57a] above \[u1d57b] above \[u1d57c] above \[u1d57d] above \[u1d57e] above \[u1d57f] }+ccol{ {roman "1D58"} above \[u1d580] above \[u1d581] above \[u1d582] above \[u1d583] above \[u1d584] above \[u1d585] above \[u1d586] above \[u1d587] above \[u1d588] above \[u1d589] above \[u1d58a] above \[u1d58b] above \[u1d58c] above \[u1d58d] above \[u1d58e] above \[u1d58f] }+ccol{ {roman "1D59"} above \[u1d590] above \[u1d591] above \[u1d592] above \[u1d593] above \[u1d594] above \[u1d595] above \[u1d596] above \[u1d597] above \[u1d598] above \[u1d599] above \[u1d59a] above \[u1d59b] above \[u1d59c] above \[u1d59d] above \[u1d59e] above \[u1d59f] }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_bold-italic.eqn view
@@ -0,0 +1,12 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D46"} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d468] above \[u1d469] above \[u1d46a] above \[u1d46b] above \[u1d46c] above \[u1d46d] above \[u1d46e] above \[u1d46f] }+ccol{ {roman "1D47"} above \[u1d470] above \[u1d471] above \[u1d472] above \[u1d473] above \[u1d474] above \[u1d475] above \[u1d476] above \[u1d477] above \[u1d478] above \[u1d479] above \[u1d47a] above \[u1d47b] above \[u1d47c] above \[u1d47d] above \[u1d47e] above \[u1d47f] }+ccol{ {roman "1D48"} above \[u1d480] above \[u1d481] above \[u1d482] above \[u1d483] above \[u1d484] above \[u1d485] above \[u1d486] above \[u1d487] above \[u1d488] above \[u1d489] above \[u1d48a] above \[u1d48b] above \[u1d48c] above \[u1d48d] above \[u1d48e] above \[u1d48f] }+ccol{ {roman "1D49"} above \[u1d490] above \[u1d491] above \[u1d492] above \[u1d493] above \[u1d494] above \[u1d495] above \[u1d496] above \[u1d497] above \[u1d498] above \[u1d499] above \[u1d49a] above \[u1d49b] above {} above {} above {} above {} }+ccol{ {roman "1D71"} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d71c] above \[u1d71d] above \[u1d71e] above \[u1d71f] }+ccol{ {roman "1D72"} above \[u1d720] above \[u1d721] above \[u1d722] above \[u1d723] above \[u1d724] above \[u1d725] above \[u1d726] above \[u1d727] above \[u1d728] above \[u1d729] above \[u1d72a] above \[u1d72b] above \[u1d72c] above \[u1d72d] above \[u1d72e] above \[u1d72f] }+ccol{ {roman "1D73"} above \[u1d730] above \[u1d731] above \[u1d732] above \[u1d733] above \[u1d734] above \[u1d735] above \[u1d736] above \[u1d737] above \[u1d738] above \[u1d739] above \[u1d73a] above \[u1d73b] above \[u1d73c] above \[u1d73d] above \[u1d73e] above \[u1d73f] }+ccol{ {roman "1D74"} above \[u1d740] above \[u1d741] above \[u1d742] above \[u1d743] above \[u1d744] above \[u1d745] above \[u1d746] above \[u1d747] above \[u1d748] above \[u1d749] above \[u1d74a] above \[u1d74b] above \[u1d74c] above \[u1d74d] above \[u1d74e] above \[u1d74f] }+ccol{ {roman "1D75"} above \[u1d750] above \[u1d751] above \[u1d752] above \[u1d753] above \[u1d754] above \[u1d755] above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_bold-sans-serif.eqn view
@@ -0,0 +1,13 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D5D"} above {} above {} above {} above {} above \[u1d5d4] above \[u1d5d5] above \[u1d5d6] above \[u1d5d7] above \[u1d5d8] above \[u1d5d9] above \[u1d5da] above \[u1d5db] above \[u1d5dc] above \[u1d5dd] above \[u1d5de] above \[u1d5df] }+ccol{ {roman "1D5E"} above \[u1d5e0] above \[u1d5e1] above \[u1d5e2] above \[u1d5e3] above \[u1d5e4] above \[u1d5e5] above \[u1d5e6] above \[u1d5e7] above \[u1d5e8] above \[u1d5e9] above \[u1d5ea] above \[u1d5eb] above \[u1d5ec] above \[u1d5ed] above \[u1d5ee] above \[u1d5ef] }+ccol{ {roman "1D5F"} above \[u1d5f0] above \[u1d5f1] above \[u1d5f2] above \[u1d5f3] above \[u1d5f4] above \[u1d5f5] above \[u1d5f6] above \[u1d5f7] above \[u1d5f8] above \[u1d5f9] above \[u1d5fa] above \[u1d5fb] above \[u1d5fc] above \[u1d5fd] above \[u1d5fe] above \[u1d5ff] }+ccol{ {roman "1D60"} above \[u1d600] above \[u1d601] above \[u1d602] above \[u1d603] above \[u1d604] above \[u1d605] above \[u1d606] above \[u1d607] above {} above {} above {} above {} above {} above {} above {} above {} }+ccol{ {roman "1D75"} above {} above {} above {} above {} above {} above {} above \[u1d756] above \[u1d757] above \[u1d758] above \[u1d759] above \[u1d75a] above \[u1d75b] above \[u1d75c] above \[u1d75d] above \[u1d75e] above \[u1d75f] }+ccol{ {roman "1D76"} above \[u1d760] above \[u1d761] above \[u1d762] above \[u1d763] above \[u1d764] above \[u1d765] above \[u1d766] above \[u1d767] above \[u1d768] above \[u1d769] above \[u1d76a] above \[u1d76b] above \[u1d76c] above \[u1d76d] above \[u1d76e] above \[u1d76f] }+ccol{ {roman "1D77"} above \[u1d770] above \[u1d771] above \[u1d772] above \[u1d773] above \[u1d774] above \[u1d775] above \[u1d776] above \[u1d777] above \[u1d778] above \[u1d779] above \[u1d77a] above \[u1d77b] above \[u1d77c] above \[u1d77d] above \[u1d77e] above \[u1d77f] }+ccol{ {roman "1D78"} above \[u1d780] above \[u1d781] above \[u1d782] above \[u1d783] above \[u1d784] above \[u1d785] above \[u1d786] above \[u1d787] above \[u1d788] above \[u1d789] above \[u1d78a] above \[u1d78b] above \[u1d78c] above \[u1d78d] above \[u1d78e] above \[u1d78f] }+ccol{ {roman "1D7E"} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d7ec] above \[u1d7ed] above \[u1d7ee] above \[u1d7ef] }+ccol{ {roman "1D7F"} above \[u1d7f0] above \[u1d7f1] above \[u1d7f2] above \[u1d7f3] above \[u1d7f4] above \[u1d7f5] above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_bold-script.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D4D"} above \[u1d4d0] above \[u1d4d1] above \[u1d4d2] above \[u1d4d3] above \[u1d4d4] above \[u1d4d5] above \[u1d4d6] above \[u1d4d7] above \[u1d4d8] above \[u1d4d9] above \[u1d4da] above \[u1d4db] above \[u1d4dc] above \[u1d4dd] above \[u1d4de] above \[u1d4df] }+ccol{ {roman "1D4E"} above \[u1d4e0] above \[u1d4e1] above \[u1d4e2] above \[u1d4e3] above \[u1d4e4] above \[u1d4e5] above \[u1d4e6] above \[u1d4e7] above \[u1d4e8] above \[u1d4e9] above \[u1d4ea] above \[u1d4eb] above \[u1d4ec] above \[u1d4ed] above \[u1d4ee] above \[u1d4ef] }+ccol{ {roman "1D4F"} above \[u1d4f0] above \[u1d4f1] above \[u1d4f2] above \[u1d4f3] above \[u1d4f4] above \[u1d4f5] above \[u1d4f6] above \[u1d4f7] above \[u1d4f8] above \[u1d4f9] above \[u1d4fa] above \[u1d4fb] above \[u1d4fc] above \[u1d4fd] above \[u1d4fe] above \[u1d4ff] }+ccol{ {roman "1D50"} above \[u1d500] above \[u1d501] above \[u1d502] above \[u1d503] above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_bold.eqn view
@@ -0,0 +1,14 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D40"} above \[u1d400] above \[u1d401] above \[u1d402] above \[u1d403] above \[u1d404] above \[u1d405] above \[u1d406] above \[u1d407] above \[u1d408] above \[u1d409] above \[u1d40a] above \[u1d40b] above \[u1d40c] above \[u1d40d] above \[u1d40e] above \[u1d40f] }+ccol{ {roman "1D41"} above \[u1d410] above \[u1d411] above \[u1d412] above \[u1d413] above \[u1d414] above \[u1d415] above \[u1d416] above \[u1d417] above \[u1d418] above \[u1d419] above \[u1d41a] above \[u1d41b] above \[u1d41c] above \[u1d41d] above \[u1d41e] above \[u1d41f] }+ccol{ {roman "1D42"} above \[u1d420] above \[u1d421] above \[u1d422] above \[u1d423] above \[u1d424] above \[u1d425] above \[u1d426] above \[u1d427] above \[u1d428] above \[u1d429] above \[u1d42a] above \[u1d42b] above \[u1d42c] above \[u1d42d] above \[u1d42e] above \[u1d42f] }+ccol{ {roman "1D43"} above \[u1d430] above \[u1d431] above \[u1d432] above \[u1d433] above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} }+ccol{ {roman "1D6A"} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d6a8] above \[u1d6a9] above \[u1d6aa] above \[u1d6ab] above \[u1d6ac] above \[u1d6ad] above \[u1d6ae] above \[u1d6af] }+ccol{ {roman "1D6B"} above \[u1d6b0] above \[u1d6b1] above \[u1d6b2] above \[u1d6b3] above \[u1d6b4] above \[u1d6b5] above \[u1d6b6] above \[u1d6b7] above \[u1d6b8] above \[u1d6b9] above \[u1d6ba] above \[u1d6bb] above \[u1d6bc] above \[u1d6bd] above \[u1d6be] above \[u1d6bf] }+ccol{ {roman "1D6C"} above \[u1d6c0] above \[u1d6c1] above \[u1d6c2] above \[u1d6c3] above \[u1d6c4] above \[u1d6c5] above \[u1d6c6] above \[u1d6c7] above \[u1d6c8] above \[u1d6c9] above \[u1d6ca] above \[u1d6cb] above \[u1d6cc] above \[u1d6cd] above \[u1d6ce] above \[u1d6cf] }+ccol{ {roman "1D6D"} above \[u1d6d0] above \[u1d6d1] above \[u1d6d2] above \[u1d6d3] above \[u1d6d4] above \[u1d6d5] above \[u1d6d6] above \[u1d6d7] above \[u1d6d8] above \[u1d6d9] above \[u1d6da] above \[u1d6db] above \[u1d6dc] above \[u1d6dd] above \[u1d6de] above \[u1d6df] }+ccol{ {roman "1D6E"} above \[u1d6e0] above \[u1d6e1] above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} }+ccol{ {roman "1D7C"} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d7ca] above \[u1d7cb] above {} above {} above \[u1d7ce] above \[u1d7cf] }+ccol{ {roman "1D7D"} above \[u1d7d0] above \[u1d7d1] above \[u1d7d2] above \[u1d7d3] above \[u1d7d4] above \[u1d7d5] above \[u1d7d6] above \[u1d7d7] above {} above {} above {} above {} above {} above {} above {} above {} }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_double-struck.eqn view
@@ -0,0 +1,9 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D53"} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d538] above \[u1d539] above @ above \[u1d53b] above \[u1d53c] above \[u1d53d] above \[u1d53e] above @ }+ccol{ {roman "1D54"} above \[u1d540] above \[u1d541] above \[u1d542] above \[u1d543] above \[u1d544] above @ above \[u1d546] above @ above @ above @ above \[u1d54a] above \[u1d54b] above \[u1d54c] above \[u1d54d] above \[u1d54e] above \[u1d54f] }+ccol{ {roman "1D55"} above \[u1d550] above @ above \[u1d552] above \[u1d553] above \[u1d554] above \[u1d555] above \[u1d556] above \[u1d557] above \[u1d558] above \[u1d559] above \[u1d55a] above \[u1d55b] above \[u1d55c] above \[u1d55d] above \[u1d55e] above \[u1d55f] }+ccol{ {roman "1D56"} above \[u1d560] above \[u1d561] above \[u1d562] above \[u1d563] above \[u1d564] above \[u1d565] above \[u1d566] above \[u1d567] above \[u1d568] above \[u1d569] above \[u1d56a] above \[u1d56b] above {} above {} above {} above {} }+ccol{ {roman "1D7D"} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d7d8] above \[u1d7d9] above \[u1d7da] above \[u1d7db] above \[u1d7dc] above \[u1d7dd] above \[u1d7de] above \[u1d7df] }+ccol{ {roman "1D7E"} above \[u1d7e0] above \[u1d7e1] above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_fraktur.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D50"} above {} above {} above {} above {} above \[u1d504] above \[u1d505] above @ above \[u1d507] above \[u1d508] above \[u1d509] above \[u1d50a] above @ above @ above \[u1d50d] above \[u1d50e] above \[u1d50f] }+ccol{ {roman "1D51"} above \[u1d510] above \[u1d511] above \[u1d512] above \[u1d513] above \[u1d514] above @ above \[u1d516] above \[u1d517] above \[u1d518] above \[u1d519] above \[u1d51a] above \[u1d51b] above \[u1d51c] above @ above \[u1d51e] above \[u1d51f] }+ccol{ {roman "1D52"} above \[u1d520] above \[u1d521] above \[u1d522] above \[u1d523] above \[u1d524] above \[u1d525] above \[u1d526] above \[u1d527] above \[u1d528] above \[u1d529] above \[u1d52a] above \[u1d52b] above \[u1d52c] above \[u1d52d] above \[u1d52e] above \[u1d52f] }+ccol{ {roman "1D53"} above \[u1d530] above \[u1d531] above \[u1d532] above \[u1d533] above \[u1d534] above \[u1d535] above \[u1d536] above \[u1d537] above {} above {} above {} above {} above {} above {} above {} above {} }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_italic.eqn view
@@ -0,0 +1,12 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D43"} above {} above {} above {} above {} above \[u1d434] above \[u1d435] above \[u1d436] above \[u1d437] above \[u1d438] above \[u1d439] above \[u1d43a] above \[u1d43b] above \[u1d43c] above \[u1d43d] above \[u1d43e] above \[u1d43f] }+ccol{ {roman "1D44"} above \[u1d440] above \[u1d441] above \[u1d442] above \[u1d443] above \[u1d444] above \[u1d445] above \[u1d446] above \[u1d447] above \[u1d448] above \[u1d449] above \[u1d44a] above \[u1d44b] above \[u1d44c] above \[u1d44d] above \[u1d44e] above \[u1d44f] }+ccol{ {roman "1D45"} above \[u1d450] above \[u1d451] above \[u1d452] above \[u1d453] above \[u1d454] above @ above \[u1d456] above \[u1d457] above \[u1d458] above \[u1d459] above \[u1d45a] above \[u1d45b] above \[u1d45c] above \[u1d45d] above \[u1d45e] above \[u1d45f] }+ccol{ {roman "1D46"} above \[u1d460] above \[u1d461] above \[u1d462] above \[u1d463] above \[u1d464] above \[u1d465] above \[u1d466] above \[u1d467] above {} above {} above {} above {} above {} above {} above {} above {} }+ccol{ {roman "1D6A"} above {} above {} above {} above {} above \[u1d6a4] above \[u1d6a5] above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} }+ccol{ {roman "1D6E"} above {} above {} above \[u1d6e2] above \[u1d6e3] above \[u1d6e4] above \[u1d6e5] above \[u1d6e6] above \[u1d6e7] above \[u1d6e8] above \[u1d6e9] above \[u1d6ea] above \[u1d6eb] above \[u1d6ec] above \[u1d6ed] above \[u1d6ee] above \[u1d6ef] }+ccol{ {roman "1D6F"} above \[u1d6f0] above \[u1d6f1] above \[u1d6f2] above \[u1d6f3] above \[u1d6f4] above \[u1d6f5] above \[u1d6f6] above \[u1d6f7] above \[u1d6f8] above \[u1d6f9] above \[u1d6fa] above \[u1d6fb] above \[u1d6fc] above \[u1d6fd] above \[u1d6fe] above \[u1d6ff] }+ccol{ {roman "1D70"} above \[u1d700] above \[u1d701] above \[u1d702] above \[u1d703] above \[u1d704] above \[u1d705] above \[u1d706] above \[u1d707] above \[u1d708] above \[u1d709] above \[u1d70a] above \[u1d70b] above \[u1d70c] above \[u1d70d] above \[u1d70e] above \[u1d70f] }+ccol{ {roman "1D71"} above \[u1d710] above \[u1d711] above \[u1d712] above \[u1d713] above \[u1d714] above \[u1d715] above \[u1d716] above \[u1d717] above \[u1d718] above \[u1d719] above \[u1d71a] above \[u1d71b] above {} above {} above {} above {} }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_monospace.eqn view
@@ -0,0 +1,8 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D67"} above \[u1d670] above \[u1d671] above \[u1d672] above \[u1d673] above \[u1d674] above \[u1d675] above \[u1d676] above \[u1d677] above \[u1d678] above \[u1d679] above \[u1d67a] above \[u1d67b] above \[u1d67c] above \[u1d67d] above \[u1d67e] above \[u1d67f] }+ccol{ {roman "1D68"} above \[u1d680] above \[u1d681] above \[u1d682] above \[u1d683] above \[u1d684] above \[u1d685] above \[u1d686] above \[u1d687] above \[u1d688] above \[u1d689] above \[u1d68a] above \[u1d68b] above \[u1d68c] above \[u1d68d] above \[u1d68e] above \[u1d68f] }+ccol{ {roman "1D69"} above \[u1d690] above \[u1d691] above \[u1d692] above \[u1d693] above \[u1d694] above \[u1d695] above \[u1d696] above \[u1d697] above \[u1d698] above \[u1d699] above \[u1d69a] above \[u1d69b] above \[u1d69c] above \[u1d69d] above \[u1d69e] above \[u1d69f] }+ccol{ {roman "1D6A"} above \[u1d6a0] above \[u1d6a1] above \[u1d6a2] above \[u1d6a3] above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} }+ccol{ {roman "1D7F"} above {} above {} above {} above {} above {} above {} above \[u1d7f6] above \[u1d7f7] above \[u1d7f8] above \[u1d7f9] above \[u1d7fa] above \[u1d7fb] above \[u1d7fc] above \[u1d7fd] above \[u1d7fe] above \[u1d7ff] }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_sans-serif-bold-italic.eqn view
@@ -0,0 +1,11 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D63"} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d63c] above \[u1d63d] above \[u1d63e] above \[u1d63f] }+ccol{ {roman "1D64"} above \[u1d640] above \[u1d641] above \[u1d642] above \[u1d643] above \[u1d644] above \[u1d645] above \[u1d646] above \[u1d647] above \[u1d648] above \[u1d649] above \[u1d64a] above \[u1d64b] above \[u1d64c] above \[u1d64d] above \[u1d64e] above \[u1d64f] }+ccol{ {roman "1D65"} above \[u1d650] above \[u1d651] above \[u1d652] above \[u1d653] above \[u1d654] above \[u1d655] above \[u1d656] above \[u1d657] above \[u1d658] above \[u1d659] above \[u1d65a] above \[u1d65b] above \[u1d65c] above \[u1d65d] above \[u1d65e] above \[u1d65f] }+ccol{ {roman "1D66"} above \[u1d660] above \[u1d661] above \[u1d662] above \[u1d663] above \[u1d664] above \[u1d665] above \[u1d666] above \[u1d667] above \[u1d668] above \[u1d669] above \[u1d66a] above \[u1d66b] above \[u1d66c] above \[u1d66d] above \[u1d66e] above \[u1d66f] }+ccol{ {roman "1D79"} above \[u1d790] above \[u1d791] above \[u1d792] above \[u1d793] above \[u1d794] above \[u1d795] above \[u1d796] above \[u1d797] above \[u1d798] above \[u1d799] above \[u1d79a] above \[u1d79b] above \[u1d79c] above \[u1d79d] above \[u1d79e] above \[u1d79f] }+ccol{ {roman "1D7A"} above \[u1d7a0] above \[u1d7a1] above \[u1d7a2] above \[u1d7a3] above \[u1d7a4] above \[u1d7a5] above \[u1d7a6] above \[u1d7a7] above \[u1d7a8] above \[u1d7a9] above \[u1d7aa] above \[u1d7ab] above \[u1d7ac] above \[u1d7ad] above \[u1d7ae] above \[u1d7af] }+ccol{ {roman "1D7B"} above \[u1d7b0] above \[u1d7b1] above \[u1d7b2] above \[u1d7b3] above \[u1d7b4] above \[u1d7b5] above \[u1d7b6] above \[u1d7b7] above \[u1d7b8] above \[u1d7b9] above \[u1d7ba] above \[u1d7bb] above \[u1d7bc] above \[u1d7bd] above \[u1d7be] above \[u1d7bf] }+ccol{ {roman "1D7C"} above \[u1d7c0] above \[u1d7c1] above \[u1d7c2] above \[u1d7c3] above \[u1d7c4] above \[u1d7c5] above \[u1d7c6] above \[u1d7c7] above \[u1d7c8] above \[u1d7c9] above {} above {} above {} above {} above {} above {} }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_sans-serif-italic.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D60"} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d608] above \[u1d609] above \[u1d60a] above \[u1d60b] above \[u1d60c] above \[u1d60d] above \[u1d60e] above \[u1d60f] }+ccol{ {roman "1D61"} above \[u1d610] above \[u1d611] above \[u1d612] above \[u1d613] above \[u1d614] above \[u1d615] above \[u1d616] above \[u1d617] above \[u1d618] above \[u1d619] above \[u1d61a] above \[u1d61b] above \[u1d61c] above \[u1d61d] above \[u1d61e] above \[u1d61f] }+ccol{ {roman "1D62"} above \[u1d620] above \[u1d621] above \[u1d622] above \[u1d623] above \[u1d624] above \[u1d625] above \[u1d626] above \[u1d627] above \[u1d628] above \[u1d629] above \[u1d62a] above \[u1d62b] above \[u1d62c] above \[u1d62d] above \[u1d62e] above \[u1d62f] }+ccol{ {roman "1D63"} above \[u1d630] above \[u1d631] above \[u1d632] above \[u1d633] above \[u1d634] above \[u1d635] above \[u1d636] above \[u1d637] above \[u1d638] above \[u1d639] above \[u1d63a] above \[u1d63b] above {} above {} above {} above {} }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_sans-serif.eqn view
@@ -0,0 +1,8 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D5A"} above \[u1d5a0] above \[u1d5a1] above \[u1d5a2] above \[u1d5a3] above \[u1d5a4] above \[u1d5a5] above \[u1d5a6] above \[u1d5a7] above \[u1d5a8] above \[u1d5a9] above \[u1d5aa] above \[u1d5ab] above \[u1d5ac] above \[u1d5ad] above \[u1d5ae] above \[u1d5af] }+ccol{ {roman "1D5B"} above \[u1d5b0] above \[u1d5b1] above \[u1d5b2] above \[u1d5b3] above \[u1d5b4] above \[u1d5b5] above \[u1d5b6] above \[u1d5b7] above \[u1d5b8] above \[u1d5b9] above \[u1d5ba] above \[u1d5bb] above \[u1d5bc] above \[u1d5bd] above \[u1d5be] above \[u1d5bf] }+ccol{ {roman "1D5C"} above \[u1d5c0] above \[u1d5c1] above \[u1d5c2] above \[u1d5c3] above \[u1d5c4] above \[u1d5c5] above \[u1d5c6] above \[u1d5c7] above \[u1d5c8] above \[u1d5c9] above \[u1d5ca] above \[u1d5cb] above \[u1d5cc] above \[u1d5cd] above \[u1d5ce] above \[u1d5cf] }+ccol{ {roman "1D5D"} above \[u1d5d0] above \[u1d5d1] above \[u1d5d2] above \[u1d5d3] above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} }+ccol{ {roman "1D7E"} above {} above {} above \[u1d7e2] above \[u1d7e3] above \[u1d7e4] above \[u1d7e5] above \[u1d7e6] above \[u1d7e7] above \[u1d7e8] above \[u1d7e9] above \[u1d7ea] above \[u1d7eb] above {} above {} above {} above {} }+}
+ tests/writers/1D400_Mathematical_Alphanumeric_Symbols_script.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ {} above {roman "0"} above {roman "1"} above {roman "2"} above {roman "3"} above {roman "4"} above {roman "5"} above {roman "6"} above {roman "7"} above {roman "8"} above {roman "9"} above {roman "A"} above {roman "B"} above {roman "C"} above {roman "D"} above {roman "E"} above {roman "F"} }+ccol{ {roman "1D49"} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above \[u1d49c] above @ above \[u1d49e] above \[u1d49f] }+ccol{ {roman "1D4A"} above @ above @ above \[u1d4a2] above @ above @ above \[u1d4a5] above \[u1d4a6] above @ above @ above \[u1d4a9] above \[u1d4aa] above \[u1d4ab] above \[u1d4ac] above @ above \[u1d4ae] above \[u1d4af] }+ccol{ {roman "1D4B"} above \[u1d4b0] above \[u1d4b1] above \[u1d4b2] above \[u1d4b3] above \[u1d4b4] above \[u1d4b5] above \[u1d4b6] above \[u1d4b7] above \[u1d4b8] above \[u1d4b9] above @ above \[u1d4bb] above @ above \[u1d4bd] above \[u1d4be] above \[u1d4bf] }+ccol{ {roman "1D4C"} above \[u1d4c0] above \[u1d4c1] above \[u1d4c2] above \[u1d4c3] above @ above \[u1d4c5] above \[u1d4c6] above \[u1d4c7] above \[u1d4c8] above \[u1d4c9] above \[u1d4ca] above \[u1d4cb] above \[u1d4cc] above \[u1d4cd] above \[u1d4ce] above \[u1d4cf] }+}
+ tests/writers/20.eqn view
@@ -0,0 +1,1 @@+{A} {B} {C} {D} {E} {F} {G} {H} {I} {J} {K} {L} {M} {N} {O} {P} {Q} {R} {S} {T} {U} {V} {W} {X} {Y} {Z} {a} {b} {c} {d} {e} {f} {g} {h} {i} {j} {k} {l} {m} {n} {o} {p} {q} {r} {s} {t} {u} {v} {w} {x} {y} {z} {A} {B} {C} {D} {E} {F} {G} {H} {I} {J} {K} {L} {M} {N} {O} {P} {Q} {R} {S} {T} {U} {V} {W} {X} {Y} {Z} {a} {b} {c} {d} {e} {f} {g} {h} {i} {j} {k} {l} {m} {n} {o} {p} {q} {r} {s} {t} {u} {v} {w} {x} {y} {z} {0} {1} {2} {3} {4} {5} {6} {7} {8} {9} {0}
+ tests/writers/21.eqn view
@@ -0,0 +1,1 @@+e sub 1 = b sup 2 + c sup 22
+ tests/writers/22.eqn view
@@ -0,0 +1,4 @@+matrix{+lcol{ "textrm" above "mathrm" above "mathup" above "text" above "mbox" above "mathbf" above "mathbfup" above "textbf" above "mathit" above "textit" above "mathtt" above "texttt" above "mathsf" above "mathsfup" above "mathbb" above "mathcal" above "mathscr" above "mathfrak" above "mathbfit" above "mathbfsfup" above "mathbfsfit" above "mathbfscr" above "mathbffrak" above "mathbfcal" above "mathsfit" }+lcol{ {roman "ABCabc"} above {roman {A B C a b c}} above {roman {A B C a b c}} above {roman "ABCabc"} above {roman "ABCabc"} above {bold {A B C a b c}} above {bold {A B C a b c}} above {bold "ABCabc"} above {italic {A B C a b c}} above "ABCabc" above {{A B C a b c}} above "ABCabc" above {{A B C a b c}} above {{A B C a b c}} above {{A B C a b c}} above {{A B C a b c}} above {{A B C a b c}} above {{A B C a b c}} above {bold italic {A B C a b c}} above {{A B C a b c}} above {{A B C a b c}} above {{A B C a b c}} above {{A B C a b c}} above {{A B C a b c}} above {{A B C a b c}} }+}
+ tests/writers/23.eqn view
@@ -0,0 +1,1 @@+1 .
+ tests/writers/a.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "aacute"} above {roman "Aacute"} above {roman "abreve"} above {roman "Abreve"} above {roman "ac"} above {roman "acd"} above {roman "acE"} above {roman "acirc"} above {roman "Acirc"} above {roman "acute"} above {roman "acy"} above {roman "Acy"} above {roman "aelig"} above {roman "AElig"} above {roman "af"} above {roman "afr"} above {roman "Afr"} above {roman "agrave"} above {roman "Agrave"} above {roman "aleph"} above {roman "alpha"} above {roman "amacr"} above {roman "Amacr"} above {roman "amalg"} above {roman "amp"} above {roman "and"} above {roman "And"} above {roman "andand"} above {roman "andd"} above {roman "andslope"} above {roman "andv"} above {roman "ang"} above {roman "ange"} above {roman "angle"} above {roman "angmsd"} above {roman "angmsdaa"} above {roman "angmsdab"} above {roman "angmsdac"} above {roman "angmsdad"} above {roman "angmsdae"} above {roman "angmsdaf"} above {roman "angmsdag"} above {roman "angmsdah"} above {roman "angrt"} above {roman "angrtvb"} above {roman "angrtvbd"} above {roman "angsph"} above {roman "angst"} above {roman "angzarr"} above {roman "aogon"} above {roman "Aogon"} above {roman "aopf"} above {roman "Aopf"} above {roman "ap"} above {roman "apacir"} above {roman "ape"} above {roman "apE"} above {roman "apid"} above {roman "apos"} above {roman "ApplyFunction"} above {roman "approx"} above {roman "approxeq"} above {roman "aring"} above {roman "Aring"} above {roman "ascr"} above {roman "Ascr"} above {roman "Assign"} above {roman "ast"} above {roman "asymp"} above {roman "asympeq"} above {roman "atilde"} above {roman "Atilde"} above {roman "auml"} above {roman "Auml"} above {roman "awconint"} above {roman "awint"} }+ccol{ \[u00e1] above \[u00c1] above \[u0103] above \[u0102] above \[u223e] above \[u223f] above "∾̳" above \[u00e2] above \[u00c2] above \[u00b4] above \[u0430] above \[u0410] above \[u00e6] above \[u00c6] above  above \[u1d51e] above \[u1d504] above \[u00e0] above \[u00c0] above \[u2135] above alpha above \[u0101] above \[u0100] above \[u2a3f] above & above \[u2227] above \[u2a53] above \[u2a55] above \[u2a5c] above \[u2a58] above \[u2a5a] above \[u2220] above \[u29a4] above \[u2220] above \[u2221] above \[u29a8] above \[u29a9] above \[u29aa] above \[u29ab] above \[u29ac] above \[u29ad] above \[u29ae] above \[u29af] above \[u221f] above \[u22be] above \[u299d] above \[u2222] above \[u00c5] above \[u237c] above \[u0105] above \[u0104] above \[u1d552] above \[u1d538] above approx above \[u2a6f] above \[u224a] above \[u2a70] above \[u224b] above ' above  above approx above \[u224a] above \[u00e5] above \[u00c5] above \[u1d4b6] above \[u1d49c] above \[u2254] above * above approx above \[u224d] above \[u00e3] above \[u00c3] above \[u00e4] above \[u00c4] above \[u2233] above \[u2a11] }+}
+ tests/writers/abs1.eqn view
@@ -0,0 +1,1 @@+left | x right |
+ tests/writers/abs2.eqn view
@@ -0,0 +1,1 @@+left | H over K right |
+ tests/writers/accents1.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "default: (accent=true)"} above {H to ' H to ^ H to _ H to ` H to ~ H to \[u00a8] H to \[u00af] H to \[u00b4] H to \[u00b8] H to \[u02c6] H to \[u02c7] H to \[u02d8] H to \[u02d9] H to \[u02da] H to \[u02dc] H to \[u02dd] H to \[u0302] H to \[u0311] H to \[u203e] H to \[u20db] H to \[u20dc] H to <- H to -> H to \[u2194] H to \[u21bc] H to \[u21bd] H to \[u21c0] H to \[u21c1] H to \[u23b4] H to \[u23b5] H to \[u23dc] H to \[u23dd] H to \[u23de] H to \[u23df] H to \[u294e] H to \[u2950]} above {roman "accent=false:"} above {H to ' H to ^ H to _ H to ` H to ~ H to \[u00a8] H to \[u00af] H to \[u00b4] H to \[u00b8] H to \[u02c6] H to \[u02c7] H to \[u02d8] H to \[u02d9] H to \[u02da] H to \[u02dc] H to \[u02dd] H to \[u0302] H to \[u0311] H to \[u203e] H to \[u20db] H to \[u20dc] H to <- H to -> H to \[u2194] H to \[u21bc] H to \[u21bd] H to \[u21c0] H to \[u21c1] H to \[u23b4] H to \[u23b5] H to \[u23dc] H to \[u23dd] H to \[u23de] H to \[u23df] H to \[u294e] H to \[u2950]} }+}
+ tests/writers/accents2.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "default: (accent=true)"} above {x to ' x to ^ x to _ x to ` x to ~ x to \[u00a8] x to \[u00af] x to \[u00b4] x to \[u00b8] x to \[u02c6] x to \[u02c7] x to \[u02d8] x to \[u02d9] x to \[u02da] x to \[u02dc] x to \[u02dd] x to \[u0302] x to \[u0311] x to \[u203e] x to \[u20db] x to \[u20dc] x to <- x to -> x to \[u2194] x to \[u21bc] x to \[u21bd] x to \[u21c0] x to \[u21c1] x to \[u23b4] x to \[u23b5] x to \[u23dc] x to \[u23dd] x to \[u23de] x to \[u23df] x to \[u294e] x to \[u2950]} above {roman "accent=false:"} above {x to ' x to ^ x to _ x to ` x to ~ x to \[u00a8] x to \[u00af] x to \[u00b4] x to \[u00b8] x to \[u02c6] x to \[u02c7] x to \[u02d8] x to \[u02d9] x to \[u02da] x to \[u02dc] x to \[u02dd] x to \[u0302] x to \[u0311] x to \[u203e] x to \[u20db] x to \[u20dc] x to <- x to -> x to \[u2194] x to \[u21bc] x to \[u21bd] x to \[u21c0] x to \[u21c1] x to \[u23b4] x to \[u23b5] x to \[u23dc] x to \[u23dd] x to \[u23de] x to \[u23df] x to \[u294e] x to \[u2950]} }+}
+ tests/writers/accents3.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "default: (accent=true)"} above {H from ' H from ^ H from _ H from ` H from ~ H from \[u00a8] H from \[u00af] H from \[u00b4] H from \[u00b8] H from \[u02c6] H from \[u02c7] H from \[u02d8] H from \[u02d9] H from \[u02da] H from \[u02dc] H from \[u02dd] H from \[u0302] H from \[u0311] H from \[u203e] H from \[u20db] H from \[u20dc] H from <- H from -> H from \[u2194] H from \[u21bc] H from \[u21bd] H from \[u21c0] H from \[u21c1] H from \[u23b4] H from \[u23b5] H from \[u23dc] H from \[u23dd] H from \[u23de] H from \[u23df] H from \[u294e] H from \[u2950]} above {roman "accent=false:"} above {H from ' H from ^ H from _ H from ` H from ~ H from \[u00a8] H from \[u00af] H from \[u00b4] H from \[u00b8] H from \[u02c6] H from \[u02c7] H from \[u02d8] H from \[u02d9] H from \[u02da] H from \[u02dc] H from \[u02dd] H from \[u0302] H from \[u0311] H from \[u203e] H from \[u20db] H from \[u20dc] H from <- H from -> H from \[u2194] H from \[u21bc] H from \[u21bd] H from \[u21c0] H from \[u21c1] H from \[u23b4] H from \[u23b5] H from \[u23dc] H from \[u23dd] H from \[u23de] H from \[u23df] H from \[u294e] H from \[u2950]} }+}
+ tests/writers/accents4.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "default: (accent=true)"} above {x from ' x from ^ x from _ x from ` x from ~ x from \[u00a8] x from \[u00af] x from \[u00b4] x from \[u00b8] x from \[u02c6] x from \[u02c7] x from \[u02d8] x from \[u02d9] x from \[u02da] x from \[u02dc] x from \[u02dd] x from \[u0302] x from \[u0311] x from \[u203e] x from \[u20db] x from \[u20dc] x from <- x from -> x from \[u2194] x from \[u21bc] x from \[u21bd] x from \[u21c0] x from \[u21c1] x from \[u23b4] x from \[u23b5] x from \[u23dc] x from \[u23dd] x from \[u23de] x from \[u23df] x from \[u294e] x from \[u2950]} above {roman "accent=false:"} above {x from ' x from ^ x from _ x from ` x from ~ x from \[u00a8] x from \[u00af] x from \[u00b4] x from \[u00b8] x from \[u02c6] x from \[u02c7] x from \[u02d8] x from \[u02d9] x from \[u02da] x from \[u02dc] x from \[u02dd] x from \[u0302] x from \[u0311] x from \[u203e] x from \[u20db] x from \[u20dc] x from <- x from -> x from \[u2194] x from \[u21bc] x from \[u21bd] x from \[u21c0] x from \[u21c1] x from \[u23b4] x from \[u23b5] x from \[u23dc] x from \[u23dd] x from \[u23de] x from \[u23df] x from \[u294e] x from \[u2950]} }+}
+ tests/writers/accents5.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "default: (accent=true)"} above {{H to '} from ' {H to ^} from ^ {H to _} from _ {H to `} from ` {H to ~} from ~ {H to \[u00a8]} from \[u00a8] {H to \[u00af]} from \[u00af] {H to \[u00b4]} from \[u00b4] {H to \[u00b8]} from \[u00b8] {H to \[u02c6]} from \[u02c6] {H to \[u02c7]} from \[u02c7] {H to \[u02d8]} from \[u02d8] {H to \[u02d9]} from \[u02d9] {H to \[u02da]} from \[u02da] {H to \[u02dc]} from \[u02dc] {H to \[u02dd]} from \[u02dd] {H to \[u0302]} from \[u0302] {H to \[u0311]} from \[u0311] {H to \[u203e]} from \[u203e] {H to \[u20db]} from \[u20db] {H to \[u20dc]} from \[u20dc] {H to <-} from <- {H to ->} from -> {H to \[u2194]} from \[u2194] {H to \[u21bc]} from \[u21bc] {H to \[u21bd]} from \[u21bd] {H to \[u21c0]} from \[u21c0] {H to \[u21c1]} from \[u21c1] {H to \[u23b4]} from \[u23b4] {H to \[u23b5]} from \[u23b5] {H to \[u23dc]} from \[u23dc] {H to \[u23dd]} from \[u23dd] {H to \[u23de]} from \[u23de] {H to \[u23df]} from \[u23df] {H to \[u294e]} from \[u294e] {H to \[u2950]} from \[u2950]} above {roman "accent=false:"} above {H from ' to ' H from ^ to ^ H from _ to _ H from ` to ` H from ~ to ~ H from \[u00a8] to \[u00a8] H from \[u00af] to \[u00af] H from \[u00b4] to \[u00b4] H from \[u00b8] to \[u00b8] H from \[u02c6] to \[u02c6] H from \[u02c7] to \[u02c7] H from \[u02d8] to \[u02d8] H from \[u02d9] to \[u02d9] H from \[u02da] to \[u02da] H from \[u02dc] to \[u02dc] H from \[u02dd] to \[u02dd] {H to \[u0302]} from \[u0302] {H to \[u0311]} from \[u0311] H from \[u203e] to \[u203e] {H to \[u20db]} from \[u20db] {H to \[u20dc]} from \[u20dc] H from <- to <- H from -> to -> H from \[u2194] to \[u2194] H from \[u21bc] to \[u21bc] H from \[u21bd] to \[u21bd] H from \[u21c0] to \[u21c0] H from \[u21c1] to \[u21c1] H from \[u23b4] to \[u23b4] H from \[u23b5] to \[u23b5] H from \[u23dc] to \[u23dc] H from \[u23dd] to \[u23dd] H from \[u23de] to \[u23de] H from \[u23df] to \[u23df] H from \[u294e] to \[u294e] H from \[u2950] to \[u2950]} }+}
+ tests/writers/accents6.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "default: (accent=true)"} above {{x to '} from ' {x to ^} from ^ {x to _} from _ {x to `} from ` {x to ~} from ~ {x to \[u00a8]} from \[u00a8] {x to \[u00af]} from \[u00af] {x to \[u00b4]} from \[u00b4] {x to \[u00b8]} from \[u00b8] {x to \[u02c6]} from \[u02c6] {x to \[u02c7]} from \[u02c7] {x to \[u02d8]} from \[u02d8] {x to \[u02d9]} from \[u02d9] {x to \[u02da]} from \[u02da] {x to \[u02dc]} from \[u02dc] {x to \[u02dd]} from \[u02dd] {x to \[u0302]} from \[u0302] {x to \[u0311]} from \[u0311] {x to \[u203e]} from \[u203e] {x to \[u20db]} from \[u20db] {x to \[u20dc]} from \[u20dc] {x to <-} from <- {x to ->} from -> {x to \[u2194]} from \[u2194] {x to \[u21bc]} from \[u21bc] {x to \[u21bd]} from \[u21bd] {x to \[u21c0]} from \[u21c0] {x to \[u21c1]} from \[u21c1] {x to \[u23b4]} from \[u23b4] {x to \[u23b5]} from \[u23b5] {x to \[u23dc]} from \[u23dc] {x to \[u23dd]} from \[u23dd] {x to \[u23de]} from \[u23de] {x to \[u23df]} from \[u23df] {x to \[u294e]} from \[u294e] {x to \[u2950]} from \[u2950]} above {roman "accent=false:"} above {x from ' to ' x from ^ to ^ x from _ to _ x from ` to ` x from ~ to ~ x from \[u00a8] to \[u00a8] x from \[u00af] to \[u00af] x from \[u00b4] to \[u00b4] x from \[u00b8] to \[u00b8] x from \[u02c6] to \[u02c6] x from \[u02c7] to \[u02c7] x from \[u02d8] to \[u02d8] x from \[u02d9] to \[u02d9] x from \[u02da] to \[u02da] x from \[u02dc] to \[u02dc] x from \[u02dd] to \[u02dd] {x to \[u0302]} from \[u0302] {x to \[u0311]} from \[u0311] x from \[u203e] to \[u203e] {x to \[u20db]} from \[u20db] {x to \[u20dc]} from \[u20dc] x from <- to <- x from -> to -> x from \[u2194] to \[u2194] x from \[u21bc] to \[u21bc] x from \[u21bd] to \[u21bd] x from \[u21c0] to \[u21c0] x from \[u21c1] to \[u21c1] x from \[u23b4] to \[u23b4] x from \[u23b5] to \[u23b5] x from \[u23dc] to \[u23dc] x from \[u23dd] to \[u23dd] x from \[u23de] to \[u23de] x from \[u23df] to \[u23df] x from \[u294e] to \[u294e] x from \[u2950] to \[u2950]} }+}
+ tests/writers/attribQuote1.eqn view
@@ -0,0 +1,1 @@+A + A
+ tests/writers/axiom_of_power_set.eqn view
@@ -0,0 +1,1 @@+\[u2200] A ^ \[u2203] P ^ \[u2200] B ^ [ B \[u2208] P \[u21d4] \[u2200] C ^ ( C \[u2208] B \[u21d2] C \[u2208] A ) ]
+ tests/writers/b.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "backcong"} above {roman "backepsilon"} above {roman "backprime"} above {roman "backsim"} above {roman "backsimeq"} above {roman "Backslash"} above {roman "Barv"} above {roman "barvee"} above {roman "barwed"} above {roman "Barwed"} above {roman "barwedge"} above {roman "bbrk"} above {roman "bbrktbrk"} above {roman "bcong"} above {roman "bcy"} above {roman "Bcy"} above {roman "becaus"} above {roman "because"} above {roman "Because"} above {roman "bemptyv"} above {roman "bepsi"} above {roman "bernou"} above {roman "Bernoullis"} above {roman "beta"} above {roman "beth"} above {roman "between"} above {roman "bfr"} above {roman "Bfr"} above {roman "bigcap"} above {roman "bigcirc"} above {roman "bigcup"} above {roman "bigodot"} above {roman "bigoplus"} above {roman "bigotimes"} above {roman "bigsqcup"} above {roman "bigstar"} above {roman "bigtriangledown"} above {roman "bigtriangleup"} above {roman "biguplus"} above {roman "bigvee"} above {roman "bigwedge"} above {roman "bkarow"} above {roman "blacklozenge"} above {roman "blacksquare"} above {roman "blacktriangle"} above {roman "blacktriangledown"} above {roman "blacktriangleleft"} above {roman "blacktriangleright"} above {roman "blank"} above {roman "blk12"} above {roman "blk14"} above {roman "blk34"} above {roman "block"} above {roman "bne"} above {roman "bnequiv"} above {roman "bnot"} above {roman "bNot"} above {roman "bopf"} above {roman "Bopf"} above {roman "bot"} above {roman "bottom"} above {roman "bowtie"} above {roman "boxbox"} above {roman "boxdl"} above {roman "boxdL"} above {roman "boxDl"} above {roman "boxDL"} above {roman "boxdr"} above {roman "boxdR"} above {roman "boxDr"} above {roman "boxDR"} above {roman "boxh"} above {roman "boxH"} above {roman "boxhd"} above {roman "boxhD"} above {roman "boxHd"} above {roman "boxHD"} above {roman "boxhu"} above {roman "boxhU"} above {roman "boxHu"} above {roman "boxHU"} above {roman "boxminus"} above {roman "boxplus"} above {roman "boxtimes"} above {roman "boxul"} above {roman "boxuL"} above {roman "boxUl"} above {roman "boxUL"} above {roman "boxur"} above {roman "boxuR"} above {roman "boxUr"} above {roman "boxUR"} above {roman "boxv"} above {roman "boxV"} above {roman "boxvh"} above {roman "boxvH"} above {roman "boxVh"} above {roman "boxVH"} above {roman "boxvl"} above {roman "boxvL"} above {roman "boxVl"} above {roman "boxVL"} above {roman "boxvr"} above {roman "boxvR"} above {roman "boxVr"} above {roman "boxVR"} above {roman "bprime"} above {roman "breve"} above {roman "Breve"} above {roman "brvbar"} above {roman "bscr"} above {roman "Bscr"} above {roman "bsemi"} above {roman "bsim"} above {roman "bsime"} above {roman "bsol"} above {roman "bsolb"} above {roman "bsolhsub"} above {roman "bull"} above {roman "bullet"} above {roman "bump"} above {roman "bumpe"} above {roman "bumpE"} above {roman "bumpeq"} above {roman "Bumpeq"} }+ccol{ \[u224c] above \[u03f6] above \[u2035] above \[u223d] above \[u22cd] above \[u2216] above \[u2ae7] above \[u22bd] above \[u2305] above \[u2306] above \[u2305] above \[u23b5] above \[u23b6] above \[u224c] above \[u0431] above \[u0411] above \[u2235] above \[u2235] above \[u2235] above \[u29b0] above \[u03f6] above \[u212c] above \[u212c] above beta above \[u2136] above \[u226c] above \[u1d51f] above \[u1d505] above union above \[u25ef] above inter above \[u2a00] above \[u2a01] above \[u2a02] above \[u2a06] above \[u2605] above \[u25bd] above \[u25b3] above \[u2a04] above \[u22c1] above \[u22c0] above \[u290d] above \[u29eb] above \[u25aa] above \[u25b4] above \[u25be] above \[u25c2] above \[u25b8] above \[u2423] above \[u2592] above \[u2591] above \[u2593] above \[u2588] above "=⃥" above "≡⃥" above \[u2310] above \[u2aed] above \[u1d553] above \[u1d539] above \[u22a5] above \[u22a5] above \[u22c8] above \[u29c9] above \[u2510] above \[u2555] above \[u2556] above \[u2557] above \[u250c] above \[u2552] above \[u2553] above \[u2554] above \[u2500] above \[u2550] above \[u252c] above \[u2565] above \[u2564] above \[u2566] above \[u2534] above \[u2568] above \[u2567] above \[u2569] above \[u229f] above \[u229e] above \[u22a0] above \[u2518] above \[u255b] above \[u255c] above \[u255d] above \[u2514] above \[u2558] above \[u2559] above \[u255a] above \[u2502] above \[u2551] above \[u253c] above \[u256a] above \[u256b] above \[u256c] above \[u2524] above \[u2561] above \[u2562] above \[u2563] above \[u251c] above \[u255e] above \[u255f] above \[u2560] above \[u2035] above \[u02d8] above \[u02d8] above \[u00a6] above \[u1d4b7] above \[u212c] above \[u204f] above \[u223d] above \[u22cd] above \ above \[u29c5] above \[u27c8] above \[u2022] above \[u2022] above \[u224e] above \[u224f] above \[u2aae] above \[u224f] above \[u224e] }+}
+ tests/writers/badAttribs2.eqn view
@@ -0,0 +1,1 @@+2 sup 5 + x
+ tests/writers/badAttribsAction.eqn view
@@ -0,0 +1,1 @@+2
+ tests/writers/badAttribsGlyph4.eqn view
@@ -0,0 +1,1 @@+ fwd 0  fwd 0  fwd 0
+ tests/writers/badAttribsVal3.eqn view
@@ -0,0 +1,1 @@+2 + 5
+ tests/writers/badEntity1.eqn view
@@ -0,0 +1,1 @@+foo
+ tests/writers/binomial_coefficient.eqn view
@@ -0,0 +1,1 @@+bold {C} ( n , k ) = {bold {C}} sub k sup n = {} sub n {bold {C}} sub k = left ( n / k right ) = {n !} over {k ! ^ ( n \[u2212] k ) !}
+ tests/writers/boxed.eqn view
@@ -0,0 +1,1 @@+{x sup 2 + y sup 2 + z sup 2}
+ tests/writers/c.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "cacute"} above {roman "Cacute"} above {roman "cap"} above {roman "Cap"} above {roman "capand"} above {roman "capbrcup"} above {roman "capcap"} above {roman "capcup"} above {roman "capdot"} above {roman "CapitalDifferentialD"} above {roman "caps"} above {roman "caret"} above {roman "caron"} above {roman "Cayleys"} above {roman "ccaps"} above {roman "ccaron"} above {roman "Ccaron"} above {roman "ccedil"} above {roman "Ccedil"} above {roman "ccirc"} above {roman "Ccirc"} above {roman "Cconint"} above {roman "ccups"} above {roman "ccupssm"} above {roman "cdot"} above {roman "Cdot"} above {roman "cedil"} above {roman "Cedilla"} above {roman "cemptyv"} above {roman "cent"} above {roman "centerdot"} above {roman "CenterDot"} above {roman "cfr"} above {roman "Cfr"} above {roman "chcy"} above {roman "CHcy"} above {roman "check"} above {roman "checkmark"} above {roman "chi"} above {roman "cir"} above {roman "circ"} above {roman "circeq"} above {roman "circlearrowleft"} above {roman "circlearrowright"} above {roman "circledast"} above {roman "circledcirc"} above {roman "circleddash"} above {roman "CircleDot"} above {roman "circledR"} above {roman "circledS"} above {roman "CircleMinus"} above {roman "CirclePlus"} above {roman "CircleTimes"} above {roman "cire"} above {roman "cirE"} above {roman "cirfnint"} above {roman "cirmid"} above {roman "cirscir"} above {roman "ClockwiseContourIntegral"} above {roman "CloseCurlyDoubleQuote"} above {roman "CloseCurlyQuote"} above {roman "clubs"} above {roman "clubsuit"} above {roman "colon"} above {roman "Colon"} above {roman "colone"} above {roman "Colone"} above {roman "coloneq"} above {roman "comma"} above {roman "commat"} above {roman "comp"} above {roman "compfn"} above {roman "complement"} above {roman "complexes"} above {roman "cong"} above {roman "congdot"} above {roman "Congruent"} above {roman "conint"} above {roman "Conint"} above {roman "ContourIntegral"} above {roman "copf"} above {roman "Copf"} above {roman "coprod"} above {roman "Coproduct"} above {roman "copy"} above {roman "copysr"} above {roman "CounterClockwiseContourIntegral"} above {roman "cross"} above {roman "Cross"} above {roman "cscr"} above {roman "Cscr"} above {roman "csub"} above {roman "csube"} above {roman "csup"} above {roman "csupe"} above {roman "ctdot"} above {roman "cudarrl"} above {roman "cudarrr"} above {roman "cuepr"} above {roman "cuesc"} above {roman "cularr"} above {roman "cularrp"} above {roman "cup"} above {roman "Cup"} above {roman "cupbrcap"} above {roman "cupcap"} above {roman "CupCap"} above {roman "cupcup"} above {roman "cupdot"} above {roman "cupor"} above {roman "cups"} above {roman "curarr"} above {roman "curarrm"} above {roman "curlyeqprec"} above {roman "curlyeqsucc"} above {roman "curlyvee"} above {roman "curlywedge"} above {roman "curren"} above {roman "curvearrowleft"} above {roman "curvearrowright"} above {roman "cuvee"} above {roman "cuwed"} above {roman "cwconint"} above {roman "cwint"} above {roman "cylcty"} }+ccol{ \[u0107] above \[u0106] above \[u2229] above \[u22d2] above \[u2a44] above \[u2a49] above \[u2a4b] above \[u2a47] above \[u2a40] above \[u2145] above "∩︀" above \[u2041] above \[u02c7] above \[u212d] above \[u2a4d] above \[u010d] above \[u010c] above \[u00e7] above \[u00c7] above \[u0109] above \[u0108] above \[u2230] above \[u2a4c] above \[u2a50] above \[u010b] above \[u010a] above \[u00b8] above \[u00b8] above \[u29b2] above \[u00a2] above cdot above cdot above \[u1d520] above \[u212d] above \[u0447] above \[u0427] above \[u2713] above \[u2713] above chi above \[u25cb] above \[u02c6] above \[u2257] above \[u21ba] above \[u21bb] above \[u229b] above \[u229a] above \[u229d] above \[u2299] above \[u00ae] above \[u24c8] above \[u2296] above \[u2295] above \[u2297] above \[u2257] above \[u29c3] above \[u2a10] above \[u2aef] above \[u29c2] above \[u2232] above \[u201d] above \[u2019] above \[u2663] above \[u2663] above : above \[u2237] above \[u2254] above \[u2a74] above \[u2254] above , above @ above \[u2201] above \[u2218] above \[u2201] above \[u2102] above \[u2245] above \[u2a6d] above == above \[u222e] above \[u222f] above \[u222e] above \[u1d554] above \[u2102] above \[u2210] above \[u2210] above \[u00a9] above \[u2117] above \[u2233] above \[u2717] above \[u2a2f] above \[u1d4b8] above \[u1d49e] above \[u2acf] above \[u2ad1] above \[u2ad0] above \[u2ad2] above \[u22ef] above \[u2938] above \[u2935] above \[u22de] above \[u22df] above \[u21b6] above \[u293d] above \[u222a] above \[u22d3] above \[u2a48] above \[u2a46] above \[u224d] above \[u2a4a] above \[u228d] above \[u2a45] above "∪︀" above \[u21b7] above \[u293c] above \[u22de] above \[u22df] above \[u22ce] above \[u22cf] above \[u00a4] above \[u21b6] above \[u21b7] above \[u22ce] above \[u22cf] above \[u2232] above \[u2231] above \[u232d] }+}
+ tests/writers/chain1.eqn view
@@ -0,0 +1,1 @@+int sub 0 sup 1 f left ( x right ) ^ \[u2146] x = sum from {i = 0} to inf x sub i = prod from {i = 0} to inf x sub i = \[u2210] from {i = 0} to inf x sub i = \[u222e] sub 0 sup 1 f left ( x right ) ^ \[u2146] x = \[u222c] sub 0 sup 1 f left ( x right ) ^ \[u2146] x = \[u222d] sub 0 sup 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/chain2.eqn view
@@ -0,0 +1,1 @@+int sub 0 sup 1 f left ( x right ) ^ \[u2146] x = sum from {i = 0} to inf x sub i = prod from {i = 0} to inf x sub i = \[u2210] from {i = 0} to inf x sub i = \[u222e] sub 0 sup 1 f left ( x right ) ^ \[u2146] x = \[u222c] sub 0 sup 1 f left ( x right ) ^ \[u2146] x = \[u222d] sub 0 sup 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/choose.eqn view
@@ -0,0 +1,1 @@+left ( a / {left { b / {c + 2} right }} right )
+ tests/writers/class1.eqn view
@@ -0,0 +1,1 @@+x
+ tests/writers/class2.eqn view
@@ -0,0 +1,1 @@+x over 2
+ tests/writers/clipboard1.eqn view
@@ -0,0 +1,1 @@+x over {x + 1}
+ tests/writers/clipboard2.eqn view
@@ -0,0 +1,1 @@+1 over x
+ tests/writers/complex1.eqn view
@@ -0,0 +1,25 @@+matrix{+ccol{ {roman "Bernoulli Trials"} above {roman "Cauchy-Schwarz Inequality"} above {roman "Cauchy Formula"} above {roman "Cross Product"} above {roman "Vandermonde Determinant"} above {roman "Lorenz Equations"} above {roman "Maxwell's Equations"} above {roman "Einstein Field Equations"} above {roman "Ramanujan Identity"} above {roman "Another Ramanujan identity"} above {roman "Rogers-Ramanujan Identity"} above {roman "Commutative Diagram"} }+ccol{ {{P ( E )} = left ( n over k right ) p sub {} sup k {( 1 - p )} sub {} sup {n - k}} above {{left ( sum from {k = 1} to n a sub k sup {} b sub k sup {} right )} sub {} sup 2 <= left ( sum from {k = 1} to n a sub k sup 2 right ) left ( sum from {k = 1} to n b sub k sup 2 right )} above {f ( z ) ^ cdot Ind sub gamma sup {} ( z ) = 1 over {2 pi i} \[u222e] from gamma to {} {f ( xi )} over {xi - z} ^ d xi} above {V sub 1 sup {} times V sub 2 sup {} = left | matrix{+ccol{ i above {{partial X} over {partial u}} above {{partial X} over {partial v}} }+ccol{ j above {{partial Y} over {partial u}} above {{partial Y} over {partial v}} }+ccol{ k above 0 above 0 }+} right |} above {left | matrix{+ccol{ 1 above {v sub 1 sup {}} above {v sub 1 sup 2} above \[u22ee] above {v sub 1 sup {n - 1}} }+ccol{ 1 above {v sub 2 sup {}} above {v sub 2 sup 2} above \[u22ee] above {v sub 2 sup {n - 1}} }+ccol{ \[u22ef] above \[u22ef] above \[u22ef] above \[u22f1] above \[u22ef] }+ccol{ 1 above {v sub n sup {}} above {v sub n sup 2} above \[u22ee] above {v sub n sup {n - 1}} }+} right | = prod from {1 <= i < j <= n} to {} ( v sub j sup {} - v sub i sup {} )} above {matrix{+ccol{ {{x from {}} to \[u02d9]} above {{y from {}} to \[u02d9]} above {{z from {}} to \[u02d9]} }+ccol{ = above = above = }+ccol{ {sigma ( y - x )} above {rho x - y - x z} above {- beta z + x y} }+}} above {left { matrix{+ccol{ {grad fwd 0 times {B from {}} to \[u21bc] - ^ 1 over c ^ {partial fwd 0 {E from {}} to \[u21bc]} over {partial fwd 0 t}} above {grad fwd 0 cdot {E from {}} to \[u21bc]} above {grad fwd 0 times {E from {}} to \[u21bc] ^ + ^ 1 over c ^ {partial fwd 0 {B from {}} to \[u21bc]} over {partial fwd 0 t}} above {grad fwd 0 cdot {B from {}} to \[u21bc]} }+ccol{ = above = above = above = }+ccol{ {{4 pi} over c ^ {j from {}} to \[u21bc]} above {4 pi rho} above {{0 from {}} to \[u21bc]} above 0 }+} right ""} above {R sub {mu nu} sup {} - 1 over 2 ^ g sub {mu nu} sup {} ^ R = {8 pi G} over {c sub {} sup 4} ^ T sub {mu nu} sup {}} above {1 over {( sqrt {varphi sqrt 5} - varphi ) e sub {} sup {25 over pi}} = 1 + {e sub {} sup {- 2 pi}} over {1 + {e sub {} sup {- 4 pi}} over {1 + {e sub {} sup {- 6 pi}} over {1 + {e sub {} sup {- 8 pi}} over {1 + ...}}}}} above {sum from {k = 1} to inf 1 over {2 sub {} sup {\[u230a] k cdot fwd 0 varphi \[u230b]}} = 1 over {2 sub {} sup 0 + 1 over {2 sub {} sup 1 + \[u22ef]}}} above {1 + {sum from {k = 1} to inf {q sub {} sup {k sub {} sup 2 + k}} over {( 1 - q ) ( 1 - q sub {} sup 2 ) \[u22ef] ( 1 - q sub {} sup k )}} = {prod from {j = 0} to inf 1 over {( 1 - q sub {} sup {5 j + 2} ) ( 1 - q sub {} sup {5 j + 3} )}} , roman "  " roman "  " {f o r} ~ | q | < 1 .} above {matrix{+ccol{ H above \[u2193] above H }+ccol{ <- above {fwd 0} above -> }+ccol{ K above \[u2191] above K }+}} }+}
+ tests/writers/complex2.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "Quadratic Equation"} above {roman "DisplayQuadratic Equation"} above {roman "Rational Function"} above {roman "Rational Function"} above {roman "Rational Function"} above {roman "Parametrize Rational Function"} above {roman "Stacked exponents"} above {roman "Stacked exponents"} above {roman "Stacked exponents"} above {roman "Stacked exponents"} above {roman "Stacked exponents"} above {roman "Cross Product"} above {roman "Cross Product"} above {roman "Cross Product"} above {roman "Cross Product"} }+ccol{ {x = {- b +- sqrt {b sub {} sup 2 - 4 a c}} over {2 a}} above {x = {- b +- sqrt {b sub {} sup 2 - 4 a c}} over {2 a}} above {f ( x ) = {1 - x sub {} sup 2} over {1 - x sub {} sup 3}} above {f ( x ) = {( 1 - x sub {} sup 2 ) x sub {} sup 3} over {1 - x sub {} sup 3}} above {f ( x ) = {( 1 - x sub {} sup 2 ) ( x sub {} sup 3 - 5 x )} over {1 - x sub {} sup 3}} above {f ( x ) = {( a sub i sup {} - x sub {} sup 2 ) sub {} sup 5} over {1 - x sub {} sup 3}} above {g ( z ) = e sub {} sup {- x sub {} sup 2}} above {g ( z ) = e sub {} sup {- ( z - a ) sub {} sup 2}} above {g ( z ) = e sub {} sup {- sum from {i = 0} to inf z sub i sup 2}} above {g ( y ) = e sub {} sup {- sum from {i = 0} to inf y sub i sup 2}} above {g ( z ) = e sub {} sup {- sum from {i = 0} to inf z sub {} sup {2 over {a - i}}}} above {{x sub 1 sup {} - x sub 2 sup {}} over {x sub 3 sup {} - x sub 4 sup {}} {x sub 1 sup {} - x sub 4 sup {}} over {x sub 2 sup {} - x sub 3 sup {}}} above {( {x sub 1 sup {} - x sub 2 sup {}} over {x sub 3 sup {} - x sub 4 sup {}} ) ( {x sub 1 sup {} - x sub 4 sup {}} over {x sub 2 sup {} - x sub 3 sup {}} )} above {left ( {x sub 1 sup {} - x sub 2 sup {}} over {x sub 3 sup {} - x sub 4 sup {}} right ) left ( {x sub 1 sup {} - x sub 4 sup {}} over {x sub 2 sup {} - x sub 3 sup {}} right )} above {{( x sub 1 sup {} - x sub 2 sup {} ) ( x sub 3 sup {} - x sub 4 sup {} )} over {( x sub 1 sup {} - x sub 4 sup {} ) ( x sub 2 sup {} - x sub 3 sup {} )}} }+}
+ tests/writers/complex3.eqn view
@@ -0,0 +1,216 @@+matrix{+ccol{ {2  {sum {a  b}}} above {x sup {prime 3}} above {{{f sup prime  {( x )}} + {sin  cos  theta}} = 1} above {{{f  {( z )}} = {sum from {n = 0} to inf {a sub n  z sup n}}} roman ", " {{left | z right | < R} \[u200b] {( {R != 0} )}}} above {left ∫ {} sub C {left ( {sum from {n = 0} to inf {a sub n  z sup n}} right )  {\[u2146] z}} right "" = {sum from {n = 0} to inf {a sub n  left ∫ {} sub C {z sup n  {\[u2146] z}} right ""}}} above {{lim from {n -> inf} left | left ∫ {} sub C {left [ {{f  {( z )}} \[u2212] {sum from {k = 0} to n {a sub k  z sup k}}} right ]  {\[u2146] z}} right "" right |} = 0} above {left "" {n >= {N  {( \[u03b5] )}}} "⇒" {left | {{f  {( z )}} \[u2212] {sum from {k = 0} to n {a sub k  z sup k}}} right | < \[u03b5]} right ""} above {{10 roman " Bq"} + {10 roman " Ci"}} above {{10 roman " amol"} + {10 roman " Emol"} \[u2212] {10 roman " fmol"} + {10 roman " Gmol"} \[u2212] {10 roman " kmol"} + {10 roman " Mmol"}} above {{10 roman " μmol"} + {10 roman " mmol"} \[u2212] {10 roman " mol"} + {10 roman " nmol"} \[u2212] {10 roman " Pmol"} + {10 roman " pmol"} \[u2212] {10 roman " Tmol"}} above {{10 roman " acre"} + {10 roman " hectare"} \[u2212] {10 {roman " ft"} sup 2} + {10 {roman " in"} sup 2} \[u2212] {10 {roman " m"} sup 2}} above {{10 roman " A"} + {10 roman " kA"} \[u2212] {10 roman " μA"} + {10 roman " mA"} \[u2212] {10 roman " nA"}} above {{10 roman " F"} + {10 roman " μF"} \[u2212] {10 roman " mF"} + {10 roman " nF"} \[u2212] {10 roman " pF"}} above {{10 roman " C"} + {1.0 roman " m/s/s"} \[u2212] {0.1 {roman " m" / {roman "s"} sup 2}}} above {{10 roman " kS"} + {10 roman " μS"} \[u2212] {10 roman " mS"} + {10 roman " S"}} above {{10 roman " kV"} + {10 roman " MV"} \[u2212] {10 roman " μV"} + {10 roman " mV"} \[u2212] {10 roman " nV"} + {10 roman " pV"} \[u2212] {10 roman " V"}} above {{10 roman " GΩ"} + {10 roman " kΩ"} \[u2212] {10 roman " MΩ"} + {10 roman " mΩ"} \[u2212] {10 roman " Ω"}} above {{10 roman " Btu"} + {10 roman " cal"} \[u2212] {10 roman " eV"} + {10 roman " erg"} \[u2212] {10 roman " GeV"} + {10 roman " GJ"}} above {{10 roman " J"} + {10 roman " kcal"} \[u2212] {10 roman " kJ"} + {10 roman " MeV"} \[u2212] {10 roman " MJ"} + {10 roman " μJ"} \[u2212] {10 roman " mJ"} + {10 roman " nJ"}} above {{10 roman " dyn"} + {10 roman " kN"} \[u2212] {10 roman " MN"} + {10 roman " μN"} \[u2212] {10 roman " mN"} + {10 roman " N"} \[u2212] {10 roman " ozf"} + {10 roman " lbf"}} above {{10 roman " EHz"} + {10 roman " GHz"} \[u2212] {10 roman " Hz"} + {10 roman " kHz"} \[u2212] {10 roman " MHz"} + {10 roman " PHz"} \[u2212] {10 roman " THz"}} above {{10 roman " fc"} + {10 roman " lx"} \[u2212] {10 roman " phot"}} above {{10 roman " Å"} + {10 roman " am"} \[u2212] {10 roman " cm"} + {10 roman " dm"} \[u2212] {10 roman " fm"} + {10 roman " ft"} \[u2212] {10 roman " in"}} above {{10 roman " km"} + {10 roman " m"} \[u2212] {10 roman " μm"} + {10 roman " mi"} \[u2212] {10 roman " mm"} + {10 roman " nm"} \[u2212] {10 roman " pm"}} above {10 roman " sb"} above {10 roman " lm"} above {10 roman " cd"} above {{10 roman " Mx"} + {10 roman " μWb"} \[u2212] {10 roman " mWb"} + {10 roman " nWb"} \[u2212] {10 roman " Wb"}} above {{10 roman " G"} + {10 roman " μT"} \[u2212] {10 roman " mT"} + {10 roman " nT"} \[u2212] {10 roman " pT"} + {10 roman " T"}} above {{10 roman " H"} + {10 roman " μH"} \[u2212] {10 roman " mH"}} above {{10 roman " u"} + {10 roman " cg"} \[u2212] {10 roman " dg"} + {10 roman " g"} \[u2212] {10 roman " kg"} + {10 roman " μg"} \[u2212] {10 roman " mg"} + {10 roman " lb"} \[u2212] {10 roman " slug"}} above {{10 roman " °"} + {10 roman " μrad"} \[u2212] {10 roman " mrad"} + {10 {fwd 0} sup {roman "′"}} \[u2212] {10 roman " rad"} + {10 {fwd 0} sup {roman "′′"}}} above {{10 roman " GW"} + {10 roman " hp"} \[u2212] {10 roman " kW"} + {10 roman " MW"} \[u2212] {10 roman " μW"} + {10 roman " mW"} \[u2212] {10 roman " nW"} + {10 roman " W"}} above {{10 roman " atm"} + {10 roman " bar"} \[u2212] {10 roman " kbar"} + {10 roman " kPa"} \[u2212] {10 roman " MPa"} + {10 roman " μPa"} \[u2212] {10 roman " mbar"} + {10 roman " mmHg"} \[u2212] {10 roman " Pa"} + {10 roman " torr"}} above {10 roman " sr"} above {{10 roman " °C"} + {10 roman " °F"} \[u2212] {10 roman " K"}} above {{10 roman " as"} + {10 roman " d"} \[u2212] {10 roman " fs"} + {10 roman " h"} \[u2212] {10 roman " μs"} + {10 roman " ms"} \[u2212] {10 roman " min"} + {10 roman " ns"} \[u2212] {10 roman " ps"} + {10 roman " s"} \[u2212] {10 roman " y"}} above {{10 {roman " ft"} sup 3} + {10 {roman " in"} sup 3} \[u2212] {10 {roman " m"} sup 3} + {10 roman " gal"} \[u2212] {10 roman " l"}} above {{10 roman " ml"} + {10 roman " pint"} \[u2212] {10 roman " qt"}} above {1 over {x  left ( y right )} = {left ( {{\[u2212] {int {e sup {{\[u2212] 1 over 2}  y sup 2}  {sin  y}  {\[u2146] y}}}} + C sub 1} right )  e sup {1 over 2  y sup 2}}} above {{{\[u2145] sub x y} \[u2212] y} = {sin  x}} above {left ( 1 over 2 right )  left ( 1 over 2 right )  left ( 1 over 2 right )} above {left [ 1 over 2 right ]  left ( 1 over 2 right )  left { 1 over 2 right }} above {left 〈 1 over 2 right 〉  left ⌊ 1 over 2 right ⌋  left ⌈ 1 over 2 right ⌉} above {left "" "↑" 1 over 2 "↑" right ""  left "" "↓" 1 over 2 "↓" right ""  left "" "↕" 1 over 2 "↕" right ""} above {1 over 2  1 over 2  1 over 2} above {1 over 2  1 over 2  1 over 2} above {1 over 2  1 over 2  1 over 2} above {{\[u2212] {( {a \[u2212] b} )}} = {b \[u2212] a}} above {{2 over 5 + 3 over 7} = {{2 \[u22c5] 7} + {3 \[u22c5] 5}} over 35 = 29 over 35} above {left | a right | = left { matrix{+ccol{ a above {\[u2212] a} }+ccol{ {roman "if"} above {roman "if"} }+ccol{ {a >= 0} above {a < 0} }+} right ""} above {a sup n = {{a \[u22c5] a \[u22c5] \[u22ef] \[u22c5] a} from \[ufe38]} from {n roman " factors"}} above {{left ( a over b right )} sup {\[u2212] n} = {left ( b over a right )} sup n} above {{"" sup n sqrt a = b} roman "  means " {b sup n = a} roman "."} above {"" sup 4 sqrt {16 over 81} = {"" sup 4 sqrt 16} over {"" sup 4 sqrt 81} = 2 over 3} above {left { {x \[u2223] {{x != 0} , {x != 1}}} right }} above {{a sub n  x sup n} + {a sub {n \[u2212] 1}  x sup {n \[u2212] 1}} + \[u22ef] + {a sub 1  x} + a sub 0} above {{a sup 3 \[u2212] b sup 3} = {left ( {a \[u2212] b} right )  left ( {a sup 2 + {a  b} + b sup 2} right )}} above {{( {x + y} )} sup 2} above {H = left { {{left ( matrix{+ccol{ a above c }+ccol{ b above d }+} right ) \[u2208] G} \[u2223] {{{a  d} \[u2212] {b  c}} = 1}} right }} above {{{| x |} + {|| y ||} + {{ z }} \[u2212] {[ {a  c} ]} + {( b )}} = {[ {a , b} ]}} above {x = 1} above {x = 1} above {x = 1} above {x = 1} above {left [ {{\[u2212] 10 over 3} , {\[u2212] 7 over 3}} right ) \[u222a] left ( {{\[u2212] 7 over 3} , {\[u2212] 4 over 3}} right ]} above {{{A  {partial u} over {partial x}} + {B  {partial u} over {partial y}} + {C  u}} = E} above {sum from {fwd 0} to {fwd 0} x} above {sum from {matrix{+ccol{ {1 < i < 10} above {1 < j < 10} }+}} to {fwd 0} 2 sup {i + j}} above {GAMMA sub {1 sub {^ sup {matrix{+ccol{ {2 sub {^ sup {matrix{+ccol{ 3 above 4 }+}}} sup {fwd 0}} above {5 sub {^ sup {matrix{+ccol{ 6 above 7 }+}}} sup {fwd 0}} }+}}} sup {fwd 0}} sup {1 sup {matrix{+ccol{ {5 sup {matrix{+ccol{ 7 above 6 }+}}} above {2 sup {matrix{+ccol{ 4 above 3 }+}}} }+}}}} above {{y  left ( x right )} = {{x  e sup x} \[u2212] e sup x + 2} over {e sup x} = {x \[u2212] 1 + 2 over {e sup x}}} above {matrix{+rcol{ {{{\[u2145] sub {x \[u200b] x} y} \[u2212] y} = 0} above {{y  {( 0 )}} = 1} above {{y sup prime  left ( 0 right )} = 0} }+}} above {{y  left ( x right )} = {{1 over 3  e sup {{\[u2212] "" sup 3 sqrt {( {\[u2212] 1} )}}  x}} + {2 over 3  e sup {1 over 2  "" sup 3 sqrt {( {\[u2212] 1} )}  x}  {cos  {1 over 2  sqrt 3  "" sup 3 sqrt {left ( {\[u2212] 1} right )}  x}}}}} above {{y  left ( t right )} = {2  {tan  left ( {{2  t} \[u2212] {1 over 4  pi}} right )}}} above {{\[u2131]  left ( {matrix{+ccol{ {e sup {2  pi  i  x}} above {2  pi  {Dirac  left ( {x \[u2212] {2  pi}} right )}} }+} , x , s} right )} = left ( matrix{+ccol{ {2  pi  {Dirac  left ( {s \[u2212] {2  pi}} right )}} above {2  pi  e sup {{\[u2212] 2}  i  pi  s}} }+} right )} above {matrix{+ccol{ {x = 1} above {{x + 3} = 123} }+}} above {matrix{+ccol{ t above 0 above .1 above .2 above .3 above .4 above .5 above .6 above .7 above .8 above .9 above 1.0 }+ccol{ x above 1.0000 above 1.1158 above 1.2668 above 1.4582 above 1.6953 above 1.9830 above 2.3256 above 2.7265 above 3.1873 above 3.7077 above 4.2842 }+ccol{ y above 1.0000 above 1.0938 above 1.1695 above 1.2173 above 1.2253 above 1.1791 above 1.0619 above .8542 above .5344 above .0777 above {\[u2212] .5424} }+ccol{ z above 1.0000 above .8842 above .7332 above .5418 above .3047 above .0170 above {\[u2212] .3256} above {\[u2212] .7265} above {\[u2212] 1.1873} above {\[u2212] 1.7077} above {\[u2212] 2.2842} }+}} above {{K sub v  {( z )}} = {BesselK sub v  left ( z right )}} above {{{z sup 2  {\[u2146] sup 2 w} over {\[u2146] z sup 2}} + {z  {\[u2146] w} over {\[u2146] z}} \[u2212] {left ( {z sup 2 + v sup 2} right )  w}} = 0} above {{{partial sup 2 {u  {( {x , y} )}}} over {partial x sup 2} \[u2212] {partial sup 2 {u  {( {x , y} )}}} over {partial y sup 2}} = 0} above {{y  left ( {t , x} right )} = {{F sub 1  left ( {{\[u2212] x} \[u2212] {a  t}} right )} + {F sub 2  left ( {x \[u2212] {a  t}} right )}}} above {matrix{+ccol{ 1 above 4 }+ccol{ 2 above 5 }+ccol{ 3 above 6 }+}} above {{{2  x} + 1} = 5} above {matrix{+ccol{ {1 = 3} above {9 = 7} }+}} above {matrix{+ccol{ {a  b} above {c  d} above {e  f} }+}} above {matrix{+ccol{ {{x + {2  y} \[u2212] 3} = 5} above {{{4  x} \[u2212] y \[u2212] 5} = 98} }+}} above {matrix{+ccol{ {x = z} above {1 = 3} }+}} above {matrix{+ccol{ {{A sub 1 = {{N sub 0  {( {lambda ; OMEGA sup prime} )}} \[u2212] {varphi  {( {lambda ; OMEGA sup prime} )}}}} roman ","} above {{A sub 2 = {{varphi  {( {lambda ; OMEGA sup prime} )}} \[u2212] {varphi  {( {lambda ; OMEGA} )}}}} roman ","} above {{A sub 3 = {{N}  {( {lambda ; omega} )}}} roman "."} }+}} above {matrix{+ccol{ {sin  theta} above {cos  gamma} }+}} above {x = left { matrix{+lcol{ x above {\[u2212] x} }+lcol{ {roman "if " {x < 0}} above {roman "if " {x >= 0}} }+} right ""} above {matrix{+ccol{ {L  M  R  M} above {L  M  R  M} }+}} above {matrix{+ccol{ {M  A  T  H} above {M  A  T  H} }+}} above {roman "⋮"} above {{"∇×" F} = 0} above {"∇·" F} above {{"∇·∇" F} = {{grad sup 2 F} + 7} = A} above {{"∇×" {( {{x  y} , {y  z} , {z  x}} )}} = left [ matrix{+ccol{ {\[u2212] y} above {\[u2212] z} above {\[u2212] x} }+} right ]} above {{"∇×" {( {y , z , x} )}} = left ( {{\[u2212] 1} , {\[u2212] 1} , {\[u2212] 1}} right ) != 0} above {{x + y + alpha} = 102} above {{bold {a} + bold {b}} = bold {c}} above {x + 1} above {{x + {f  {( bold {x} )}} \[u2212] 1} = 123} above {{italic {T}  italic {h}  italic {e}  italic {q}  italic {u}  italic {i}  italic {c}  italic {k}  b  r  o  w  n  f  o  x  j  u  m  p  s  bold {o}  bold {v}  bold {e}  bold {r}  t  h  e  {l}  {a}  {z}  {y}  {d}  {o}  {g}} roman "." {T  h  e  e  n  d} roman "."} above {left ( {{{partial f} over {partial x sub 1}  left ( {c sub 1 , c sub 2 , ... , c sub n} right )} , {{partial f} over {partial x sub 2}  left ( {c sub 1 , c sub 2 , ... , c sub n} right )} , ... , {{partial f} over {partial x sub {n \[u200b] 1}}  left ( {c sub 1 , c sub 2 , ... , c sub n} right )}} right )} above {{grad left ( {{c  u  v} + {v sup 2  w}} right )} = left ( {{u  v} , {c  v} , {{c  u} + {2  v  w}} , v sup 2} right )} above {matrix{+ccol{ {{D sub u  {f  left ( {a , b , c} right )}} = {{grad {f  left ( {a , b , c} right )}} \[u22c5] bold {u}}} above {= {{{{partial f} over {partial x}  left ( {a , b , c} right )}  u sub 1} + {{{partial f} over {partial y}  left ( {a , b , c} right )}  u sub 2} + {{{partial f} over {partial z}  left ( {a , b , c} right )}  u sub 3}}} }+}} above {{theta \[u2208] left { {pi + {2  X sub 3  pi} \[u2212] left ( {"arccos"  {1 over 7  sqrt 14}} right )} "|" {X sub 3 \[u2208] \[u2124]} right }} , {theta \[u2208] left { {{2  X sub 4  pi} \[u2212] pi + left ( {"arccos"  {1 over 7  sqrt 14}} right )} "|" {X sub 4 \[u2208] \[u2124]} right }}} above {P = {A  {left ( {A sup T  A} right )} sup {\[u2212] 1}  A sup T}} above {{"det" left ( matrix{+ccol{ x above a above a }+ccol{ y above b above d }+ccol{ 1 above 1 above 1 }+} right )} = {{x  b} \[u2212] {x  d} + {a  d} \[u2212] {a  b}} = 0} above {{{A  left ( theta right )}  {A  left ( {\[u2212] theta} right )}} = {left [ matrix{+ccol{ {cos  theta} above {sin  theta} }+ccol{ {\[u2212] {sin  theta}} above {cos  theta} }+} right ]  left [ matrix{+ccol{ {cos  theta} above {\[u2212] {sin  theta}} }+ccol{ {sin  theta} above {cos  theta} }+} right ]}} above {{J  {( A )}} = left [ matrix{+ccol{ {J sub {n sub 1}  left ( lambda sub 1 right )} above 0 above {roman "⋮"} above 0 }+ccol{ 0 above {J sub {n sub 2}  left ( lambda sub 2 right )} above {roman "⋮"} above 0 }+ccol{ \[u22ef] above \[u22ef] above {roman "⋱"} above \[u22ef] }+ccol{ 0 above 0 above {roman "⋮"} above {J sub {n sub k}  left ( lambda sub k right )} }+} right ]} above {{"det" left ( matrix{+ccol{ {{\[u2212] 4} + X} above 0 above 0 }+ccol{ {\[u2212] 1} above {{\[u2212] 4} + X} above 0 }+ccol{ 0 above 0 above {{\[u2212] 4} + X} }+} right )} = {left ( {X \[u2212] 4} right )} sup 3} above {left "" left { left ( matrix{+ccol{ {{\[u2212] 1 over 2} \[u2212] {1 over 6  sqrt 33}} above 1 }+} right ) right } "↔" {5 over 2 \[u2212] {1 over 2  sqrt 33}} right ""} above {left "" "∥" A "∥" right "" = {max from {x != 0} {left "" "∥" {A  x} "∥" right ""} over {left "" "∥" x "∥" right ""}}} above {{left ( matrix{+ccol{ {a sub {1 \[u200b] 1}} above {a sub {2 \[u200b] 1}} }+ccol{ {a sub {1 \[u200b] 2}} above {a sub {2 \[u200b] 2}} }+} right ) + left ( matrix{+ccol{ {b sub {1 \[u200b] 1}} above {b sub {2 \[u200b] 1}} }+ccol{ {b sub {1 \[u200b] 2}} above {b sub {2 \[u200b] 2}} }+} right )} = left ( matrix{+ccol{ {a sub {1 \[u200b] 1} + b sub {1 \[u200b] 1}} above {a sub {2 \[u200b] 1} + b sub {2 \[u200b] 1}} }+ccol{ {a sub {1 \[u200b] 2} + b sub {1 \[u200b] 2}} above {a sub {2 \[u200b] 2} + b sub {2 \[u200b] 2}} }+} right )} above {{f  left ( left [ matrix{+ccol{ 1 above 4 }+ccol{ 2 above 3 }+} right ] right )} = {{left [ matrix{+ccol{ 1 above 4 }+ccol{ 2 above 3 }+} right ]} sup 2 \[u2212] {5  left [ matrix{+ccol{ 1 above 4 }+ccol{ 2 above 3 }+} right ]} \[u2212] 2} = left [ matrix{+ccol{ 2 above {\[u2212] 4} }+ccol{ {\[u2212] 2} above 0 }+} right ]} above {x = {lim from {x = 1} {sum from 1 to 2 a}}} above {{int sub a sup b {{f  {( x )}}  {\[u2146] x}}} = {lim from {{\[u2225] P \[u2225]} -> 0} {sum from {i = 1} to n {{f  left ( {x to \[u00af]} sub i right )}  {DELTA x sub i}}}}} above {{int sub a sup b {{f  {( x )}}  {\[u2146] x}}} = {lim from {n -> inf} {{b \[u2212] a} over n  {sum from {i = 1} to n {f  left ( {a + {i  {b \[u2212] a} over n}} right )}}}}} above {{int sub 0 sup 2 {x sup 5  sqrt {x sup 3 + 1}  {\[u2146] x}}} = {int sub 1 sup 3 {2 over 3  u  {sqrt {left ( u sup 2 right )}} over {{left ( {u sup 2 \[u2212] 1} right )} sup {2 over 3}}  left ( {{u sup 2  {left ( {u sup 2 \[u2212] 1} right )} sup {2 over 3}} \[u2212] {left ( {u sup 2 \[u2212] 1} right )} sup {2 over 3}} right )  {\[u2146] u}}}} above {left ∫ {{f  {( {g  {( x )}} )}}  {g sup prime  {( x )}}  {\[u2146] x}} right "" = left ∫ {{f  {( u )}}  {\[u2146] u}} right ""} above {x = {2  {sum from {n = 1} to 100 {n  {( {n \[u2212] 1} )}}}}} above {{lim from {x -> 0} {sin  left ( 1 over x right )}} = {{\[u2212] 1} .. 1}} above {{h  {( {i , j} )}} = {{{( {2 \[u2212] j} )}  {g  {( i )}}} + {{( {j \[u2212] 1} )}  {f  {( {g  {( i )}} )}}}}} above {\[u25b3] : left "" left [ {0 , 1} right ] "→" left [ {0 , 1} right ] right ""} above {{0 \[u25bd] x} = x} above {{x \[u25b3] y} = {h sup {\[u2212] 1}  left ( {{h  left ( x right )}  {h  left ( y right )}} right )}} above {{x \[u25b3] y} = {f sup {\[u2212] 1}  left ( {max left { {{{f  left ( x right )} + {f  left ( y right )} \[u2212] 1} , 0} right }} right )}} above {{x \[u25bd] y} = {eta  left ( {{eta  left ( x right )} \[u25b3] {eta  left ( y right )}} right )}} above {{x  {\[u25b3] sub 0 y}} = left { matrix{+ccol{ {x \[u2227] y} above 0 }+ccol{ {roman "if"} above {roman "if"} }+ccol{ {x \[u2228] {y = 1}} above {x \[u2228] {y < 1}} }+} right ""} above {{lim from {a -> 1 sup +} {log sub a  left [ {1 + {left ( {a sup x \[u2212] 1} right )  left ( {a sup y \[u2212] 1} right )} over {a \[u2212] 1}} right ]}} = {lim from {a -> 1 sup \[u2212]} {log sub a  left [ {1 + {left ( {a sup x \[u2212] 1} right )  left ( {a sup y \[u2212] 1} right )} over {a \[u2212] 1}} right ]}} = {x  y}} above {{g  {( x )}} = {exp  left ( {\[u2212] {1 \[u2212] {left ( {1 \[u2212] x} right )} sup a} over {left ( {2 sup a \[u2212] 1} right )  {left ( {1 \[u2212] x} right )} sup a}} right )}} above {{"Aut" {( bold {I} )}} = left { {f : left "" left [ {0 , 1} right ] "→" left [ {0 , 1} right ] right ""} ~ left | matrix{+lcol{ {f roman " is one-to-one and onto, and"} above {{x <= y} roman " implies " {{f  left ( x right )} <= {f  left ( y right )}}} }+} right "" right }} above {{{x sup 2 + y sup 2} = r sup 2} , roman "  " {{tan  theta} = y over x}} above {sqrt 2  sqrt {1 \[u2212] t sup 2}} above {left [ {{{( {2 + {sin  t}} )}  10  {cos  t}} , {{( {2 + {cos  t}} )}  10  {sin  t}} , {3  {sin  {3  t}}}} right ]} above {left { {{t = 0} , {s = 0}} right } , left { {{t = pi} , {s = pi}} right }} above {matrix{+ccol{ {matrix{+ccol{ 1 above 2 above 3 above 4 above 5 above 6 above 7 above 8 above 9 above 10 }+ccol{ 2 above 4 above 6 above 8 above 10 above 1 above 3 above 5 above 7 above 9 }+ccol{ 3 above 6 above 9 above 1 above 4 above 7 above 10 above 2 above 5 above 8 }+ccol{ 4 above 8 above 1 above 5 above 9 above 2 above 6 above 10 above 3 above 7 }+ccol{ 5 above 10 above 4 above 9 above 3 above 8 above 2 above 7 above 1 above 6 }+ccol{ 6 above 1 above 7 above 2 above 8 above 3 above 9 above 4 above 10 above 5 }+ccol{ 7 above 3 above 10 above 6 above 2 above 9 above 5 above 1 above 8 above 4 }+ccol{ 8 above 5 above 2 above 10 above 7 above 4 above 1 above 9 above 6 above 3 }+ccol{ 9 above 7 above 5 above 3 above 1 above 10 above 8 above 6 above 4 above 2 }+ccol{ 10 above 9 above 8 above 7 above 6 above 5 above 4 above 3 above 2 above 1 }+}} }+}} above {matrix{+ccol{ {roman "testing " x sup 2 roman " end."} }+}} above {matrix{+ccol{ {roman "x"} }+}} above {matrix{+ccol{ x }+}} above {matrix{+ccol{ {roman "x"} }+}} above {matrix{+ccol{ x }+}} above {{{\[u2146] f} over {\[u2146] x}  {( x sub 1 )}} = 5} above {{int {x  {\[u2146] x}}} = {\[u222c] {x  y  {\[u2146] x}  {\[u2146] y}}} = {\[u222d] {x  y  z  {\[u2146] x}  {\[u2146] y}  {\[u2146] z}}} = {\[u2a0c] {x  y  z  t  {\[u2146] x}  {\[u2146] y}  {\[u2146] z}  {\[u2146] t}}}} above {"mod" a} above {{5 "mod" 3} = 2} above {{{f  {( 0 )}} "mod" 3} = 1} above {{{{5  x} + 4} == 8} \[u200b] left ( {"mod" 13} right )} above {a = {{{( {5 \[u2212] 3} )} / 5} "mod" 7} = 6} above {{{left ( {{2  x sup 2} + x + 2} right ) + left ( {{2  x} + 1} right )} "mod" 3} = {2  x sup 2}} above {matrix{+ccol{ + above 000 above 1 }+ccol{ 0 above 000 above 1 }+ccol{ 1 above 111 above 0 }+}} above 4. 974 9 above {\[u2146] over {\[u2146] x} {F  {( x )}}} above {left [ {86.333 , 146.33 , 129.33} right ]} above {{BinomialDist  {( {x ; {n , p}} )}} = {sum from {k = 0} to x {left ( n over k right )  p sup k  q sup {n \[u2212] k}}}} above {{"Pr" {( {X <= 54} )}} = {BinomialDist  {( {54 ; {100 , .55}} )}} = .45846} above {{k = {max left { {left | {{partial f} over {partial y}  {( {x , y} )}} right | : {{( {x , y} )} \[u2208] D}} right }}} roman "."} above {m = {lim from {x -> to {} a} {{f  {( x )}} \[u2212] {f  {( a )}}} over {x \[u2212] a}}} above {left | A right | = left | matrix{+ccol{ {a sub {1 \[u200b] 1}} above {a sub {2 \[u200b] 1}} above \[u22c5] above \[u22c5] above \[u22c5] above {a sub {n \[u200b] 1}} }+ccol{ {a sub {1 \[u200b] 2}} above {a sub {2 \[u200b] 2}} above \[u22c5] above \[u22c5] above \[u22c5] above {a sub {n \[u200b] 2}} }+ccol{ \[u22c5] above \[u22c5] above \[u22c5] above ^ above ^ above \[u22c5] }+ccol{ \[u22c5] above \[u22c5] above ^ above \[u22c5] above ^ above \[u22c5] }+ccol{ \[u22c5] above \[u22c5] above ^ above ^ above \[u22c5] above \[u22c5] }+ccol{ {a sub {1 \[u200b] n}} above {a sub {2 \[u200b] n}} above \[u22c5] above \[u22c5] above \[u22c5] above {a sub {n \[u200b] n}} }+} right | = {{a sub {1 \[u200b] 1}  A sub {1 \[u200b] 1}} + {a sub {1 \[u200b] 2}  A sub {1 \[u200b] 2}} + \[u22ef] + {a sub {1 \[u200b] n}  A sub {1 \[u200b] n}}}} above {{x = 1} {( roman "hl text " x roman " end." )}} above {{x = 1} {( roman "hl to URI " x roman " end" )}} above {{x = 1} {( roman "sex" )}} above {{x = 1} {( roman "jbm" )}} above {} above {{{f  {( x )}}  g  {[ y ]}  h  {{ z }}} + {{\[u230a] a \[u230b]}  {\[u2308] b \[u2309]}  {\[u2329] c \[u232a]}}} above {left "" 123 over {456 over A} right | left "" "∥" A over {B over A} right "" {left "" "/" 1 over {2 over A} "/" right ""  left ( 3 over {4 over A} right )} left "" "↕" 5 over {6 over A} "↕" right "" 7 over {8 over A} left "" "⇕" {9 over 20} over {10 over A} "⇕" right "" {left "" "↑" 11 over {12 over A} "↑" right ""  left "" "⇑" 13 over {14 over A} "⇑" right ""} left "" "↓" 15 over {16 over A} "↓" right "" left "" "⇓" 17 over {18 over A} "⇓" right ""} above {x  matrix{+ccol{ x above x }+ccol{ x above x }+}  x} above {{left ( {a sub 1 , a sub 2 , ... , a sub n} right ) \[u22c5] left ( {b sub 1 , b sub 2 , ... , b sub n} right )} = {{a sub 1  b sub 1 sup *} + {a sub 2  b sub 2 sup *} + \[u22ef] + {a sub n  b sub n sup *}}} above {left ⌊ n over 5 right ⌋ + left ⌊ n over {5 sup 2} right ⌋ + left ⌊ n over {5 sup 3} right ⌋ + left ⌊ n over {5 sup 4} right ⌋ + \[u22ef]} above {x sub 1 + \[u22ef] + x sub n} above {{{x + \[u22ef] + x} from \[ufe38]} from {k roman " times"}} above {"" sup n sqrt {x sub 1  x sub 2  \[u22ef]  x sub n}} above {{n !} = {1 times 2 times 3 times 4 times \[u22ef] times n}} above {P : {a = x sub 0 < x sub 1 < x sub 2 < \[u22ef] < x sub n = b}} above {{f  {( x )}} = {30 over {13  {cos  x}} + {10 over 3  sqrt {left ( {100 + 9 over {cos sup 2  x} \[u2212] {60 over {cos  x}  {sin  left ( {x + {29 over 90  pi}} right )}}} right )}}}} above {{left ∫ {{cos  {( {A  x} )}}  {sin  {( {B  x} )}}  {\[u2146] x}} right "" = {{\[u2212] {cos  {{( {B \[u2212] A} )}  x}}} over {2  {( {B \[u2212] A} )}} + {\[u2212] {cos  {{( {B + A} )}  x}}} over {2  {( {B + A} )}} + C}} roman " ."} above {{235.3 + 813} = 1048. 3} above {{max from {{\[u2212] 2} <= x <= 2} left ( {x sup 3 \[u2212] {6  x} + 3} right )} = 8.0} above {{x  decade} = {2  century}} above {{\[u2146] sup 5 left ( {x sup 7 \[u2212] {3  x sup 6}} right )} over {\[u2146] x sup 5} roman "  " {\[u2146] sup n {sin  x}} over {\[u2146] x sup n} roman "  " {{\[u2146] sup 3} over {\[u2146] x sup 3} {f  {( x )}}} roman "  " {{\[u2146] sup 2} over {\[u2146] t sup 2} left ( {{4  t sup 5} \[u2212] {3  t}} right )}} above {{f  {( x )}} = {30 over {13  {cos  x}} + {10 over 3  sqrt {left ( {100 + 9 over {cos sup 2  x} \[u2212] {60 over {cos  x}  {sin  left ( {x + {29 over 90  pi}} right )}}} right )}}}} above {left ∫ {} sub {{bold {R}} sup 3} {left ( {{{left | u sub 1 right |} sup 2 + {left | {grad u sub 0} right |} sup 2} over 2 + {{left | u sub 0 right |} sup 6} over 6} right )  {\[u2146] x}} right "" < inf} above {{left ( {"∇×" bold {F}} right ) \[u22c5] bold {k}} = {z + 1}} above {M  {M sup {M over M}} over M} above {{\[u2145] sub x x sup 2} roman "  " {\[u2145] sub x left ( x sup 2 right )} roman "  " {\[u2145] sub {x \[u200b] x} left ( x sup 2 right )} roman "  " {\[u2145] sub {x sup 2} left ( x sup 2 right )} roman "  " {\[u2145] sub {x \[u200b] y} left ( {x sup 2  y sup 3} right )} roman "  " {\[u2145] sub {x sup s \[u200b] y sup t} left ( {x sup 2  y sup 3} right )}} above {5 ^ {24 !} ^ x sup 6} above {matrix{+ccol{ {matrix{+ccol{ {x + "" sup 2 sqrt {{a sup {y \[u2212] 1}} over 12.34}} above ^ }+ccol{ {sin  theta} above 1 }+}} }+}} above {matrix{+ccol{ 0 above 1 }+ccol{ 1 above 0 }+}} above {left ( matrix{+ccol{ 0 above i }+ccol{ {\[u2212] i} above 0 }+} right )} above {left [ matrix{+ccol{ 1 above 0 }+ccol{ 0 above {\[u2212] 1} }+} right ]} above {left | matrix{+ccol{ a above c }+ccol{ b above d }+} right |} above {left "" "∥" matrix{+ccol{ 1 above 0 }+ccol{ 0 above 11 }+ccol{ 1 above ^ }+} "∥" right ""} above {matrix{+ccol{ 1 above 4 }+ccol{ 2 above 5 }+ccol{ 3 above ^ }+}} above {roman "testing " matrix{+ccol{ {sin  theta} }+}} above {a to \[u0302] + b to \[u02c7] + c to \[u02dc] + d to \[u00b4] + e to ` + f to \[u02d8] + g to \[u00af] + h + i to \[u02da] + j to \[u02d9] + k to \[u00a8] + l to \[u20db] + m to \[u20dc] + n to ->} above {{f  {( {g  {( x )}} )}} = {{sin sup 3  x sup 2} + {{sin  x sup 2}  {sin  left ( {sin  x sup 2} right )}}}} above {left ( {x sup 2 + 12} right ) + 1234} above {matrix{+ccol{ {x = 1} above {x sup 2} above {roman "jbm"} }+ccol{ {roman "not"} above {roman "merged"} above {roman "lowlife"} }+ccol{ {roman "here"} above {y sub 1} above {roman "The end."} }+}} above {{x sup 2 + y sup 2} = {z sup 2 \[u2212] 1}} above {matrix{+ccol{ {{x sup 2 + y sup 2} = {z sup 2 \[u2212] 1}} above {{x + y sup 3} = z sup 3} }+}} above {matrix{+ccol{ {{x sup 2 + y sup 2} = {z sup 2 \[u2212] 1}} above {{x + y sup 3} = z sup 3} }+}} above {matrix{+ccol{ {{x sup 2 + y sup 2} = 1} above {x = sqrt {1 \[u2212] y sup 2}} }+}} above {matrix{+ccol{ {{( {a + b} )} sup 2 = {a sup 2 + {2  a  b} + b sup 2}} above {{{( {a + b} )} \[u22c5] {( {a \[u2212] b} )}} = {a sup 2 \[u2212] b sup 2}} }+}} above {matrix{+ccol{ {roman "First line of equation"} above {roman "Middle line of equation"} above {roman "Other middle line of equation"} above {roman "Last line of equation"} }+}} above {matrix{+ccol{ {{L sub 1 = R sub 1} roman "  " {L sub 2 = R sub 2}} above {{L sub 3 = R sub 3} roman "  " {L sub 4 = R sub 4}} }+}} above {matrix{+ccol{ {{( {a + b} )} sup 4 = {{( {a + b} )} sup 2  {( {a + b} )} sup 2}} above {= {{( {a sup 2 + {2  a  b} + b sup 2} )}  {( {a sup 2 + {2  a  b} + b sup 2} )}}} above {= {a sup 4 + {4  a sup 3  b} + {6  a sup 2  b sup 2} + {4  a  b sup 3} + b sup 4}} }+}} above {matrix{+ccol{ {{x sup 2 + y sup 2} = 1} above {x = sqrt {1 \[u2212] y sup 2}} }+} roman "  " matrix{+ccol{ {{( {a + b} )} sup 2 = {a sup 2 + {2  a  b} + b sup 2}} above {{{( {a + b} )} \[u22c5] {( {a \[u2212] b} )}} = {a sup 2 \[u2212] b sup 2}} }+}} above {matrix{+ccol{ {roman "Vertex"} above {roman "Focus"} above {roman "Directrix"} }+ccol{ {V  {( {0 , 0} )}} above {F  {( {0 , p} )}} above {y = {\[u2212] p}} }+}} above {{\[u2146] over {\[u2146] x} roman "  " {( {"csc" sup {\[u2212] 1}  x} )}} = {\[u2212] 1 over {left | x right |  sqrt {x sup 2 \[u2212] 1}}}} above {{{tanh sup {\[u2212] 1}  x} = {1 over 2  {ln  left ( {1 + x} over {1 \[u2212] x} right )}}} roman "  " {{\[u2212] 1} < x < 1}} above {{{\[u2220] alpha} + {\[u2220] A B C} + {\[u2220] 1}} = {\[u25b5] a b c}} above {y = {e sup {\[u2212] {int {P  {\[u2146] x}}}}  left [ {{int {e sup {int {P  {\[u2146] x}}}  Q  {\[u2146] x}}} + c} right ]}} above {x = {1 + y sup 3}} above {{$ 1.00} + {25 \[u00a2]} \[u2212] {3 \[u00a3]} + {2.45 \[u00a4]} \[u2212] {0.7 \[u00a5]} \[u2212] {a \[u20a0]} + {20 \[u20a3]} + {30 \[u20a4]} \[u2212] {4.56 \[u20a7]}} above {matrix{+ccol{ {{{2  x} + y} = 3} above {{{3  x} \[u2212] {4  y}} = 5} above {{a + b} = {c + 12345}} }+}} above {matrix{+ccol{ {roman "Unrestricted"} }+ccol{ {roman "   "} }+ccol{ {roman "Symmetric"} }+ccol{ {fwd 100} }+ccol{ {roman "Antisymmetric"} }+ccol{ {roman "  "} }+ccol{ {roman "Triangular"} }+}} above {a != b != x} above {c \[u226e] d \[u226e] y} above {e \[u226f] f \[u226f] 11} above {g \[u2209] h \[u2209] Z} above {k \[u2241] l \[u2241] 3} above {{A \[u2284] B} \[u2282] C} above {A \[u2288] B \[u2288] C} above {10 \[u2262] 11 == 12} above {x "≰⃥" y "≰⃥" z} above {lim to \[u00af] x} above {lim from \[u0332] x} above {lim from -> x} above {lim from <- x} above {matrix{+ccol{ {x = {y + z}} above {= {k + m}} }+}} above {matrix{+lcol{ {roman "College Algebra " roman "Second Edition"} above {roman "James Stewart " roman "McMaster Universitiy"} above {roman "Lothar Redlin" roman " Pennsylvania State University"} above {roman "Saleem Watson" roman " California State University, Long Beach"} above {roman "Copyright 1996, ISBN 0 534-33983-2"} above {roman "Brooks/Cole Publishing Company"} above {roman "An International Thomson Publishing Company"} }+} ~} above {left { {1 over 2} over {1 over 2} "↑" sum from 1 to 2 right }} above {left 〈 {1 over 2} over {1 over 2} "|" sum from 1 to 2 right 〉} above {left ⌈ {1 over 2} over {1 over 2} "|" sum from 1 to 2 right ⌉} above {left "" "⇓" left "" {1 over 2} over {1 over 2} "↕" sum from 1 to 2 right "" "⇓" right ""} above {left [ {1 over 2} over {1 over 2} right ]} above {left ( {1 over 2} over {1 over 2} right )} above {left { {1 over 2} over {1 over 2} right }} above {left 〈 {1 over 2} over {1 over 2} right 〉} above {left ⌊ {1 over 2} over {1 over 2} right ⌋} above {left ⌈ {1 over 2} over {1 over 2} right ⌉} above {left "" "↑" {1 over 2} over {1 over 2} "↑" right ""} above {left "" "↓" {1 over 2} over {1 over 2} "↓" right ""} above {left "" "↕" {1 over 2} over {1 over 2} "↕" right ""} above {left "" "⇑" {1 over 2} over {1 over 2} "⇑" right ""} above {left "" "⇓" {1 over 2} over {1 over 2} "⇓" right ""} above {left "" "⇕" {1 over 2} over {1 over 2} "⇕" right ""} above {{1 over 2} over {1 over 2}} above {left \arrowvert {1 over 2} over {1 over 2} right \arrowvert} above {left \Arrowvert {1 over 2} over {1 over 2} right \Arrowvert} above {left \bracevert {1 over 2} over {1 over 2} right \bracevert} above {left | {1 over 2} over {1 over 2} right |} above {left | {1 over 2} over {1 over 2} right |} above {left | {1 over 2} over {1 over 2} right |} above {left "" "∥" {1 over 2} over {1 over 2} "∥" right ""} above {left "" "∥" {1 over 2} over {1 over 2} "∥" right ""} above {left "" "/" {1 over 2} over {1 over 2} "/" right ""} above {left "" "\" {1 over 2} over {1 over 2} "\" right ""} above {left ⎱ {1 over 2} over {1 over 2} right ⎰} above {left \lgroup {1 over 2} over {1 over 2} right \rgroup} above {left ⌞ {1 over 2} over {1 over 2} right ⌟} above {left ⌜ {1 over 2} over {1 over 2} right ⌝} above {A <- from ^ to {n + mu \[u2212] 1} B -> from T to {n +- i \[u2212] 1} C} above {1 over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}}} above {1 over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}}} above {left ( {sin  theta} over M right ⌋} above {left ( {sin  theta} over M right ⌋} above {left ( {sin  theta} over M right ⌋} above {left ( {sin  theta} over M right ⌋} above {left ( {sin  theta} over M right ⌋} above {left ( {sin  theta} over M right ⌋} above {left ( {sin  theta} over M right ⌋} above {left ( {sin  theta} over M right ⌋} above {left ( {sin  theta} over M right ⌋} above {{sin  theta} over M} above {{sin  theta} over M} above {{sin  theta} over M} above {{sin  theta} over M} above {{sin  theta} over M} above {{sin  theta} over M} above {{sin  theta} over M} above {{sin  theta} over M} above {{sin  theta} over M} }+ccol{ {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {x = {1 + y}} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} above {} }+}
+ tests/writers/complex_number.eqn view
@@ -0,0 +1,1 @@+c = {{{a from \[u23df]} from {roman "real"} + {{b roman {i}} from \[u23df]} from {roman "imaginary"}} to \[u23de]} to {roman "complex number"}
+ tests/writers/coprod1.eqn view
@@ -0,0 +1,1 @@+\[u2210] from {i = 0} to inf x sub i
+ tests/writers/coprod2.eqn view
@@ -0,0 +1,1 @@+\[u2210] from {i = 0} to inf x sub i
+ tests/writers/d.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "dagger"} above {roman "dagger"} above {roman "Dagger"} above {roman "Dagger"} above {roman "daleth"} above {roman "darr"} above {roman "dArr"} above {roman "Darr"} above {roman "dash"} above {roman "dashv"} above {roman "Dashv"} above {roman "dbkarow"} above {roman "dblac"} above {roman "dcaron"} above {roman "Dcaron"} above {roman "dcy"} above {roman "Dcy"} above {roman "dd"} above {roman "DD"} above {roman "ddagger"} above {roman "ddarr"} above {roman "DDotrahd"} above {roman "ddotseq"} above {roman "deg"} above {roman "Del"} above {roman "delta"} above {roman "Delta"} above {roman "demptyv"} above {roman "dfisht"} above {roman "dfr"} above {roman "Dfr"} above {roman "dHar"} above {roman "dharl"} above {roman "dharr"} above {roman "DiacriticalAcute"} above {roman "DiacriticalDot"} above {roman "DiacriticalDoubleAcute"} above {roman "DiacriticalGrave"} above {roman "DiacriticalTilde"} above {roman "diam"} above {roman "diamond"} above {roman "Diamond"} above {roman "diamondsuit"} above {roman "diams"} above {roman "die"} above {roman "DifferentialD"} above {roman "digamma"} above {roman "disin"} above {roman "div"} above {roman "divide"} above {roman "divideontimes"} above {roman "divonx"} above {roman "djcy"} above {roman "DJcy"} above {roman "dlcorn"} above {roman "dlcrop"} above {roman "dollar"} above {roman "dopf"} above {roman "Dopf"} above {roman "dot"} above {roman "Dot"} above {roman "DotDot"} above {roman "doteq"} above {roman "doteqdot"} above {roman "DotEqual"} above {roman "dotminus"} above {roman "dotplus"} above {roman "dotsquare"} above {roman "doublebarwedge"} above {roman "DoubleContourIntegral"} above {roman "DoubleDot"} above {roman "DoubleDownArrow"} above {roman "DoubleLeftArrow"} above {roman "DoubleLeftRightArrow"} above {roman "DoubleLeftTee"} above {roman "DoubleLongLeftArrow"} above {roman "DoubleLongLeftRightArrow"} above {roman "DoubleLongRightArrow"} above {roman "DoubleRightArrow"} above {roman "DoubleRightTee"} above {roman "DoubleUpArrow"} above {roman "DoubleUpDownArrow"} above {roman "DoubleVerticalBar"} above {roman "downarrow"} above {roman "Downarrow"} above {roman "DownArrow"} above {roman "DownArrowBar"} above {roman "DownArrowUpArrow"} above {roman "DownBreve"} above {roman "downdownarrows"} above {roman "downharpoonleft"} above {roman "downharpoonright"} above {roman "DownLeftRightVector"} above {roman "DownLeftTeeVector"} above {roman "DownLeftVector"} above {roman "DownLeftVectorBar"} above {roman "DownRightTeeVector"} above {roman "DownRightVector"} above {roman "DownRightVectorBar"} above {roman "DownTee"} above {roman "DownTeeArrow"} above {roman "drbkarow"} above {roman "drcorn"} above {roman "drcrop"} above {roman "dscr"} above {roman "Dscr"} above {roman "dscy"} above {roman "DScy"} above {roman "dsol"} above {roman "dstrok"} above {roman "Dstrok"} above {roman "dtdot"} above {roman "dtri"} above {roman "dtrif"} above {roman "duarr"} above {roman "duhar"} above {roman "dwangle"} above {roman "dzcy"} above {roman "DZcy"} above {roman "dzigrarr"} }+ccol{ \[u2020] above \[u2020] above \[u2021] above \[u2021] above \[u2138] above \[u2193] above \[u21d3] above \[u21a1] above \[u2010] above \[u22a3] above \[u2ae4] above \[u290f] above \[u02dd] above \[u010f] above \[u010e] above \[u0434] above \[u0414] above \[u2146] above \[u2145] above \[u2021] above \[u21ca] above \[u2911] above \[u2a77] above \[u00b0] above grad above delta above DELTA above \[u29b1] above \[u297f] above \[u1d521] above \[u1d507] above \[u2965] above \[u21c3] above \[u21c2] above \[u00b4] above \[u02d9] above \[u02dd] above ` above \[u02dc] above \[u22c4] above \[u22c4] above \[u22c4] above \[u2666] above \[u2666] above \[u00a8] above \[u2146] above \[u03dd] above \[u22f2] above \[u00f7] above \[u00f7] above \[u22c7] above \[u22c7] above \[u0452] above \[u0402] above \[u231e] above \[u230d] above $ above \[u1d555] above \[u1d53b] above \[u02d9] above \[u00a8] above \[u20dc] above \[u2250] above \[u2251] above \[u2250] above \[u2238] above \[u2214] above \[u22a1] above \[u2306] above \[u222f] above \[u00a8] above \[u21d3] above \[u21d0] above \[u21d4] above \[u2ae4] above \[u27f8] above \[u27fa] above \[u27f9] above \[u21d2] above \[u22a8] above \[u21d1] above \[u21d5] above \[u2225] above \[u2193] above \[u21d3] above \[u2193] above \[u2913] above \[u21f5] above \[u0311] above \[u21ca] above \[u21c3] above \[u21c2] above \[u2950] above \[u295e] above \[u21bd] above \[u2956] above \[u295f] above \[u21c1] above \[u2957] above \[u22a4] above \[u21a7] above \[u2910] above \[u231f] above \[u230c] above \[u1d4b9] above \[u1d49f] above \[u0455] above \[u0405] above \[u29f6] above \[u0111] above \[u0110] above \[u22f1] above \[u25bf] above \[u25be] above \[u21f5] above \[u296f] above \[u29a6] above \[u045f] above \[u040f] above \[u27ff] }+}
+ tests/writers/deMorgans_law.eqn view
@@ -0,0 +1,1 @@+\[u00ac] ( p \[u2227] q ) \[u21d4] ( \[u00ac] p ) \[u2228] ( \[u00ac] q ) {inter from {i = 1} to n A sub i} to \[u00af] = union from {i = 1} to n {A sub i} to \[u00af]
+ tests/writers/differentiable_manifold.eqn view
@@ -0,0 +1,3 @@+gamma sub 1 == gamma sub 2 \[u21d4] left { matrix{+lcol{ {gamma sub 1 ( 0 ) = gamma sub 2 ( 0 ) = p , roman " and "} above {{left "" {roman {d}} over {roman {d} t} phi \[u2218] gamma sub 1 ( t ) right |} sub {t = 0} = {left "" {roman {d}} over {roman {d} t} phi \[u2218] gamma sub 2 ( t ) right |} sub {t = 0}} }+} right ""
+ tests/writers/digamma.eqn view
@@ -0,0 +1,1 @@+roman "𝟊𝟋"
+ tests/writers/digit-bold.eqn view
@@ -0,0 +1,1 @@+roman "𝟎𝟏𝟐𝟑𝟒𝟓𝟔𝟕𝟖𝟗"
+ tests/writers/digit-double-struck.eqn view
@@ -0,0 +1,1 @@+roman "𝟘𝟙𝟚𝟛𝟜𝟝𝟞𝟟𝟠𝟡"
+ tests/writers/digit-monospace.eqn view
@@ -0,0 +1,1 @@+roman "𝟶𝟷𝟸𝟹𝟺𝟻𝟼𝟽𝟾𝟿"
+ tests/writers/digit-sans-serif-bold.eqn view
@@ -0,0 +1,1 @@+roman "𝟬𝟭𝟮𝟯𝟰𝟱𝟲𝟳𝟴𝟵"
+ tests/writers/digit-sans-serif.eqn view
@@ -0,0 +1,1 @@+roman "𝟢𝟣𝟤𝟥𝟦𝟧𝟨𝟩𝟪𝟫"
+ tests/writers/divergence.eqn view
@@ -0,0 +1,1 @@+grad \[u22c5] v to \[u20d7] = {partial v sub x} over {partial x} + {partial v sub y} over {partial y} + {partial v sub z} over {partial z}
+ tests/writers/dotless.eqn view
@@ -0,0 +1,1 @@+roman "𝚤𝚥"
+ tests/writers/double-struck.eqn view
@@ -0,0 +1,3 @@+{matrix{+lcol{ {roman "0123456789"} above {roman "ABCDEFGHIJKLMNOPQRSTUVWXYZ"} above {roman "abcdefghijklmnopqrstuvwxyz"} }+}}
+ tests/writers/doubleint1.eqn view
@@ -0,0 +1,1 @@+\[u222c] sub 0 sup 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/doubleint2.eqn view
@@ -0,0 +1,1 @@+\[u222c] sub 0 sup 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/e.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "eacute"} above {roman "Eacute"} above {roman "easter"} above {roman "ecaron"} above {roman "Ecaron"} above {roman "ecir"} above {roman "ecirc"} above {roman "Ecirc"} above {roman "ecolon"} above {roman "ecy"} above {roman "Ecy"} above {roman "eDDot"} above {roman "edot"} above {roman "eDot"} above {roman "Edot"} above {roman "ee"} above {roman "efDot"} above {roman "efr"} above {roman "Efr"} above {roman "eg"} above {roman "egrave"} above {roman "Egrave"} above {roman "egs"} above {roman "egsdot"} above {roman "el"} above {roman "Element"} above {roman "elinters"} above {roman "ell"} above {roman "els"} above {roman "elsdot"} above {roman "emacr"} above {roman "Emacr"} above {roman "empty"} above {roman "emptyset"} above {roman "EmptySmallSquare"} above {roman "emptyv"} above {roman "EmptyVerySmallSquare"} above {roman "emsp"} above {roman "emsp13"} above {roman "emsp14"} above {roman "eng"} above {roman "ENG"} above {roman "ensp"} above {roman "eogon"} above {roman "Eogon"} above {roman "eopf"} above {roman "Eopf"} above {roman "epar"} above {roman "eparsl"} above {roman "eplus"} above {roman "epsi"} above {roman "epsiv"} above {roman "eqcirc"} above {roman "eqcolon"} above {roman "eqsim"} above {roman "eqslantgtr"} above {roman "eqslantless"} above {roman "Equal"} above {roman "equals"} above {roman "EqualTilde"} above {roman "equest"} above {roman "Equilibrium"} above {roman "equiv"} above {roman "equivDD"} above {roman "eqvparsl"} above {roman "erarr"} above {roman "erDot"} above {roman "escr"} above {roman "Escr"} above {roman "esdot"} above {roman "esim"} above {roman "Esim"} above {roman "eta"} above {roman "eth"} above {roman "ETH"} above {roman "euml"} above {roman "Euml"} above {roman "excl"} above {roman "exist"} above {roman "Exists"} above {roman "expectation"} above {roman "exponentiale"} above {roman "ExponentialE"} }+ccol{ \[u00e9] above \[u00c9] above \[u2a6e] above \[u011b] above \[u011a] above \[u2256] above \[u00ea] above \[u00ca] above \[u2255] above \[u044d] above \[u042d] above \[u2a77] above \[u0117] above \[u2251] above \[u0116] above \[u2147] above \[u2252] above \[u1d522] above \[u1d508] above \[u2a9a] above \[u00e8] above \[u00c8] above \[u2a96] above \[u2a98] above \[u2a99] above \[u2208] above \[u23e7] above \[u2113] above \[u2a95] above \[u2a97] above \[u0113] above \[u0112] above \[u2205] above \[u2205] above \[u25fb] above \[u2205] above \[u25ab] above \[u2003] above \[u2004] above \[u2005] above \[u014b] above \[u014a] above \[u2002] above \[u0119] above \[u0118] above \[u1d556] above \[u1d53c] above \[u22d5] above \[u29e3] above \[u2a71] above \[u03b5] above epsilon above \[u2256] above \[u2255] above \[u2242] above \[u2a96] above \[u2a95] above \[u2a75] above = above \[u2242] above \[u225f] above \[u21cc] above == above \[u2a78] above \[u29e5] above \[u2971] above \[u2253] above \[u212f] above \[u2130] above \[u2250] above \[u2242] above \[u2a73] above eta above \[u00f0] above \[u00d0] above \[u00eb] above \[u00cb] above ! above \[u2203] above \[u2203] above \[u2130] above \[u2147] above \[u2147] }+}
+ tests/writers/embStretch1.eqn view
@@ -0,0 +1,1 @@+{left ( 2 over x right )} sup -
+ tests/writers/emptyContent1.eqn view
@@ -0,0 +1,1 @@+ sub ""
+ tests/writers/ensuremath.eqn view
@@ -0,0 +1,1 @@+pi sup 2
+ tests/writers/f.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "fallingdotseq"} above {roman "fcy"} above {roman "Fcy"} above {roman "female"} above {roman "ffilig"} above {roman "fflig"} above {roman "ffllig"} above {roman "ffr"} above {roman "Ffr"} above {roman "filig"} above {roman "FilledSmallSquare"} above {roman "FilledVerySmallSquare"} above {roman "fjlig"} above {roman "flat"} above {roman "fllig"} above {roman "fltns"} above {roman "fnof"} above {roman "fopf"} above {roman "Fopf"} above {roman "forall"} above {roman "ForAll"} above {roman "fork"} above {roman "forkv"} above {roman "Fouriertrf"} above {roman "fpartint"} above {roman "frac12"} above {roman "frac13"} above {roman "frac14"} above {roman "frac15"} above {roman "frac16"} above {roman "frac18"} above {roman "frac23"} above {roman "frac25"} above {roman "frac34"} above {roman "frac35"} above {roman "frac38"} above {roman "frac45"} above {roman "frac56"} above {roman "frac58"} above {roman "frac78"} above {roman "frown"} above {roman "fscr"} above {roman "Fscr"} }+ccol{ \[u2252] above \[u0444] above \[u0424] above \[u2640] above \[ufb03] above \[ufb00] above \[ufb04] above \[u1d523] above \[u1d509] above \[ufb01] above \[u25fc] above \[u25aa] above "fj" above \[u266d] above \[ufb02] above \[u25b1] above \[u0192] above \[u1d557] above \[u1d53d] above \[u2200] above \[u2200] above \[u22d4] above \[u2ad9] above \[u2131] above \[u2a0d] above half above \[u2153] above \[u00bc] above \[u2155] above \[u2159] above \[u215b] above \[u2154] above \[u2156] above \[u00be] above \[u2157] above \[u215c] above \[u2158] above \[u215a] above \[u215d] above \[u215e] above \[u2322] above \[u1d4bb] above \[u2131] }+}
+ tests/writers/fraktur-bold.eqn view
@@ -0,0 +1,3 @@+{matrix{+lcol{ {roman "ABCDEFGHIJKLMNOPQRSTUVWXYZ"} above {roman "abcdefghijklmnopqrstuvwxyz"} }+}}
+ tests/writers/fraktur.eqn view
@@ -0,0 +1,3 @@+{matrix{+lcol{ {roman "ABCDEFGHIJKLMNOPQRSTUVWXYZ"} above {roman "abcdefghijklmnopqrstuvwxyz"} }+}}
+ tests/writers/g.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "gacute"} above {roman "gamma"} above {roman "Gamma"} above {roman "gammad"} above {roman "Gammad"} above {roman "gap"} above {roman "gbreve"} above {roman "Gbreve"} above {roman "Gcedil"} above {roman "gcirc"} above {roman "Gcirc"} above {roman "gcy"} above {roman "Gcy"} above {roman "gdot"} above {roman "Gdot"} above {roman "ge"} above {roman "gE"} above {roman "gel"} above {roman "gEl"} above {roman "geq"} above {roman "geqq"} above {roman "geqslant"} above {roman "ges"} above {roman "gescc"} above {roman "gesdot"} above {roman "gesdoto"} above {roman "gesdotol"} above {roman "gesl"} above {roman "gesles"} above {roman "gfr"} above {roman "Gfr"} above {roman "gg"} above {roman "Gg"} above {roman "ggg"} above {roman "gimel"} above {roman "gjcy"} above {roman "GJcy"} above {roman "gl"} above {roman "gla"} above {roman "glE"} above {roman "glj"} above {roman "gnap"} above {roman "gnapprox"} above {roman "gne"} above {roman "gnE"} above {roman "gneq"} above {roman "gneqq"} above {roman "gnsim"} above {roman "gopf"} above {roman "Gopf"} above {roman "grave"} above {roman "GreaterEqual"} above {roman "GreaterEqualLess"} above {roman "GreaterFullEqual"} above {roman "GreaterGreater"} above {roman "GreaterLess"} above {roman "GreaterSlantEqual"} above {roman "GreaterTilde"} above {roman "gscr"} above {roman "Gscr"} above {roman "gsim"} above {roman "gsime"} above {roman "gsiml"} above {roman "gt"} above {roman "Gt"} above {roman "gtcc"} above {roman "gtcir"} above {roman "gtdot"} above {roman "gtlPar"} above {roman "gtquest"} above {roman "gtrapprox"} above {roman "gtrarr"} above {roman "gtrdot"} above {roman "gtreqless"} above {roman "gtreqqless"} above {roman "gtrless"} above {roman "gtrsim"} above {roman "gvertneqq"} above {roman "gvnE"} }+ccol{ \[u01f5] above gamma above GAMMA above \[u03dd] above \[u03dc] above \[u2a86] above \[u011f] above \[u011e] above \[u0122] above \[u011d] above \[u011c] above \[u0433] above \[u0413] above \[u0121] above \[u0120] above >= above \[u2267] above \[u22db] above \[u2a8c] above >= above \[u2267] above \[u2a7e] above \[u2a7e] above \[u2aa9] above \[u2a80] above \[u2a82] above \[u2a84] above "⋛︀" above \[u2a94] above \[u1d524] above \[u1d50a] above >> above \[u22d9] above \[u22d9] above \[u2137] above \[u0453] above \[u0403] above \[u2277] above \[u2aa5] above \[u2a92] above \[u2aa4] above \[u2a8a] above \[u2a8a] above \[u2a88] above \[u2269] above \[u2a88] above \[u2269] above \[u22e7] above \[u1d558] above \[u1d53e] above ` above >= above \[u22db] above \[u2267] above \[u2aa2] above \[u2277] above \[u2a7e] above \[u2273] above \[u210a] above \[u1d4a2] above \[u2273] above \[u2a8e] above \[u2a90] above > above >> above \[u2aa7] above \[u2a7a] above \[u22d7] above \[u2995] above \[u2a7c] above \[u2a86] above \[u2978] above \[u22d7] above \[u22db] above \[u2a8c] above \[u2277] above \[u2273] above "≩︀" above "≩︀" }+}
+ tests/writers/genBvert1.eqn view
@@ -0,0 +1,1 @@+( H ) H [ H ] \[u230a] H \[u230b] H \[u2308] H \[u2309] H \[u2016] H { H } H \[u27e8] H \[u27e9] H \[u21c0] H \[u22f1] H \[u02d9] H
+ tests/writers/genfrac.eqn view
@@ -0,0 +1,1 @@+left { x / y right }
+ tests/writers/greek-bold-italic.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝜜𝜝𝜞𝜟𝜠𝜡𝜢𝜣𝜤𝜥𝜦𝜧𝜨𝜩𝜪𝜫𝜬𝜭𝜮𝜯𝜰𝜱𝜲𝜳𝜴𝜵"} above {roman "𝜶𝜷𝜸𝜹𝜺𝜻𝜼𝜽𝜾𝜿𝝀𝝁𝝂𝝃𝝄𝝅𝝆𝝇𝝈𝝉𝝊𝝋𝝌𝝍𝝎𝝏𝝐𝝑𝝒𝝓𝝔𝝕"} }+}
+ tests/writers/greek-bold.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝚨𝚩𝚪𝚫𝚬𝚭𝚮𝚯𝚰𝚱𝚲𝚳𝚴𝚵𝚶𝚷𝚸𝚹𝚺𝚻𝚼𝚽𝚾𝚿𝛀𝛁"} above {roman "𝛂𝛃𝛄𝛅𝛆𝛇𝛈𝛉𝛊𝛋𝛌𝛍𝛎𝛏𝛐𝛑𝛒𝛓𝛔𝛕𝛖𝛗𝛘𝛙𝛚𝛛𝛜𝛝𝛞𝛟𝛠𝛡"} }+}
+ tests/writers/greek-italic.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝛢𝛣𝛤𝛥𝛦𝛧𝛨𝛩𝛪𝛫𝛬𝛭𝛮𝛯𝛰𝛱𝛲𝛳𝛴𝛵𝛶𝛷𝛸𝛹𝛺𝛻"} above {roman "𝛼𝛽𝛾𝛿𝜀𝜁𝜂𝜃𝜄𝜅𝜆𝜇𝜈𝜉𝜊𝜋𝜌𝜍𝜎𝜏𝜐𝜑𝜒𝜓𝜔𝜕𝜖𝜗𝜘𝜙𝜚𝜛"} }+}
+ tests/writers/greek-sans-serif-bold-italic.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝞐𝞑𝞒𝞓𝞔𝞕𝞖𝞗𝞘𝞙𝞚𝞛𝞜𝞝𝞞𝞟𝞠𝞡𝞢𝞣𝞤𝞥𝞦𝞧𝞨𝞩"} above {roman "𝞪𝞫𝞬𝞭𝞮𝞯𝞰𝞱𝞲𝞳𝞴𝞵𝞶𝞷𝞸𝞹𝞺𝞻𝞼𝞽𝞾𝞿𝟀𝟁𝟂𝟃𝟄𝟅𝟆𝟇𝟈𝟉"} }+}
+ tests/writers/greek-sans-serif-bold.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝝖𝝗𝝘𝝙𝝚𝝛𝝜𝝝𝝞𝝟𝝠𝝡𝝢𝝣𝝤𝝥𝝦𝝧𝝨𝝩𝝪𝝫𝝬𝝭𝝮𝝯"} above {roman "𝝰𝝱𝝲𝝳𝝴𝝵𝝶𝝷𝝸𝝹𝝺𝝻𝝼𝝽𝝾𝝿𝞀𝞁𝞂𝞃𝞄𝞅𝞆𝞇𝞈𝞉𝞊𝞋𝞌𝞍𝞎𝞏"} }+}
+ tests/writers/h.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "Hacek"} above {roman "hairsp"} above {roman "half"} above {roman "hamilt"} above {roman "hardcy"} above {roman "HARDcy"} above {roman "harr"} above {roman "hArr"} above {roman "harrcir"} above {roman "harrw"} above {roman "Hat"} above {roman "hbar"} above {roman "hcirc"} above {roman "Hcirc"} above {roman "hearts"} above {roman "heartsuit"} above {roman "hellip"} above {roman "hercon"} above {roman "hfr"} above {roman "Hfr"} above {roman "HilbertSpace"} above {roman "hksearow"} above {roman "hkswarow"} above {roman "hoarr"} above {roman "homtht"} above {roman "hookleftarrow"} above {roman "hookrightarrow"} above {roman "hopf"} above {roman "Hopf"} above {roman "horbar"} above {roman "HorizontalLine"} above {roman "hscr"} above {roman "Hscr"} above {roman "hslash"} above {roman "hstrok"} above {roman "Hstrok"} above {roman "HumpDownHump"} above {roman "HumpEqual"} above {roman "hybull"} above {roman "hyphen"} }+ccol{ \[u02c7] above \[u200a] above half above \[u210b] above \[u044a] above \[u042a] above \[u2194] above \[u21d4] above \[u2948] above \[u21ad] above ^ above \[u210f] above \[u0125] above \[u0124] above \[u2665] above \[u2665] above ... above \[u22b9] above \[u1d525] above \[u210c] above \[u210b] above \[u2925] above \[u2926] above \[u21ff] above \[u223b] above \[u21a9] above \[u21aa] above \[u1d559] above \[u210d] above \[u2015] above \[u2500] above \[u1d4bd] above \[u210b] above \[u210f] above \[u0127] above \[u0126] above \[u224e] above \[u224f] above \[u2043] above \[u2010] }+}
+ tests/writers/href1.eqn view
@@ -0,0 +1,1 @@+{\[u2147] sup {\[u2148] pi} + 1} = 0
+ tests/writers/href2.eqn view
@@ -0,0 +1,1 @@+pi + 1
+ tests/writers/href3.eqn view
@@ -0,0 +1,1 @@+x = {\[u2212] b +- sqrt {b sup 2 \[u2212] 4 a c}} over {2 a}
+ tests/writers/i.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "iacute"} above {roman "Iacute"} above {roman "ic"} above {roman "icirc"} above {roman "Icirc"} above {roman "icy"} above {roman "Icy"} above {roman "Idot"} above {roman "iecy"} above {roman "IEcy"} above {roman "iexcl"} above {roman "iff"} above {roman "ifr"} above {roman "Ifr"} above {roman "igrave"} above {roman "Igrave"} above {roman "ii"} above {roman "iiiint"} above {roman "iiint"} above {roman "iinfin"} above {roman "iiota"} above {roman "ijlig"} above {roman "IJlig"} above {roman "Im"} above {roman "imacr"} above {roman "Imacr"} above {roman "image"} above {roman "ImaginaryI"} above {roman "imagline"} above {roman "imagpart"} above {roman "imath"} above {roman "imof"} above {roman "imped"} above {roman "Implies"} above {roman "in"} above {roman "incare"} above {roman "infin"} above {roman "infintie"} above {roman "inodot"} above {roman "int"} above {roman "Int"} above {roman "intcal"} above {roman "integers"} above {roman "Integral"} above {roman "intercal"} above {roman "Intersection"} above {roman "intlarhk"} above {roman "intprod"} above {roman "InvisibleComma"} above {roman "InvisibleTimes"} above {roman "iocy"} above {roman "IOcy"} above {roman "iogon"} above {roman "Iogon"} above {roman "iopf"} above {roman "Iopf"} above {roman "iota"} above {roman "iprod"} above {roman "iquest"} above {roman "iscr"} above {roman "Iscr"} above {roman "isin"} above {roman "isindot"} above {roman "isinE"} above {roman "isins"} above {roman "isinsv"} above {roman "isinv"} above {roman "it"} above {roman "itilde"} above {roman "Itilde"} above {roman "iukcy"} above {roman "Iukcy"} above {roman "iuml"} above {roman "Iuml"} }+ccol{ \[u00ed] above \[u00cd] above  above \[u00ee] above \[u00ce] above \[u0438] above \[u0418] above \[u0130] above \[u0435] above \[u0415] above \[u00a1] above \[u21d4] above \[u1d526] above \[u2111] above \[u00ec] above \[u00cc] above \[u2148] above \[u2a0c] above \[u222d] above \[u29dc] above \[u2129] above \[u0133] above \[u0132] above \[u2111] above \[u012b] above \[u012a] above \[u2111] above \[u2148] above \[u2110] above \[u2111] above \[u0131] above \[u22b7] above \[u01b5] above \[u21d2] above \[u2208] above \[u2105] above inf above \[u29dd] above \[u0131] above int above \[u222c] above \[u22ba] above \[u2124] above int above \[u22ba] above union above \[u2a17] above \[u2a3c] above  above  above \[u0451] above \[u0401] above \[u012f] above \[u012e] above \[u1d55a] above \[u1d540] above iota above \[u2a3c] above \[u00bf] above \[u1d4be] above \[u2110] above \[u2208] above \[u22f5] above \[u22f9] above \[u22f4] above \[u22f3] above \[u2208] above  above \[u0129] above \[u0128] above \[u0456] above \[u0406] above \[u00ef] above \[u00cf] }+}
+ tests/writers/id1.eqn view
@@ -0,0 +1,1 @@+2 + x
+ tests/writers/int1.eqn view
@@ -0,0 +1,1 @@+int f left ( x right ) ^ \[u2146] x
+ tests/writers/int10.eqn view
@@ -0,0 +1,1 @@+int from 0 to 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/int2.eqn view
@@ -0,0 +1,1 @@+int f left ( x over 2 right ) ^ \[u2146] x
+ tests/writers/int3.eqn view
@@ -0,0 +1,1 @@+int sub 0 sup 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/int4.eqn view
@@ -0,0 +1,1 @@+int sub 0 sup 1 f left ( x over 2 right ) ^ \[u2146] x
+ tests/writers/int5.eqn view
@@ -0,0 +1,1 @@+int f left ( x right ) ^ \[u2146] x
+ tests/writers/int6.eqn view
@@ -0,0 +1,1 @@+int f left ( x over 2 right ) ^ \[u2146] x
+ tests/writers/int7.eqn view
@@ -0,0 +1,1 @@+int sub 0 sup 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/int8.eqn view
@@ -0,0 +1,1 @@+int sub 0 sup 1 f left ( x over 2 right ) ^ \[u2146] x
+ tests/writers/int9.eqn view
@@ -0,0 +1,1 @@+int from 0 to 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/intDispStyle.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {} above {roman "stretch=t, large=t"} above {roman "stretch=f, large=t"} above {roman "stretch=t, large=f"} above {roman "stretch=f, large=f"} }+ccol{ {roman "ds=true"} above {left ∫ x over 5 right "" = left ∫ x right ""} above {{int x over 5} = {int x}} above {left ∫ x over 5 right "" = left ∫ A over 5 right "" = left ∫ x right ""} above {{int x over 5} = {int x}} }+ccol{ {roman "ds=false"} above {left ∫ x over 5 right "" = left ∫ x right ""} above {{int x over 5} = {int x}} above {left ∫ x over 5 right "" = left ∫ A over 5 right "" = left ∫ x right ""} above {{int x over 5} = {int x}} }+}
+ tests/writers/intNested3.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "single integral"} above {roman "double integral"} above {roman "double nested integral"} }+ccol{ {{int x} {int M} left ∫ x over o right "" left ∫ A over o right "" left ∫ x over A right "" left ∫ A over M right "" left ∫ . over '' right ""} above {left ∫ left ∫ x right "" right "" left ∫ left ∫ M right "" right "" left ∫ left ∫ x over o right "" right "" left ∫ left ∫ A over o right "" right "" left ∫ left ∫ x over A right "" right "" left ∫ left ∫ A over M right "" right "" left ∫ left ∫ . over '' right "" right ""} above {left ∫ left ∫ x right "" right "" left ∫ left ∫ M right "" right "" left ∫ left ∫ x over o right "" right "" left ∫ left ∫ A over o right "" right "" left ∫ left ∫ x over A right "" right "" left ∫ left ∫ A over M right "" right "" left ∫ left ∫ . over '' right "" right ""} }+}
+ tests/writers/intSize1.eqn view
@@ -0,0 +1,1 @@+{int x} {int M} left ∫ x over o right "" left ∫ A over o right "" left ∫ x over A right "" left ∫ A over M right "" left ∫ . over '' right ""
+ tests/writers/intSize2.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ {} above {roman "small op"} above {roman "large op"} above {roman "small op"} above {roman "large op"} }+ccol{ {} above {int x} above {int x} above {int x over y} above {int x over y} }+ccol{ {roman "symm"} above {int x} above {int x} above {int x over y} above {int x over y} }+ccol{ {roman "stretch"} above {left ∫ x right ""} above {left ∫ x right ""} above {left ∫ x over y right ""} above {left ∫ x over y right ""} }+ccol{ {roman "symm/stretch"} above {left ∫ x right ""} above {left ∫ x right ""} above {left ∫ x over y right ""} above {left ∫ x over y right ""} }+}
+ tests/writers/invChars.eqn view
@@ -0,0 +1,1 @@+ ""     fwd 0
+ tests/writers/j.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "jcirc"} above {roman "Jcirc"} above {roman "jcy"} above {roman "Jcy"} above {roman "jfr"} above {roman "Jfr"} above {roman "jmath"} above {roman "jopf"} above {roman "Jopf"} above {roman "jscr"} above {roman "Jscr"} above {roman "jsercy"} above {roman "Jsercy"} above {roman "jukcy"} above {roman "Jukcy"} }+ccol{ \[u0135] above \[u0134] above \[u0439] above \[u0419] above \[u1d527] above \[u1d50d] above \[u0237] above \[u1d55b] above \[u1d541] above \[u1d4bf] above \[u1d4a5] above \[u0458] above \[u0408] above \[u0454] above \[u0404] }+}
+ tests/writers/k.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "kappa"} above {roman "kappav"} above {roman "kcedil"} above {roman "Kcedil"} above {roman "kcy"} above {roman "Kcy"} above {roman "kfr"} above {roman "Kfr"} above {roman "kgreen"} above {roman "khcy"} above {roman "KHcy"} above {roman "kjcy"} above {roman "KJcy"} above {roman "kopf"} above {roman "Kopf"} above {roman "kscr"} above {roman "Kscr"} }+ccol{ kappa above \[u03f0] above \[u0137] above \[u0136] above \[u043a] above \[u041a] above \[u1d528] above \[u1d50e] above \[u0138] above \[u0445] above \[u0425] above \[u045c] above \[u040c] above \[u1d55c] above \[u1d542] above \[u1d4c0] above \[u1d4a6] }+}
+ tests/writers/l.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "lAarr"} above {roman "lacute"} above {roman "Lacute"} above {roman "laemptyv"} above {roman "lagran"} above {roman "lambda"} above {roman "Lambda"} above {roman "lang"} above {roman "Lang"} above {roman "langd"} above {roman "langle"} above {roman "lap"} above {roman "Laplacetrf"} above {roman "laquo"} above {roman "larr"} above {roman "lArr"} above {roman "Larr"} above {roman "larrb"} above {roman "larrbfs"} above {roman "larrfs"} above {roman "larrhk"} above {roman "larrlp"} above {roman "larrpl"} above {roman "larrsim"} above {roman "larrtl"} above {roman "lat"} above {roman "latail"} above {roman "lAtail"} above {roman "late"} above {roman "lates"} above {roman "lbarr"} above {roman "lBarr"} above {roman "lbbrk"} above {roman "lbrace"} above {roman "lbrack"} above {roman "lbrke"} above {roman "lbrksld"} above {roman "lbrkslu"} above {roman "lcaron"} above {roman "Lcaron"} above {roman "lcedil"} above {roman "Lcedil"} above {roman "lceil"} above {roman "lcub"} above {roman "lcy"} above {roman "Lcy"} above {roman "ldca"} above {roman "ldquo"} above {roman "ldquor"} above {roman "ldrdhar"} above {roman "ldrushar"} above {roman "ldsh"} above {roman "le"} above {roman "lE"} above {roman "LeftAngleBracket"} above {roman "leftarrow"} above {roman "Leftarrow"} above {roman "LeftArrow"} above {roman "LeftArrowBar"} above {roman "LeftArrowRightArrow"} above {roman "leftarrowtail"} above {roman "LeftCeiling"} above {roman "LeftDoubleBracket"} above {roman "LeftDownTeeVector"} above {roman "LeftDownVector"} above {roman "LeftDownVectorBar"} above {roman "LeftFloor"} above {roman "leftharpoondown"} above {roman "leftharpoonup"} above {roman "leftleftarrows"} above {roman "leftrightarrow"} above {roman "Leftrightarrow"} above {roman "LeftRightArrow"} above {roman "leftrightarrows"} above {roman "leftrightharpoons"} above {roman "leftrightsquigarrow"} above {roman "LeftRightVector"} above {roman "LeftTee"} above {roman "LeftTeeArrow"} above {roman "LeftTeeVector"} above {roman "leftthreetimes"} above {roman "LeftTriangle"} above {roman "LeftTriangleBar"} above {roman "LeftTriangleEqual"} above {roman "LeftUpDownVector"} above {roman "LeftUpTeeVector"} above {roman "LeftUpVector"} above {roman "LeftUpVectorBar"} above {roman "LeftVector"} above {roman "LeftVectorBar"} above {roman "leg"} above {roman "lEg"} above {roman "leq"} above {roman "leqq"} above {roman "leqslant"} above {roman "les"} above {roman "lescc"} above {roman "lesdot"} above {roman "lesdoto"} above {roman "lesdotor"} above {roman "lesg"} above {roman "lesges"} above {roman "lessapprox"} above {roman "lessdot"} above {roman "lesseqgtr"} above {roman "lesseqqgtr"} above {roman "LessEqualGreater"} above {roman "LessFullEqual"} above {roman "LessGreater"} above {roman "lessgtr"} above {roman "LessLess"} above {roman "lesssim"} above {roman "LessSlantEqual"} above {roman "LessTilde"} above {roman "lfisht"} above {roman "lfloor"} above {roman "lfr"} above {roman "Lfr"} above {roman "lg"} above {roman "lgE"} above {roman "lHar"} above {roman "lhard"} above {roman "lharu"} above {roman "lharul"} above {roman "lhblk"} above {roman "ljcy"} above {roman "LJcy"} above {roman "ll"} above {roman "Ll"} above {roman "llarr"} above {roman "llcorner"} above {roman "Lleftarrow"} above {roman "llhard"} above {roman "lltri"} above {roman "lmidot"} above {roman "Lmidot"} above {roman "lmoust"} above {roman "lmoustache"} above {roman "lnap"} above {roman "lnapprox"} above {roman "lne"} above {roman "lnE"} above {roman "lneq"} above {roman "lneqq"} above {roman "lnsim"} above {roman "loang"} above {roman "loarr"} above {roman "lobrk"} above {roman "longleftarrow"} above {roman "Longleftarrow"} above {roman "LongLeftArrow"} above {roman "longleftrightarrow"} above {roman "Longleftrightarrow"} above {roman "LongLeftRightArrow"} above {roman "longmapsto"} above {roman "longrightarrow"} above {roman "Longrightarrow"} above {roman "LongRightArrow"} above {roman "looparrowleft"} above {roman "looparrowright"} above {roman "lopar"} above {roman "lopf"} above {roman "Lopf"} above {roman "loplus"} above {roman "lotimes"} above {roman "lowast"} above {roman "lowbar"} above {roman "LowerLeftArrow"} above {roman "LowerRightArrow"} above {roman "loz"} above {roman "lozenge"} above {roman "lozf"} above {roman "lpar"} above {roman "lparlt"} above {roman "lrarr"} above {roman "lrcorner"} above {roman "lrhar"} above {roman "lrhard"} above {roman "lrtri"} above {roman "lscr"} above {roman "Lscr"} above {roman "lsh"} above {roman "Lsh"} above {roman "lsim"} above {roman "lsime"} above {roman "lsimg"} above {roman "lsqb"} above {roman "lsquo"} above {roman "lsquor"} above {roman "lstrok"} above {roman "Lstrok"} above {roman "lt"} above {roman "Lt"} above {roman "ltcc"} above {roman "ltcir"} above {roman "ltdot"} above {roman "lthree"} above {roman "ltimes"} above {roman "ltlarr"} above {roman "ltquest"} above {roman "ltri"} above {roman "ltrie"} above {roman "ltrif"} above {roman "ltrPar"} above {roman "lurdshar"} above {roman "luruhar"} above {roman "lvertneqq"} above {roman "lvnE"} }+ccol{ \[u21da] above \[u013a] above \[u0139] above \[u29b4] above \[u2112] above lambda above LAMBDA above \[u27e8] above \[u27ea] above \[u2991] above \[u27e8] above \[u2a85] above \[u2112] above \[u00ab] above <- above \[u21d0] above \[u219e] above \[u21e4] above \[u291f] above \[u291d] above \[u21a9] above \[u21ab] above \[u2939] above \[u2973] above \[u21a2] above \[u2aab] above \[u2919] above \[u291b] above \[u2aad] above "⪭︀" above \[u290c] above \[u290e] above \[u2772] above { above [ above \[u298b] above \[u298f] above \[u298d] above \[u013e] above \[u013d] above \[u013c] above \[u013b] above \[u2308] above { above \[u043b] above \[u041b] above \[u2936] above \[u201c] above \[u201e] above \[u2967] above \[u294b] above \[u21b2] above <= above \[u2266] above \[u27e8] above <- above \[u21d0] above <- above \[u21e4] above \[u21c6] above \[u21a2] above \[u2308] above \[u27e6] above \[u2961] above \[u21c3] above \[u2959] above \[u230a] above \[u21bd] above \[u21bc] above \[u21c7] above \[u2194] above \[u21d4] above \[u2194] above \[u21c6] above \[u21cb] above \[u21ad] above \[u294e] above \[u22a3] above \[u21a4] above \[u295a] above \[u22cb] above \[u22b2] above \[u29cf] above \[u22b4] above \[u2951] above \[u2960] above \[u21bf] above \[u2958] above \[u21bc] above \[u2952] above \[u22da] above \[u2a8b] above <= above \[u2266] above \[u2a7d] above \[u2a7d] above \[u2aa8] above \[u2a7f] above \[u2a81] above \[u2a83] above "⋚︀" above \[u2a93] above \[u2a85] above \[u22d6] above \[u22da] above \[u2a8b] above \[u22da] above \[u2266] above \[u2276] above \[u2276] above \[u2aa1] above \[u2272] above \[u2a7d] above \[u2272] above \[u297c] above \[u230a] above \[u1d529] above \[u1d50f] above \[u2276] above \[u2a91] above \[u2962] above \[u21bd] above \[u21bc] above \[u296a] above \[u2584] above \[u0459] above \[u0409] above << above \[u22d8] above \[u21c7] above \[u231e] above \[u21da] above \[u296b] above \[u25fa] above \[u0140] above \[u013f] above \[u23b0] above \[u23b0] above \[u2a89] above \[u2a89] above \[u2a87] above \[u2268] above \[u2a87] above \[u2268] above \[u22e6] above \[u27ec] above \[u21fd] above \[u27e6] above \[u27f5] above \[u27f8] above \[u27f5] above \[u27f7] above \[u27fa] above \[u27f7] above \[u27fc] above \[u27f6] above \[u27f9] above \[u27f6] above \[u21ab] above \[u21ac] above \[u2985] above \[u1d55d] above \[u1d543] above \[u2a2d] above \[u2a34] above \[u2217] above _ above \[u2199] above \[u2198] above \[u25ca] above \[u25ca] above \[u29eb] above ( above \[u2993] above \[u21c6] above \[u231f] above \[u21cb] above \[u296d] above \[u22bf] above \[u1d4c1] above \[u2112] above \[u21b0] above \[u21b0] above \[u2272] above \[u2a8d] above \[u2a8f] above [ above \[u2018] above \[u201a] above \[u0142] above \[u0141] above < above << above \[u2aa6] above \[u2a79] above \[u22d6] above \[u22cb] above \[u22c9] above \[u2976] above \[u2a7b] above \[u25c3] above \[u22b4] above \[u25c2] above \[u2996] above \[u294a] above \[u2966] above "≨︀" above "≨︀" }+}
+ tests/writers/labels.eqn view
@@ -0,0 +1,1 @@+2 + 2
+ tests/writers/largeop1.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "displaystyle: false largeop: false"} above {roman "displaystyle: false largeop: true"} above {roman "displaystyle: true largeop: false"} above {roman "displaystyle: true largeop: true"} above {roman "displaystyle: false largeop: default"} above {roman "displaystyle: true largeop: default"} }+ccol{ {\[u22c0] \[u22c1] int sum prod inter union} above {\[u22c0] \[u22c1] int sum prod inter union} above {\[u22c0] \[u22c1] int sum prod inter union} above {\[u22c0] \[u22c1] int sum prod inter union} above {\[u22c0] \[u22c1] int sum prod inter union} above {\[u22c0] \[u22c1] int sum prod inter union} }+}
+ tests/writers/largeop2.eqn view
@@ -0,0 +1,1 @@+\[u22c1] \[u22c1] \[u22c1] \[u22c1] \[u22c1] \[u22c1]
+ tests/writers/largeopPos3.eqn view
@@ -0,0 +1,1 @@+union from {i = 0} to inf {A \[u2229] B}
+ tests/writers/latin-bold-italic.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝑨𝑩𝑪𝑫𝑬𝑭𝑮𝑯𝑰𝑱𝑲𝑳𝑴𝑵𝑶𝑷𝑸𝑹𝑺𝑻𝑼𝑽𝑾𝑿𝒀𝒁"} above {roman "𝒂𝒃𝒄𝒅𝒆𝒇𝒈𝒉𝒊𝒋𝒌𝒍𝒎𝒏𝒐𝒑𝒒𝒓𝒔𝒕𝒖𝒗𝒘𝒙𝒚𝒛"} }+}
+ tests/writers/latin-bold.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝐀𝐁𝐂𝐃𝐄𝐅𝐆𝐇𝐈𝐉𝐊𝐋𝐌𝐍𝐎𝐏𝐐𝐑𝐒𝐓𝐔𝐕𝐖𝐗𝐘𝐙"} above {roman "𝐚𝐛𝐜𝐝𝐞𝐟𝐠𝐡𝐢𝐣𝐤𝐥𝐦𝐧𝐨𝐩𝐪𝐫𝐬𝐭𝐮𝐯𝐰𝐱𝐲𝐳"} }+}
+ tests/writers/latin-italic.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝐴𝐵𝐶𝐷𝐸𝐹𝐺𝐻𝐼𝐽𝐾𝐿𝑀𝑁𝑂𝑃𝑄𝑅𝑆𝑇𝑈𝑉𝑊𝑋𝑌𝑍"} above {roman "𝑎𝑏𝑐𝑑𝑒𝑓𝑔ℎ𝑖𝑗𝑘𝑙𝑚𝑛𝑜𝑝𝑞𝑟𝑠𝑡𝑢𝑣𝑤𝑥𝑦𝑧"} }+}
+ tests/writers/latin-sans-serif-bold-italic.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝘼𝘽𝘾𝘿𝙀𝙁𝙂𝙃𝙄𝙅𝙆𝙇𝙈𝙉𝙊𝙋𝙌𝙍𝙎𝙏𝙐𝙑𝙒𝙓𝙔𝙕"} above {roman "𝙖𝙗𝙘𝙙𝙚𝙛𝙜𝙝𝙞𝙟𝙠𝙡𝙢𝙣𝙤𝙥𝙦𝙧𝙨𝙩𝙪𝙫𝙬𝙭𝙮𝙯"} }+}
+ tests/writers/latin-sans-serif-bold.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝗔𝗕𝗖𝗗𝗘𝗙𝗚𝗛𝗜𝗝𝗞𝗟𝗠𝗡𝗢𝗣𝗤𝗥𝗦𝗧𝗨𝗩𝗪𝗫𝗬𝗭"} above {roman "𝗮𝗯𝗰𝗱𝗲𝗳𝗴𝗵𝗶𝗷𝗸𝗹𝗺𝗻𝗼𝗽𝗾𝗿𝘀𝘁𝘂𝘃𝘄𝘅𝘆𝘇"} }+}
+ tests/writers/latin-sans-serif-italic.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝘈𝘉𝘊𝘋𝘌𝘍𝘎𝘏𝘐𝘑𝘒𝘓𝘔𝘕𝘖𝘗𝘘𝘙𝘚𝘛𝘜𝘝𝘞𝘟𝘠𝘡"} above {roman "𝘢𝘣𝘤𝘥𝘦𝘧𝘨𝘩𝘪𝘫𝘬𝘭𝘮𝘯𝘰𝘱𝘲𝘳𝘴𝘵𝘶𝘷𝘸𝘹𝘺𝘻"} }+}
+ tests/writers/latin-sans-serif.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "𝖠𝖡𝖢𝖣𝖤𝖥𝖦𝖧𝖨𝖩𝖪𝖫𝖬𝖭𝖮𝖯𝖰𝖱𝖲𝖳𝖴𝖵𝖶𝖷𝖸𝖹"} above {roman "𝖺𝖻𝖼𝖽𝖾𝖿𝗀𝗁𝗂𝗃𝗄𝗅𝗆𝗇𝗈𝗉𝗊𝗋𝗌𝗍𝗎𝗏𝗐𝗑𝗒𝗓"} }+}
+ tests/writers/m.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "macr"} above {roman "male"} above {roman "malt"} above {roman "maltese"} above {roman "map"} above {roman "Map"} above {roman "mapsto"} above {roman "mapstodown"} above {roman "mapstoleft"} above {roman "mapstoup"} above {roman "marker"} above {roman "mcomma"} above {roman "mcy"} above {roman "Mcy"} above {roman "mdash"} above {roman "mDDot"} above {roman "measuredangle"} above {roman "MediumSpace"} above {roman "Mellintrf"} above {roman "mfr"} above {roman "Mfr"} above {roman "mho"} above {roman "micro"} above {roman "mid"} above {roman "midast"} above {roman "midcir"} above {roman "middot"} above {roman "minus"} above {roman "minusb"} above {roman "minusd"} above {roman "minusdu"} above {roman "MinusPlus"} above {roman "mlcp"} above {roman "mldr"} above {roman "mnplus"} above {roman "models"} above {roman "mopf"} above {roman "Mopf"} above {roman "mp"} above {roman "mscr"} above {roman "Mscr"} above {roman "mstpos"} above {roman "mu"} above {roman "multimap"} above {roman "mumap"} }+ccol{ \[u00af] above \[u2642] above \[u2720] above \[u2720] above \[u21a6] above \[u2905] above \[u21a6] above \[u21a7] above \[u21a4] above \[u21a5] above \[u25ae] above \[u2a29] above \[u043c] above \[u041c] above \[u2014] above \[u223a] above \[u2221] above \[u205f] above \[u2133] above \[u1d52a] above \[u1d510] above \[u2127] above \[u00b5] above \[u2223] above * above \[u2af0] above cdot above \[u2212] above \[u229f] above \[u2238] above \[u2a2a] above \[u2213] above \[u2adb] above ... above \[u2213] above \[u22a7] above \[u1d55e] above \[u1d544] above \[u2213] above \[u1d4c2] above \[u2133] above \[u223e] above mu above \[u22b8] above \[u22b8] }+}
+ tests/writers/m10.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "Consider the equation " {x sup 0 + 0 = alpha} roman "."} above {roman "Consider the equation " {x sup 1 + 1 = beta} roman "."} above {roman "Consider the equation " {x sup 2 + 2 = gamma} roman "."} above {roman "Consider the equation " {x sup 3 + 3 = delta} roman "."} above {roman "Consider the equation " {x sup 4 + 4 = alpha} roman "."} above {roman "Consider the equation " {x sup 5 + 5 = beta} roman "."} above {roman "Consider the equation " {x sup 6 + 6 = gamma} roman "."} above {roman "Consider the equation " {x sup 7 + 7 = delta} roman "."} above {roman "Consider the equation " {x sup 8 + 8 = alpha} roman "."} above {roman "Consider the equation " {x sup 9 + 9 = beta} roman "."} }+}
+ tests/writers/m100.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "Consider the equation " {x sup 0 + 0 = alpha} roman "."} above {roman "Consider the equation " {x sup 1 + 1 = beta} roman "."} above {roman "Consider the equation " {x sup 2 + 2 = gamma} roman "."} above {roman "Consider the equation " {x sup 3 + 3 = delta} roman "."} above {roman "Consider the equation " {x sup 4 + 4 = alpha} roman "."} above {roman "Consider the equation " {x sup 5 + 5 = beta} roman "."} above {roman "Consider the equation " {x sup 6 + 6 = gamma} roman "."} above {roman "Consider the equation " {x sup 7 + 7 = delta} roman "."} above {roman "Consider the equation " {x sup 8 + 8 = alpha} roman "."} above {roman "Consider the equation " {x sup 9 + 9 = beta} roman "."} above {roman "Consider the equation " {x sup 10 + 10 = gamma} roman "."} above {roman "Consider the equation " {x sup 11 + 11 = delta} roman "."} above {roman "Consider the equation " {x sup 12 + 12 = alpha} roman "."} above {roman "Consider the equation " {x sup 13 + 13 = beta} roman "."} above {roman "Consider the equation " {x sup 14 + 14 = gamma} roman "."} above {roman "Consider the equation " {x sup 15 + 15 = delta} roman "."} above {roman "Consider the equation " {x sup 16 + 16 = alpha} roman "."} above {roman "Consider the equation " {x sup 17 + 17 = beta} roman "."} above {roman "Consider the equation " {x sup 18 + 18 = gamma} roman "."} above {roman "Consider the equation " {x sup 19 + 19 = delta} roman "."} above {roman "Consider the equation " {x sup 20 + 20 = alpha} roman "."} above {roman "Consider the equation " {x sup 21 + 21 = beta} roman "."} above {roman "Consider the equation " {x sup 22 + 22 = gamma} roman "."} above {roman "Consider the equation " {x sup 23 + 23 = delta} roman "."} above {roman "Consider the equation " {x sup 24 + 24 = alpha} roman "."} above {roman "Consider the equation " {x sup 25 + 25 = beta} roman "."} above {roman "Consider the equation " {x sup 26 + 26 = gamma} roman "."} above {roman "Consider the equation " {x sup 27 + 27 = delta} roman "."} above {roman "Consider the equation " {x sup 28 + 28 = alpha} roman "."} above {roman "Consider the equation " {x sup 29 + 29 = beta} roman "."} above {roman "Consider the equation " {x sup 30 + 30 = gamma} roman "."} above {roman "Consider the equation " {x sup 31 + 31 = delta} roman "."} above {roman "Consider the equation " {x sup 32 + 32 = alpha} roman "."} above {roman "Consider the equation " {x sup 33 + 33 = beta} roman "."} above {roman "Consider the equation " {x sup 34 + 34 = gamma} roman "."} above {roman "Consider the equation " {x sup 35 + 35 = delta} roman "."} above {roman "Consider the equation " {x sup 36 + 36 = alpha} roman "."} above {roman "Consider the equation " {x sup 37 + 37 = beta} roman "."} above {roman "Consider the equation " {x sup 38 + 38 = gamma} roman "."} above {roman "Consider the equation " {x sup 39 + 39 = delta} roman "."} above {roman "Consider the equation " {x sup 40 + 40 = alpha} roman "."} above {roman "Consider the equation " {x sup 41 + 41 = beta} roman "."} above {roman "Consider the equation " {x sup 42 + 42 = gamma} roman "."} above {roman "Consider the equation " {x sup 43 + 43 = delta} roman "."} above {roman "Consider the equation " {x sup 44 + 44 = alpha} roman "."} above {roman "Consider the equation " {x sup 45 + 45 = beta} roman "."} above {roman "Consider the equation " {x sup 46 + 46 = gamma} roman "."} above {roman "Consider the equation " {x sup 47 + 47 = delta} roman "."} above {roman "Consider the equation " {x sup 48 + 48 = alpha} roman "."} above {roman "Consider the equation " {x sup 49 + 49 = beta} roman "."} above {roman "Consider the equation " {x sup 50 + 50 = gamma} roman "."} above {roman "Consider the equation " {x sup 51 + 51 = delta} roman "."} above {roman "Consider the equation " {x sup 52 + 52 = alpha} roman "."} above {roman "Consider the equation " {x sup 53 + 53 = beta} roman "."} above {roman "Consider the equation " {x sup 54 + 54 = gamma} 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+ tests/writers/m1000.eqn view
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the equation " {x sup 578 + 578 = gamma} roman "."} above {roman "Consider the equation " {x sup 588 + 588 = alpha} roman "."} above {roman "Consider the equation " {x sup 598 + 598 = gamma} roman "."} above {roman "Consider the equation " {x sup 608 + 608 = alpha} roman "."} above {roman "Consider the equation " {x sup 618 + 618 = gamma} roman "."} above {roman "Consider the equation " {x sup 628 + 628 = alpha} roman "."} above {roman "Consider the equation " {x sup 638 + 638 = gamma} roman "."} above {roman "Consider the equation " {x sup 648 + 648 = alpha} roman "."} above {roman "Consider the equation " {x sup 658 + 658 = gamma} roman "."} above {roman "Consider the equation " {x sup 668 + 668 = alpha} roman "."} above {roman "Consider the equation " {x sup 678 + 678 = gamma} roman "."} above {roman "Consider the equation " {x sup 688 + 688 = alpha} roman "."} above {roman "Consider the equation " {x sup 698 + 698 = gamma} roman "."} above {roman "Consider the equation " {x sup 708 + 708 = alpha} roman "."} above {roman "Consider the equation " {x sup 718 + 718 = gamma} roman "."} above {roman "Consider the equation " {x sup 728 + 728 = alpha} roman "."} above {roman "Consider the equation " {x sup 738 + 738 = gamma} roman "."} above {roman "Consider the equation " {x sup 748 + 748 = alpha} roman "."} above {roman "Consider the equation " {x sup 758 + 758 = gamma} roman "."} above {roman "Consider the equation " {x sup 768 + 768 = alpha} roman "."} above {roman "Consider the equation " {x sup 778 + 778 = gamma} roman "."} above {roman "Consider the equation " {x sup 788 + 788 = alpha} roman "."} above {roman "Consider the equation " {x sup 798 + 798 = gamma} roman "."} above {roman "Consider the equation " {x sup 808 + 808 = alpha} roman "."} above {roman "Consider the equation " {x sup 818 + 818 = gamma} roman "."} above {roman "Consider the equation " {x sup 828 + 828 = alpha} roman "."} above {roman "Consider the equation " {x sup 838 + 838 = gamma} roman "."} above {roman "Consider the equation " {x sup 848 + 848 = alpha} roman "."} above {roman "Consider the equation " {x sup 858 + 858 = gamma} roman "."} above {roman "Consider the equation " {x sup 868 + 868 = alpha} roman "."} above {roman "Consider the equation " {x sup 878 + 878 = gamma} roman "."} above {roman "Consider the equation " {x sup 888 + 888 = alpha} roman "."} above {roman "Consider the equation " {x sup 898 + 898 = gamma} roman "."} above {roman "Consider the equation " {x sup 908 + 908 = alpha} roman "."} above {roman "Consider the equation " {x sup 918 + 918 = gamma} roman "."} above {roman "Consider the equation " {x sup 928 + 928 = alpha} roman "."} above {roman "Consider the equation " {x sup 938 + 938 = gamma} roman "."} above {roman "Consider the equation " {x sup 948 + 948 = alpha} roman "."} above {roman "Consider the equation " {x sup 958 + 958 = gamma} roman "."} above {roman "Consider the equation " {x sup 968 + 968 = alpha} roman "."} above {roman "Consider the equation " {x sup 978 + 978 = gamma} roman "."} above {roman "Consider the equation " {x sup 988 + 988 = alpha} roman "."} above {roman "Consider the equation " {x sup 998 + 998 = gamma} roman "."} }+lcol{ {roman "Consider the equation " {x sup 9 + 9 = beta} roman "."} above {roman "Consider the equation " {x sup 19 + 19 = delta} roman "."} above {roman "Consider the equation " {x sup 29 + 29 = beta} roman "."} above {roman "Consider the equation " {x sup 39 + 39 = delta} roman "."} above {roman "Consider the equation " {x sup 49 + 49 = beta} roman "."} above {roman "Consider the equation " {x sup 59 + 59 = delta} roman "."} above {roman "Consider the equation " {x sup 69 + 69 = beta} roman "."} above {roman "Consider the equation " {x sup 79 + 79 = delta} roman "."} above {roman "Consider the equation " {x sup 89 + 89 = beta} roman "."} above {roman "Consider the equation " {x sup 99 + 99 = delta} roman "."} above {roman "Consider the equation " {x sup 109 + 109 = beta} roman "."} above {roman "Consider the equation " {x sup 119 + 119 = delta} roman "."} above {roman "Consider the equation " {x sup 129 + 129 = beta} roman "."} above {roman "Consider the equation " {x sup 139 + 139 = delta} roman "."} above {roman "Consider the equation " {x sup 149 + 149 = beta} roman "."} above {roman "Consider the equation " {x sup 159 + 159 = delta} roman "."} above {roman "Consider the equation " {x sup 169 + 169 = beta} roman "."} above {roman "Consider the equation " {x sup 179 + 179 = delta} roman "."} above {roman "Consider the equation " {x sup 189 + 189 = beta} roman "."} above {roman "Consider the equation " {x sup 199 + 199 = delta} roman "."} above {roman "Consider the equation " {x sup 209 + 209 = beta} roman "."} above {roman "Consider the equation " {x sup 219 + 219 = delta} roman "."} above {roman "Consider the equation " {x sup 229 + 229 = beta} roman "."} above {roman "Consider the equation " {x sup 239 + 239 = delta} roman "."} above {roman "Consider the equation " {x sup 249 + 249 = beta} roman "."} above {roman "Consider the equation " {x sup 259 + 259 = delta} roman "."} above {roman "Consider the equation " {x sup 269 + 269 = beta} roman "."} above {roman "Consider the equation " {x sup 279 + 279 = delta} roman "."} above {roman "Consider the equation " {x sup 289 + 289 = beta} roman "."} above {roman "Consider the equation " {x sup 299 + 299 = delta} roman "."} above {roman "Consider the equation " {x sup 309 + 309 = beta} roman "."} above {roman "Consider the equation " {x sup 319 + 319 = delta} roman "."} above {roman "Consider the equation " {x sup 329 + 329 = beta} roman "."} above {roman "Consider the equation " {x sup 339 + 339 = delta} roman "."} above {roman "Consider the equation " {x sup 349 + 349 = beta} roman "."} above {roman "Consider the equation " {x sup 359 + 359 = delta} roman "."} above {roman "Consider the equation " {x sup 369 + 369 = beta} roman "."} above {roman "Consider the equation " {x sup 379 + 379 = delta} roman "."} above {roman "Consider the equation " {x sup 389 + 389 = beta} roman "."} above {roman "Consider the equation " {x sup 399 + 399 = delta} roman "."} above {roman "Consider the equation " {x sup 409 + 409 = beta} roman "."} above {roman "Consider the equation " {x sup 419 + 419 = delta} roman "."} above {roman "Consider the equation " {x sup 429 + 429 = beta} roman "."} above {roman "Consider the equation " {x sup 439 + 439 = delta} roman "."} above {roman "Consider the equation " {x sup 449 + 449 = beta} roman "."} above {roman "Consider the equation " {x sup 459 + 459 = delta} roman "."} above {roman "Consider the equation " {x sup 469 + 469 = beta} roman "."} above {roman "Consider the equation " {x sup 479 + 479 = delta} roman "."} above {roman "Consider the equation " {x sup 489 + 489 = beta} roman "."} above {roman "Consider the equation " {x sup 499 + 499 = delta} roman "."} above {roman "Consider the equation " {x sup 509 + 509 = beta} roman "."} above {roman "Consider the equation " {x sup 519 + 519 = delta} roman "."} above {roman "Consider the equation " {x sup 529 + 529 = beta} roman "."} above {roman "Consider the equation " {x sup 539 + 539 = delta} roman "."} above {roman "Consider the equation " {x sup 549 + 549 = beta} roman "."} above {roman "Consider the equation " {x sup 559 + 559 = delta} roman "."} above {roman "Consider the equation " {x sup 569 + 569 = beta} roman "."} above {roman "Consider the equation " {x sup 579 + 579 = delta} roman "."} above {roman "Consider the equation " {x sup 589 + 589 = beta} roman "."} above {roman "Consider the equation " {x sup 599 + 599 = delta} roman "."} above {roman "Consider the equation " {x sup 609 + 609 = beta} roman "."} above {roman "Consider the equation " {x sup 619 + 619 = delta} roman "."} above {roman "Consider the equation " {x sup 629 + 629 = beta} roman "."} above {roman "Consider the equation " {x sup 639 + 639 = delta} roman "."} above {roman "Consider the equation " {x sup 649 + 649 = beta} roman "."} above {roman "Consider the equation " {x sup 659 + 659 = delta} roman "."} above {roman "Consider the equation " {x sup 669 + 669 = beta} roman "."} above {roman "Consider the equation " {x sup 679 + 679 = delta} roman "."} above {roman "Consider the equation " {x sup 689 + 689 = beta} roman "."} above {roman "Consider the equation " {x sup 699 + 699 = delta} roman "."} above {roman "Consider the equation " {x sup 709 + 709 = beta} roman "."} above {roman "Consider the equation " {x sup 719 + 719 = delta} roman "."} above {roman "Consider the equation " {x sup 729 + 729 = beta} roman "."} above {roman "Consider the equation " {x sup 739 + 739 = delta} roman "."} above {roman "Consider the equation " {x sup 749 + 749 = beta} roman "."} above {roman "Consider the equation " {x sup 759 + 759 = delta} roman "."} above {roman "Consider the equation " {x sup 769 + 769 = beta} roman "."} above {roman "Consider the equation " {x sup 779 + 779 = delta} roman "."} above {roman "Consider the equation " {x sup 789 + 789 = beta} roman "."} above {roman "Consider the equation " {x sup 799 + 799 = delta} roman "."} above {roman "Consider the equation " {x sup 809 + 809 = beta} roman "."} above {roman "Consider the equation " {x sup 819 + 819 = delta} roman "."} above {roman "Consider the equation " {x sup 829 + 829 = beta} roman "."} above {roman "Consider the equation " {x sup 839 + 839 = delta} roman "."} above {roman "Consider the equation " {x sup 849 + 849 = beta} roman "."} above {roman "Consider the equation " {x sup 859 + 859 = delta} roman "."} above {roman "Consider the equation " {x sup 869 + 869 = beta} roman "."} above {roman "Consider the equation " {x sup 879 + 879 = delta} roman "."} above {roman "Consider the equation " {x sup 889 + 889 = beta} roman "."} above {roman "Consider the equation " {x sup 899 + 899 = delta} roman "."} above {roman "Consider the equation " {x sup 909 + 909 = beta} roman "."} above {roman "Consider the equation " {x sup 919 + 919 = delta} roman "."} above {roman "Consider the equation " {x sup 929 + 929 = beta} roman "."} above {roman "Consider the equation " {x sup 939 + 939 = delta} roman "."} above {roman "Consider the equation " {x sup 949 + 949 = beta} roman "."} above {roman "Consider the equation " {x sup 959 + 959 = delta} roman "."} above {roman "Consider the equation " {x sup 969 + 969 = beta} roman "."} above {roman "Consider the equation " {x sup 979 + 979 = delta} roman "."} above {roman "Consider the equation " {x sup 989 + 989 = beta} roman "."} above {roman "Consider the equation " {x sup 999 + 999 = delta} roman "."} }+}
+ tests/writers/macros.eqn view
@@ -0,0 +1,4 @@+2 5 {y + 3} {x + 3} {x + alpha} matrix{+ccol{ 2 above 4 }+ccol{ 3 above 5 }+}
+ tests/writers/maction-01.eqn view
@@ -0,0 +1,1 @@+roman "Place mouse pointer over this box"
+ tests/writers/maction-02.eqn view
@@ -0,0 +1,3 @@+left ( matrix{+ccol{ n above k }+} right )
+ tests/writers/maction-03.eqn view
@@ -0,0 +1,4 @@+{left ( matrix{+ccol{ 0 above 2 }+ccol{ 1 above 3 }+} right )} sup T
+ tests/writers/maction-04.eqn view
@@ -0,0 +1,1 @@+a over b
+ tests/writers/maction-05.eqn view
@@ -0,0 +1,1 @@+x sup 2 \[u2212] 1 = 0
+ tests/writers/maction-06.eqn view
@@ -0,0 +1,1 @@+100 roman "m" / roman "s"
+ tests/writers/maction-07.eqn view
@@ -0,0 +1,1 @@+43867 over 798
+ tests/writers/maction-08.eqn view
@@ -0,0 +1,4 @@+left ( matrix{+ccol{ {12 x} above 0 }+ccol{ 0 above 117 }+} right )
+ tests/writers/mactionBhigh1.eqn view
@@ -0,0 +1,1 @@+x over 2 + 2
+ tests/writers/mactionBstatus1.eqn view
@@ -0,0 +1,1 @@+2 + x
+ tests/writers/mactionBtoggle1.eqn view
@@ -0,0 +1,1 @@+x over 2 + 2
+ tests/writers/mactionBtooltip1.eqn view
@@ -0,0 +1,1 @@+y over x
+ tests/writers/maligngroup1.eqn view
@@ -0,0 +1,3 @@+matrix{+ccol{ {{{8.44  x} + {55  y}} = 0} above {{{3.1  x} - {0.7  y}} = {- 1.1}} }+}
+ tests/writers/math-in-text.eqn view
@@ -0,0 +1,1 @@+X sup 2 = y {roman " under " H sub 0 roman " except when " {x {bold " is less than " z bold "."}}}
+ tests/writers/math1.eqn view
@@ -0,0 +1,1 @@+x
+ tests/writers/math3.eqn view
@@ -0,0 +1,1 @@+2 x
+ tests/writers/mathAdisplay1.eqn view
@@ -0,0 +1,1 @@+x over y
+ tests/writers/mathAdisplay2.eqn view
@@ -0,0 +1,1 @@+x over y
+ tests/writers/mathAmacros1.eqn view
@@ -0,0 +1,1 @@+x over y
+ tests/writers/mathAmode1.eqn view
@@ -0,0 +1,1 @@+x over y
+ tests/writers/mathBevelledFrac.eqn view
@@ -0,0 +1,1 @@+x over y x over y
+ tests/writers/mathDir.eqn view
@@ -0,0 +1,1 @@+x + y
+ tests/writers/mathTable1.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {xxx over y} above {x over y} above {x over y} }+ccol{ bbbb above y above 2 }+ccol{ c above z above 333333 }+}
+ tests/writers/merror-01.eqn view
+ tests/writers/merror1.eqn view
+ tests/writers/merrorB3.eqn view
+ tests/writers/mfenced-01.eqn view
@@ -0,0 +1,5 @@+left [ matrix{+ccol{ A above D above G }+ccol{ B above E above H }+ccol{ C above F above I }+} right ]
+ tests/writers/mfenced-02.eqn view
@@ -0,0 +1,5 @@+left { matrix{+ccol{ A above D above G }+ccol{ B above E above H }+ccol{ C above F above I }+} right }
+ tests/writers/mfenced-03.eqn view
@@ -0,0 +1,5 @@+left ( matrix{+ccol{ A above D above G }+ccol{ B above E above H }+ccol{ C above F above I }+} right )
+ tests/writers/mfenced-04.eqn view
@@ -0,0 +1,5 @@+left ⌈ matrix{+ccol{ U above V }+} right ⌋ = left ⌊ matrix{+ccol{ U above V }+} right ⌉
+ tests/writers/mfenced-05.eqn view
@@ -0,0 +1,5 @@+left { matrix{+ccol{ U above V }+} right | = left | matrix{+ccol{ U above V }+} right }
+ tests/writers/mfenced-06.eqn view
@@ -0,0 +1,5 @@+left [ matrix{+ccol{ U above V }+} right | = left | matrix{+ccol{ U above V }+} right ]
+ tests/writers/mfenced-07.eqn view
@@ -0,0 +1,5 @@+left ( matrix{+ccol{ U above V }+} right ) = left ( matrix{+ccol{ U above V }+} right )
+ tests/writers/mfenced-08.eqn view
@@ -0,0 +1,5 @@+left | matrix{+ccol{ U above V }+} right | = left ‖ matrix{+ccol{ U above V }+} right ‖
+ tests/writers/mfenced1.eqn view
@@ -0,0 +1,1 @@+left ( {} right )
+ tests/writers/mfenced2.eqn view
@@ -0,0 +1,1 @@+left ( x right )
+ tests/writers/mfenced3.eqn view
@@ -0,0 +1,1 @@+left ( {x , y} right )
+ tests/writers/mfenced4.eqn view
@@ -0,0 +1,1 @@+left ( {a + b} right )
+ tests/writers/mfenced5.eqn view
@@ -0,0 +1,1 @@+left [ {0 , 1} right )
+ tests/writers/mfencedAdelims6.eqn view
@@ -0,0 +1,1 @@+left [ {a + b} right ) left { a over b "|" d over e ; a + b + a + b right }
+ tests/writers/mfencedAempty.eqn view
@@ -0,0 +1,1 @@+{x y} ""
+ tests/writers/mfencedBfences7.eqn view
@@ -0,0 +1,1 @@+left ( {a + b} right ) + left ( 1 over 2 right )
+ tests/writers/mfencedBseparators8.eqn view
@@ -0,0 +1,1 @@+left ( {a sub 1 , a sub 2 , a sub 3} right )
+ tests/writers/mfencedSfonts9.eqn view
@@ -0,0 +1,1 @@+left ( {a + b} right ) = left ( alpha over beta right ) = left [ {a + b} right )
+ tests/writers/mfrac-01.eqn view
@@ -0,0 +1,1 @@+1 over 8 = 1 over {8 from {hphantom 0}}
+ tests/writers/mfrac-02.eqn view
@@ -0,0 +1,1 @@+1 over {2 pi} = {1 to {hphantom 0}} over {2 pi}
+ tests/writers/mfrac-03.eqn view
@@ -0,0 +1,1 @@+A over {B + C over {D + E over F}} = {A to {hphantom 0}} over {B + C over {D + E over {F from {hphantom 0}}}}
+ tests/writers/mfrac-04.eqn view
@@ -0,0 +1,1 @@+854513 over 138 = 854513 over 138
+ tests/writers/mfrac-05.eqn view
@@ -0,0 +1,1 @@+1 over 42 = 1 over 42
+ tests/writers/mfrac-06.eqn view
@@ -0,0 +1,1 @@+{a over b} over {c over d} = {a over b} over {c over d}
+ tests/writers/mfrac-07.eqn view
@@ -0,0 +1,1 @@+{{a to {hphantom {roman "!"}}} over b} over {c over d} = {a over b} over {c over {d from {hphantom {roman "!"}}}}
+ tests/writers/mfrac-08.eqn view
@@ -0,0 +1,1 @@+{hphantom a 12 hphantom a} over 13 = 12 over {hphantom a 13 hphantom a}
+ tests/writers/mfrac-09.eqn view
@@ -0,0 +1,1 @@+9 over 14 = 9 over 14 {hphantom {{hphantom 1} over {hphantom 2}}} over {hphantom {{hphantom 1} over {hphantom 2}}}
+ tests/writers/mfrac-10.eqn view
@@ -0,0 +1,1 @@+4 over {2 + 3 over {1 + 1 over 2}} = {1 + 9 over {2 + 1 over 4}} over 5
+ tests/writers/mfrac-11.eqn view
@@ -0,0 +1,1 @@+A over {B + C over {D + E over F}} = {hphantom 1 fwd 0 A} over {B + C over {D + E over {F fwd 0 hphantom 1}}}
+ tests/writers/mfrac-12.eqn view
@@ -0,0 +1,1 @@+1 over 2 = {hphantom 1 fwd 0 1} over {2 fwd 0 hphantom 1}
+ tests/writers/mfrac1.eqn view
@@ -0,0 +1,1 @@+1 over 2
+ tests/writers/mfrac2.eqn view
@@ -0,0 +1,1 @@+\[u2146] over {\[u2146] x}
+ tests/writers/mfrac3.eqn view
@@ -0,0 +1,1 @@+{a over b} over {c over d}
+ tests/writers/mfrac4.eqn view
@@ -0,0 +1,1 @@+{1 + sqrt 5} over 2
+ tests/writers/mfrac5.eqn view
@@ -0,0 +1,1 @@+{1 + sqrt 5} over 2
+ tests/writers/mfrac6.eqn view
@@ -0,0 +1,1 @@+{x + y + z} over {x hphantom {+ y} + z}
+ tests/writers/mfrac7.eqn view
@@ -0,0 +1,1 @@+{x + y + z} over {x hphantom + hphantom y + z}
+ tests/writers/mfracAbevelled16.eqn view
@@ -0,0 +1,1 @@+a over 2
+ tests/writers/mfracAcss8.eqn view
@@ -0,0 +1,1 @@+1 over {y + 3} 1 over {y + 3}
+ tests/writers/mfracAkeyword9.eqn view
@@ -0,0 +1,1 @@+1 over {y + 3} 1 over {y + 3} 1 over {y + 3}
+ tests/writers/mfracAmultiplier10.eqn view
@@ -0,0 +1,1 @@+1 over {y + 3} 1 over {y + 3} 1 over {y + 3} 1 over {y + 3}
+ tests/writers/mfracBalign16.eqn view
@@ -0,0 +1,3 @@+matrix{+ccol{ {x - a over b x} above {x - 1 over b x} above {x - 1 over 2 x} above {x - {1 sup 2} over z x} above {x - z over {1 sup 2} x} }+}
+ tests/writers/mfracBheight17.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "taller num"} above {roman "taller denom"} }+ccol{ {x sup 2 + {h over x} sup 2 + {left ( h over x right )} sup 2} above {x sup 2 + {x over y} sup 2 + {left ( x over y right )} sup 2} }+}
+ tests/writers/mfracBhoriz11.eqn view
@@ -0,0 +1,1 @@+1 over a - 1 over {a + a + a + a} - 1 over {a + a + a + a + a + a + a + a + a + a}
+ tests/writers/mfracBvert12.eqn view
@@ -0,0 +1,1 @@+x - 1 over 3 - x over 3 - 3 over x - a over x - y over x - {y sub 2} over x - {x sub 2} over x - y over {x sup 2} - y over {H sup 2}
+ tests/writers/mfracSfonts13.eqn view
@@ -0,0 +1,1 @@+1 over {y + 3} 1 over {y + 3} 1 over {y + 3}
+ tests/writers/mfracSinheritance14.eqn view
@@ -0,0 +1,1 @@+{1 over {y + 3}} over {y + 3} 1 over {y + 3} {1 over {y + 3}} over {y + 3}
+ tests/writers/mfracSscriptlevel15.eqn view
@@ -0,0 +1,1 @@+1 over 2 + 1 over 2 + 1 over {1 + x over 3} + 1 over {1 + x over 3} + 1 over {1 + x over 3}
+ tests/writers/mfracZcomp-01.eqn view
@@ -0,0 +1,1 @@+roman "Inline, auto, normal line " {sin  theta} over pi roman ", numerator and denominator should render script size."
+ tests/writers/mfracZcomp-02.eqn view
@@ -0,0 +1,1 @@+roman "Inline, display style, normal line " {ln  x} over y roman ", numerator and denominator should render normal size."
+ tests/writers/mfracZcomp-03.eqn view
@@ -0,0 +1,1 @@+roman "Inline, text style, normal line " {tan  theta} over 67 roman ", numerator and denominator should render script size."
+ tests/writers/mfracZcomp-04.eqn view
@@ -0,0 +1,1 @@+roman "Inline, auto, thick line " {x sup 2 + 1} over x roman ", the superscripted 2 should be script-script size."
+ tests/writers/mfracZcomp-05.eqn view
@@ -0,0 +1,1 @@+roman "Inline, display style, thick line " {x - 1} over {{0.98 times 10 sup 2} + y} roman ", the superscripted 2 should be script size."
+ tests/writers/mfracZcomp-06.eqn view
@@ -0,0 +1,1 @@+roman "Inline, text style, thick line " {{x sup 2 + 1} over x {x sup 2 + 1} over x} roman " the end."
+ tests/writers/mfracZcomp-07.eqn view
@@ -0,0 +1,1 @@+roman "Inline, auto, no line " {x sup 2 + 1} over x roman " the end."
+ tests/writers/mfracZcomp-08.eqn view
@@ -0,0 +1,1 @@+roman "Inline, display style, no line " 1.234567 over {89 + x} roman " the end."
+ tests/writers/mfracZcomp-09.eqn view
@@ -0,0 +1,1 @@+roman "Inline, text style, no line " {x sup 2 + 1} over x roman " the end."
+ tests/writers/mfracZcomp-10.eqn view
@@ -0,0 +1,1 @@+roman "Inline binomial, auto, no line " left ( 5 over 8 right ) roman " the end."
+ tests/writers/mfracZcomp-11.eqn view
@@ -0,0 +1,1 @@+roman "Inline binomial, display style, no line " left ( {n - k} over n right ) roman " the end."
+ tests/writers/mfracZcomp-12.eqn view
@@ -0,0 +1,1 @@+roman "Inline binomial, text style, no line " left ( {log  x} over y right ) roman " the end."
+ tests/writers/mfracZcomp-13.eqn view
@@ -0,0 +1,1 @@+roman "Inline built-in verts, auto, no line " left | {sin  theta} over M right | roman " the end."
+ tests/writers/mfracZcomp-14.eqn view
@@ -0,0 +1,1 @@+roman "Inline up arrows, display style, no line " left "" "↑" {sin  theta} over M "↑" right "" roman " the end."
+ tests/writers/mfracZcomp-15.eqn view
@@ -0,0 +1,1 @@+roman "Inline down arrows, text style, no line " left "" "↓" {sin  theta} over M "↓" right "" roman " the end."
+ tests/writers/mfracZcomp-16.eqn view
@@ -0,0 +1,1 @@+roman "Inline floor, auto, normal line " left ⌊ {sin  theta} over M right ⌋ roman " the end."
+ tests/writers/mfracZcomp-17.eqn view
@@ -0,0 +1,1 @@+roman "Inline ceiling, display style, normal line " left ⌈ {sin  theta} over M right ⌉ roman " the end."
+ tests/writers/mfracZcomp-18.eqn view
@@ -0,0 +1,1 @@+roman "Inline updown arrows, text style, normal line " left "" "↕" {sin  theta} over M "↕" right "" roman " the end."
+ tests/writers/mfracZcomp-19.eqn view
@@ -0,0 +1,1 @@+roman "Inline double up arrows, auto, thick line " left "" "⇑" {sin  theta} over M "⇑" right "" roman " the end."
+ tests/writers/mfracZcomp-20.eqn view
@@ -0,0 +1,1 @@+roman "Inline double down arrows, display style, thick line " left "" "⇓" {sin  theta} over M "⇓" right "" roman " the end."
+ tests/writers/mfracZcomp-21.eqn view
@@ -0,0 +1,1 @@+roman "Inline double up down arrows, text style, thick line " left "" "⇕" {sin  theta} over M "⇕" right "" roman " the end."
+ tests/writers/mfracZcomp-22.eqn view
@@ -0,0 +1,1 @@+roman "Inline, styles auto, display and text " {1 over 2 - 1 over 2 + 1.23456 over 7890} roman ", the rendering should be script-size, normal-size and script-size in this example. Fraction lines should align vertically with the math axis."
+ tests/writers/mfracZcomp-23.eqn view
@@ -0,0 +1,1 @@+roman "The same expression " {1 over 2 - 1 over 2 + 1.23456 over 7890} roman " in a display."
+ tests/writers/mfracZcomp-24.eqn view
@@ -0,0 +1,1 @@+roman "Inline fenced nested fractions " {left [ {left "" "∥" {{sin  theta} + 1} over 11 "∥" right "" - x} over {{x sup 2} over {a sub 1}} right ] + {[ 1.0 ]}} roman " etc."
+ tests/writers/mfracZcomp-25.eqn view
@@ -0,0 +1,1 @@+roman "The same expression " {left [ {left "" "∥" {{sin  theta} + 1} over 11 "∥" right "" - x} over {{x sup 2} over {a sub 1}} right ] + {[ 1.0 ]}} roman " in a display."
+ tests/writers/mfracZcomp-26.eqn view
@@ -0,0 +1,1 @@+roman "LaTeX renders continued fractions " 1 over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}} roman " normal size at all levels in all contexts"
+ tests/writers/mfracZcomp-27.eqn view
@@ -0,0 +1,1 @@+1 over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}}
+ tests/writers/mfracZcomp-28.eqn view
@@ -0,0 +1,1 @@+roman "Inline nested fracs " {1 sup {sqrt 6}} over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}} roman " are script size at the first level and decrease to script script size for all more nested levels."
+ tests/writers/mfracZcomp-29.eqn view
@@ -0,0 +1,1 @@+roman "Displayed nested fractions are normal size at the first level, " {1 sup {sqrt 6}} over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}} roman " script size at second level, and script-script size at all more nested levels."
+ tests/writers/mfracZcomp-30.eqn view
@@ -0,0 +1,1 @@+{HypergeomDist  left ( {x ; {M , K , n}} right )} = {sum from {k = 0} to x {left ( K over k right )  left ( {M - K} over {n - k} right )} over {left ( M over n right )}}
+ tests/writers/mfracZcomp-31.eqn view
@@ -0,0 +1,1 @@+roman "Here's a display " {{F  left ( {t , y} right )} = {left ( {1 , {\[u2146] y} over {\[u2146] t}} right )} over {left "" "∥" left ( {1 , {\[u2146] y} over {\[u2146] t}} right ) "∥" right ""}} roman " with some real math in it."
+ tests/writers/mfracZcomp-32.eqn view
@@ -0,0 +1,1 @@+roman "And this is an example where the bevelled attribute is set inside the radical " {y sup 2 - t sup 2} over {sqrt {1 over {left ( 1 + {left | {y sup 2 - t sup 2} right |} sup 2 right )}}}
+ tests/writers/mfracZcomp-33.eqn view
@@ -0,0 +1,1 @@+roman "And this shows a combination with a background image at a desired opacity " {Z sub alpha left ( f right ) = 1 over {2 i \[u2009] cos left ( {alpha pi} over 2 right )} {int sub C {f ( i z ) {left ( - z right )} sup alpha} over {e sup {2 pi z} - 1}} \[u2146] z}
+ tests/writers/mi1.eqn view
@@ -0,0 +1,1 @@+x + {a / b}
+ tests/writers/mi2.eqn view
@@ -0,0 +1,1 @@+sin  x
+ tests/writers/mi3.eqn view
@@ -0,0 +1,1 @@+x -> to {roman "maps to"} y
+ tests/writers/mi4.eqn view
@@ -0,0 +1,1 @@+f  left ( x right )
+ tests/writers/miAtoken5.eqn view
@@ -0,0 +1,3 @@+matrix{+ccol{ {A + A + A + A + A + A} above {{A} + A + A + A} above {{A} + A + A + A} }+}
+ tests/writers/miSfonts8.eqn view
@@ -0,0 +1,1 @@+a + b + c + f + GAMMA + d
+ tests/writers/miSfontsize9.eqn view
@@ -0,0 +1,3 @@+matrix{+ccol{ {A + A + {A + A + A} + A} above {A + {A + A + A} + A + {A + A + A}} }+}
+ tests/writers/miSmathsize16.eqn view
@@ -0,0 +1,1 @@+A + B
+ tests/writers/miSmathsize17.eqn view
@@ -0,0 +1,1 @@+A + A + A + B
+ tests/writers/miStoken10.eqn view
@@ -0,0 +1,1 @@+A + A + A + A + A + A + A + A + A
+ tests/writers/mid1.eqn view
@@ -0,0 +1,1 @@+\[u2223] x \[u2223]
+ tests/writers/mid2.eqn view
@@ -0,0 +1,1 @@+\[u2223] H over K \[u2223]
+ tests/writers/miequivalents11.eqn view
@@ -0,0 +1,3 @@+matrix{+ccol{ {A = A} above {\[u1d400] = bold {A}} above {\[u1d434] = italic {A}} above {\[u1d468] = bold italic {A}} above {\[u1d538] = {A} = \[u1d538]} above {\[u1d49c] = {A} = \[u1d49c]} above {\[u1d4d0] = {A}} above {\[u1d504] = {A} = \[u1d504]} above {\[u1d56c] = {A}} above {\[u1d5a0] = {A}} above {\[u1d5d4] = {A}} above {\[u1d608] = {A}} above {\[u1d63c] = {A}} above {\[u1d670] = {A}} }+}
+ tests/writers/mifontstyle12.eqn view
@@ -0,0 +1,1 @@+h + hhh + h + hhh
+ tests/writers/mimathvariant13.eqn view
@@ -0,0 +1,18 @@+matrix{+ccol{ a above A }+ccol{ a above A }+ccol{ {bold {a}} above {bold {A}} }+ccol{ {italic {a}} above {italic {A}} }+ccol{ {bold italic {a}} above {bold italic {A}} }+ccol{ {a} above {A} }+ccol{ {a} above {A} }+ccol{ {a} above {A} }+ccol{ {a} above {A} }+ccol{ {a} above {A} }+ccol{ {a} above {A} }+ccol{ {a} above {A} }+ccol{ {a} above {A} }+ccol{ {a} above {A} }+ccol{ {a} above {A} }+ccol{ {bold {ab}} above {bold {alpha}} }+}
+ tests/writers/mimathvariant14.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {{ABCDEFGHIJKLMNOPQRSTUVWXYZ} {abcdefghijklmnopqrstuvwxyz}} above {{ABCDEFGHIJKLMNOPQRSTUVWXYZ} {abcdefghijklmnopqrstuvwxyz}} above {{ABCDEFGHIJKLMNOPQRSTUVWXYZ} {abcdefghijklmnopqrstuvwxyz}} above {{ABCDEFGHIJKLMNOPQRSTUVWXYZ} {abcdefghijklmnopqrstuvwxyz}} above {{ABCDEFGHIJKLMNOPQRSTUVWXYZ} {abcdefghijklmnopqrstuvwxyz}} }+}
+ tests/writers/mlabeledtr1.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {{a + 1} over 2} above x above 1 }+ccol{ b above {2 over 3 y + 5} above 2 }+ccol{ c above z above 5 }+}
+ tests/writers/mlabeledtrAside1.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {{a + 1} over 2} above x above 1 }+ccol{ b above {2 over 3 y + 5} above 2 }+ccol{ c above z above 5 }+}
+ tests/writers/mlabeledtrAside2.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ {{a + 1} over 2} above x above 1 }+ccol{ b above {2 over 3 y + 5} above 2 }+ccol{ c above z above 5 }+ccol{ d above d above d }+ccol{ e above e above e }+}
+ tests/writers/mn1.eqn view
@@ -0,0 +1,1 @@+1 + ... + n
+ tests/writers/mn2.eqn view
@@ -0,0 +1,1 @@+2 , 0.123 , 1,000,000 , 2.1e10 , 0xFFEF , MCMLXIX , twenty one
+ tests/writers/mn3.eqn view
@@ -0,0 +1,1 @@+2 + {3  \[u2148]}
+ tests/writers/mn4.eqn view
@@ -0,0 +1,1 @@+{100 !} = 93326215443944152681699238856266700490715968264381621468592963895217599993229915608941463976156518286253697920827223758251185210916864000000000000000000000000
+ tests/writers/mnAtoken6.eqn view
@@ -0,0 +1,1 @@+5 + 5 + 1 + 1 + 5 + 3 + 9
+ tests/writers/mnAtoken7.eqn view
@@ -0,0 +1,1 @@+5 + 31 + 0 + 14 + 123456789
+ tests/writers/mnSdisplaystyle9.eqn view
@@ -0,0 +1,1 @@+5 + 23 + 0.5 + 5.0 + .1 + 100 + 0xFFEF + 5 + 5
+ tests/writers/mnSfont10.eqn view
@@ -0,0 +1,1 @@+5 + 5 + 5 + 5 + 5
+ tests/writers/mnSscriptlevel11.eqn view
@@ -0,0 +1,1 @@+{5 + 3 + 12.3 + 10000 + 0.01 + 2} {5 + 3 + 12.3 + 10000 + 0.01 + 2}
+ tests/writers/mo1.eqn view
@@ -0,0 +1,1 @@+- 1
+ tests/writers/mo2.eqn view
@@ -0,0 +1,1 @@+left ( x right )
+ tests/writers/mo3.eqn view
@@ -0,0 +1,1 @@+left ( {a + b} right )
+ tests/writers/mo4.eqn view
@@ -0,0 +1,1 @@+left [ {0 , 1} right )
+ tests/writers/mo5.eqn view
@@ -0,0 +1,1 @@+left ( a over b right )
+ tests/writers/mo6.eqn view
@@ -0,0 +1,1 @@+"there exists" {{delta > 0} "such that" {{f  left ( x right )} < 1}}
+ tests/writers/mo7.eqn view
@@ -0,0 +1,1 @@+left ( {x , y} right )
+ tests/writers/mo8.eqn view
@@ -0,0 +1,1 @@+left ( a over b right )
+ tests/writers/moAaccent10.eqn view
@@ -0,0 +1,1 @@+{G - 1} to \[u203e] + {G - 1} to \[u203e] + {G - 1} to \[u203e]
+ tests/writers/moAaccent9.eqn view
@@ -0,0 +1,1 @@+{G - 1} to \[u203e] + {G - 1} to \[u203e] + {G - 1} to \[u203e]
+ tests/writers/moAform11.eqn view
@@ -0,0 +1,1 @@+{- x} {- x} {- x} {- x} - x - x
+ tests/writers/moAlargeop12.eqn view
@@ -0,0 +1,1 @@+int x = int x = int x = {int x = int x = int x}
+ tests/writers/moAlrspace13.eqn view
@@ -0,0 +1,1 @@+x + x + x + x + x + x
+ tests/writers/moAminmax14.eqn view
@@ -0,0 +1,1 @@+left ( y over z right ) + left ( y over z right )
+ tests/writers/moAmovable15.eqn view
@@ -0,0 +1,1 @@+sum from x to 0 = sum from x to 0 = sum from x to 0 = {sum from x to 0 = sum from x to 0 = sum from x to 0}
+ tests/writers/moAprime16.eqn view
@@ -0,0 +1,1 @@+f sup ' left ( x right ) = f sup prime left ( x right )
+ tests/writers/moAsep17.eqn view
@@ -0,0 +1,1 @@+left ( {x , y over z} right ) + left ( {x , y over z} right ) + left ( {x , y over z} right )
+ tests/writers/moAstretchy18.eqn view
@@ -0,0 +1,7 @@+left ( matrix{+ccol{ 0 above 0 above 0 above 0 above 0 }+} right ) ( matrix{+ccol{ 0 above 0 above 0 above 0 above 0 }+} ) left ( matrix{+ccol{ 0 above 0 above 0 above 0 above 0 }+} right )
+ tests/writers/moAsymmetric19.eqn view
@@ -0,0 +1,7 @@+x = {left ( matrix{+ccol{ 0 above 0 }+} right ) left ( matrix{+ccol{ 0 above 0 }+} right ) left ( matrix{+ccol{ 0 above 0 }+} right )}
+ tests/writers/moSminmax20.eqn view
@@ -0,0 +1,1 @@+left ( y over z right ) + left ( y over z right )
+ tests/writers/monospace.eqn view
@@ -0,0 +1,3 @@+{matrix{+lcol{ {roman "0123456789"} above {roman "ABCDEFGHIJKLMNOPQRSTUVWXYZ"} above {roman "abcdefghijklmnopqrstuvwxyz"} }+}}
+ tests/writers/moore_determinant.eqn view
@@ -0,0 +1,6 @@+M = left [ matrix{+ccol{ {alpha sub 1} above {alpha sub 2} above \[u22ee] above {alpha sub m} }+ccol{ {alpha sub 1 sup q} above {alpha sub 2 sup q} above \[u22ee] above {alpha sub m sup q} }+ccol{ \[u22ef] above \[u22ef] above \[u22f1] above \[u22ef] }+ccol{ {alpha sub 1 sup {q sup {n \[u2212] 1}}} above {alpha sub 2 sup {q sup {n \[u2212] 1}}} above \[u22ee] above {alpha sub m sup {q sup {n \[u2212] 1}}} }+} right ]
+ tests/writers/mover-01.eqn view
@@ -0,0 +1,1 @@+BASE to over = {BASE to over} to {hphantom over}
+ tests/writers/mover-02.eqn view
@@ -0,0 +1,1 @@+BASE to {over script} = {{BASE to {over script}} to {hphantom over}} to {hphantom over}
+ tests/writers/mover-03.eqn view
@@ -0,0 +1,1 @@+BASE to {first over second} = {BASE to {first over second}} to {hphantom over}
+ tests/writers/mover-04.eqn view
@@ -0,0 +1,1 @@+middle to top = middle from {hphantom fail} to top
+ tests/writers/mover-05.eqn view
@@ -0,0 +1,1 @@+_ baseline _ = {_ baseline _} to {hphantom fail}
+ tests/writers/mover-06.eqn view
@@ -0,0 +1,1 @@+- middle - = {{- middle -} to {hphantom fail}} to {hphantom fail}
+ tests/writers/mover-07.eqn view
@@ -0,0 +1,1 @@+{mover baseline} to {mover over script} = {{mover baseline} to {mover over script}} to {hphantom fail}
+ tests/writers/mover-08.eqn view
@@ -0,0 +1,1 @@+{_ baseline _} to {over script} = {{_ baseline _} from {hphantom fail}} to {over script}
+ tests/writers/mover-09.eqn view
@@ -0,0 +1,1 @@+{{- middle -} to top} from {hphantom fail} = {{- middle -} from {hphantom fail}} to top
+ tests/writers/mover-10.eqn view
@@ -0,0 +1,1 @@+B to {long over script} = B to {long over script}
+ tests/writers/mover-11.eqn view
@@ -0,0 +1,1 @@+BASE to x = BASE to {hphantom 1 x hphantom 1}
+ tests/writers/mover-12.eqn view
@@ -0,0 +1,1 @@+B to overscript = {hphantom 1 B hphantom 1} to overscript
+ tests/writers/mover1.eqn view
@@ -0,0 +1,1 @@+x to \[u00b4] != x to \[u00b4] = x to \[u00b4] = x to \[u00b4]
+ tests/writers/mover2.eqn view
@@ -0,0 +1,1 @@+x to ` != x to ` = x to ` = x to `
+ tests/writers/mover3.eqn view
@@ -0,0 +1,1 @@+x to \[u02c6] != x to \[u02c6] = x to \[u02c6] = x to \[u02c6]
+ tests/writers/mover4.eqn view
@@ -0,0 +1,1 @@+x to \[u02c7] != x to \[u02c7] = x to \[u02c7] = x to \[u02c7]
+ tests/writers/mover5.eqn view
@@ -0,0 +1,1 @@+x to \[u02dc] != x to \[u02dc] = x to \[u02dc] = x to \[u02dc]
+ tests/writers/mover6.eqn view
@@ -0,0 +1,1 @@+x to \[u02d9] != x to \[u02d9] = x to \[u02d9] = x to \[u02d9]
+ tests/writers/mover7.eqn view
@@ -0,0 +1,1 @@+x to \[u00a8] != x to \[u00a8] = x to \[u00a8] = x to \[u00a8]
+ tests/writers/mover8.eqn view
@@ -0,0 +1,1 @@+x to \[u20db] != x to \[u20db] = x to \[u20db] = x to \[u20db]
+ tests/writers/mover9.eqn view
@@ -0,0 +1,1 @@+x to \[u20dc] != x to \[u20dc] = x to \[u20dc] = x to \[u20dc]
+ tests/writers/mphantomB1.eqn view
@@ -0,0 +1,1 @@+A hphantom A A + {1 + 2 + 3} over {1 + hphantom {2 +} 3}
+ tests/writers/mphantomBinferred2.eqn view
@@ -0,0 +1,1 @@+A hphantom A A hphantom {A + A} A
+ tests/writers/mphantomBoperators3.eqn view
@@ -0,0 +1,1 @@+A + A hphantom + A
+ tests/writers/mphantomSinheritance5.eqn view
@@ -0,0 +1,1 @@+{A hphantom A A {hphantom {A + A} A}} A A A {A + A A}
+ tests/writers/mrootB1.eqn view
@@ -0,0 +1,1 @@+"" sup {x - 3} sqrt 3 + "" sup x sqrt 3 + "" sup {3 over 2} sqrt {{"" sup 3 sqrt {3 x}} over {x - 3}}
+ tests/writers/mrootSfonts3.eqn view
@@ -0,0 +1,1 @@+{"" sup {x - 3} sqrt {x - 3}} over {"" sup {x - 3} sqrt {3 x}} "" sup x sqrt 3
+ tests/writers/mrootSscriptlevel4.eqn view
@@ -0,0 +1,1 @@+"" sup {x over 3} sqrt {x - x over 3} + "" sup {x over 3} sqrt {x - 3} + "" sup {x over 3} sqrt {x - 3} + x over 3
+ tests/writers/mrow-01.eqn view
@@ -0,0 +1,1 @@+x over 4 = x over 4
+ tests/writers/mrow-02.eqn view
@@ -0,0 +1,1 @@+x sup 2 = x sup 2
+ tests/writers/mrow1.eqn view
+ tests/writers/mrowAbg4.eqn view
@@ -0,0 +1,1 @@+left ( x + x + x + x + x + x + x + x + x + x + x + x + x right )
+ tests/writers/mrowBinferred2.eqn view
@@ -0,0 +1,1 @@+2 + sqrt {x + 1} fwd 0 {2 + sqrt {x + 1}}
+ tests/writers/mrowBnested3.eqn view
@@ -0,0 +1,1 @@+x over y
+ tests/writers/ms-11.eqn view
@@ -0,0 +1,1 @@+roman "PASS"
+ tests/writers/ms-12.eqn view
@@ -0,0 +1,1 @@+roman "PASS"
+ tests/writers/ms-13.eqn view
@@ -0,0 +1,1 @@+roman "PASS"
+ tests/writers/ms-14.eqn view
@@ -0,0 +1,1 @@+roman " "
+ tests/writers/ms-15.eqn view
@@ -0,0 +1,1 @@+roman ""string”" = roman "“string""
+ tests/writers/ms-16.eqn view
@@ -0,0 +1,1 @@+roman ""string"" = roman "“string”"
+ tests/writers/ms1.eqn view
@@ -0,0 +1,1 @@+roman "“Minneapolis”"
+ tests/writers/msAdisplaystyle2.eqn view
@@ -0,0 +1,1 @@+roman "“A”" + roman "“A”" + roman "“A”" + roman "“A”" + roman "“A”" + roman "“A”" + roman "“A”" + roman "“A”" + roman "“A”"
+ tests/writers/msAquotes3.eqn view
@@ -0,0 +1,1 @@+roman "(St. Paul|)"
+ tests/writers/msAtoken4.eqn view
@@ -0,0 +1,1 @@+roman "“dog”" + roman "“cat”" + roman "“dog”" + roman "“cat”" + roman "“pig”" + roman "“goat”"
+ tests/writers/msAtoken5.eqn view
@@ -0,0 +1,1 @@+roman "“dog”" + roman "“cat”" + roman "“pig”" + roman "“fish”" + roman "“κατ”" + roman "“goat”"
+ tests/writers/msSinheritance7.eqn view
@@ -0,0 +1,1 @@+roman "“big”" + roman "“bog”" + {roman "“new”" + roman "“net”" + roman "“nod”"} + roman "“nix”"
+ tests/writers/msSinheritance8.eqn view
@@ -0,0 +1,1 @@+roman "“a”" + roman "“b”" + roman "“c”" + roman "“f”" + roman "“Γ”" + roman "“d”"
+ tests/writers/mspace-01.eqn view
@@ -0,0 +1,1 @@+roman "First line" fwd 0 roman "Second line"
+ tests/writers/mspace-02.eqn view
@@ -0,0 +1,1 @@+{1 2 fwd 0 3 4 fwd 0 5 6 fwd 0 7 8 fwd 0 9 10 fwd 0 11 12} {11 12 fwd 0 13 14 fwd 0 15 16 fwd 0 17 18 fwd 0 19 20 fwd 0 21 22 fwd 0 21 22 fwd 0 23 24} {25 26 fwd 0 27 28 fwd 0 29 30 fwd 0 31 32} {31 32 fwd 0 33 34 fwd 0 35 36 fwd 0 37 38 fwd 0 39 40 fwd 0 41 42 fwd 0 41 42 fwd 0 43 44 fwd 0 45 46 fwd 0 47 48 fwd 0 49 50 fwd 0 51 52 fwd 0 51 52 fwd 0 53 54 fwd 0 55 56 fwd 0 57 58 fwd 0 59 60 fwd 0 61 62 fwd 0 61 62 fwd 0 63 64}
+ tests/writers/mspace-03.eqn view
@@ -0,0 +1,1 @@+1 ^ 2
+ tests/writers/mspace-04.eqn view
@@ -0,0 +1,1 @@+0 1 ^ 2 ^ 3 ~ 4 ~ 5 fwd 33 6
+ tests/writers/mspace1.eqn view
@@ -0,0 +1,1 @@+x fwd 232 M fwd 232 x fwd 0
+ tests/writers/mspace2.eqn view
@@ -0,0 +1,1 @@+H fwd 0 H
+ tests/writers/mspaceAbreak3.eqn view
@@ -0,0 +1,1 @@+aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa + fwd 0 bbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbb + fwd 0 cccccccccccccccccccccccccccccccccccccccccccccccccccccccccc + fwd 0 dddddddddddddddddddddddddddddddddddddddddddddddddddddddddd + fwd 0 eeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeee + fwd 0 fffffffffffffffffffffffffff + fwd 0 gggggggggggggggggggggggggggggggggggggggggggggggggggggg +
+ tests/writers/mspacestruts2.eqn view
@@ -0,0 +1,1 @@+{x fwd 35 y} over 2 + 2 over {x fwd 0 y} + {x fwd 0 y} over 2
+ tests/writers/msqrt-01.eqn view
@@ -0,0 +1,4 @@+sqrt {matrix{+ccol{ {hphantom A} above {hphantom A} }+ccol{ {hphantom A} above {hphantom A} }+}}
+ tests/writers/msqrt-02.eqn view
@@ -0,0 +1,5 @@+sqrt {matrix{+ccol{ {hphantom A} above {hphantom A} }+ccol{ {hphantom A} above {hphantom A} }+ccol{ {hphantom A} above {hphantom A} }+}}
+ tests/writers/msqrt-03.eqn view
@@ -0,0 +1,8 @@+sqrt {matrix{+ccol{ {hphantom A} above {hphantom A} }+ccol{ {hphantom A} above {hphantom A} }+ccol{ {hphantom A} above {hphantom A} }+ccol{ {hphantom A} above {hphantom A} }+ccol{ {hphantom A} above {hphantom A} }+ccol{ {hphantom A} above {hphantom A} }+}}
+ tests/writers/msqrt-04.eqn view
@@ -0,0 +1,3 @@+sqrt {matrix{+ccol{ {hphantom A} above {hphantom A} above {hphantom A} }+}}
+ tests/writers/msqrt-05.eqn view
@@ -0,0 +1,3 @@+sqrt {matrix{+ccol{ {hphantom ABCD} above {hphantom ABCD} above {hphantom ABCD} }+}}
+ tests/writers/msqrt-06.eqn view
@@ -0,0 +1,1 @@+sqrt {sqrt {sqrt {sqrt 65536}}} = 2
+ tests/writers/msqrt-07.eqn view
@@ -0,0 +1,1 @@+sqrt content = sqrt {content from {hphantom fail}} = sqrt {content to {hphantom fail}}
+ tests/writers/msqrt-08.eqn view
@@ -0,0 +1,1 @@+sqrt content = sqrt {content sub {hphantom fail}} = sqrt {content sup {hphantom fail}}
+ tests/writers/msqrt5.eqn view
@@ -0,0 +1,1 @@+sqrt {- 1}
+ tests/writers/msqrt6.eqn view
@@ -0,0 +1,1 @@+sqrt {- 1}
+ tests/writers/msqrtB7.eqn view
@@ -0,0 +1,1 @@+sqrt {x - 3} + sqrt {3 x} + sqrt {{sqrt {3 x}} over {x - 3}}
+ tests/writers/msqrtBimplied8.eqn view
@@ -0,0 +1,1 @@+sqrt {x - 3} + sqrt {x - 3} + sqrt {}
+ tests/writers/msqrtSinheritance9.eqn view
@@ -0,0 +1,1 @@+{sqrt {x - 3}} over {sqrt {3 x}} {sqrt {2 x - 3}} over {sqrt {3 x}}
+ tests/writers/mstyle1.eqn view
@@ -0,0 +1,1 @@+left ( a over b right )
+ tests/writers/mstyleA2.eqn view
@@ -0,0 +1,1 @@+bold italic {{2 + x}}
+ tests/writers/mstyleAdep1.eqn view
@@ -0,0 +1,1 @@+2 + x
+ tests/writers/mstyleAlinethick1.eqn view
@@ -0,0 +1,1 @@+x over {y over 2} = x over {y over 2} = x over {y over 2}
+ tests/writers/mstyleAminscript1.eqn view
@@ -0,0 +1,1 @@+2 over x = 2 over x
+ tests/writers/mstyleAscriptlevel1.eqn view
@@ -0,0 +1,1 @@+2 over 4 2 over 4 2 over 4 2 over 4 2 over 4 2 over 4
+ tests/writers/msub-01.eqn view
@@ -0,0 +1,1 @@+L sub x = L sub {x hphantom fail}
+ tests/writers/msub-02.eqn view
@@ -0,0 +1,1 @@+{hphantom fail X} sub 0 = X sub 0
+ tests/writers/msub-03.eqn view
@@ -0,0 +1,1 @@+V sub + = V sub {+ sub {hphantom fail}}
+ tests/writers/msub-04.eqn view
@@ -0,0 +1,1 @@+L sub {X sub h} = L sub {X sub {h sub {hphantom fail}}}
+ tests/writers/msub-05.eqn view
@@ -0,0 +1,1 @@+A sub B = A sub B
+ tests/writers/msub-06.eqn view
@@ -0,0 +1,1 @@+U sub t = U sub t hphantom {test over failed}
+ tests/writers/msub-07.eqn view
@@ -0,0 +1,1 @@+D sub y = D sub {y from {hphantom s}}
+ tests/writers/msub-08.eqn view
@@ -0,0 +1,1 @@+A sub {B sub C} = A sub {B sub {C from {hphantom D}}}
+ tests/writers/msub-09.eqn view
@@ -0,0 +1,1 @@+A sub {B sub {C sub D}} = A sub {B sub {C sub {D sub {hphantom E}}}}
+ tests/writers/msub-10.eqn view
@@ -0,0 +1,1 @@+S sub 5 = {S sub 5} from {hphantom t}
+ tests/writers/msub-11.eqn view
@@ -0,0 +1,1 @@+H sub 2 = {H sub 2} to {hphantom x}
+ tests/writers/msub-12.eqn view
@@ -0,0 +1,1 @@+P sub 0 = {P sub 0} from {hphantom x} to {hphantom x}
+ tests/writers/msub1.eqn view
@@ -0,0 +1,1 @@+m sub {1  2}
+ tests/writers/msubsup-01.eqn view
@@ -0,0 +1,1 @@+R sub 0 sup 4 = R sub {0 hphantom fail} sup {4 hphantom fail}
+ tests/writers/msubsup-02.eqn view
@@ -0,0 +1,1 @@+{hphantom z S} sub t sup 7 = S sub t sup 7
+ tests/writers/msubsup-03.eqn view
@@ -0,0 +1,1 @@+L sub x sup 2 = L sub {x sub {hphantom z}} sup {2 sup {hphantom z}}
+ tests/writers/msubsup-04.eqn view
@@ -0,0 +1,1 @@+A sub {C sub 4 sup 3} sup {B sub 2 sup 1} = A sub {C sub {4 sub {hphantom {roman "l"}}} sup 3} sup {B sub 2 sup {1 sup {hphantom {roman "s"}}}}
+ tests/writers/msubsup-05.eqn view
@@ -0,0 +1,1 @@+S sub {Q sub 4 sup 3} sup {P sub 2 sup 1} = S sub {Q sub {4 hphantom {roman "z"}} sup 3} sup {P sub 2 sup {1 hphantom {roman "z"}}}
+ tests/writers/msubsup-06.eqn view
@@ -0,0 +1,1 @@+X sub {Z sub 4 sup 3} sup {Y sub 2 sup 1} = X sub {Z sub 4 sup 3} sup {Y sub 2 sup 1}
+ tests/writers/msubsup-07.eqn view
@@ -0,0 +1,1 @@+D sub x sup 2 = D sub {x from {hphantom 0}} sup {2 to {hphantom 0}}
+ tests/writers/msubsup-08.eqn view
@@ -0,0 +1,1 @@+A sub B sup C = A sub B sup C hphantom {test over failed}
+ tests/writers/msubsup-09.eqn view
@@ -0,0 +1,1 @@+M sub {B sub 4 sup 3} sup {T sub 2 sup 1} = M sub {B sub {4 from {hphantom {roman "0"}}} sup 3} sup {T sub 2 sup {1 to {hphantom {roman "0"}}}}
+ tests/writers/msubsup-10.eqn view
@@ -0,0 +1,1 @@+p sub x sup 3 = {p sub x sup 3} from {hphantom {roman "l"}}
+ tests/writers/msubsup-11.eqn view
@@ -0,0 +1,1 @@+T sub m sup n = {T sub m sup n} to {hphantom {roman "x"}}
+ tests/writers/msubsup-12.eqn view
@@ -0,0 +1,1 @@+V sub m sup n = {V sub m sup n} from {hphantom {roman "d"}} to {hphantom {roman "d"}}
+ tests/writers/msubsup1.eqn view
@@ -0,0 +1,1 @@+int sub 0 sup 1 {\[u2147] sup x  {\[u2146] x}}
+ tests/writers/msubsupBsize1.eqn view
@@ -0,0 +1,1 @@+x sup 1 + x sup a + H sup a + H sup 1 + x sub 1 sup 2 + x sub a sup 2 + x sub 1 sup x + x sub a sup x + H sub 1 sup 2 + H sub a sup 2 + H sub 1 sup x + H sub a sup x
+ tests/writers/msubsupBsize2.eqn view
@@ -0,0 +1,1 @@+int sub 0 sup 1 + {x over y} sub 0 sup a + {x over y} sub 0 sup 1 + int sub 0 sup a
+ tests/writers/msup-01.eqn view
@@ -0,0 +1,1 @@+c sup 4 = c sup {4 hphantom fail}
+ tests/writers/msup-02.eqn view
@@ -0,0 +1,1 @@+{hphantom fail k} sup 2 = k sup 2
+ tests/writers/msup-03.eqn view
@@ -0,0 +1,1 @@+2 sup 3 = 2 sup {3 sup {hphantom fail}}
+ tests/writers/msup-04.eqn view
@@ -0,0 +1,1 @@+2 sup {3 sup 4} = 2 sup {3 sup {4 sup {hphantom fail}}}
+ tests/writers/msup-05.eqn view
@@ -0,0 +1,1 @@+x sup 3 = x sup 3
+ tests/writers/msup-06.eqn view
@@ -0,0 +1,1 @@+S sup 3 = S sup 3 hphantom {test over failed}
+ tests/writers/msup-07.eqn view
@@ -0,0 +1,1 @@+a sup 2 = a sup {2 to {hphantom x}}
+ tests/writers/msup-08.eqn view
@@ -0,0 +1,1 @@+2 sup {3 sup 4} = 2 sup {3 sup {4 to {hphantom 5}}}
+ tests/writers/msup-09.eqn view
@@ -0,0 +1,1 @@+2 sup {3 sup {4 sup 5}} = 2 sup {3 sup {4 sup {5 sup {hphantom 6}}}}
+ tests/writers/msup-10.eqn view
@@ -0,0 +1,1 @@+S sup 2 = {S sup 2} from {hphantom fail}
+ tests/writers/msup-11.eqn view
@@ -0,0 +1,1 @@+e sup x = {e sup x} to {hphantom z}
+ tests/writers/msup-12.eqn view
@@ -0,0 +1,1 @@+a sup + = {a sup +} from {hphantom x} to {hphantom x}
+ tests/writers/msup1.eqn view
@@ -0,0 +1,1 @@+x sup 2
+ tests/writers/msup2.eqn view
@@ -0,0 +1,1 @@+{left ( {x + y} right )} sup 2
+ tests/writers/msupBnest1.eqn view
@@ -0,0 +1,1 @@+x + y sup n
+ tests/writers/msupBsize1.eqn view
@@ -0,0 +1,1 @@+A B C D E F G H I J K L M N O P Q R S T U V W X Y Z 1 2 3 4 5 6 a b c d e f g h i j k l m n o p q r s t u v w x y z 1 2 3 4 5 6 2 sup {A B C D E F G H I J K L M N O P Q R S T U V W X Y Z 1 2 3 4 5 6 a b c d e f g h i j k l m n o p q r s t u v w x y z 1 2 3 4 5 6}
+ tests/writers/msupBsize2.eqn view
@@ -0,0 +1,1 @@+x sup 1 + x sup a + H sup a + H sup 1
+ tests/writers/msupBsize3.eqn view
@@ -0,0 +1,1 @@+int sup 1 + {x over y} sup a + {x over y} sup 1 + int sup a + int sup a
+ tests/writers/msupSadvance1.eqn view
@@ -0,0 +1,1 @@+H sup 2 + \[u210b] sup 2
+ tests/writers/mtable-01.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ H above T above U }+} = matrix{+ccol{ H above T above U }+}
+ tests/writers/mtable-03.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ H above T above U }+ccol{ A above I above Y }+} = matrix{+ccol{ A above I above Y }+ccol{ H above T above U }+}
+ tests/writers/mtable-04.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ H above T above U }+ccol{ A above I above Y }+} = matrix{+ccol{ A above I above Y }+ccol{ H above T above U }+}
+ tests/writers/mtable-05.eqn view
@@ -0,0 +1,7 @@+matrix{+ccol{ H above T above U }+ccol{ A above I above Y }+} = matrix{+ccol{ A above I above Y }+ccol{ H above T above U }+}
+ tests/writers/mtable-06.eqn view
@@ -0,0 +1,7 @@+matrix{+rcol{ {hphantom {roman "fail"} H} above {hphantom {roman "fail"} T} above {hphantom {roman "fail"} U} }+rcol{ A above I above Y }+} = matrix{+lcol{ A above I above Y }+lcol{ {H hphantom {roman "fail"}} above {T hphantom {roman "fail"}} above {U hphantom {roman "fail"}} }+}
+ tests/writers/mtable-07.eqn view
@@ -0,0 +1,7 @@+matrix{+rcol{ {hphantom {roman "fail"} H} above {hphantom {roman "fail"} T} above {hphantom {roman "fail"} U} }+rcol{ A above I above Y }+} = matrix{+lcol{ A above I above Y }+lcol{ {H hphantom {roman "fail"}} above {T hphantom {roman "fail"}} above {U hphantom {roman "fail"}} }+}
+ tests/writers/mtable-08.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {hphantom {roman "fail"} H hphantom {roman "fail"}} above T above U }+} = matrix{+ccol{ H above T above {hphantom {roman "fail"} U hphantom {roman "fail"}} }+}
+ tests/writers/mtable-09.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {hphantom {roman "fail"} HT from {hphantom {roman "fail"}}} }+ccol{ = }+ccol{ {TH to {hphantom {roman "fail"}} hphantom {roman "fail"}} }+}
+ tests/writers/mtable-10.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {HT from {hphantom {roman "fail"}}} }+ccol{ = }+ccol{ TH }+}
+ tests/writers/mtable-11.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {HT to {hphantom {roman "fail"}}} }+ccol{ = }+ccol{ TH }+}
+ tests/writers/mtable-12.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {HT to {hphantom {roman "fail"}}} }+ccol{ = }+ccol{ TH }+}
+ tests/writers/mtable-13.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {HT from {hphantom {roman "fail"}}} }+ccol{ = }+ccol{ TH }+}
+ tests/writers/mtable-14.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {hphantom {roman "F"} fwd 0 HT fwd 0 hphantom {roman "F"}} }+ccol{ = }+ccol{ TH }+}
+ tests/writers/mtable-15.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {hphantom {roman "F"} fwd 0 HT fwd 0 hphantom {roman "F"}} }+ccol{ = }+ccol{ TH }+}
+ tests/writers/mtable-16.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {hphantom {roman "F"} fwd 0 HT fwd 0 hphantom {roman "F"}} }+ccol{ = }+ccol{ TH }+}
+ tests/writers/mtable2.eqn view
@@ -0,0 +1,5 @@+matrix{+lcol{ 1 above {x + y} above {x sup 2 + {2  y  x} + y sup 2} above {x sup 3 + {3  y  x sup 2} + {3  y sup 2  x} + y sup 3} }+lcol{ {x + y} above {x sup 2 + {2  y  x} + y sup 2} above {x sup 3 + {3  y  x sup 2} + {3  y sup 2  x} + y sup 3} above {x sup 4 + {4  y  x sup 3} + {6  y sup 2  x sup 2} + {4  y sup 3  x} + y sup 4} }+lcol{ {x sup 2 + {2  y  x} + y sup 2} above {x sup 3 + {3  y  x sup 2} + {3  y sup 2  x} + y sup 3} above {x sup 4 + {4  y  x sup 3} + {6  y sup 2  x sup 2} + {4  y sup 3  x} + y sup 4} above {x sup 5 + {5  y  x sup 4} + {10  y sup 2  x sup 3} + {10  y sup 3  x sup 2} + {5  y sup 4  x} + y sup 5} }+}
+ tests/writers/mtableAalign1.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ a above x above 1 }+ccol{ b above y above 2 }+ccol{ c above z above 3 }+}
+ tests/writers/mtableAalign2.eqn view
@@ -0,0 +1,6 @@+matrix{+ccol{ {roman "Top"} above {roman "Bottom"} above {roman "Center"} above {roman "Baseline"} }+ccol{ 3 above 3 above 3 above 3 }+ccol{ {{a + 1} over 2} above {{a + 1} over 2} above {{a + 1} over 2} above {{a + 1} over 2} }+ccol{ {y to {{a + 1} over 2}} above {y to {{a + 1} over 2}} above {y to {{a + 1} over 2}} above {y to {{a + 1} over 2}} }+}
+ tests/writers/mtableAalign3.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {{a + 1} over 2} above x above 1 }+ccol{ b above {2 over 3 y + 5} above 2 }+ccol{ c above z above {{a + 5} over 3} }+}
+ tests/writers/mtableAframe1.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ 1 above x }+ccol{ 2 above y }+}
+ tests/writers/mtableAframe2.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ 1 above x }+ccol{ 2 above y }+}
+ tests/writers/mtableAgroupalign.eqn view
@@ -0,0 +1,3 @@+matrix{+ccol{ x }+}
+ tests/writers/mtableAlines1.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ a above x above 1 }+ccol{ b above y above 2 }+ccol{ c above z above 3 }+}
+ tests/writers/mtableAlines2.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ a above x above 1 }+ccol{ b above y above 2 }+ccol{ c above z above 3 }+}
+ tests/writers/mtableAspacing1.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {{a + 1} over 2} above x above 1 }+ccol{ b above {2 over 3 y + 5} above 2 }+ccol{ c above z above {{a + 5} over 3} }+}
+ tests/writers/mtableAspacing2.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {{a + 1} over 2} above x above 1 }+ccol{ b above {2 over 3 y + 5} above 2 }+ccol{ c above z above {{a + 5} over 3} }+}
+ tests/writers/mtableAspacing3.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {{a + 1} over 2} above x above 1 }+ccol{ b above {2 over 3 y + 5} above 2 }+ccol{ c above z above {{a + 5} over 3} }+}
+ tests/writers/mtableAspacing4.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {{a + 1} over 2} above x above 1 }+ccol{ b above {2 over 3 y + 5} above 2 }+ccol{ c above z above 5 }+}
+ tests/writers/mtableAwidth1.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ 1 above x }+ccol{ 2 above y }+}
+ tests/writers/mtableAwidth2.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ a above x }+ccol{ b above y }+}
+ tests/writers/mtableAwidth3.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ 1 above x }+ccol{ 2 above y }+}
+ tests/writers/mtableAwidth4.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ 1 above x }+ccol{ 2 above y }+}
+ tests/writers/mtableBgap1.eqn view
@@ -0,0 +1,6 @@+matrix{+ccol{ B above {} above 1 }+ccol{ C above {} above 2 }+ccol{ {} above {} above 3 }+ccol{ {} above {} above 4 }+}
+ tests/writers/mtableBsize1.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ <- above {roman "a long cell"} }+ccol{ 1 above 1 }+}
+ tests/writers/mtableBsize2.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ H above \[u2193] above K }+ccol{ -> above {fwd 300} above -> }+ccol{ G above \[u2193] above L }+}
+ tests/writers/mtableBspan3.eqn view
@@ -0,0 +1,13 @@+matrix{+ccol{ 3 above {matrix{+ccol{ 2 above 2 above 2 }+}} above 0 }+ccol{ 0 above 3 above 3 }+ccol{ 0 above 0 above {} }+} fwd 0 matrix{+ccol{ 3 above {matrix{+ccol{ 2 above 2 above 2 }+}} above 0 }+ccol{ 0 above 3 above 3 }+ccol{ 0 above 0 above {} }+}
+ tests/writers/mtext1.eqn view
@@ -0,0 +1,1 @@+roman "Theorem 1:"
+ tests/writers/mtext2.eqn view
@@ -0,0 +1,1 @@+roman "Theorem 1:" , ^ , roman "  " , roman "/* a comment */"
+ tests/writers/mtextAtoken3.eqn view
@@ -0,0 +1,1 @@+roman "Theorem 1:" roman "Now is" roman "the time" roman "for" roman "MathML"
+ tests/writers/mtextSbg4.eqn view
@@ -0,0 +1,1 @@+roman "Theorem 1:"
+ tests/writers/mtextStoken6.eqn view
@@ -0,0 +1,1 @@+roman "Theorem 1:"
+ tests/writers/mtextspaces7.eqn view
@@ -0,0 +1,1 @@+roman "This is  some  text with spaces."
+ tests/writers/munder-01.eqn view
@@ -0,0 +1,1 @@+BASE from under = {BASE from under} from {hphantom under}
+ tests/writers/munder-02.eqn view
@@ -0,0 +1,1 @@+BASE from {under script} = {{BASE from {under script}} from {hphantom fail}} from {hphantom fail}
+ tests/writers/munder-03.eqn view
@@ -0,0 +1,1 @@+BASE from {{first under script} over {second one}} = {BASE from {{first under script} over {second one}}} from {hphantom fail}
+ tests/writers/munder-04.eqn view
@@ -0,0 +1,1 @@+middle from bottom = middle from bottom to {hphantom fail}
+ tests/writers/munder-05.eqn view
@@ -0,0 +1,1 @@+_ baseline _ = {_ baseline _} from {hphantom fail}
+ tests/writers/munder-06.eqn view
@@ -0,0 +1,1 @@+- middle - = {{- middle -} from {hphantom fail}} from {hphantom fail}
+ tests/writers/munder-07.eqn view
@@ -0,0 +1,1 @@+{munder baseline} from {munder under script} = {{munder baseline} from {munder under script}} to {hphantom fail}
+ tests/writers/munder-08.eqn view
@@ -0,0 +1,1 @@+{_ baseline _} from {under script} = {{_ baseline _} to {hphantom fail}} from {under script}
+ tests/writers/munder-09.eqn view
@@ -0,0 +1,1 @@+{{- middle -} from bottom} to {hphantom fail} = {{- middle -} to {hphantom fail}} from bottom
+ tests/writers/munder-10.eqn view
@@ -0,0 +1,1 @@+B from {long under script} = {hphantom {roman "x"} B hphantom {roman "x"}} from {long under script}
+ tests/writers/munder-11.eqn view
@@ -0,0 +1,1 @@+BASE from x = BASE from {hphantom 1 x hphantom 1}
+ tests/writers/munder-12.eqn view
@@ -0,0 +1,1 @@+B from underscript = {hphantom 1 B hphantom 1} from underscript
+ tests/writers/munder1.eqn view
@@ -0,0 +1,1 @@+x from \[u00b4] != x from \[u00b4] = x from \[u00b4] = x from \[u00b4]
+ tests/writers/munder2.eqn view
@@ -0,0 +1,1 @@+x from ` != x from ` = x from ` = x from `
+ tests/writers/munder3.eqn view
@@ -0,0 +1,1 @@+x from \[u02c6] != x from \[u02c6] = x from \[u02c6] = x from \[u02c6]
+ tests/writers/munder4.eqn view
@@ -0,0 +1,1 @@+x from \[u02c7] != x from \[u02c7] = x from \[u02c7] = x from \[u02c7]
+ tests/writers/munder5.eqn view
@@ -0,0 +1,1 @@+x from \[u02dc] != x from \[u02dc] = x from \[u02dc] = x from \[u02dc]
+ tests/writers/munder6.eqn view
@@ -0,0 +1,1 @@+x from \[u02d9] != x from \[u02d9] = x from \[u02d9] = x from \[u02d9]
+ tests/writers/munder7.eqn view
@@ -0,0 +1,1 @@+x from \[u00a8] != x from \[u00a8] = x from \[u00a8] = x from \[u00a8]
+ tests/writers/munder8.eqn view
@@ -0,0 +1,1 @@+x from \[u20db] != x from \[u20db] = x from \[u20db] = x from \[u20db]
+ tests/writers/munder9.eqn view
@@ -0,0 +1,1 @@+x from \[u20dc] != x from \[u20dc] = x from \[u20dc] = x from \[u20dc]
+ tests/writers/munderover-01.eqn view
@@ -0,0 +1,1 @@+BASE from under to over = {BASE from under} to over
+ tests/writers/munderover-02.eqn view
@@ -0,0 +1,1 @@+BASE from {under script} to {over script} = {BASE to {over script}} from {under script}
+ tests/writers/munderover-03.eqn view
@@ -0,0 +1,1 @@+{_ baseline _} from {under script} to {hphantom fail} = {_ baseline _} from {under script}
+ tests/writers/munderover-04.eqn view
@@ -0,0 +1,1 @@+{- middle -} from {hphantom fail} to top = {- middle -} to top
+ tests/writers/munderover-05.eqn view
@@ -0,0 +1,1 @@+{_ baseline _} from {hphantom fail} to {hphantom fail} = _ baseline _
+ tests/writers/munderover-06.eqn view
@@ -0,0 +1,1 @@+{BASE from {first under script} to {second overscript}} from {second one} to {first overscript} = {{BASE from {first under script}} to {second overscript}} from {second one} to {first overscript}
+ tests/writers/munderover-07.eqn view
@@ -0,0 +1,1 @@+{BASE from under-1 to over-2} from under-2 to over-1 = {{BASE to over-2} from under-1} from under-2 to over-1
+ tests/writers/munderover-08.eqn view
@@ -0,0 +1,1 @@+{BASE from under-1 to {hphantom fail}} from under-2 to {hphantom fail} = {BASE from under-1} from under-2
+ tests/writers/munderover-09.eqn view
@@ -0,0 +1,1 @@+BASE from under to over = BASE from under to over
+ tests/writers/munderover-10.eqn view
@@ -0,0 +1,1 @@+B from under to over = {B from under} to over
+ tests/writers/munderover-11.eqn view
@@ -0,0 +1,1 @@+BASE from s to t = BASE from {hphantom 1 s hphantom 1} to {hphantom 1 t hphantom 1}
+ tests/writers/munderover-12.eqn view
@@ -0,0 +1,1 @@+B from underscript to overscript = {{hphantom 1 B hphantom 1} from underscript} to overscript
+ tests/writers/n.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "nabla"} above {roman "nacute"} above {roman "Nacute"} above {roman "nang"} above {roman "nap"} above {roman "napE"} above {roman "napid"} above {roman "napos"} above {roman "napprox"} above {roman "natur"} above {roman "natural"} above {roman "naturals"} above {roman "nbsp"} above {roman "nbump"} above {roman "nbumpe"} above {roman "ncap"} above {roman "ncaron"} above {roman "Ncaron"} above {roman "ncedil"} above {roman "Ncedil"} above {roman "ncong"} above {roman "ncongdot"} above {roman "ncup"} above {roman "ncy"} above {roman "Ncy"} above {roman "ndash"} above {roman "ne"} above {roman "nearhk"} above {roman "nearr"} above {roman "neArr"} above {roman "nearrow"} above {roman "nedot"} above {roman "NegativeMediumSpace"} above {roman "NegativeThickSpace"} above {roman "NegativeThinSpace"} above {roman "NegativeVeryThinSpace"} above {roman "nequiv"} above {roman "nesear"} above {roman "nesim"} above {roman "NestedGreaterGreater"} above {roman "NestedLessLess"} above {roman "NewLine"} above {roman "nexist"} above {roman "nexists"} above {roman "nfr"} above {roman "Nfr"} above {roman "nge"} above {roman "ngE"} above {roman "ngeq"} above {roman "ngeqq"} above {roman "ngeqslant"} above {roman "nges"} above {roman "nGg"} above {roman "ngsim"} above {roman "ngt"} above {roman "nGt"} above {roman "ngtr"} above {roman "nGtv"} above {roman "nharr"} above {roman "nhArr"} above {roman "nhpar"} above {roman "ni"} above {roman "nis"} above {roman "nisd"} above {roman "niv"} above {roman "njcy"} above {roman "NJcy"} above {roman "nlarr"} above {roman "nlArr"} above {roman "nldr"} above {roman "nle"} above {roman "nlE"} above {roman "nleftarrow"} above {roman "nLeftarrow"} above {roman "nleftrightarrow"} above {roman "nLeftrightarrow"} above {roman "nleq"} above {roman "nleqq"} above {roman "nleqslant"} above {roman "nles"} above {roman "nless"} above {roman "nLl"} above {roman "nlsim"} above {roman "nlt"} above {roman "nLt"} above {roman "nltri"} above {roman "nltrie"} above {roman "nLtv"} above {roman "nmid"} above {roman "NoBreak"} above {roman "NonBreakingSpace"} above {roman "nopf"} above {roman "Nopf"} above {roman "not"} above {roman "Not"} above {roman "NotCongruent"} above {roman "NotCupCap"} above {roman "NotDoubleVerticalBar"} above {roman "NotElement"} above {roman "NotEqual"} above {roman "NotEqualTilde"} above {roman "NotExists"} above {roman "NotGreater"} above {roman "NotGreaterEqual"} above {roman "NotGreaterFullEqual"} above {roman "NotGreaterGreater"} above {roman "NotGreaterLess"} above {roman "NotGreaterSlantEqual"} above {roman "NotGreaterTilde"} above {roman "NotHumpDownHump"} above {roman "NotHumpEqual"} above {roman "notin"} above {roman "notindot"} above {roman "notinE"} above {roman "notinva"} above {roman "notinvb"} above {roman "notinvc"} above {roman "NotLeftTriangle"} above {roman "NotLeftTriangleBar"} above {roman "NotLeftTriangleEqual"} above {roman "NotLess"} above {roman "NotLessEqual"} above {roman "NotLessGreater"} above {roman "NotLessLess"} above {roman "NotLessSlantEqual"} above {roman "NotLessTilde"} above {roman "NotNestedGreaterGreater"} above {roman "NotNestedLessLess"} above {roman "notni"} above {roman "notniva"} above {roman "notnivb"} above {roman "notnivc"} above {roman "NotPrecedes"} above {roman "NotPrecedesEqual"} above {roman "NotPrecedesSlantEqual"} above {roman "NotReverseElement"} above {roman "NotRightTriangle"} above {roman "NotRightTriangleBar"} above {roman "NotRightTriangleEqual"} above {roman "NotSquareSubset"} above {roman "NotSquareSubsetEqual"} above {roman "NotSquareSuperset"} above {roman "NotSquareSupersetEqual"} above {roman "NotSubset"} above {roman "NotSubsetEqual"} above {roman "NotSucceeds"} above {roman "NotSucceedsEqual"} above {roman "NotSucceedsSlantEqual"} above {roman "NotSucceedsTilde"} above {roman "NotSuperset"} above {roman "NotSupersetEqual"} above {roman "NotTilde"} above {roman "NotTildeEqual"} above {roman "NotTildeFullEqual"} above {roman "NotTildeTilde"} above {roman "NotVerticalBar"} above {roman "npar"} above {roman "nparallel"} above {roman "nparsl"} above {roman "npart"} above {roman "npolint"} above {roman "npr"} above {roman "nprcue"} above {roman "npre"} above {roman "nprec"} above {roman "npreceq"} above {roman "nrarr"} above {roman "nrArr"} above {roman "nrarrc"} above {roman "nrarrw"} above {roman "nrightarrow"} above {roman "nRightarrow"} above {roman "nrtri"} above {roman "nrtrie"} above {roman "nsc"} above {roman "nsccue"} above {roman "nsce"} above {roman "nscr"} above {roman "Nscr"} above {roman "nshortmid"} above {roman "nshortparallel"} above {roman "nsim"} above {roman "nsime"} above {roman "nsimeq"} above {roman "nsmid"} above {roman "nspar"} above {roman "nsqsube"} above {roman "nsqsupe"} above {roman "nsub"} above {roman "nsube"} above {roman "nsubE"} above {roman "nsubset"} above {roman "nsubseteq"} above {roman "nsubseteqq"} above {roman "nsucc"} above {roman "nsucceq"} above {roman "nsup"} above {roman "nsupe"} above {roman "nsupE"} above {roman "nsupset"} above {roman "nsupseteq"} above {roman "nsupseteqq"} above {roman "ntgl"} above {roman "ntilde"} above {roman "Ntilde"} above {roman "ntlg"} above {roman "ntriangleleft"} above {roman "ntrianglelefteq"} above {roman "ntriangleright"} above {roman "ntrianglerighteq"} above {roman "nu"} above {roman "num"} above {roman "numero"} above {roman "numsp"} above {roman "nvap"} above {roman "nvdash"} above {roman "nvDash"} above {roman "nVdash"} above {roman "nVDash"} above {roman "nvge"} above {roman "nvgt"} above {roman "nvHarr"} above {roman "nvinfin"} above {roman "nvlArr"} above {roman "nvle"} above {roman "nvlt"} above {roman "nvltrie"} above {roman "nvrArr"} above {roman "nvrtrie"} above {roman "nvsim"} above {roman "nwarhk"} above {roman "nwarr"} above {roman "nwArr"} above {roman "nwarrow"} above {roman "nwnear"} }+ccol{ grad above \[u0144] above \[u0143] above "∠⃒" above \[u2249] above "⩰̸" above "≋̸" above \[u0149] above \[u2249] above \[u266e] above \[u266e] above \[u2115] above \[u00a0] above {\[u224e u0338]} above {\[u224f u0338]} above \[u2a43] above \[u0148] above \[u0147] above \[u0146] above \[u0145] above \[u2247] above "⩭̸" above \[u2a42] above \[u043d] above \[u041d] above \[u2013] above != above \[u2924] above \[u2197] above \[u21d7] above \[u2197] above "≐̸" above \[u200b] above \[u200b] above \[u200b] above \[u200b] above \[u2262] above \[u2928] above {\[u2242 u0338]} above >> above << above "" above \[u2204] above \[u2204] above \[u1d52b] above \[u1d511] above \[u2271] above "≧̸" above \[u2271] above "≧̸" above {\[u2a7e u0338]} above {\[u2a7e u0338]} above "⋙̸" above \[u2275] above \[u226f] above "≫⃒" above \[u226f] above {\[u226b u0338]} above \[u21ae] above \[u21ce] above \[u2af2] above \[u220b] above \[u22fc] above \[u22fa] above \[u220b] above \[u045a] above \[u040a] above \[u219a] above \[u21cd] above \[u2025] above \[u2270] above {\[u2266 u0338]} above \[u219a] above \[u21cd] above \[u21ae] above \[u21ce] above \[u2270] above {\[u2266 u0338]} above {\[u2a7d u0338]} above {\[u2a7d u0338]} above \[u226e] above "⋘̸" above \[u2274] above \[u226e] above "≪⃒" above \[u22ea] above \[u22ec] above {\[u226a u0338]} above \[u2224] above \[u2060] above \[u00a0] above \[u1d55f] above \[u2115] above \[u00ac] above \[u2aec] above \[u2262] above \[u226d] above \[u2226] above \[u2209] above != above {\[u2242 u0338]} above \[u2204] above \[u226f] above \[u2271] above "≧̸" above {\[u226b u0338]} above \[u2279] above {\[u2a7e u0338]} above \[u2275] above {\[u224e u0338]} above {\[u224f u0338]} above \[u2209] above "⋵̸" above "⋹̸" above \[u2209] above \[u22f7] above \[u22f6] above \[u22ea] above {\[u29cf u0338]} above \[u22ec] above \[u226e] above \[u2270] above \[u2278] above {\[u226a u0338]} above {\[u2a7d u0338]} above \[u2274] above {\[u2aa2 u0338]} above {\[u2aa1 u0338]} above \[u220c] above \[u220c] above \[u22fe] above \[u22fd] above \[u2280] above {\[u2aaf u0338]} above \[u22e0] above \[u220c] above \[u22eb] above {\[u29d0 u0338]} above \[u22ed] above {\[u228f u0338]} above \[u22e2] above {\[u2290 u0338]} above \[u22e3] above {\[u2282 u20d2]} above \[u2288] above \[u2281] above {\[u2ab0 u0338]} above \[u22e1] above {\[u227f u0338]} above {\[u2283 u20d2]} above \[u2289] above \[u2241] above \[u2244] above \[u2247] above \[u2249] above \[u2224] above \[u2226] above \[u2226] above "⫽⃥" above "∂̸" above \[u2a14] above \[u2280] above \[u22e0] above {\[u2aaf u0338]} above \[u2280] above {\[u2aaf u0338]} above \[u219b] above \[u21cf] above "⤳̸" above "↝̸" above \[u219b] above \[u21cf] above \[u22eb] above \[u22ed] above \[u2281] above \[u22e1] above {\[u2ab0 u0338]} above \[u1d4c3] above \[u1d4a9] above \[u2224] above \[u2226] above \[u2241] above \[u2244] above \[u2244] above \[u2224] above \[u2226] above \[u22e2] above \[u22e3] above \[u2284] above \[u2288] above "⫅̸" above {\[u2282 u20d2]} above \[u2288] above "⫅̸" above \[u2281] above {\[u2ab0 u0338]} above \[u2285] above \[u2289] above "⫆̸" above {\[u2283 u20d2]} above \[u2289] above "⫆̸" above \[u2279] above \[u00f1] above \[u00d1] above \[u2278] above \[u22ea] above \[u22ec] above \[u22eb] above \[u22ed] above nu above # above \[u2116] above \[u2007] above "≍⃒" above \[u22ac] above \[u22ad] above \[u22ae] above \[u22af] above "≥⃒" above ">⃒" above \[u2904] above \[u29de] above \[u2902] above "≤⃒" above "<⃒" above "⊴⃒" above \[u2903] above "⊵⃒" above "∼⃒" above \[u2923] above \[u2196] above \[u21d6] above \[u2196] above \[u2927] }+}
+ tests/writers/nestAction1.eqn view
@@ -0,0 +1,1 @@+x > 4
+ tests/writers/nestFrac1.eqn view
@@ -0,0 +1,1 @@+1 over {sqrt 2 + 1 over {sqrt 3 + 1 over {sqrt 4 + 1 over {sqrt 5 + 1 over {sqrt 6 + ...}}}}}
+ tests/writers/nestScript.eqn view
@@ -0,0 +1,1 @@+v sup {w sup {x sup {y sup z}}}
+ tests/writers/nestTable1.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {matrix{+ccol{ x }+}} }+}
+ tests/writers/nestedAwidth1.eqn view
@@ -0,0 +1,12 @@+matrix{+ccol{ {matrix{+ccol{ 1 above x }+ccol{ 2 above y }+}} above {matrix{+ccol{ 1 above x }+ccol{ 2 above y }+}} above {matrix{+ccol{ 1 above x }+ccol{ 2 above y }+}} }+}
+ tests/writers/notin.eqn view
@@ -0,0 +1,1 @@+x \[u2208] y \[u2227] x \[u2209] y
+ tests/writers/o.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "oacute"} above {roman "Oacute"} above {roman "oast"} above {roman "ocir"} above {roman "ocirc"} above {roman "Ocirc"} above {roman "ocy"} above {roman "Ocy"} above {roman "odash"} above {roman "odblac"} above {roman "Odblac"} above {roman "odiv"} above {roman "odot"} above {roman "odsold"} above {roman "oelig"} above {roman "OElig"} above {roman "ofcir"} above {roman "ofr"} above {roman "Ofr"} above {roman "ogon"} above {roman "ograve"} above {roman "Ograve"} above {roman "ogt"} above {roman "ohbar"} above {roman "ohm"} above {roman "oint"} above {roman "olarr"} above {roman "olcir"} above {roman "olcross"} above {roman "olt"} above {roman "omacr"} above {roman "Omacr"} above {roman "omega"} above {roman "Omega"} above {roman "omid"} above {roman "ominus"} above {roman "oopf"} above {roman "Oopf"} above {roman "opar"} above {roman "OpenCurlyDoubleQuote"} above {roman "OpenCurlyQuote"} above {roman "operp"} above {roman "oplus"} above {roman "or"} above {roman "Or"} above {roman "orarr"} above {roman "ord"} above {roman "order"} above {roman "orderof"} above {roman "ordf"} above {roman "ordm"} above {roman "origof"} above {roman "oror"} above {roman "orslope"} above {roman "orv"} above {roman "oS"} above {roman "oscr"} above {roman "Oscr"} above {roman "oslash"} above {roman "Oslash"} above {roman "osol"} above {roman "otilde"} above {roman "Otilde"} above {roman "otimes"} above {roman "Otimes"} above {roman "otimesas"} above {roman "ouml"} above {roman "Ouml"} above {roman "ovbar"} above {roman "OverBar"} above {roman "OverBrace"} above {roman "OverBracket"} above {roman "OverParenthesis"} }+ccol{ \[u00f3] above \[u00d3] above \[u229b] above \[u229a] above \[u00f4] above \[u00d4] above \[u043e] above \[u041e] above \[u229d] above \[u0151] above \[u0150] above \[u2a38] above \[u2299] above \[u29bc] above \[u0153] above \[u0152] above \[u29bf] above \[u1d52c] above \[u1d512] above \[u02db] above \[u00f2] above \[u00d2] above \[u29c1] above \[u29b5] above OMEGA above \[u222e] above \[u21ba] above \[u29be] above \[u29bb] above \[u29c0] above \[u014d] above \[u014c] above omega above OMEGA above \[u29b6] above \[u2296] above \[u1d560] above \[u1d546] above \[u29b7] above \[u201c] above \[u2018] above \[u29b9] above \[u2295] above \[u2228] above \[u2a54] above \[u21bb] above \[u2a5d] above \[u2134] above \[u2134] above \[u00aa] above \[u00ba] above \[u22b6] above \[u2a56] above \[u2a57] above \[u2a5b] above \[u24c8] above \[u2134] above \[u1d4aa] above \[u00f8] above \[u00d8] above \[u2298] above \[u00f5] above \[u00d5] above \[u2297] above \[u2a37] above \[u2a36] above \[u00f6] above \[u00d6] above \[u233d] above \[u203e] above \[u23de] above \[u23b4] above \[u23dc] }+}
+ tests/writers/oint1.eqn view
@@ -0,0 +1,1 @@+\[u222e] sub 0 sup 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/oint2.eqn view
@@ -0,0 +1,1 @@+\[u222e] sub 0 sup 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/operatorname.eqn view
@@ -0,0 +1,4 @@+left { matrix{+ccol{ {"div" sub x u "div" sup x u "div" sub x sup y u "div" sub x sup y u} above {"⋆-lim'sup" from {x -> 0} u "⋆-lim'sup" to w u "⋆-lim'sup" from {x -> 0} to w u "⋆-lim'sup" from {x -> 0} to w u} above {"⋆-lim'sup" sub {x -> 0} u "⋆-lim'sup" sup w u "⋆-lim'sup" sub {x -> 0} sup w u "⋆-lim'sup" sub {x -> 0} sup w u} above {"curl" sub x v "argmax" from K u} }+ccol{ {roman "operatorname"} above {roman "operatorname*"} above {roman "operatorname*:nolimits"} above {roman "DeclareMathOperator"} }+} right ""
+ tests/writers/p.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "par"} above {roman "para"} above {roman "parallel"} above {roman "parsim"} above {roman "parsl"} above {roman "part"} above {roman "PartialD"} above {roman "pcy"} above {roman "Pcy"} above {roman "percnt"} above {roman "period"} above {roman "permil"} above {roman "perp"} above {roman "pertenk"} above {roman "pfr"} above {roman "Pfr"} above {roman "phi"} above {roman "Phi"} above {roman "phiv"} above {roman "phmmat"} above {roman "phone"} above {roman "pi"} above {roman "Pi"} above {roman "pitchfork"} above {roman "piv"} above {roman "planck"} above {roman "planckh"} above {roman "plankv"} above {roman "plus"} above {roman "plusacir"} above {roman "plusb"} above {roman "pluscir"} above {roman "plusdo"} above {roman "plusdu"} above {roman "pluse"} above {roman "PlusMinus"} above {roman "plusmn"} above {roman "plussim"} above {roman "plustwo"} above {roman "pm"} above {roman "Poincareplane"} above {roman "pointint"} above {roman "popf"} above {roman "Popf"} above {roman "pound"} above {roman "pr"} above {roman "Pr"} above {roman "prap"} above {roman "prcue"} above {roman "pre"} above {roman "prE"} above {roman "prec"} above {roman "precapprox"} above {roman "preccurlyeq"} above {roman "Precedes"} above {roman "PrecedesEqual"} above {roman "PrecedesSlantEqual"} above {roman "PrecedesTilde"} above {roman "preceq"} above {roman "precnapprox"} above {roman "precneqq"} above {roman "precnsim"} above {roman "precsim"} above {roman "prime"} above {roman "Prime"} above {roman "primes"} above {roman "prnap"} above {roman "prnE"} above {roman "prnsim"} above {roman "prod"} above {roman "Product"} above {roman "profalar"} above {roman "profline"} above {roman "profsurf"} above {roman "prop"} above {roman "Proportion"} above {roman "Proportional"} above {roman "propto"} above {roman "prsim"} above {roman "prurel"} above {roman "pscr"} above {roman "Pscr"} above {roman "psi"} above {roman "Psi"} above {roman "puncsp"} }+ccol{ \[u2225] above \[u00b6] above \[u2225] above \[u2af3] above \[u2afd] above partial above partial above \[u043f] above \[u041f] above % above . above \[u2030] above \[u22a5] above \[u2031] above \[u1d52d] above \[u1d513] above varphi above PHI above phi above \[u2133] above \[u260e] above pi above PI above \[u22d4] above \[u03d6] above \[u210f] above \[u210e] above \[u210f] above + above \[u2a23] above \[u229e] above \[u2a22] above \[u2214] above \[u2a25] above \[u2a72] above +- above +- above \[u2a26] above \[u2a27] above +- above \[u210c] above \[u2a15] above \[u1d561] above \[u2119] above \[u00a3] above \[u227a] above \[u2abb] above \[u2ab7] above \[u227c] above \[u2aaf] above \[u2ab3] above \[u227a] above \[u2ab7] above \[u227c] above \[u227a] above \[u2aaf] above \[u227c] above \[u227e] above \[u2aaf] above \[u2ab9] above \[u2ab5] above \[u22e8] above \[u227e] above prime above \[u2033] above \[u2119] above \[u2ab9] above \[u2ab5] above \[u22e8] above prod above prod above \[u232e] above \[u2312] above \[u2313] above \[u221d] above \[u2237] above \[u221d] above \[u221d] above \[u227e] above \[u22b0] above \[u1d4c5] above \[u1d4ab] above psi above PSI above \[u2008] }+}
+ tests/writers/phantom.eqn view
@@ -0,0 +1,1 @@+left ( hphantom {1 over 2} right )
+ tests/writers/primes1.eqn view
@@ -0,0 +1,1 @@+x sup 2 + 2 sup 2 + x sup prime + x sup ' + x sup "''" + x prime + {x sup '} sup ' + {x sup '} sup 2 + x sup {' + '} + {x sup '} sup ' + x sup {' sup '} + ' sup ' + ' sup '
+ tests/writers/primes2.eqn view
@@ -0,0 +1,1 @@+H sup " H sup ' H sup * H sup ` H sup \[u00aa] H sup \[u00b0] H sup \[u00b2] H sup \[u00b3] H sup \[u00b4] H sup \[u00b9] H sup \[u00ba] H sup \[u2018] H sup \[u2019] H sup \[u201a] H sup \[u201b] H sup \[u201c] H sup \[u201d] H sup \[u201e] H sup \[u201f] H sup prime H sup \[u2033] H sup \[u2034] H sup \[u2035] H sup \[u2036] H sup \[u2037] H sup \[u2057]
+ tests/writers/prod1.eqn view
@@ -0,0 +1,1 @@+prod from {i = 0} to inf x sub i
+ tests/writers/prod2.eqn view
@@ -0,0 +1,1 @@+prod from {i = 0} to inf x sub i
+ tests/writers/q.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "qfr"} above {roman "Qfr"} above {roman "qint"} above {roman "qopf"} above {roman "Qopf"} above {roman "qprime"} above {roman "qscr"} above {roman "Qscr"} above {roman "quaternions"} above {roman "quatint"} above {roman "quest"} above {roman "questeq"} above {roman "quot"} }+ccol{ \[u1d52e] above \[u1d514] above \[u2a0c] above \[u1d562] above \[u211a] above \[u2057] above \[u1d4c6] above \[u1d4ac] above \[u210d] above \[u2a16] above ? above \[u225f] above " }+}
+ tests/writers/quadratic_formula.eqn view
@@ -0,0 +1,1 @@+x = {\[u2212] b +- sqrt {b sup 2 \[u2212] 4 a c}} over {2 a}
+ tests/writers/r.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "rAarr"} above {roman "race"} above {roman "racute"} above {roman "Racute"} above {roman "radic"} above {roman "raemptyv"} above {roman "rang"} above {roman "Rang"} above {roman "rangd"} above {roman "range"} above {roman "rangle"} above {roman "raquo"} above {roman "rarr"} above {roman "rArr"} above {roman "Rarr"} above {roman "rarrap"} above {roman "rarrb"} above {roman "rarrbfs"} above {roman "rarrc"} above {roman "rarrfs"} above {roman "rarrhk"} above {roman "rarrlp"} above {roman "rarrpl"} above {roman "rarrsim"} above {roman "rarrtl"} above {roman "Rarrtl"} above {roman "rarrw"} above {roman "ratail"} above {roman "rAtail"} above {roman "ratio"} above {roman "rationals"} above {roman "rbarr"} above {roman "rBarr"} above {roman "RBarr"} above {roman "rbbrk"} above {roman "rbrace"} above {roman "rbrack"} above {roman "rbrke"} above {roman "rbrksld"} above {roman "rbrkslu"} above {roman "rcaron"} above {roman "Rcaron"} above {roman "rcedil"} above {roman "Rcedil"} above {roman "rceil"} above {roman "rcub"} above {roman "rcy"} above {roman "Rcy"} above {roman "rdca"} above {roman "rdldhar"} above {roman "rdquo"} above {roman "rdquor"} above {roman "rdsh"} above {roman "Re"} above {roman "real"} above {roman "realine"} above {roman "realpart"} above {roman "reals"} above {roman "rect"} above {roman "reg"} above {roman "ReverseElement"} above {roman "ReverseEquilibrium"} above {roman "ReverseUpEquilibrium"} above {roman "rfisht"} above {roman "rfloor"} above {roman "rfr"} above {roman "Rfr"} above {roman "rHar"} above {roman "rhard"} above {roman "rharu"} above {roman "rharul"} above {roman "rho"} above {roman "rhov"} above {roman "RightAngleBracket"} above {roman "rightarrow"} above {roman "Rightarrow"} above {roman "RightArrow"} above {roman "RightArrowBar"} above {roman "RightArrowLeftArrow"} above {roman "rightarrowtail"} above {roman "RightCeiling"} above {roman "RightDoubleBracket"} above {roman "RightDownTeeVector"} above {roman "RightDownVector"} above {roman "RightDownVectorBar"} above {roman "RightFloor"} above {roman "rightharpoondown"} above {roman "rightharpoonup"} above {roman "rightleftarrows"} above {roman "rightleftharpoons"} above {roman "rightrightarrows"} above {roman "rightsquigarrow"} above {roman "RightTee"} above {roman "RightTeeArrow"} above {roman "RightTeeVector"} above {roman "rightthreetimes"} above {roman "RightTriangle"} above {roman "RightTriangleBar"} above {roman "RightTriangleEqual"} above {roman "RightUpDownVector"} above {roman "RightUpTeeVector"} above {roman "RightUpVector"} above {roman "RightUpVectorBar"} above {roman "RightVector"} above {roman "RightVectorBar"} above {roman "ring"} above {roman "risingdotseq"} above {roman "rlarr"} above {roman "rlhar"} above {roman "rmoust"} above {roman "rmoustache"} above {roman "rnmid"} above {roman "roang"} above {roman "roarr"} above {roman "robrk"} above {roman "ropar"} above {roman "ropf"} above {roman "Ropf"} above {roman "roplus"} above {roman "rotimes"} above {roman "RoundImplies"} above {roman "rpar"} above {roman "rpargt"} above {roman "rppolint"} above {roman "rrarr"} above {roman "Rrightarrow"} above {roman "rscr"} above {roman "Rscr"} above {roman "rsh"} above {roman "Rsh"} above {roman "rsqb"} above {roman "rsquo"} above {roman "rsquor"} above {roman "rthree"} above {roman "rtimes"} above {roman "rtri"} above {roman "rtrie"} above {roman "rtrif"} above {roman "rtriltri"} above {roman "RuleDelayed"} above {roman "ruluhar"} above {roman "rx"} }+ccol{ \[u21db] above {\[u223d u0331]} above \[u0155] above \[u0154] above \[u221a] above \[u29b3] above \[u27e9] above \[u27eb] above \[u2992] above \[u29a5] above \[u27e9] above \[u00bb] above -> above \[u21d2] above \[u21a0] above \[u2975] above \[u21e5] above \[u2920] above \[u2933] above \[u291e] above \[u21aa] above \[u21ac] above \[u2945] above \[u2974] above \[u21a3] above \[u2916] above \[u219d] above \[u291a] above \[u291c] above \[u2236] above \[u211a] above \[u290d] above \[u290f] above \[u2910] above \[u2773] above } above ] above \[u298c] above \[u298e] above \[u2990] above \[u0159] above \[u0158] above \[u0157] above \[u0156] above \[u2309] above } above \[u0440] above \[u0420] above \[u2937] above \[u2969] above \[u201d] above \[u201d] above \[u21b3] above \[u211c] above \[u211c] above \[u211b] above \[u211c] above \[u211d] above \[u25ad] above \[u00ae] above \[u220b] above \[u21cb] above \[u296f] above \[u297d] above \[u230b] above \[u1d52f] above \[u211c] above \[u2964] above \[u21c1] above \[u21c0] above \[u296c] above rho above \[u03f1] above \[u27e9] above -> above \[u21d2] above -> above \[u21e5] above \[u21c4] above \[u21a3] above \[u2309] above \[u27e7] above \[u295d] above \[u21c2] above \[u2955] above \[u230b] above \[u21c1] above \[u21c0] above \[u21c4] above \[u21cc] above \[u21c9] above \[u219d] above \[u22a2] above \[u21a6] above \[u295b] above \[u22cc] above \[u22b3] above \[u29d0] above \[u22b5] above \[u294f] above \[u295c] above \[u21be] above \[u2954] above \[u21c0] above \[u2953] above \[u02da] above \[u2253] above \[u21c4] above \[u21cc] above \[u23b1] above \[u23b1] above \[u2aee] above \[u27ed] above \[u21fe] above \[u27e7] above \[u2986] above \[u1d563] above \[u211d] above \[u2a2e] above \[u2a35] above \[u2970] above ) above \[u2994] above \[u2a12] above \[u21c9] above \[u21db] above \[u1d4c7] above \[u211b] above \[u21b1] above \[u21b1] above ] above \[u2019] above \[u2019] above \[u22cc] above \[u22ca] above \[u25b9] above \[u22b5] above \[u25b8] above \[u29ce] above \[u29f4] above \[u2968] above \[u211e] }+}
+ tests/writers/rec-mlabeledtr.eqn view
@@ -0,0 +1,3 @@+matrix{+ccol{ {E = {m  c sup 2}} }+}
+ tests/writers/rec-mtable1.eqn view
@@ -0,0 +1,5 @@+left ( matrix{+ccol{ 1 above 0 above 0 }+ccol{ 0 above 1 above 0 }+ccol{ 0 above 0 above 1 }+} right )
+ tests/writers/rec3-mphantom-1.eqn view
@@ -0,0 +1,1 @@+{x + y + z} over {x hphantom {+ y} + z}
+ tests/writers/s.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "sacute"} above {roman "Sacute"} above {roman "sc"} above {roman "Sc"} above {roman "scap"} above {roman "scaron"} above {roman "Scaron"} above {roman "sccue"} above {roman "sce"} above {roman "scE"} above {roman "scedil"} above {roman "Scedil"} above {roman "scirc"} above {roman "Scirc"} above {roman "scnap"} above {roman "scnE"} above {roman "scnsim"} above {roman "scpolint"} above {roman "scsim"} above {roman "scy"} above {roman "Scy"} above {roman "sdot"} above {roman "sdotb"} above {roman "sdote"} above {roman "searhk"} above {roman "searr"} above {roman "seArr"} above {roman "searrow"} above {roman "sect"} above {roman "semi"} above {roman "seswar"} above {roman "setminus"} above {roman "setmn"} above {roman "sext"} above {roman "sfr"} above {roman "Sfr"} above {roman "sfrown"} above {roman "sharp"} above {roman "shchcy"} above {roman "SHCHcy"} above {roman "shcy"} above {roman "SHcy"} above {roman "ShortDownArrow"} above {roman "ShortLeftArrow"} above {roman "shortmid"} above {roman "shortparallel"} above {roman "ShortRightArrow"} above {roman "ShortUpArrow"} above {roman "shy"} above {roman "sigma"} above {roman "Sigma"} above {roman "sigmav"} above {roman "sim"} above {roman "simdot"} above {roman "sime"} above {roman "simeq"} above {roman "simg"} above {roman "simgE"} above {roman "siml"} above {roman "simlE"} above {roman "simne"} above {roman "simplus"} above {roman "simrarr"} above {roman "slarr"} above {roman "SmallCircle"} above {roman "smallsetminus"} above {roman "smashp"} above {roman "smeparsl"} above {roman "smid"} above {roman "smile"} above {roman "smt"} above {roman "smte"} above {roman "smtes"} above {roman "softcy"} above {roman "SOFTcy"} above {roman "sol"} above {roman "solb"} above {roman "solbar"} above {roman "sopf"} above {roman "Sopf"} above {roman "spades"} above {roman "spadesuit"} above {roman "spar"} above {roman "sqcap"} above {roman "sqcaps"} above {roman "sqcup"} above {roman "sqcups"} above {roman "Sqrt"} above {roman "sqsub"} above {roman "sqsube"} above {roman "sqsubset"} above {roman "sqsubseteq"} above {roman "sqsup"} above {roman "sqsupe"} above {roman "sqsupset"} above {roman "sqsupseteq"} above {roman "squ"} above {roman "square"} above {roman "Square"} above {roman "SquareIntersection"} above {roman "SquareSubset"} above {roman "SquareSubsetEqual"} above {roman "SquareSuperset"} above {roman "SquareSupersetEqual"} above {roman "SquareUnion"} above {roman "squarf"} above {roman "squf"} above {roman "srarr"} above {roman "sscr"} above {roman "Sscr"} above {roman "ssetmn"} above {roman "ssmile"} above {roman "sstarf"} above {roman "star"} above {roman "Star"} above {roman "starf"} above {roman "straightepsilon"} above {roman "straightphi"} above {roman "strns"} above {roman "sub"} above {roman "Sub"} above {roman "subdot"} above {roman "sube"} above {roman "subE"} above {roman "subedot"} above {roman "submult"} above {roman "subne"} above {roman "subnE"} above {roman "subplus"} above {roman "subrarr"} above {roman "subset"} above {roman "Subset"} above {roman "subseteq"} above {roman "subseteqq"} above {roman "SubsetEqual"} above {roman "subsetneq"} above {roman "subsetneqq"} above {roman "subsim"} above {roman "subsub"} above {roman "subsup"} above {roman "succ"} above {roman "succapprox"} above {roman "succcurlyeq"} above {roman "Succeeds"} above {roman "SucceedsEqual"} above {roman "SucceedsSlantEqual"} above {roman "SucceedsTilde"} above {roman "succeq"} above {roman "succnapprox"} above {roman "succneqq"} above {roman "succnsim"} above {roman "succsim"} above {roman "SuchThat"} above {roman "sum"} above {roman "Sum"} above {roman "sung"} above {roman "sup"} above {roman "Sup"} above {roman "sup1"} above {roman "sup2"} above {roman "sup3"} above {roman "supdot"} above {roman "supdsub"} above {roman "supe"} above {roman "supE"} above {roman "supedot"} above {roman "Superset"} above {roman "SupersetEqual"} above {roman "suphsol"} above {roman "suphsub"} above {roman "suplarr"} above {roman "supmult"} above {roman "supne"} above {roman "supnE"} above {roman "supplus"} above {roman "supset"} above {roman "Supset"} above {roman "supseteq"} above {roman "supseteqq"} above {roman "supsetneq"} above {roman "supsetneqq"} above {roman "supsim"} above {roman "supsub"} above {roman "supsup"} above {roman "swarhk"} above {roman "swarr"} above {roman "swArr"} above {roman "swarrow"} above {roman "swnwar"} above {roman "szlig"} }+ccol{ \[u015b] above \[u015a] above \[u227b] above \[u2abc] above \[u2ab8] above \[u0161] above \[u0160] above \[u227d] above \[u2ab0] above \[u2ab4] above \[u015f] above \[u015e] above \[u015d] above \[u015c] above \[u2aba] above \[u2ab6] above \[u22e9] above \[u2a13] above \[u227f] above \[u0441] above \[u0421] above \[u22c5] above \[u22a1] above \[u2a66] above \[u2925] above \[u2198] above \[u21d8] above \[u2198] above \[u00a7] above ; above \[u2929] above \[u2216] above \[u2216] above \[u2736] above \[u1d530] above \[u1d516] above \[u2322] above \[u266f] above \[u0449] above \[u0429] above \[u0448] above \[u0428] above \[u2193] above <- above \[u2223] above \[u2225] above -> above \[u2191] above \[u00ad] above sigma above SIGMA above \[u03c2] above \[u223c] above \[u2a6a] above \[u2243] above \[u2243] above \[u2a9e] above \[u2aa0] above \[u2a9d] above \[u2a9f] above \[u2246] above \[u2a24] above \[u2972] above <- above \[u2218] above \[u2216] above \[u2a33] above \[u29e4] above \[u2223] above \[u2323] above \[u2aaa] above \[u2aac] above "⪬︀" above \[u044c] above \[u042c] above / above \[u29c4] above \[u233f] above \[u1d564] above \[u1d54a] above \[u2660] above \[u2660] above \[u2225] above \[u2293] above "⊓︀" above \[u2294] above "⊔︀" above \[u221a] above \[u228f] above \[u2291] above \[u228f] above \[u2291] above \[u2290] above \[u2292] above \[u2290] above \[u2292] above \[u25a1] above \[u25a1] above \[u25a1] above \[u2293] above \[u228f] above \[u2291] above \[u2290] above \[u2292] above \[u2294] above \[u25aa] above \[u25aa] above -> above \[u1d4c8] above \[u1d4ae] above \[u2216] above \[u2323] above \[u22c6] above \[u2606] above \[u22c6] above \[u2605] above epsilon above phi above \[u00af] above \[u2282] above \[u22d0] above \[u2abd] above \[u2286] above \[u2ac5] above \[u2ac3] above \[u2ac1] above \[u228a] above \[u2acb] above \[u2abf] above \[u2979] above \[u2282] above \[u22d0] above \[u2286] above \[u2ac5] above \[u2286] above \[u228a] above \[u2acb] above \[u2ac7] above \[u2ad5] above \[u2ad3] above \[u227b] above \[u2ab8] above \[u227d] above \[u227b] above \[u2ab0] above \[u227d] above \[u227f] above \[u2ab0] above \[u2aba] above \[u2ab6] above \[u22e9] above \[u227f] above \[u220b] above sum above sum above \[u266a] above \[u2283] above \[u22d1] above \[u00b9] above \[u00b2] above \[u00b3] above \[u2abe] above \[u2ad8] above \[u2287] above \[u2ac6] above \[u2ac4] above \[u2283] above \[u2287] above \[u27c9] above \[u2ad7] above \[u297b] above \[u2ac2] above \[u228b] above \[u2acc] above \[u2ac0] above \[u2283] above \[u22d1] above \[u2287] above \[u2ac6] above \[u228b] above \[u2acc] above \[u2ac8] above \[u2ad4] above \[u2ad6] above \[u2926] above \[u2199] above \[u21d9] above \[u2199] above \[u292a] above \[u00df] }+}
+ tests/writers/sans-serif-bold-italic.eqn view
@@ -0,0 +1,3 @@+{matrix{+lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+}}
+ tests/writers/sans-serif-bold.eqn view
@@ -0,0 +1,3 @@+{matrix{+lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+}}
+ tests/writers/sans-serif-italic.eqn view
@@ -0,0 +1,3 @@+{matrix{+lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+}}
+ tests/writers/sans-serif.eqn view
@@ -0,0 +1,3 @@+{matrix{+lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+}}
+ tests/writers/schwinger_dyson.eqn view
@@ -0,0 +1,1 @@+left ⟨ psi left | {T} left { delta over {delta phi} F [ phi ] right } right | psi right ⟩ = \[u2212] roman {i} left ⟨ psi left | {T} left { F [ phi ] delta over {delta phi} S [ phi ] right } right | psi right ⟩
+ tests/writers/script-bold.eqn view
@@ -0,0 +1,3 @@+{matrix{+lcol{ {roman "ABCDEFGHIJKLMNOPQRSTUVWXYZ"} above {roman "abcdefghijklmnopqrstuvwxyz"} }+}}
+ tests/writers/script.eqn view
@@ -0,0 +1,3 @@+{matrix{+lcol{ {roman "ABCDEFGHIJKLMNOPQRSTUVWXYZ"} above {roman "abcdefghijklmnopqrstuvwxyz"} }+}}
+ tests/writers/semantics-01.eqn view
@@ -0,0 +1,1 @@+123
+ tests/writers/semantics-02.eqn view
@@ -0,0 +1,1 @@+1.0 = 1.0
+ tests/writers/semantics-03.eqn view
@@ -0,0 +1,1 @@+1.0 = 1.0
+ tests/writers/semantics-04.eqn view
@@ -0,0 +1,1 @@+1.0 = 1.0
+ tests/writers/serif-bold-italic.eqn view
@@ -0,0 +1,3 @@+bold italic {matrix{+lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+}}
+ tests/writers/serif-bold.eqn view
@@ -0,0 +1,3 @@+bold {matrix{+lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+}}
+ tests/writers/serif-italic.eqn view
@@ -0,0 +1,3 @@+italic {matrix{+lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+}}
+ tests/writers/serif.eqn view
@@ -0,0 +1,3 @@+matrix{+lcol{ {roman "!"#$%&'()*+,-./0123456789:;<=>?"} above {roman "@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_"} above {roman "`abcdefghijklmnopqrstuvwxyz{|}~"} above {roman "ıȷ"} above {roman "ΑΒΓΔΕΖΗΘΙΚΛΜΝΞΟΠΡϴΣΤΥΦΧΨΩ∇"} above {roman "αβγδεζηθικλμνξοπρςστυφχψω∂"} above {roman "ϵϑϰϕϱϖϜϝ"} above {roman "±·×÷‘’“”•−∓∕∗∙≠≤≥⋅"} }+}
+ tests/writers/simplePres.eqn view
@@ -0,0 +1,1 @@+left { {1 over 78 , {sin x} . y} right ) times \[u1d51e] sup {2 x} + 2 sub j x + 45 over {1 over 78} * x sub 2 sup 3 = "" sup 3 sqrt {1 over {23 + β}} roman "#This is my string!'"
+ tests/writers/simple_sum_formula.eqn view
@@ -0,0 +1,1 @@+sum from {i = 1} to 100 x = {100 * 101} over 2
+ tests/writers/sizeunits3.eqn view
@@ -0,0 +1,1 @@+x + M + x + x + x + x + x + x + x + x + x
+ tests/writers/sizeunits4.eqn view
@@ -0,0 +1,1 @@+x sup 2 + x sup 2 + x sup 2 + {M x} sup 2 + x sup 2 + x sup 2 + x sup 2 + x sup 2 + x sup 2 + x sup 2
+ tests/writers/sophomores_dream.eqn view
@@ -0,0 +1,1 @@+int sub 0 sup 1 x sup x ^ roman {d} x = sum from {n = 1} to inf {( \[u2212] 1 ) sup {n + 1} ^ n sup {\[u2212] n}}
+ tests/writers/sphere_volume.eqn view
@@ -0,0 +1,4 @@+S = { 0 <= phi <= 2 pi , ~ 0 <= theta <= pi , ~ 0 <= rho <= R } matrix{+rcol{ {roman {V o l u m e}} above {} above {} above {} above {} }+lcol{ {= \[u222d] from S back 16 rho sup 2 sin theta ^ roman {d} rho ^ roman {d} theta ^ roman {d} phi} above {= int sub 0 sup {2 pi} back 16 roman {d} phi ^ int sub 0 sup pi back 16 sin theta ^ roman {d} theta ^ int sub 0 sup R back 16 rho sup 2 roman {d} rho} above {= phi | sub 0 sup {2 pi} ~ ( \[u2212] cos theta ) | sub 0 sup pi ~ 1 over 3 rho sup 3 | sub 0 sup R} above {= 2 pi times 2 times 1 over 3 R sup 3} above {= 4 over 3 pi R sup 3} }+}
+ tests/writers/stackrel.eqn view
@@ -0,0 +1,1 @@+u sub n -> to w u
+ tests/writers/stretchAccents1.eqn view
@@ -0,0 +1,1 @@+xxx to \[u02c6] + xxx to \[u00af] + xxx to \[u02c7] + xxx to \[u02dc] + xxx to \[u23de] + xxx from \[u23df] + xxx
+ tests/writers/stretchAccents2.eqn view
@@ -0,0 +1,1 @@+xxx to \[u00af] = {italic {xxx}} to \[u00af]
+ tests/writers/stretchBrack1.eqn view
@@ -0,0 +1,1 @@+{H times G} to \[u23de] {H times G} from \[u23df]
+ tests/writers/stretchHoriz1.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ {} above {roman "no mrows"} above {roman "all in row"} above {roman "op in row"} above {roman "text in row"} }+ccol{ {roman "Stetching in base"} above {-> to {roman "maps to"}} above {-> to {roman "maps to"}} above {-> to {roman "maps to"}} above {-> to {roman "maps to"}} }+ccol{ {roman "Stretching in script"} above {{roman "maps to"} to ->} above {{roman "maps to"} to ->} above {{roman "maps to"} to ->} above {{roman "maps to"} to ->} }+}
+ tests/writers/stretchHoriz2.eqn view
@@ -0,0 +1,1 @@+left "" g = A "←" x "→" H "↔" H right ""
+ tests/writers/stretchHoriz3.eqn view
@@ -0,0 +1,1 @@+H -> to {roman "This is a long stretched arrow"} H
+ tests/writers/stretchTable1.eqn view
@@ -0,0 +1,5 @@+matrix{+ccol{ 1 above \[u2193] above 3 }+ccol{ -> above {x + 2 over {y sup 3}} above -> }+ccol{ 2 above \[u2193] above 4 }+}
+ tests/writers/stretchTable2.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ <- above {roman "a long cell"} }+ccol{ 1 above 1 }+}
+ tests/writers/stretchTilde1.eqn view
@@ -0,0 +1,1 @@+caledonia to \[u02dc]
+ tests/writers/stretchVert1.eqn view
@@ -0,0 +1,3 @@+matrix{+ccol{ {x + left ( 2 over 3 right )} above {left "" x + ( to - 2 over 3 right )} }+}
+ tests/writers/stretchVert2.eqn view
@@ -0,0 +1,1 @@+left | H "|" + left ⟨ H \[u2223] H right ⟩ right ""
+ tests/writers/stretchVertNest2.eqn view
@@ -0,0 +1,1 @@+left ( left ( x over y right ) right )
+ tests/writers/style1.eqn view
@@ -0,0 +1,1 @@+2
+ tests/writers/style2.eqn view
@@ -0,0 +1,1 @@+sqrt 2
+ tests/writers/substack.eqn view
@@ -0,0 +1,3 @@+sum from {matrix{+ccol{ {0 < i < m} above {0 < j < n} }+}} P ( i , j )
+ tests/writers/subsup.eqn view
@@ -0,0 +1,1 @@+x sub b sup a fwd 100 x sub b sup a fwd 100 min from A fwd 100 max from B fwd 100 "det" from C fwd 100 "Pr" from A fwd 100 "gcd" from A fwd 100 {u to \[u0307]} sup 2 fwd 100 {u to \[u00af]} sub \[u03b5] fwd 100 {u from \[u0332]} sub b sup a fwd 100 {{a + b} to \[u23de]} to {roman "term"} fwd 100 {{a + b} to \[u23b4]} to c fwd 100 {{a + b} from \[u23df]} from c fwd 100 {{a + b} from \[u23b5]} from c {fwd 100} sup H e 3 {fwd 100} sub x A {fwd 100} sub x sup 3
+ tests/writers/sum1.eqn view
@@ -0,0 +1,1 @@+sum from {i = 0} to inf x sub i
+ tests/writers/sum2.eqn view
@@ -0,0 +1,1 @@+sum from {i = 0} to inf x sub i
+ tests/writers/t.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "Tab"} above {roman "target"} above {roman "tau"} above {roman "tbrk"} above {roman "tcaron"} above {roman "Tcaron"} above {roman "tcedil"} above {roman "Tcedil"} above {roman "tcy"} above {roman "Tcy"} above {roman "tdot"} above {roman "telrec"} above {roman "tfr"} above {roman "Tfr"} above {roman "there4"} above {roman "therefore"} above {roman "Therefore"} above {roman "theta"} above {roman "Theta"} above {roman "thetav"} above {roman "thickapprox"} above {roman "thicksim"} above {roman "ThickSpace"} above {roman "thinsp"} above {roman "ThinSpace"} above {roman "thkap"} above {roman "thksim"} above {roman "thorn"} above {roman "THORN"} above {roman "tilde"} above {roman "Tilde"} above {roman "TildeEqual"} above {roman "TildeFullEqual"} above {roman "TildeTilde"} above {roman "times"} above {roman "timesb"} above {roman "timesbar"} above {roman "timesd"} above {roman "tint"} above {roman "toea"} above {roman "top"} above {roman "topbot"} above {roman "topcir"} above {roman "topf"} above {roman "Topf"} above {roman "topfork"} above {roman "tosa"} above {roman "tprime"} above {roman "trade"} above {roman "triangle"} above {roman "triangledown"} above {roman "triangleleft"} above {roman "trianglelefteq"} above {roman "triangleq"} above {roman "triangleright"} above {roman "trianglerighteq"} above {roman "tridot"} above {roman "trie"} above {roman "triminus"} above {roman "TripleDot"} above {roman "triplus"} above {roman "trisb"} above {roman "tritime"} above {roman "trpezium"} above {roman "tscr"} above {roman "Tscr"} above {roman "tscy"} above {roman "TScy"} above {roman "tshcy"} above {roman "TSHcy"} above {roman "tstrok"} above {roman "Tstrok"} above {roman "twixt"} above {roman "twoheadleftarrow"} above {roman "twoheadrightarrow"} }+ccol{ "" above \[u2316] above tau above \[u23b4] above \[u0165] above \[u0164] above \[u0163] above \[u0162] above \[u0442] above \[u0422] above \[u20db] above \[u2315] above \[u1d531] above \[u1d517] above \[u2234] above \[u2234] above \[u2234] above theta above THETA above \[u03d1] above approx above \[u223c] above "  " above \[u2009] above \[u2009] above approx above \[u223c] above \[u00fe] above \[u00de] above \[u02dc] above \[u223c] above \[u2243] above \[u2245] above approx above times above \[u22a0] above \[u2a31] above \[u2a30] above \[u222d] above \[u2928] above \[u22a4] above \[u2336] above \[u2af1] above \[u1d565] above \[u1d54b] above \[u2ada] above \[u2929] above \[u2034] above \[u2122] above \[u25b5] above \[u25bf] above \[u25c3] above \[u22b4] above \[u225c] above \[u25b9] above \[u22b5] above \[u25ec] above \[u225c] above \[u2a3a] above \[u20db] above \[u2a39] above \[u29cd] above \[u2a3b] above \[u23e2] above \[u1d4c9] above \[u1d4af] above \[u0446] above \[u0426] above \[u045b] above \[u040b] above \[u0167] above \[u0166] above \[u226c] above \[u219e] above \[u21a0] }+}
+ tests/writers/text.eqn view
@@ -0,0 +1,1 @@+roman "(Łukasiewicz, Gödel, and Gödel)" "…–“double quotes”—‘single quotes’"
+ tests/writers/tokens.eqn view
@@ -0,0 +1,1 @@+phi to \[u0303] sqrt phi phi over xi phi over xi phi over xi {( phi )} {( phi )} xi
+ tests/writers/tripleint1.eqn view
@@ -0,0 +1,1 @@+\[u222d] sub 0 sup 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/tripleint2.eqn view
@@ -0,0 +1,1 @@+\[u222d] sub 0 sup 1 f left ( x right ) ^ \[u2146] x
+ tests/writers/u.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "uacute"} above {roman "Uacute"} above {roman "uarr"} above {roman "uArr"} above {roman "Uarr"} above {roman "Uarrocir"} above {roman "ubrcy"} above {roman "Ubrcy"} above {roman "ubreve"} above {roman "Ubreve"} above {roman "ucirc"} above {roman "Ucirc"} above {roman "ucy"} above {roman "Ucy"} above {roman "udarr"} above {roman "udblac"} above {roman "Udblac"} above {roman "udhar"} above {roman "ufisht"} above {roman "ufr"} above {roman "Ufr"} above {roman "ugrave"} above {roman "Ugrave"} above {roman "uHar"} above {roman "uharl"} above {roman "uharr"} above {roman "uhblk"} above {roman "ulcorn"} above {roman "ulcorner"} above {roman "ulcrop"} above {roman "ultri"} above {roman "umacr"} above {roman "Umacr"} above {roman "uml"} above {roman "UnderBar"} above {roman "UnderBrace"} above {roman "UnderBracket"} above {roman "UnderParenthesis"} above {roman "Union"} above {roman "UnionPlus"} above {roman "uogon"} above {roman "Uogon"} above {roman "uopf"} above {roman "Uopf"} above {roman "uparrow"} above {roman "Uparrow"} above {roman "UpArrow"} above {roman "UpArrowBar"} above {roman "UpArrowDownArrow"} above {roman "updownarrow"} above {roman "Updownarrow"} above {roman "UpDownArrow"} above {roman "UpEquilibrium"} above {roman "upharpoonleft"} above {roman "upharpoonright"} above {roman "uplus"} above {roman "UpperLeftArrow"} above {roman "UpperRightArrow"} above {roman "upsi"} above {roman "Upsi"} above {roman "upsilon"} above {roman "Upsilon"} above {roman "UpTee"} above {roman "UpTeeArrow"} above {roman "upuparrows"} above {roman "urcorn"} above {roman "urcorner"} above {roman "urcrop"} above {roman "uring"} above {roman "Uring"} above {roman "urtri"} above {roman "uscr"} above {roman "Uscr"} above {roman "utdot"} above {roman "utilde"} above {roman "Utilde"} above {roman "utri"} above {roman "utrif"} above {roman "uuarr"} above {roman "uuml"} above {roman "Uuml"} above {roman "uwangle"} }+ccol{ \[u00fa] above \[u00da] above \[u2191] above \[u21d1] above \[u219f] above \[u2949] above \[u045e] above \[u040e] above \[u016d] above \[u016c] above \[u00fb] above \[u00db] above \[u0443] above \[u0423] above \[u21c5] above \[u0171] above \[u0170] above \[u296e] above \[u297e] above \[u1d532] above \[u1d518] above \[u00f9] above \[u00d9] above \[u2963] above \[u21bf] above \[u21be] above \[u2580] above \[u231c] above \[u231c] above \[u230f] above \[u25f8] above \[u016b] above \[u016a] above \[u00a8] above _ above \[u23df] above \[u23b5] above \[u23dd] above inter above \[u228e] above \[u0173] above \[u0172] above \[u1d566] above \[u1d54c] above \[u2191] above \[u21d1] above \[u2191] above \[u2912] above \[u21c5] above \[u2195] above \[u21d5] above \[u2195] above \[u296e] above \[u21bf] above \[u21be] above \[u228e] above \[u2196] above \[u2197] above upsilon above \[u03d2] above upsilon above UPSILON above \[u22a5] above \[u21a5] above \[u21c8] above \[u231d] above \[u231d] above \[u230e] above \[u016f] above \[u016e] above \[u25f9] above \[u1d4ca] above \[u1d4b0] above \[u22f0] above \[u0169] above \[u0168] above \[u25b5] above \[u25b4] above \[u21c8] above \[u00fc] above \[u00dc] above \[u29a7] }+}
+ tests/writers/unicode.eqn view
@@ -0,0 +1,1 @@+f : X -> Y
+ tests/writers/v.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "vangrt"} above {roman "varepsilon"} above {roman "varkappa"} above {roman "varnothing"} above {roman "varphi"} above {roman "varpi"} above {roman "varpropto"} above {roman "varr"} above {roman "vArr"} above {roman "varrho"} above {roman "varsigma"} above {roman "varsubsetneq"} above {roman "varsubsetneqq"} above {roman "varsupsetneq"} above {roman "varsupsetneqq"} above {roman "vartheta"} above {roman "vartriangleleft"} above {roman "vartriangleright"} above {roman "vBar"} above {roman "Vbar"} above {roman "vBarv"} above {roman "vcy"} above {roman "Vcy"} above {roman "vdash"} above {roman "vDash"} above {roman "Vdash"} above {roman "VDash"} above {roman "Vdashl"} above {roman "vee"} above {roman "Vee"} above {roman "veebar"} above {roman "veeeq"} above {roman "vellip"} above {roman "verbar"} above {roman "Verbar"} above {roman "vert"} above {roman "Vert"} above {roman "VerticalBar"} above {roman "VerticalLine"} above {roman "VerticalSeparator"} above {roman "VerticalTilde"} above {roman "VeryThinSpace"} above {roman "vfr"} above {roman "Vfr"} above {roman "vltri"} above {roman "vnsub"} above {roman "vnsup"} above {roman "vopf"} above {roman "Vopf"} above {roman "vprop"} above {roman "vrtri"} above {roman "vscr"} above {roman "Vscr"} above {roman "vsubne"} above {roman "vsubnE"} above {roman "vsupne"} above {roman "vsupnE"} above {roman "Vvdash"} above {roman "vzigzag"} }+ccol{ \[u299c] above epsilon above \[u03f0] above \[u2205] above phi above \[u03d6] above \[u221d] above \[u2195] above \[u21d5] above \[u03f1] above \[u03c2] above "⊊︀" above "⫋︀" above "⊋︀" above "⫌︀" above \[u03d1] above \[u22b2] above \[u22b3] above \[u2ae8] above \[u2aeb] above \[u2ae9] above \[u0432] above \[u0412] above \[u22a2] above \[u22a8] above \[u22a9] above \[u22ab] above \[u2ae6] above \[u2228] above \[u22c1] above \[u22bb] above \[u225a] above \[u22ee] above | above \[u2016] above | above \[u2016] above \[u2223] above | above \[u2758] above \[u2240] above \[u200a] above \[u1d533] above \[u1d519] above \[u22b2] above {\[u2282 u20d2]} above {\[u2283 u20d2]} above \[u1d567] above \[u1d54d] above \[u221d] above \[u22b3] above \[u1d4cb] above \[u1d4b1] above "⊊︀" above "⫋︀" above "⊋︀" above "⫌︀" above \[u22aa] above \[u299a] }+}
+ tests/writers/verbar1.eqn view
@@ -0,0 +1,1 @@+left | x right |
+ tests/writers/verbar2.eqn view
@@ -0,0 +1,1 @@+left | H over K right |
+ tests/writers/w.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "wcirc"} above {roman "Wcirc"} above {roman "wedbar"} above {roman "wedge"} above {roman "Wedge"} above {roman "wedgeq"} above {roman "weierp"} above {roman "wfr"} above {roman "Wfr"} above {roman "wopf"} above {roman "Wopf"} above {roman "wp"} above {roman "wr"} above {roman "wreath"} above {roman "wscr"} above {roman "Wscr"} }+ccol{ \[u0175] above \[u0174] above \[u2a5f] above \[u2227] above \[u22c0] above \[u2259] above \[u2118] above \[u1d534] above \[u1d51a] above \[u1d568] above \[u1d54e] above \[u2118] above \[u2240] above \[u2240] above \[u1d4cc] above \[u1d4b2] }+}
+ tests/writers/whBcomments1.eqn view
@@ -0,0 +1,1 @@+5
+ tests/writers/whBgeneral1.eqn view
@@ -0,0 +1,1 @@+x + y
+ tests/writers/white1.eqn view
@@ -0,0 +1,1 @@+alpha \[u2009] alpha
+ tests/writers/white10.eqn view
@@ -0,0 +1,1 @@+H \[u200a] H \[u2009] H \[u205f] H \[u2005] H " ︀" H " ︀" H " ︀" H " ︀" H "" H
+ tests/writers/white2.eqn view
@@ -0,0 +1,1 @@+alpha \[u00a0] alpha
+ tests/writers/white3.eqn view
@@ -0,0 +1,1 @@+alpha \[u2003] alpha
+ tests/writers/white4.eqn view
@@ -0,0 +1,1 @@+alpha \[u2005] alpha
+ tests/writers/white5.eqn view
@@ -0,0 +1,1 @@+alpha \[u2009 ufe00] alpha
+ tests/writers/white6.eqn view
@@ -0,0 +1,1 @@+alpha \[u205f ufe00] alpha
+ tests/writers/white7.eqn view
@@ -0,0 +1,1 @@+alpha \[u200a ufe00] alpha
+ tests/writers/white8.eqn view
@@ -0,0 +1,1 @@+alpha \[u2005 ufe00] alpha
+ tests/writers/white9.eqn view
@@ -0,0 +1,1 @@+alpha  alpha
+ tests/writers/x.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "xcap"} above {roman "xcirc"} above {roman "xcup"} above {roman "xdtri"} above {roman "xfr"} above {roman "Xfr"} above {roman "xharr"} above {roman "xhArr"} above {roman "xi"} above {roman "Xi"} above {roman "xlarr"} above {roman "xlArr"} above {roman "xmap"} above {roman "xnis"} above {roman "xodot"} above {roman "xopf"} above {roman "Xopf"} above {roman "xoplus"} above {roman "xotime"} above {roman "xrarr"} above {roman "xrArr"} above {roman "xscr"} above {roman "Xscr"} above {roman "xsqcup"} above {roman "xuplus"} above {roman "xutri"} above {roman "xvee"} above {roman "xwedge"} }+ccol{ union above \[u25ef] above inter above \[u25bd] above \[u1d535] above \[u1d51b] above \[u27f7] above \[u27fa] above xi above XI above \[u27f5] above \[u27f8] above \[u27fc] above \[u22fb] above \[u2a00] above \[u1d569] above \[u1d54f] above \[u2a01] above \[u2a02] above \[u27f6] above \[u27f9] above \[u1d4cd] above \[u1d4b3] above \[u2a06] above \[u2a04] above \[u25b3] above \[u22c1] above \[u22c0] }+}
+ tests/writers/xmllang1.eqn view
@@ -0,0 +1,1 @@+x
+ tests/writers/xref1.eqn view
@@ -0,0 +1,1 @@+2
+ tests/writers/y.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "yacute"} above {roman "Yacute"} above {roman "yacy"} above {roman "YAcy"} above {roman "ycirc"} above {roman "Ycirc"} above {roman "ycy"} above {roman "Ycy"} above {roman "yen"} above {roman "yfr"} above {roman "Yfr"} above {roman "yicy"} above {roman "YIcy"} above {roman "yopf"} above {roman "Yopf"} above {roman "yscr"} above {roman "Yscr"} above {roman "yucy"} above {roman "YUcy"} above {roman "yuml"} above {roman "Yuml"} }+ccol{ \[u00fd] above \[u00dd] above \[u044f] above \[u042f] above \[u0177] above \[u0176] above \[u044b] above \[u042b] above \[u00a5] above \[u1d536] above \[u1d51c] above \[u0457] above \[u0407] above \[u1d56a] above \[u1d550] above \[u1d4ce] above \[u1d4b4] above \[u044e] above \[u042e] above \[u00ff] above \[u0178] }+}
+ tests/writers/z.eqn view
@@ -0,0 +1,4 @@+matrix{+ccol{ {roman "zacute"} above {roman "Zacute"} above {roman "zcaron"} above {roman "Zcaron"} above {roman "zcy"} above {roman "Zcy"} above {roman "zdot"} above {roman "Zdot"} above {roman "zeetrf"} above {roman "ZeroWidthSpace"} above {roman "zeta"} above {roman "zfr"} above {roman "Zfr"} above {roman "zhcy"} above {roman "ZHcy"} above {roman "zigrarr"} above {roman "zopf"} above {roman "Zopf"} above {roman "zscr"} above {roman "Zscr"} }+ccol{ \[u017a] above \[u0179] above \[u017e] above \[u017d] above \[u0437] above \[u0417] above \[u017c] above \[u017b] above \[u2128] above \[u200b] above zeta above \[u1d537] above \[u2128] above \[u0436] above \[u0416] above \[u21dd] above \[u1d56b] above \[u2124] above \[u1d4cf] above \[u1d4b5] }+}
texmath.cabal view
@@ -1,5 +1,5 @@ Name:                texmath-Version:             0.9.3+Version:             0.9.4 Cabal-Version:       >= 1.10 Build-type:          Simple Synopsis:            Conversion between formats used to represent mathematics.@@ -7,12 +7,12 @@                      write TeX math, presentation MathML, and OMML (Office                      Math Markup Language, used in Microsoft Office).                      Support is also included for converting math formats-                     to pandoc's native format (allowing conversion, via-                     pandoc, to a variety of different markup formats).-                     The TeX reader supports basic LaTeX and AMS extensions,-                     and it can parse and apply LaTeX macros.-                     (See <http://johnmacfarlane.net/texmath here> for a live-                     demo of bidirectional conversion between LaTeX+                     to Gnu eqn and to pandoc's native format (allowing+                     conversion, via pandoc, to a variety of different+                     markup formats).  The TeX reader supports basic LaTeX+                     and AMS extensions, and it can parse and apply LaTeX+                     macros.  (See <http://johnmacfarlane.net/texmath here>+                     for a live demo of bidirectional conversion between LaTeX                      and MathML.)                      .                      The package also includes several utility modules which@@ -58,6 +58,7 @@                      tests/writers/*.mml                      tests/writers/*.tex                      tests/writers/*.omml+                     tests/writers/*.eqn                      lib/totexmath/unicodetotex.hs                      lib/totexmath/unimathsymbols.txt                      lib/totexmath/Makefile@@ -103,6 +104,7 @@                          Text.TeXMath.Writers.OMML,                          Text.TeXMath.Writers.Pandoc,                          Text.TeXMath.Writers.TeX,+                         Text.TeXMath.Writers.Eqn,                          Text.TeXMath.Unicode.ToUnicode,                          Text.TeXMath.Unicode.ToTeX,                          Text.TeXMath.Unicode.ToASCII,