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texmath 0.7.0.2 → 0.8

raw patch · 298 files changed

+12360/−812 lines, 298 files

Files

README.markdown view
@@ -3,14 +3,14 @@  texmath is a Haskell library for converting between formats used to represent mathematics.  Currently it provides functions to read and-write both TeX math and presentation MathML, and to write OMML (Office-Math Markup Language, used in Microsoft Office) and [pandoc]'s native+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).  It 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-Unicode or MathML.  For example, a copy of the MathML operator-dictionary is included.+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 @@ -82,5 +82,10 @@ `updates` lists. After making the changes, follow the above steps to regenerate the table. +Authors+======= -Thanks to Matthew Pickering and John Lenz for many contributions.+John MacFarlane wrote the original TeX reader, MathML writer, and+OMML writer.  Matthew Pickering contributed the MathML reader, the TeX+writer, and many of the auxiliary modules.  Jesse Rosenthal contributed+the OMML reader.  Thanks also to John Lenz for many contributions.
cgi/texmath.html view
@@ -24,6 +24,7 @@     input { margin-top: 0.5em; margin-bottom: 0.5em; }     textarea { width: 100%; }     pre { margin-top: 1em; background-color: transparent; border: none; color: blue; }+    #installing { padding: 1em; font-size: 120%; }   </style>   <script type="text/javascript">      // Browsers do not always like self-closing tags@@ -87,6 +88,7 @@       <ul class="nav nav-tabs" role="tablist">         <li class="active"><a href="#tex2mathml" role="tab" data-toggle="tab">LaTeX &Rightarrow; MathML</a></li>         <li><a href="#mathml2tex" role="tab" data-toggle="tab">MathML &Rightarrow; LaTeX</a></li>+        <li><a href="#installing" role="tab" data-toggle="tab">Installing</a></li>       </ul>     </div>   </div>@@ -127,6 +129,23 @@       </div>       <div class="col-md-6">         <pre id="latex-result"></pre>+      </div>+    </div>+    <div id="installing" class="tab-pane">+      <div class="col-md-6">+        <ol>+          <li><p>Install the <a href="http://www.haskell.org/platform/">Haskell+            Platform</a>.</p></li>+          <li><p><code>cabal update &amp;&amp; cabal install texmath -fexecutable</code></p></li>+          <li><p><code>texmath --help</code></p></li>+        </ol>+        <p>If installation succeeds but <code>texmath</code> is not found,+        make sure your system PATH includes the cabal bindir, which by+        default is <code>~/.cabal</code> on linux+        and <code>~/Library/Haskell/bin</code> on Mac OS X.</p>+        <p>If you want to use texmath as a Haskell library, see+        the <a href="https://hackage.haskell.org/package/texmath">API+          documentation</a>.</p>       </div>     </div>   </div>
changelog view
@@ -1,3 +1,19 @@+texmath (0.8)++  * Added OMML reader (Jesse Rosenthal).+  * Support latex \substack (#57).+  * Added EBoxed and implemented in readers and writers (#58).+  * Handle latex \genfrac.  Use \genfrac for \brace, \brack,+    etc. when amsmath is available.+  * Improvements in handling of space characters.+  * Use ESpace rather than EText when a mathml mtext just contains+    a space.+  * Use \mspace when needed to get latex spaces with odd sizes, rather+    than finding the closest simple command.+  * Use Rational instead of Double in ESpaced, EScaled.+  * Shared: Export getSpaceWidth, getSpaceChars.+  * Shared: Export fixTree, isEmpty, empty (formerly in MathML reader).+ texmath (0.7.0.2)    * TeX reader:  further improvements in error reporting.
extra/texmath.hs view
@@ -37,6 +37,7 @@ readers = [     ("tex", readTeX)   , ("mathml", readMathML)+  , ("omml", readOMML)   , ("native", readNative)]  readNative :: String -> Either String [Exp]
man/man1/texmath.1 view
@@ -23,7 +23,7 @@ .TP .B \f[C]\-f\f[] \f[I]FORMAT\f[] Specify input ("from") format: \f[C]tex\f[], \f[C]mathml\f[],-\f[C]native\f[].+\f[C]omml\f[], \f[C]native\f[]. Defaults to \f[C]tex\f[]. .RS .RE@@ -51,7 +51,7 @@ .RE .SH AUTHORS .PP-John MacFarlane, Matthew Pickering.+John MacFarlane, Matthew Pickering, Jesse Rosenthal. .SH SEE ALSO .PP The \f[C]texmath\f[] source code and all documentation may be downloaded
man/texmath.1.md view
@@ -29,7 +29,7 @@ # OPTIONS  `-f` *FORMAT*-:   Specify input ("from") format:  `tex`, `mathml`, `native`.+:   Specify input ("from") format:  `tex`, `mathml`, `omml`, `native`.     Defaults to `tex`.  `-t` *FORMAT*@@ -47,7 +47,7 @@  # AUTHORS -John MacFarlane, Matthew Pickering.+John MacFarlane, Matthew Pickering, Jesse Rosenthal.  # SEE ALSO
src/Text/TeXMath.hs view
@@ -50,8 +50,8 @@  -} -module Text.TeXMath (-                      readMathML,+module Text.TeXMath ( readMathML,+                      readOMML,                       readTeX,                       writeTeX,                       writeTeXWith,@@ -65,6 +65,7 @@ where import Text.TeXMath.Readers.TeX import Text.TeXMath.Readers.MathML+import Text.TeXMath.Readers.OMML import Text.TeXMath.Writers.MathML import Text.TeXMath.Writers.OMML import Text.TeXMath.Writers.Pandoc
src/Text/TeXMath/Readers/MathML.hs view
@@ -41,7 +41,8 @@ import Text.TeXMath.Types import Text.TeXMath.Readers.MathML.MMLDict (getMathMLOperator) import Text.TeXMath.Readers.MathML.EntityMap (getUnicode)-import Text.TeXMath.Shared (getTextType, readLength, getOperator)+import Text.TeXMath.Shared (getTextType, readLength, getOperator, fixTree,+                            getSpaceWidth, isEmpty, empty) import Text.TeXMath.Unicode.ToTeX (getSymbolType) import Text.TeXMath.Unicode.ToUnicode (fromUnicode) import Text.TeXMath.Compat (throwError, Except, runExcept, MonadError)@@ -52,7 +53,6 @@ import Data.List (transpose) import Control.Monad (filterM, guard) import Control.Monad.Reader (ReaderT, runReaderT, asks, local)-import Data.Generics (everywhere, mkT) import Data.Either (rights)  -- | Parse a MathML expression to a list of 'Exp'.@@ -62,9 +62,6 @@   where     i = maybeToEither "Invalid XML" (parseXMLDoc inp) -fixTree :: Exp -> Exp-fixTree = everywhere (mkT removeNesting) . everywhere (mkT removeEmpty)- data MMLState = MMLState { attrs :: [Attr]                          , position :: Maybe FormType                          , inAccent :: Bool@@ -131,13 +128,6 @@  -- Tokens -empty :: Exp-empty = EGrouped []--isEmpty :: Exp -> Bool-isEmpty (EGrouped []) = True-isEmpty _ = False- ident :: Element -> MML Exp ident e =  do   s <- getString e@@ -187,14 +177,24 @@ text e = do   textStyle <- maybe TextNormal getTextType                 <$> (findAttrQ "mathvariant" e)-  EText textStyle <$> getString e+  s <- getString e+  -- mathml seems to use mtext for spacing often; we get+  -- more idiomatic math if we replace these with ESpace:+  return $ case (textStyle, s) of+       (TextNormal, [c]) ->+         case getSpaceWidth c of+              Just w  -> ESpace w+              Nothing -> EText textStyle s+       _ -> EText textStyle s  literal :: Element -> MML Exp literal e = do   lquote <- fromMaybe "\x201C" <$> findAttrQ "lquote" e   rquote <- fromMaybe "\x201D" <$> findAttrQ "rquote" e-  EText ttype cont <- text e-  return $ EText ttype (lquote ++ cont ++ rquote)+  textStyle <- maybe TextNormal getTextType+                <$> (findAttrQ "mathvariant" e)+  s <- getString e+  return $ EText textStyle (lquote ++ s ++ rquote)  space :: Element -> MML Exp space e = do@@ -275,16 +275,6 @@     go es' = EDelimited (getFence open) (getFence close) (toEDelim es')     getFence = fromMaybe "" . fmap fst --- As we constuct from the bottom up, this situation can occur.-removeNesting :: Exp -> Exp-removeNesting (EDelimited o c [Right (EDelimited "" "" xs)]) = EDelimited o c xs-removeNesting (EDelimited "" "" [x]) = either (ESymbol Ord) id x-removeNesting (EGrouped [x]) = x-removeNesting x = x--removeEmpty :: [Exp] -> [Exp]-removeEmpty xs = filter (not . isEmpty) xs- -- TODO: Break this into two functions -- Matches open and closing brackets -- The result of this function is a list with only E elements.@@ -391,7 +381,11 @@  -- This could approximate the variants enclosed :: Element -> MML Exp-enclosed = row+enclosed e = do+  mbNotation <- findAttrQ "notation" e+  case mbNotation of+       Just "box" -> EBoxed <$> row e+       _ -> row e  action :: Element -> MML Exp action e = do@@ -625,7 +619,7 @@ thicknessZero (Just s) = thicknessToNum s == 0.0 thicknessZero Nothing  = False -widthToNum :: String -> Double+widthToNum :: String -> Rational widthToNum s =   case s of        "veryverythinmathspace"  -> 1/18@@ -644,14 +638,13 @@        "negativeveryverythickmathspace" -> -7/18        _ -> fromMaybe 0 (readLength s) -thicknessToNum :: String -> Double+thicknessToNum :: String -> Rational thicknessToNum s =   case s of-       "thin" -> 0.175-       "medium" -> 0.5+       "thin" -> (3/18)+       "medium" -> (1/2)        "thick" -> 1        v -> fromMaybe 0.5 (readLength v)  postfixExpr :: Element -> MML Exp postfixExpr e = local (setPosition FPostfix . enterAccent) (safeExpr e)-
+ src/Text/TeXMath/Readers/OMML.hs view
@@ -0,0 +1,472 @@+{-# LANGUAGE PatternGuards #-}++{-+Copyright (C) 2014 Jesse Rosenthal <jrosenthal@jhu.edu>++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.Readers.OMML+ Copyright : Copyright (C) 2014 Jesse Rosenthal+ License : GNU GPL, version 2 or above++ Maintainer : Jesse Rosenthal <jrosenthal@jhu.edu>+ Stability : alpha+ Portability : portable++Types and functions for conversion of OMML into TeXMath 'Exp's.+-}++module Text.TeXMath.Readers.OMML (readOMML) where++import Text.XML.Light+import Data.Maybe (isJust, mapMaybe, fromMaybe)+import Data.List (intercalate)+import Data.Char (isDigit)+import Text.TeXMath.Types+import Text.TeXMath.Shared (fixTree, getSpaceWidth, getOperator)+import Text.TeXMath.Unicode.ToTeX (getSymbolType)+import Control.Applicative ((<$>))+-- As we constuct from the bottom up, this situation can occur.++++readOMML :: String -> Either String [Exp]+readOMML s | Just e <- parseXMLDoc s =+  case elemToOMML e of+    Just exs -> Right $ map fixTree $ unGroup exs+    Nothing   -> Left "xml file was not an <m:oMathPara> or <m:oMath> element."+readOMML _ = Left "Couldn't parse OMML file"++unGroup :: [Exp] -> [Exp]+unGroup [EGrouped exps] = exps+unGroup exps = exps++elemToOMML :: Element -> Maybe [Exp]+elemToOMML element  | isElem "m" "oMathPara" element = do+  let expList = mapMaybe elemToOMML (elChildren element)+  return $ map (\l -> if length l == 1 then (head l) else EGrouped l) expList+elemToOMML element  | isElem "m" "oMath" element =+  Just $ concat $ mapMaybe (elemToExps) (elChildren element)+elemToOMML _ = Nothing++isElem :: String -> String -> Element -> Bool+isElem prefix name element =+  let qp = fromMaybe "" (qPrefix (elName element))+  in+   qName (elName element) == name &&+   qp == prefix++hasElemName:: String -> String -> QName -> Bool+hasElemName prefix name qn =+  let qp = fromMaybe "" (qPrefix qn)+  in+   qName qn == name &&+   qp       == prefix++data OMathRunElem = TextRun String+                  | LnBrk+                  | Tab+                    deriving Show++data OMathRunTextStyle = NoStyle+                       | Normal+                       | Styled { oMathScript :: Maybe OMathTextScript+                                , oMathStyle  :: Maybe OMathTextStyle }+                       deriving Show++data OMathTextScript = ORoman+                     | OScript+                     | OFraktur+                     | ODoubleStruck+                     | OSansSerif+                     | OMonospace+                     deriving (Show, Eq)++data OMathTextStyle = OPlain+                    | OBold+                    | OItalic+                    | OBoldItalic+                    deriving (Show, Eq)++elemToBase :: Element -> Maybe Exp+elemToBase element | isElem "m" "e" element = do+  bs <- elemToBases element+  return $ case bs of+    (e : []) -> e+    exps     -> EGrouped exps+elemToBase _ = Nothing++elemToBases :: Element -> Maybe [Exp]+elemToBases element | isElem "m" "e" element =+  return $ concat $ mapMaybe elemToExps' (elChildren element)+elemToBases _ = Nothing+++-- TODO: The right way to do this is to use the ampersand to break the+-- text lines into multiple columns. That's tricky, though, and this+-- will get us most of the way for the time being.+filterAmpersand :: Exp -> Exp+filterAmpersand (EIdentifier s)   = EIdentifier (filter ('&' /=) s)+filterAmpersand (EText tt s)      = EText tt (filter ('&' /=) s)+filterAmpersand (EStyled tt exps) = EStyled tt (map filterAmpersand exps)+filterAmpersand (EGrouped exps)   = EGrouped (map filterAmpersand exps)+filterAmpersand e                    = e++elemToOMathRunTextStyle :: Element -> OMathRunTextStyle+elemToOMathRunTextStyle element+  | Just mrPr <- filterChildName (hasElemName"m" "rPr") element+  , Just _    <- filterChildName (hasElemName"m" "nor") mrPr =+    Normal+  | Just mrPr <- filterChildName (hasElemName"m" "rPr") element =+    let scr =+          case+            filterChildName (hasElemName"m" "scr") mrPr >>=+            findAttrBy (hasElemName"m" "val")+          of+            Just "roman"         -> Just ORoman+            Just "script"        -> Just OScript+            Just "fraktur"       -> Just OFraktur+            Just "double-struck" -> Just ODoubleStruck+            Just "sans-serif"    -> Just OSansSerif+            Just "monospace"     -> Just OMonospace+            _                    -> Nothing++        sty =+          case+            filterChildName (hasElemName"m" "sty") mrPr >>=+            findAttrBy (hasElemName"m" "val")+          of+            Just "p"             -> Just OPlain+            Just "b"             -> Just OBold+            Just "i"             -> Just OItalic+            Just "bi"            -> Just OBoldItalic+            _                    -> Nothing+    in+     Styled { oMathScript = scr, oMathStyle = sty }+  | otherwise = NoStyle++elemToOMathRunElem :: Element -> Maybe OMathRunElem+elemToOMathRunElem element+  | isElem "w" "t" element+    || isElem "m" "t" element+    || isElem "w" "delText" element = Just $ TextRun $ strContent element+  | isElem "w" "br" element = Just LnBrk+  | isElem "w" "tab" element = Just Tab+  | otherwise = Nothing++elemToOMathRunElems :: Element -> Maybe [OMathRunElem]+elemToOMathRunElems element+  | isElem "w" "r" element+    || isElem "m" "r" element =+      Just $ mapMaybe (elemToOMathRunElem) (elChildren element)+elemToOMathRunElems _ = Nothing++----- And now the TeXMath Creation++oMathRunElemToString :: OMathRunElem -> String+oMathRunElemToString (TextRun s) = s+oMathRunElemToString (LnBrk) = ['\n']+oMathRunElemToString (Tab) = ['\t']++oMathRunElemsToString :: [OMathRunElem] -> String+oMathRunElemsToString = concatMap oMathRunElemToString++oMathRunTextStyleToTextType :: OMathRunTextStyle -> Maybe TextType+oMathRunTextStyleToTextType (Normal) = Just $ TextNormal+oMathRunTextStyleToTextType (NoStyle) = Nothing+oMathRunTextStyleToTextType (Styled scr sty)+  | Just OBold <- sty+  , Just OSansSerif <- scr =+    Just $ TextSansSerifBold+  | Just OBoldItalic <- sty+  , Just OSansSerif <- scr =+    Just $ TextSansSerifBoldItalic+  | Just OBold <- sty+  , Just OScript <- scr =+    Just $ TextBoldScript+  | Just OBold <- sty+  , Just OFraktur <- scr =+    Just $ TextBoldFraktur+  | Just OItalic <- sty+  , Just OSansSerif <- scr =+    Just $ TextSansSerifItalic+  | Just OBold <- sty =+    Just $ TextBold+  | Just OItalic <- sty =+    Just $ TextItalic+  | Just OMonospace <- scr =+    Just $ TextMonospace+  | Just OSansSerif <- scr =+    Just $ TextSansSerif+  | Just ODoubleStruck <- scr =+    Just $ TextDoubleStruck+  | Just OScript <- scr =+    Just $ TextScript+  | Just OFraktur <- scr =+    Just $ TextFraktur+  | Just OBoldItalic <- sty =+    Just $ TextBoldItalic+  | otherwise = Nothing++elemToExps :: Element -> Maybe [Exp]+elemToExps element = unGroup <$> elemToExps' element++elemToExps' :: Element -> Maybe [Exp]+elemToExps' element | isElem "m" "acc" element = do+  let chr = filterChildName (hasElemName "m" "accPr") element >>=+            filterChildName (hasElemName "m" "chr") >>=+            findAttrBy (hasElemName "m" "val") >>=+            Just . head+      chr' = case chr of+        Just c -> c+        Nothing -> '\180'       -- default to acute.+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  return $ [EOver False baseExp (ESymbol Accent [chr'])]+elemToExps' element | isElem "m" "bar" element = do+  pos <- filterChildName (hasElemName "m" "barPr") element >>=+            filterChildName (hasElemName "m" "pos") >>=+            findAttrBy (hasElemName "m" "val")+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  case pos of+    "top" -> Just [EOver False baseExp (ESymbol Accent "\175")]+    "bot" -> Just [EUnder False baseExp (ESymbol Accent "\818")]+    _     -> Nothing+elemToExps' element | isElem "m" "box" element = do+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  return [baseExp]+elemToExps' element | isElem "m" "borderBox" element = do+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  return [EBoxed baseExp]+elemToExps' element | isElem "m" "d" element =+  let baseExps  = mapMaybe+                  elemToBases+                  (elChildren element)+      inDelimExps = map (map Right) baseExps+      dPr = filterChildName (hasElemName "m" "dPr") element+      begChr = dPr >>=+               filterChildName (hasElemName "m" "begChr") >>=+               findAttrBy (hasElemName "m" "val") >>=+               (\c -> if null c then (Just ' ') else (Just $ head c))+      sepChr = dPr >>=+               filterChildName (hasElemName "m" "sepChr") >>=+               findAttrBy (hasElemName "m" "val") >>=+               (\c -> if null c then (Just ' ') else (Just $ head c))+      endChr = dPr >>=+               filterChildName (hasElemName "m" "endChr") >>=+               findAttrBy (hasElemName "m" "val") >>=+               (\c -> if null c then (Just ' ') else (Just $ head c))+      beg = fromMaybe '(' begChr+      end = fromMaybe ')' endChr+      sep = fromMaybe '|' sepChr+      exps = intercalate [Left [sep]] inDelimExps+  in+   Just [EDelimited [beg] [end] exps]+elemToExps' element | isElem "m" "eqArr" element =+  let expLst = mapMaybe elemToBases (elChildren element)+      expLst' = map (\es -> [map filterAmpersand es]) expLst+  in+   return [EArray [] expLst']+elemToExps' element | isElem "m" "f" element = do+  num <- filterChildName (hasElemName "m" "num") element+  den <- filterChildName (hasElemName "m" "den") element+  let numExp = EGrouped $ concat $ mapMaybe (elemToExps) (elChildren num)+      denExp = EGrouped $ concat $ mapMaybe (elemToExps) (elChildren den)+  return $ [EFraction NormalFrac numExp denExp]+elemToExps' element | isElem "m" "func" element = do+  fName <- filterChildName (hasElemName "m" "fName") element+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+          elemToBase+  -- We need a string for the fname, but omml gives it to us as a+  -- series of oMath elems. We're going to filter out the oMathRuns,+  -- which should work for us most of the time.+  let fnameString = concatMap expToString $+                    concat $ mapMaybe (elemToExps) (elChildren fName)+  return [EMathOperator fnameString, baseExp]+elemToExps' element | isElem "m" "groupChr" element = do+  let gPr = filterChildName (hasElemName "m" "groupChrPr") element+      chr = gPr >>=+            filterChildName (hasElemName "m" "chr") >>=+            findAttrBy (hasElemName "m" "val")+      pos = gPr >>=+            filterChildName (hasElemName "m" "pos") >>=+            findAttrBy (hasElemName "m" "val")+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  case pos of+    Just "top" ->+      let chr' = case chr of+            Just (c:_) -> c+            _           -> '\65079'   -- default to overbrace+      in+       return [EOver False baseExp (ESymbol Accent [chr'])]+    Just "bot" ->+      let chr' = case chr of+            Just (c:_) -> c+            _           -> '\65080'   -- default to underbrace+      in+       return [EUnder False baseExp (ESymbol Accent [chr'])]+    _          -> Nothing+elemToExps' element | isElem "m" "limLow" element = do+  baseExp <- filterChildName (hasElemName "m" "e") element+          >>= elemToBase+  limExp <- filterChildName (hasElemName "m" "lim") element+            >>= (\e -> Just $ concat $ mapMaybe (elemToExps) (elChildren e))+            >>= (return . EGrouped)+  return [EUnder True baseExp limExp]+elemToExps' element | isElem "m" "limUpp" element = do+  baseExp <- filterChildName (hasElemName "m" "e") element+          >>= elemToBase+  limExp <- filterChildName (hasElemName "m" "lim") element+            >>= (\e -> Just $ concat $ mapMaybe (elemToExps) (elChildren e))+            >>= (return . EGrouped)+  return [EOver True limExp baseExp]+elemToExps' element | isElem "m" "m" element =+  let rows = filterChildrenName (hasElemName "m" "mr") element+      rowExps = map+                (\mr -> mapMaybe+                        elemToBases+                        (elChildren mr))+                rows+  in+   return [EArray [AlignCenter] rowExps]+elemToExps' element | isElem "m" "nary" element = do+  let naryPr = filterChildName (hasElemName "m" "naryPr") element+      naryChr = naryPr >>=+                filterChildName (hasElemName "m" "chr") >>=+                findAttrBy (hasElemName "m" "val")+      opChr = case naryChr of+        Just (c:_) -> c+        _          -> '\8747'   -- default to integral+      limLoc = naryPr >>=+               filterChildName (hasElemName "m" "limLoc") >>=+               findAttrBy (hasElemName "m" "val")+  subExps <- filterChildName (hasElemName "m" "sub") element >>=+         (\e -> return $ concat $ mapMaybe (elemToExps) (elChildren e))+  supExps <- filterChildName (hasElemName "m" "sup") element >>=+         (\e -> return $ concat $ mapMaybe (elemToExps) (elChildren e))+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  case limLoc of+    Just "undOvr" -> return [EUnderover True+                              (ESymbol Op [opChr])+                              (EGrouped subExps)+                              (EGrouped supExps)+                            , baseExp]+    _             -> return [ESubsup+                              (ESymbol Op [opChr])+                              (EGrouped subExps)+                              (EGrouped supExps)+                            , baseExp]++elemToExps' element | isElem "m" "phant" element = do+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  return [EPhantom baseExp]+elemToExps' element | isElem "m" "rad" element = do+  degExps <- filterChildName (hasElemName "m" "deg") element >>=+              (\e -> return $ concat $ mapMaybe (elemToExps) (elChildren e))+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  return $ case degExps of+    [] -> [ESqrt baseExp]+    ds -> [ERoot (EGrouped ds) baseExp]+elemToExps' element | isElem "m" "sPre" element = do+  subExps <- filterChildName (hasElemName "m" "sub") element >>=+            (\e -> return $ concat $ mapMaybe (elemToExps) (elChildren e))+  supExps <- filterChildName (hasElemName "m" "sup") element >>=+            (\e -> return $ concat $ mapMaybe (elemToExps) (elChildren e))+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  return [ESubsup+          (EIdentifier "")+          (EGrouped subExps)+          (EGrouped supExps)+         , baseExp]+elemToExps' element | isElem "m" "sSub" element = do+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  subExps <- filterChildName (hasElemName "m" "sub") element >>=+            (\e -> return $ concat $ mapMaybe (elemToExps) (elChildren e))+  return [ESub baseExp (EGrouped subExps)]+elemToExps' element | isElem "m" "sSubSup" element = do+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  subExps <- filterChildName (hasElemName "m" "sub") element >>=+             (\e -> return $ concat $ mapMaybe (elemToExps) (elChildren e))+  supExps <- filterChildName (hasElemName "m" "sup") element >>=+             (\e -> return $ concat $ mapMaybe (elemToExps) (elChildren e))+  return [ESubsup baseExp (EGrouped subExps) (EGrouped supExps)]+elemToExps' element | isElem "m" "sSup" element = do+  baseExp <- filterChildName (hasElemName "m" "e") element >>=+             elemToBase+  supExps <- filterChildName (hasElemName "m" "sup") element >>=+            (\e -> return $ concat $ mapMaybe (elemToExps) (elChildren e))+  return [ESuper baseExp (EGrouped supExps)]+elemToExps' element | isElem "m" "r" element = do+  let mrPr = filterChildName (hasElemName "m" "rPr") element+      lit = mrPr >>=+            filterChildName (hasElemName "m" "lit") >>=+            findAttrBy (hasElemName "m" "val")+      txtSty = elemToOMathRunTextStyle element+  mrElems <- elemToOMathRunElems element+  return $ case oMathRunTextStyleToTextType txtSty of+    Nothing -> interpretString $ oMathRunElemsToString mrElems+    Just textType ->+      case lit of+        Just "on" ->+          [EText textType (oMathRunElemsToString mrElems)]+        _         ->+          [EStyled textType $ interpretString $ oMathRunElemsToString mrElems]+elemToExps' _ = Nothing++interpretChar :: Char -> Exp+interpretChar c | isDigit c = ENumber [c]+interpretChar c = case getSymbolType c of+  Alpha           -> EIdentifier [c]+  Ord | isDigit c -> ENumber [c]+      | otherwise -> case getSpaceWidth c of+                           Just x  -> ESpace x+                           Nothing -> ESymbol Ord [c]+  symType         -> ESymbol symType [c]++interpretString :: String -> [Exp]+interpretString [c]       = [interpretChar c]+interpretString s+  | all isDigit s         = [ENumber s]+  | isJust (getOperator (EMathOperator s))+                          = [EMathOperator s]+  | otherwise             =+      case map interpretChar s of+            xs | all isIdentifierOrSpace xs -> [EText TextNormal s]+               | otherwise                  -> xs+  where isIdentifierOrSpace (EIdentifier _) = True+        isIdentifierOrSpace (ESpace _)      = True+        isIdentifierOrSpace _               = False++expToString :: Exp -> String+expToString (ENumber s) = s+expToString (EIdentifier s) = s+expToString (EMathOperator s) = s+expToString (ESymbol _ s) = s+expToString (EText _ s) = s+expToString (EGrouped exps) = concatMap expToString exps+expToString (EStyled _ exps) = concatMap expToString exps+expToString _ = ""
src/Text/TeXMath/Readers/TeX.hs view
@@ -49,8 +49,12 @@           , text           , styled           , root+          , mspace           , phantom+          , boxed           , binary+          , genfrac+          , substack           , bareSubSup           , environment           , diacritical@@ -177,6 +181,27 @@                 EDelimited "\x27E8" "\x27E9" [Right (EFraction NoLineFrac x y)])             ] +genfrac :: TP Exp+genfrac = do+  ctrlseq "genfrac"+  openDelim <- braces $ option '(' ((char '\\' >> oneOf "{}") <|> anyChar)+  closeDelim <- braces $ option ')' ((char '\\' >> oneOf "{}") <|> anyChar)+  bar <- False <$ try (braces (string "0pt")) <|> True <$ texToken+  displayStyle <- True <$ try (braces (char '0')) <|> False <$ texToken+  x <- texToken+  y <- texToken+  let fracType = case (bar, displayStyle) of+                      (False, _)   -> NoLineFrac+                      (True, True) -> DisplayFrac+                      _            -> NormalFrac+  return $ EDelimited [openDelim] [closeDelim] [Right (EFraction fracType x y)]++substack :: TP Exp+substack = do+  ctrlseq "substack"+  formulas <- braces $ ignorable >> (manyExp expr) `sepEndBy` endLine+  return $ EArray [AlignCenter] $ map (\x -> [[x]]) formulas+ asGroup :: [Exp] -> Exp asGroup [x] = x asGroup xs = EGrouped xs@@ -470,6 +495,9 @@ phantom :: TP Exp phantom = EPhantom <$> (ctrlseq "phantom" *> texToken) +boxed :: TP Exp+boxed = EBoxed <$> (ctrlseq "boxed" *> texToken)+ text :: TP Exp text = do   c <- oneOfCommands (M.keys textOps)@@ -502,6 +530,18 @@   ctrlseq "sqrt" <|> ctrlseq "surd"   (ERoot <$> inbrackets <*> texToken) <|> (ESqrt <$> texToken) +mspace :: TP Exp+mspace = do+  ctrlseq "mspace"+  lexeme $ char '{'+  len <- many1 digit+  lexeme $ string "mu"+  lexeme $ char '}'+  case reads len of+       ((n,[]):_) -> return $ ESpace (n/18)+       _          -> mzero++ binary :: TP Exp binary = do   c <- oneOfCommands binops@@ -588,7 +628,7 @@ neg _ = mzero  lexeme :: TP a -> TP a-lexeme p = p <* spaces+lexeme p = p <* ignorable  braces :: TP a -> TP a braces p = lexeme $ char '{' *> spaces *> p <* spaces <* char '}'@@ -654,7 +694,7 @@            , ("=", ESymbol Rel "=")            , (":=", ESymbol Rel ":=")            , ("/", ESymbol Ord "/")-           , ("~", ESpace 0.333) ]+           , ("~", ESpace (4/18)) ]  symbols :: M.Map String Exp symbols = M.fromList@@ -863,12 +903,12 @@            , ("\\square", ESymbol Ord "\x25AB")            , ("\\Box", ESymbol Op "\x25A1")            , ("\\wr", ESymbol Ord "\x2240")-           , ("\\!", ESpace (-0.167))-           , ("\\,", ESpace 0.167)-           , ("\\>", ESpace 0.222)-           , ("\\:", ESpace 0.222)-           , ("\\;", ESpace 0.278)-           , ("\\ ", ESpace 0.222)+           , ("\\!", ESpace (-3/18))+           , ("\\,", ESpace (3/18))+           , ("\\>", ESpace (4/18))+           , ("\\:", ESpace (4/18))+           , ("\\;", ESpace (5/18))+           , ("\\ ", ESpace (4/18))            , ("\\quad", ESpace 1)            , ("\\qquad", ESpace 2)            , ("\\arccos", EMathOperator "arccos")
src/Text/TeXMath/Shared.hs view
@@ -1,4 +1,4 @@-{-# LANGUAGE CPP #-}+{-# LANGUAGE CPP, ScopedTypeVariables #-} {- Copyright (C) 2014 Matthew Pickering <matthewtpickering@gmail.com> @@ -23,11 +23,16 @@   , getScalerCommand   , getScalerValue   , scalers+  , getSpaceWidth+  , getSpaceChars   , getDiacriticalCommand   , getDiacriticalCons   , diacriticals   , getOperator   , readLength+  , fixTree+  , isEmpty+  , empty   ) where  @@ -35,11 +40,33 @@ import Text.TeXMath.TeX import qualified Data.Map as M import Data.Maybe (fromMaybe)+import Data.Ratio ((%)) import Data.List (sort) import Control.Applicative ((<$>), (<*>)) import Control.Monad (guard) import Text.Parsec (Parsec, parse, getInput, digit, char, many1, option)+import Data.Generics (everywhere, mkT) +-- As we constuct from the bottom up, this situation can occur.+removeNesting :: Exp -> Exp+removeNesting (EDelimited o c [Right (EDelimited "" "" xs)]) = EDelimited o c xs+removeNesting (EDelimited "" "" [x]) = either (ESymbol Ord) id x+removeNesting (EGrouped [x]) = x+removeNesting x = x++removeEmpty :: [Exp] -> [Exp]+removeEmpty xs = filter (not . isEmpty) xs++empty :: Exp+empty = EGrouped []++isEmpty :: Exp -> Bool+isEmpty (EGrouped []) = True+isEmpty _ = False++fixTree :: Exp -> Exp+fixTree = everywhere (mkT removeNesting) . everywhere (mkT removeEmpty)+ -- | Maps TextType to the corresponding MathML mathvariant getMMLType :: TextType -> String getMMLType t = fromMaybe "normal" (fst <$> M.lookup t textTypesMap)@@ -58,7 +85,7 @@ getTextType s = fromMaybe TextNormal (M.lookup s revTextTypesMap)  -- | Maps a LaTeX scaling command to the percentage scaling-getScalerCommand :: Double -> Maybe String+getScalerCommand :: Rational -> Maybe String getScalerCommand width =   case sort [ (w, cmd) | (cmd, w) <- scalers, w >= width ] of        ((_,cmd):_) -> Just cmd@@ -67,7 +94,7 @@   -- match:  \Big, not \Bigr  -- | Gets percentage scaling from LaTeX scaling command-getScalerValue :: String -> Maybe Double+getScalerValue :: String -> Maybe Rational getScalerValue command = lookup command scalers  -- | Returns the correct constructor given a LaTeX command@@ -133,7 +160,7 @@            , (EMathOperator "tanh", "\\tanh") ]  -- | Attempts to convert a string into-readLength :: String -> Maybe Double+readLength :: String -> Maybe Rational readLength s = do   (n, unit) <- case (parse parseLength "" s) of                   Left _ -> Nothing@@ -141,15 +168,15 @@   (n *) <$> unitToMultiplier unit  -parseLength :: Parsec String () (Double, String)+parseLength :: Parsec String () (Rational, String) parseLength = do     neg <- option "" ((:[]) <$> char '-')     dec <- many1 digit     frac <- option "" ((:) <$> char '.' <*> many1 digit)     unit <- getInput     -- This is safe as dec and frac must be a double of some kind-    let [(n, [])] = reads (neg ++ dec ++ frac) :: [(Double, String)]-    return (n, unit)+    let [(n :: Double, [])] = reads (neg ++ dec ++ frac) :: [(Double, String)]+    return (round (n * 18) % 18, unit)   @@ -195,20 +222,60 @@   | otherwise = True  -- | Mapping between LaTeX scaling commands and the scaling factor-scalers :: [(String, Double)]+scalers :: [(String, Rational)] scalers =-          [ ("\\bigg", 2.2)-          , ("\\Bigg", 2.9)-          , ("\\big", 1.2)-          , ("\\Big", 1.6)-          , ("\\biggr", 2.2)-          , ("\\Biggr", 2.9)-          , ("\\bigr", 1.2)-          , ("\\Bigr", 1.6)-          , ("\\biggl", 2.2)-          , ("\\Biggl", 2.9)-          , ("\\bigl", 1.2)]+          [ ("\\bigg", widthbigg)+          , ("\\Bigg", widthBigg)+          , ("\\big", widthbig)+          , ("\\Big", widthBig)+          , ("\\biggr", widthbigg)+          , ("\\Biggr", widthBigg)+          , ("\\bigr", widthbig)+          , ("\\Bigr", widthBig)+          , ("\\biggl", widthbigg)+          , ("\\Biggl", widthBigg)+          , ("\\bigl", widthbig)]+  where widthbig = 6 / 5+        widthBig = 9 / 5+        widthbigg = 12 / 5+        widthBigg = 3 +-- | Returns the space width for a unicode space character, or Nothing.+getSpaceWidth :: Char -> Maybe Rational+getSpaceWidth ' '      = Just (4/18)+getSpaceWidth '\xA0'   = Just (4/18)+getSpaceWidth '\x2000' = Just (1/2)+getSpaceWidth '\x2001' = Just 1+getSpaceWidth '\x2002' = Just (1/2)+getSpaceWidth '\x2003' = Just 1+getSpaceWidth '\x2004' = Just (1/3)+getSpaceWidth '\x2005' = Just (4/18)+getSpaceWidth '\x2006' = Just (1/6)+getSpaceWidth '\x2007' = Just (1/3) -- ? width of a digit+getSpaceWidth '\x2008' = Just (1/6) -- ? width of a period+getSpaceWidth '\x2009' = Just (1/6)+getSpaceWidth '\x200A' = Just (1/9)+getSpaceWidth '\x200B' = Just 0+getSpaceWidth '\x202F' = Just (3/18)+getSpaceWidth '\x205F' = Just (4/18)+getSpaceWidth _        = Nothing++-- | Returns the sequence of unicode space characters closest to the+-- specified width.+getSpaceChars :: Rational -> [Char]+getSpaceChars n =+  case n of+       _ | n < 0      -> "\x200B"  -- no negative space chars in unicode+         | n <= 2/18  -> "\x200A"+         | n <= 3/18  -> "\x2006"+         | n <= 4/18  -> "\xA0"   -- could also be "\x2005"+         | n <= 5/18  -> "\x2005"+         | n <= 7/18  -> "\x2004"+         | n <= 9/18  -> "\x2000"+         | n < 1      -> '\x2000' : getSpaceChars (n - (1/2))+         | n == 1     -> "\x2001"+         | otherwise  -> '\x2001' : getSpaceChars (n - 1)+ -- Accents which go under the character under :: [String] under = ["\\underbrace", "\\underline", "\\underbar", "\\underbracket"]@@ -254,17 +321,17 @@   -- Converts unit to multiplier to reach em-unitToMultiplier :: String -> Maybe Double+unitToMultiplier :: String -> Maybe Rational unitToMultiplier s = lookup s units   where     units =-			[ ( "pt" , 10)-			, ( "mm" , 3.51)-			, ( "cm" , 0.35)-			, ( "in" , 0.14)-			, ( "ex" , 2.32)-			, ( "em" , 1)-			, ( "mu" , 18)-			, ( "dd" , 9.3)-			, ( "bp" , 9.96)-      , ( "pc" , 0.83) ]+                        [ ( "pt" , 10)+                        , ( "mm" , (351/10))+                        , ( "cm" , (35/100))+                        , ( "in" , (14/100))+                        , ( "ex" , (232/100))+                        , ( "em" , 1)+                        , ( "mu" , 18)+                        , ( "dd" , (93/100))+                        , ( "bp" , (996/1000))+                        , ( "pc" , (83/100)) ]
src/Text/TeXMath/TeX.hs view
@@ -51,9 +51,18 @@ isControlSeq _ = False  escapeLaTeX :: Char -> TeX-escapeLaTeX c-  | c `elem` "#$%&_{} " = Literal ("\\" ++ [c])-  | c == '~' = ControlSeq "\\textasciitilde"-  | c == '^' = Literal "\\textasciicircum"-  | c == '\\' = ControlSeq "\\textbackslash"-  | otherwise = Token c+escapeLaTeX c =+  case c of+       '~'   -> ControlSeq "\\textasciitilde"+       '^'   -> Literal "\\textasciicircum"+       '\\'  -> ControlSeq "\\textbackslash"+       '\x200B' -> Literal "\\!"+       '\x200A' -> Literal "\\,"+       '\x2006' -> Literal "\\,"+       '\xA0'   -> Literal "~"+       '\x2005' -> Literal "\\:"+       '\x2004' -> Literal "\\;"+       '\x2001' -> ControlSeq "\\quad"+       '\x2003' -> ControlSeq "\\quad"+       _ | c `elem` "#$%&_{} " -> Literal ("\\" ++ [c])+         | otherwise -> Token c
src/Text/TeXMath/Types.hs view
@@ -58,7 +58,7 @@                     -- are represented as 'EMathOperator' in TeXMath.   | EMathOperator String  -- ^ A spelled-out operator like @lim@ or @sin@.   | ESymbol TeXSymbolType String  -- ^ A symbol.-  | ESpace Double -- ^ A space, with the width specified in em.+  | ESpace Rational -- ^ A space, with the width specified in em.   | ESub Exp Exp  -- ^ An expression with a subscript.  First argument is base,                   -- second subscript.   | ESuper Exp Exp -- ^ An expresion with a superscript.  First argument is base,@@ -77,11 +77,12 @@   | EUnderover Bool Exp Exp Exp  -- ^ An expression with something over and                        -- something under it.   | EPhantom Exp  -- ^ A "phantom" operator that takes space but doesn't display.+  | EBoxed Exp    -- ^ A boxed expression.   | EFraction FractionType Exp Exp  -- ^ A fraction.  First argument is                        -- numerator, second denominator.   | ERoot Exp Exp  -- ^ An nth root.  First argument is index, second is base.   | ESqrt Exp      -- ^ A square root.-  | EScaled Double Exp -- ^ An expression that is scaled to some factor+  | EScaled Rational Exp -- ^ An expression that is scaled to some factor                   -- of its normal size.   | EArray [Alignment] [ArrayLine] -- ^ An array or matrix.  The first argument                   -- specifies the alignments of the columns; the second gives
src/Text/TeXMath/Writers/MathML.hs view
@@ -1,4 +1,4 @@-{-# LANGUAGE ViewPatterns #-}+{-# LANGUAGE ViewPatterns, ScopedTypeVariables #-} {- Copyright (C) 2009 John MacFarlane <jgm@berkeley.edu> @@ -61,10 +61,10 @@   where x' = showExp tt x         y' = showExp tt y -spaceWidth :: Double -> Element+spaceWidth :: Rational -> Element spaceWidth w =-  withAttribute "width" (dropTrailing0s (printf "%.3f" w) ++ "em")-  $ unode "mspace" ()+  withAttribute "width" (dropTrailing0s+     (printf "%.3f" (fromRational w :: Double)) ++ "em") $ unode "mspace" ()  makeStretchy :: FormType -> Element -> Element makeStretchy (fromForm -> t)  = withAttribute "stretchy" "true"@@ -76,9 +76,9 @@ fromForm FPrefix  = "prefix"  -makeScaled :: Double -> Element -> Element+makeScaled :: Rational -> Element -> Element makeScaled x = withAttribute "minsize" s . withAttribute "maxsize" s-  where s = dropTrailing0s $ printf "%.3f" x+  where s = dropTrailing0s $ printf "%.3f" (fromRational x :: Double)  dropTrailing0s :: String -> String dropTrailing0s = reverse . go . reverse@@ -96,7 +96,7 @@ makeText a s = if trailingSp                   then mrow [s', sp]                   else s'-  where sp = spaceWidth 0.333+  where sp = spaceWidth (1/3)         s' = withAttribute "mathvariant" attr $ unode "mtext" $ toUnicode a s         trailingSp = not (null s) && last s `elem` " \t"         attr = getMMLType a@@ -165,6 +165,8 @@    EOver _ x y      -> unode "mover" $ map (showExp tt) [x, y]    EUnderover _ x y z -> unode "munderover" $ map (showExp tt) [x, y, z]    EPhantom x       -> unode "mphantom" $ showExp tt x+   EBoxed x         -> withAttribute "notation" "box" .+                       unode "menclose" $ showExp tt x    ESqrt x          -> unode "msqrt" $ showExp tt x    ERoot i x        -> unode "mroot" [showExp tt x, showExp tt i]    EScaled s x      -> makeScaled s $ showExp tt x
src/Text/TeXMath/Writers/OMML.hs view
@@ -198,6 +198,7 @@    EPhantom x       -> [mnode "phant" [ mnode "phantPr"                                             [ mnodeA "show" "0" () ]                                           , mnode "e" $ showExp props x]]+   EBoxed   x       -> [mnode "borderBox" [ mnode "e" $ showExp props x]]    EScaled _ x      -> showExp props x -- no support for scaler?    EArray as ls     -> [makeArray props as ls]    EText a s        -> [makeText a s]
src/Text/TeXMath/Writers/Pandoc.hs view
@@ -25,6 +25,7 @@ import Text.Pandoc.Definition import Text.TeXMath.Unicode.ToUnicode import Text.TeXMath.Types+import Text.TeXMath.Shared (getSpaceChars)  -- | Attempts to convert a formula to a list of 'Pandoc' inlines. writePandoc :: DisplayType@@ -72,17 +73,11 @@ expToInlines tt (EDelimited start end xs) = do   xs' <- mapM (either (return . (:[]) . renderStr tt) (expToInlines tt)) xs   return $ [renderStr tt start] ++ concat xs' ++ [renderStr tt end]-expToInlines tt (EGrouped xs) = expsToInlines tt xs-expToInlines _ (EStyled tt' xs) = expsToInlines tt' xs-expToInlines _ (ESpace 0.167) = Just [Str "\x2009"]-expToInlines _ (ESpace 0.222) = Just [Str "\x2005"]-expToInlines _ (ESpace 0.278) = Just [Str "\x2004"]-expToInlines _ (ESpace 0.333) = Just [Str "\x2004"]-expToInlines _ (ESpace 1)     = Just [Str "\x2001"]-expToInlines _ (ESpace 2)     = Just [Str "\x2001\x2001"]-expToInlines _ (ESpace _)         = Just [Str " "]-expToInlines _ (ESqrt _)       = Nothing-expToInlines _ (ERoot _ _)     = Nothing+expToInlines tt (EGrouped xs)    = expsToInlines tt xs+expToInlines _ (EStyled tt' xs)  = expsToInlines tt' xs+expToInlines _ (ESpace n)        = Just [Str $ getSpaceChars n]+expToInlines _ (ESqrt _)         = Nothing+expToInlines _ (ERoot _ _)       = Nothing expToInlines _ (EFraction _ _ _) = Nothing expToInlines tt (ESub x y) = do   x' <- expToInlines tt x@@ -123,4 +118,5 @@   | otherwise   = Nothing expToInlines _ (EUnderover _ _ _ _) = Nothing expToInlines _ (EPhantom _) = Nothing+expToInlines _ (EBoxed _) = Nothing expToInlines _ (EArray _ _) = Nothing
src/Text/TeXMath/Writers/TeX.hs view
@@ -25,10 +25,8 @@ import Text.TeXMath.Unicode.ToUnicode (fromUnicode) import qualified Text.TeXMath.Shared as S import Data.Generics (everywhere, mkT)-import Data.Maybe (fromMaybe)-import Control.Applicative ((<$>), (<|>), Applicative)-import qualified Data.Map as M-import Control.Monad (when, unless)+import Control.Applicative ((<$>), Applicative)+import Control.Monad (when, unless, foldM_) import Control.Monad.Reader (MonadReader, runReader, Reader, asks, local) import Control.Monad.Writer( MonadWriter, WriterT,                              execWriterT, tell, censor)@@ -76,23 +74,43 @@ tellGroup :: Math () -> Math () tellGroup = censor ((:[]) . Grouped) +tellGenFrac :: String -> String -> Math ()+tellGenFrac open close =+  tell [ ControlSeq "\\genfrac"+       , Grouped [Literal open]+       , Grouped [Literal close]+       , Grouped [Literal "0pt"]+       , Grouped [] ]+ writeBinom :: String -> Exp -> Exp -> Math () writeBinom cmd x y = do-  tell [ControlSeq cmd]-  tellGroup $ writeExp x-  tellGroup $ writeExp y+  env <- asks mathEnv+  if "amsmath" `elem` env+     then do+       case cmd of+           "\\choose" -> tell [ControlSeq "\\binom"]+           "\\brack"  -> tellGenFrac "[" "]"+           "\\brace"  -> tellGenFrac "\\{" "\\}"+           "\\bangle" -> tellGenFrac "\\langle" "\\rangle"+           _          -> fail "writeBinom: unknown cmd"+       tellGroup $ writeExp x+       tellGroup $ writeExp y+     else tellGroup $ do+       writeExp x+       tell [ControlSeq cmd]+       writeExp y  writeExp :: Exp -> Math () writeExp (ENumber s) = tell =<< getTeXMathM s writeExp (EGrouped es) = tellGroup (mapM_ writeExp es)-writeExp (EDelimited "(" ")" [Right (EFraction NoLineFrac x y)]) = do-  writeBinom "\\binom" x y+writeExp (EDelimited "(" ")" [Right (EFraction NoLineFrac x y)]) =+  writeBinom "\\choose" x y writeExp (EDelimited "[" "]" [Right (EFraction NoLineFrac x y)]) = do-  tellGroup $ writeExp x >> tell [ControlSeq "\\brack"] >> writeExp y+  writeBinom "\\brack" x y writeExp (EDelimited "{" "}" [Right (EFraction NoLineFrac x y)]) = do-  tellGroup $ writeExp x >> tell [ControlSeq "\\brace"] >> writeExp y+  writeBinom "\\brace" x y writeExp (EDelimited "\x27E8" "\x27E9" [Right (EFraction NoLineFrac x y)]) = do-  tellGroup $ writeExp x >> tell [ControlSeq "\\bangle"] >> writeExp y+  writeBinom "\\bangle" x y writeExp (EDelimited open close [Right (EFraction NoLineFrac x y)]) = do   writeExp (EDelimited open close [Right (EArray [AlignCenter]                    [[[x]],[[y]]])])@@ -140,7 +158,9 @@   when (t == Bin || t == Rel) $ tell [Space]   tell =<< getTeXMathM s   when (t == Bin || t == Rel) $ tell [Space]-writeExp (ESpace width) = tell [ControlSeq $ getSpaceCommand width]+writeExp (ESpace width) = do+  env <- asks mathEnv+  tell [ControlSeq $ getSpaceCommand ("amsmath" `elem` env) width] writeExp (EFraction fractype e1 e2) = do   let cmd = case fractype of                  NormalFrac  -> "\\frac"@@ -179,9 +199,9 @@         (if convertible then local setConvertible else id) $ writeExp b       unless convertible $ tell [ControlSeq "\\limits"]       tell [Token '_']-      tellGroup (writeExp e1)+      tellGroup (checkSubstack e1)       tell [Token '^']-      tellGroup (writeExp e2)+      tellGroup (checkSubstack e2)   | otherwise = writeExp (EUnder convertible (EOver convertible b e2) e1) writeExp (ESqrt e) = do     tell [ControlSeq "\\sqrt"]@@ -195,6 +215,13 @@ writeExp (EPhantom e) = do     tell [ControlSeq "\\phantom"]     tellGroup (writeExp e)+writeExp (EBoxed e) = do+    env <- asks mathEnv+    if "amsmath" `elem` env+      then do+        tell [ControlSeq "\\boxed"]+        tellGroup (writeExp e)+      else writeExp e writeExp (EScaled size e)   | case e of          (ESymbol Open _)  -> True@@ -280,7 +307,7 @@               (if convertible then local setConvertible else id) $ writeExp b             unless convertible $ tell [ControlSeq "\\limits"]             tell [Token $ case pos of { Over -> '^'; Under -> '_' }]-            tellGroup (writeExp e1)+            tellGroup (checkSubstack e1)          | otherwise -> do              case pos of                   Over   -> tell [ControlSeq "\\overset"]@@ -288,29 +315,38 @@              tellGroup (writeExp e1)              tellGroup (writeExp b) --- Utility---- | Maps a length in em to the nearest bigger LaTeX space command-getSpaceCommand :: Double -> String-getSpaceCommand width = snd $ fromMaybe (M.findMax spaceMap) (lookupGE width spaceMap)-  where-    spaceMap = M.fromList (map (\(k, ESpace s) -> (s, k)) spaceCommands)+-- Replace an array with a substack if appropriate.+checkSubstack :: Exp -> Math ()+checkSubstack e@(EArray [AlignCenter] rows) = do+  env <- asks mathEnv+  if "amsmath" `elem` env+     then do+       tell [ControlSeq "\\substack"]+       tellGroup $ foldM_ (\first r -> do+          if first+             then return ()+             else tell [Space, Literal "\\\\", Space]+          mapM_ (mapM_ writeExp . removeOuterGroup) r+          return False) True rows+     else writeExp e+checkSubstack e = writeExp e -lookupGE :: Ord k =>  k -> M.Map k v -> Maybe (k, v)-lookupGE k m = let (_, v, g) = M.splitLookup k m in-                    (fmap ((,) k) (v <|> (fst <$> M.minView g)))+-- Utility -spaceCommands :: [(String, Exp)]-spaceCommands =-           [ ("\\!", ESpace (-0.167))-           , (""   , ESpace 0.0)-           , ("\\,", ESpace 0.167)-           , ("\\>", ESpace 0.222)-           , ("\\:", ESpace 0.222)-           , ("\\;", ESpace 0.278)-           , ("~", ESpace 0.333)-           , ("\\quad", ESpace 1.0)-           , ("\\qquad", ESpace 2.0)]+-- | Maps a length in em to the nearest LaTeX space command+getSpaceCommand :: Bool -> Rational -> String+getSpaceCommand amsmath width =+  case floor (width * 18) :: Int of+          -3       -> "\\!"+          0        -> ""+          3        -> "\\,"+          4        -> "\\ "  -- could also use \: or \>+          5        -> "\\;"+          18       -> "\\quad"+          36       -> "\\qquad"+          n        -> if amsmath+                         then "\\mspace{" ++ show n ++ "mu}"+                         else "{\\mskip " ++ show n ++ "mu}"  getTextCommand :: TextType -> TeX -> [TeX] getTextCommand tt x =
tests/readers/mml/badAttribsGlyph4.native view
@@ -1,1 +1,1 @@-[ENumber "",ESpace 0.0,EIdentifier "",ESpace 0.0,ENumber "",ESpace 0.0,EIdentifier ""]+[ENumber "",ESpace (0 % 1),EIdentifier "",ESpace (0 % 1),ENumber "",ESpace (0 % 1),EIdentifier ""]
tests/readers/mml/chain1.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",EUnderover False (ESymbol Op "\8721") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",EUnderover False (ESymbol Op "\8719") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",EUnderover False (ESymbol Op "\8720") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",ESubsup (ESymbol Op "\8750") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",ESubsup (ESymbol Op "\8748") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",ESubsup (ESymbol Op "\8749") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",EUnderover False (ESymbol Op "\8721") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",EUnderover False (ESymbol Op "\8719") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",EUnderover False (ESymbol Op "\8720") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",ESubsup (ESymbol Op "\8750") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",ESubsup (ESymbol Op "\8748") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",ESubsup (ESymbol Op "\8749") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/chain2.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",EUnderover False (ESymbol Op "\8721") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",EUnderover False (ESymbol Op "\8719") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",EUnderover False (ESymbol Op "\8720") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",ESubsup (ESymbol Op "\8750") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",ESubsup (ESymbol Op "\8748") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",ESubsup (ESymbol Op "\8749") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",EUnderover False (ESymbol Op "\8721") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",EUnderover False (ESymbol Op "\8719") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",EUnderover False (ESymbol Op "\8720") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "0"]) (EIdentifier "\8734"),ESub (EIdentifier "x") (EIdentifier "i"),ESymbol Rel "=",ESubsup (ESymbol Op "\8750") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",ESubsup (ESymbol Op "\8748") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x",ESymbol Rel "=",ESubsup (ESymbol Op "\8749") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/complex1.native view
@@ -1,1 +1,1 @@-[EArray [AlignDefault,AlignDefault] [[[EText TextNormal "Bernoulli Trials"],[EGrouped [EGrouped [EIdentifier "P",ESymbol Open "(",EIdentifier "E",ESymbol Close ")"],ESymbol Rel "=",EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "n") (EIdentifier "k"))],ESubsup (EIdentifier "p") (EGrouped []) (EIdentifier "k"),ESubsup (EGrouped [ESymbol Open "(",ENumber "1",ESymbol Bin "-",EIdentifier "p",ESymbol Close ")"]) (EGrouped []) (EGrouped [EIdentifier "n",ESymbol Bin "-",EIdentifier "k"])]]],[[EText TextNormal "Cauchy-Schwarz Inequality"],[EGrouped [ESubsup (EDelimited "(" ")" [Right (EUnderover False (ESymbol Op "\8721") (EGrouped [EIdentifier "k",ESymbol Rel "=",ENumber "1"]) (EIdentifier "n")),Right (ESubsup (EIdentifier "a") (EIdentifier "k") (EGrouped [])),Right (ESubsup (EIdentifier "b") (EIdentifier "k") (EGrouped []))]) (EGrouped []) (ENumber "2"),ESymbol Rel "\8804",EDelimited "(" ")" [Right (EUnderover False (ESymbol Op "\8721") (EGrouped [EIdentifier "k",ESymbol Rel "=",ENumber "1"]) (EIdentifier "n")),Right (ESubsup (EIdentifier "a") (EIdentifier "k") (ENumber "2"))],EDelimited "(" ")" [Right (EUnderover False (ESymbol Op "\8721") (EGrouped [EIdentifier "k",ESymbol Rel "=",ENumber "1"]) (EIdentifier "n")),Right (ESubsup (EIdentifier "b") (EIdentifier "k") (ENumber "2"))]]]],[[EText TextNormal "Cauchy Formula"],[EGrouped [EIdentifier "f",ESymbol Open "(",EIdentifier "z",ESymbol Close ")",EText TextNormal "\8201",ESymbol Bin "\183",ESubsup (EIdentifier "Ind") (EIdentifier "\947") (EGrouped []),ESymbol Open "(",EIdentifier "z",ESymbol Close ")",ESymbol Rel "=",EFraction NormalFrac (ENumber "1") (EGrouped [ENumber "2",EIdentifier "\960",EIdentifier "i"]),EUnderover False (ESymbol Op "\8750") (EIdentifier "\947") (EGrouped []),EFraction NormalFrac (EGrouped [EIdentifier "f",ESymbol Open "(",EIdentifier "\958",ESymbol Close ")"]) (EGrouped [EIdentifier "\958",ESymbol Bin "-",EIdentifier "z"]),EText TextNormal "\8201",EIdentifier "d",EIdentifier "\958"]]],[[EText TextNormal "Cross Product"],[EGrouped [ESubsup (EIdentifier "V") (ENumber "1") (EGrouped []),ESymbol Bin "\215",ESubsup (EIdentifier "V") (ENumber "2") (EGrouped []),ESymbol Rel "=",EDelimited "|" "|" [Right (EArray [AlignDefault,AlignDefault,AlignDefault] [[[EIdentifier "i"],[EIdentifier "j"],[EIdentifier "k"]],[[EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",EIdentifier "X"]) (EGrouped [ESymbol Ord "\8706",EIdentifier "u"])],[EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",EIdentifier "Y"]) (EGrouped [ESymbol Ord "\8706",EIdentifier "u"])],[ENumber "0"]],[[EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",EIdentifier "X"]) (EGrouped [ESymbol Ord "\8706",EIdentifier "v"])],[EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",EIdentifier "Y"]) (EGrouped [ESymbol Ord "\8706",EIdentifier "v"])],[ENumber "0"]]])]]]],[[EText TextNormal "Vandermonde Determinant"],[EGrouped [EDelimited "|" "|" [Right (EArray [AlignDefault,AlignDefault,AlignDefault,AlignDefault] [[[ENumber "1"],[ENumber "1"],[ESymbol Ord "\8943"],[ENumber "1"]],[[ESubsup (EIdentifier "v") (ENumber "1") (EGrouped [])],[ESubsup (EIdentifier "v") (ENumber "2") (EGrouped [])],[ESymbol Ord "\8943"],[ESubsup (EIdentifier "v") (EIdentifier "n") (EGrouped [])]],[[ESubsup (EIdentifier "v") (ENumber "1") (ENumber "2")],[ESubsup (EIdentifier "v") (ENumber "2") (ENumber "2")],[ESymbol Ord "\8943"],[ESubsup (EIdentifier "v") (EIdentifier "n") (ENumber "2")]],[[ESymbol Rel "\8942"],[ESymbol Rel "\8942"],[ESymbol Rel "\8945"],[ESymbol Rel "\8942"]],[[ESubsup (EIdentifier "v") (ENumber "1") (EGrouped [EIdentifier "n",ESymbol Bin "-",ENumber "1"])],[ESubsup (EIdentifier "v") (ENumber "2") (EGrouped [EIdentifier "n",ESymbol Bin "-",ENumber "1"])],[ESymbol Ord "\8943"],[ESubsup (EIdentifier "v") (EIdentifier "n") (EGrouped [EIdentifier "n",ESymbol Bin "-",ENumber "1"])]]])],ESymbol Rel "=",EUnderover False (ESymbol Op "\8719") (EGrouped [ENumber "1",ESymbol Rel "\8804",EIdentifier "i",ESymbol Rel "<",EIdentifier "j",ESymbol Rel "\8804",EIdentifier "n"]) (EGrouped []),ESymbol Open "(",ESubsup (EIdentifier "v") (EIdentifier "j") (EGrouped []),ESymbol Bin "-",ESubsup (EIdentifier "v") (EIdentifier "i") (EGrouped []),ESymbol Close ")"]]],[[EText TextNormal "Lorenz Equations"],[EArray [AlignDefault,AlignDefault,AlignDefault] [[[EUnderover False (EIdentifier "x") (EGrouped []) (ESymbol Accent "\729")],[ESymbol Rel "="],[EGrouped [EIdentifier "\963",ESymbol Open "(",EIdentifier "y",ESymbol Bin "-",EIdentifier "x",ESymbol Close ")"]]],[[EUnderover False (EIdentifier "y") (EGrouped []) (ESymbol Accent "\729")],[ESymbol Rel "="],[EGrouped [EIdentifier "\961",EIdentifier "x",ESymbol Bin "-",EIdentifier "y",ESymbol Bin "-",EIdentifier "x",EIdentifier "z"]]],[[EUnderover False (EIdentifier "z") (EGrouped []) (ESymbol Accent "\729")],[ESymbol Rel "="],[EGrouped [ESymbol Bin "-",EIdentifier "\946",EIdentifier "z",ESymbol Bin "+",EIdentifier "x",EIdentifier "y"]]]]]],[[EText TextNormal "Maxwell's Equations"],[EDelimited "{" "" [Right (EArray [AlignDefault,AlignDefault,AlignDefault] [[[EGrouped [ESymbol Ord "\8711",EText TextNormal "\8203",ESymbol Bin "\215",EUnderover False (EIdentifier "B") (EGrouped []) (ESymbol Accent "\8636"),ESymbol Bin "-",EText TextNormal "\8201",EFraction NormalFrac (ENumber "1") (EIdentifier "c"),EText TextNormal "\8201",EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",EText TextNormal "\8203",EUnderover False (EIdentifier "E") (EGrouped []) (ESymbol Accent "\8636")]) (EGrouped [ESymbol Ord "\8706",EText TextNormal "\8203",EIdentifier "t"])]],[ESymbol Rel "="],[EGrouped [EFraction NormalFrac (EGrouped [ENumber "4",EIdentifier "\960"]) (EIdentifier "c"),EText TextNormal "\8201",EUnderover False (EIdentifier "j") (EGrouped []) (ESymbol Accent "\8636")]]],[[EGrouped [ESymbol Ord "\8711",EText TextNormal "\8203",ESymbol Bin "\183",EUnderover False (EIdentifier "E") (EGrouped []) (ESymbol Accent "\8636")]],[ESymbol Rel "="],[EGrouped [ENumber "4",EIdentifier "\960",EIdentifier "\961"]]],[[EGrouped [ESymbol Ord "\8711",EText TextNormal "\8203",ESymbol Bin "\215",EUnderover False (EIdentifier "E") (EGrouped []) (ESymbol Accent "\8636"),EText TextNormal "\8201",ESymbol Bin "+",EText TextNormal "\8201",EFraction NormalFrac (ENumber "1") (EIdentifier "c"),EText TextNormal "\8201",EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",EText TextNormal "\8203",EUnderover False (EIdentifier "B") (EGrouped []) (ESymbol Accent "\8636")]) (EGrouped [ESymbol Ord "\8706",EText TextNormal "\8203",EIdentifier "t"])]],[ESymbol Rel "="],[EUnderover False (ENumber "0") (EGrouped []) (ESymbol Accent "\8636")]],[[EGrouped [ESymbol Ord "\8711",EText TextNormal "\8203",ESymbol Bin "\183",EUnderover False (EIdentifier "B") (EGrouped []) (ESymbol Accent "\8636")]],[ESymbol Rel "="],[ENumber "0"]]])]]],[[EText TextNormal "Einstein Field Equations"],[EGrouped [ESubsup (EIdentifier "R") (EGrouped [EIdentifier "\956",EIdentifier "\957"]) (EGrouped []),ESymbol Bin "-",EFraction NormalFrac (ENumber "1") (ENumber "2"),EText TextNormal "\8201",ESubsup (EIdentifier "g") (EGrouped [EIdentifier "\956",EIdentifier "\957"]) (EGrouped []),EText TextNormal "\8201",EIdentifier "R",ESymbol Rel "=",EFraction NormalFrac (EGrouped [ENumber "8",EIdentifier "\960",EIdentifier "G"]) (ESubsup (EIdentifier "c") (EGrouped []) (ENumber "4")),EText TextNormal "\8201",ESubsup (EIdentifier "T") (EGrouped [EIdentifier "\956",EIdentifier "\957"]) (EGrouped [])]]],[[EText TextNormal "Ramanujan Identity"],[EGrouped [EFraction NormalFrac (ENumber "1") (EGrouped [ESymbol Open "(",ESqrt (EGrouped [EIdentifier "\966",ESqrt (ENumber "5")]),ESymbol Bin "-",EIdentifier "\966",ESymbol Close ")",ESubsup (EIdentifier "e") (EGrouped []) (EFraction NormalFrac (ENumber "25") (EIdentifier "\960"))]),ESymbol Rel "=",ENumber "1",ESymbol Bin "+",EFraction NormalFrac (ESubsup (EIdentifier "e") (EGrouped []) (EGrouped [ESymbol Bin "-",ENumber "2",EIdentifier "\960"])) (EGrouped [ENumber "1",ESymbol Bin "+",EFraction NormalFrac (ESubsup (EIdentifier "e") (EGrouped []) (EGrouped [ESymbol Bin "-",ENumber "4",EIdentifier "\960"])) (EGrouped [ENumber "1",ESymbol Bin "+",EFraction NormalFrac (ESubsup (EIdentifier "e") (EGrouped []) (EGrouped [ESymbol Bin "-",ENumber "6",EIdentifier "\960"])) (EGrouped [ENumber "1",ESymbol Bin "+",EFraction NormalFrac (ESubsup (EIdentifier "e") (EGrouped []) (EGrouped [ESymbol Bin "-",ENumber "8",EIdentifier "\960"])) (EGrouped [ENumber "1",ESymbol Bin "+",ESymbol Ord "\8230"])])])])]]],[[EText TextNormal "Another Ramanujan identity"],[EGrouped [EUnderover False (ESymbol Op "\8721") (EGrouped [EIdentifier "k",ESymbol Rel "=",ENumber "1"]) (EIdentifier "\8734"),EFraction NormalFrac (ENumber "1") (ESubsup (ENumber "2") (EGrouped []) (EGrouped [ESymbol Open "\8970",EIdentifier "k",ESymbol Bin "\183",EText TextNormal "\8203",EIdentifier "\966",ESymbol Close "\8971"])),ESymbol Rel "=",EFraction NormalFrac (ENumber "1") (EGrouped [ESubsup (ENumber "2") (EGrouped []) (ENumber "0"),ESymbol Bin "+",EFraction NormalFrac (ENumber "1") (EGrouped [ESubsup (ENumber "2") (EGrouped []) (ENumber "1"),ESymbol Bin "+",ESymbol Ord "\8943"])])]]],[[EText TextNormal "Rogers-Ramanujan Identity"],[EGrouped [ENumber "1",ESymbol Bin "+",EGrouped [EUnderover False (ESymbol Op "\8721") (EGrouped [EIdentifier "k",ESymbol Rel "=",ENumber "1"]) (EIdentifier "\8734"),EFraction NormalFrac (ESubsup (EIdentifier "q") (EGrouped []) (EGrouped [ESubsup (EIdentifier "k") (EGrouped []) (ENumber "2"),ESymbol Bin "+",EIdentifier "k"])) (EGrouped [ESymbol Open "(",ENumber "1",ESymbol Bin "-",EIdentifier "q",ESymbol Close ")",ESymbol Open "(",ENumber "1",ESymbol Bin "-",ESubsup (EIdentifier "q") (EGrouped []) (ENumber "2"),ESymbol Close ")",ESymbol Ord "\8943",ESymbol Open "(",ENumber "1",ESymbol Bin "-",ESubsup (EIdentifier "q") (EGrouped []) (EIdentifier "k"),ESymbol Close 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tests/readers/mml/complex3.native view
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(ENumber "2")) (EFraction NormalFrac (ENumber "1") (ENumber "2"))),Left "\8741"]],[]],[[EDelimited "" "" [Left "/",Right (EFraction NormalFrac (EFraction NormalFrac (ENumber "1") (ENumber "2")) (EFraction NormalFrac (ENumber "1") (ENumber "2"))),Left "/"]],[]],[[EDelimited "" "" [Left "\\",Right (EFraction NormalFrac (EFraction NormalFrac (ENumber "1") (ENumber "2")) (EFraction NormalFrac (ENumber "1") (ENumber "2"))),Left "\\"]],[]],[[EDelimited "\9137" "\9136" [Right (EFraction NormalFrac (EFraction NormalFrac (ENumber "1") (ENumber "2")) (EFraction NormalFrac (ENumber "1") (ENumber "2")))]],[]],[[EDelimited "\\lgroup" "\\rgroup" [Right (EFraction NormalFrac (EFraction NormalFrac (ENumber "1") (ENumber "2")) (EFraction NormalFrac (ENumber "1") (ENumber "2")))]],[]],[[EDelimited "\8990" "\8991" [Right (EFraction NormalFrac (EFraction NormalFrac (ENumber "1") (ENumber "2")) (EFraction NormalFrac (ENumber "1") (ENumber "2")))]],[]],[[EDelimited "\8988" "\8989" [Right (EFraction NormalFrac (EFraction NormalFrac (ENumber "1") (ENumber "2")) (EFraction NormalFrac (ENumber "1") (ENumber "2")))]],[]],[[EGrouped [EIdentifier "A",EUnderover False (ESymbol Accent "\8592") (ESpace (1 % 18)) (EGrouped [EIdentifier "n",ESymbol Bin "+",EIdentifier "\956",ESymbol Bin "\8722",ENumber "1"]),EIdentifier "B",EUnderover False (ESymbol Accent "\8594") (EIdentifier "T") (EGrouped [EIdentifier "n",ESymbol Bin "\177",EIdentifier "i",ESymbol Bin "\8722",ENumber "1"]),EIdentifier "C"]],[]],[[EFraction NormalFrac (ENumber "1") (EGrouped [ESqrt (ENumber "2"),ESymbol Bin "+",EFraction NormalFrac (ENumber "1") (EGrouped [ESqrt (ENumber "3"),ESymbol Bin "+",EFraction NormalFrac (ENumber "1") (EGrouped [ESqrt (ENumber "4"),ESymbol Bin "+",EFraction NormalFrac (ENumber "1") (EGrouped [ESqrt (ENumber "5"),ESymbol Bin "+",EFraction NormalFrac (ENumber "1") (EGrouped [ESqrt (ENumber "6"),ESymbol Bin "+",EIdentifier "\8230"])])])])])],[]],[[EFraction NormalFrac (ENumber "1") (EGrouped [ESqrt (ENumber "2"),ESymbol Bin "+",EFraction NormalFrac (ENumber "1") (EGrouped [ESqrt (ENumber "3"),ESymbol Bin "+",EFraction NormalFrac (ENumber "1") (EGrouped [ESqrt (ENumber "4"),ESymbol Bin "+",EFraction NormalFrac (ENumber "1") (EGrouped [ESqrt (ENumber "5"),ESymbol Bin "+",EFraction NormalFrac (ENumber "1") (EGrouped [ESqrt (ENumber "6"),ESymbol Bin "+",EIdentifier "\8230"])])])])])],[]],[[EDelimited "(" "\8971" [Right (EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier "M"))]],[]],[[EDelimited "(" "\8971" [Right (EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier "M"))]],[]],[[EDelimited "(" "\8971" [Right (EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier "M"))]],[]],[[EDelimited "(" "\8971" [Right (EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier 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"M")],[]],[[EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier "M")],[]],[[EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier "M")],[]],[[EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier "M")],[]],[[EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier "M")],[]],[[EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier "M")],[]],[[EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier "M")],[]],[[EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Ord "\8289",EIdentifier "\952"]) (EIdentifier "M")],[]]]]
tests/readers/mml/doubleint1.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8748") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8748") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/doubleint2.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8748") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8748") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/int1.native view
@@ -1,1 +1,1 @@-[ESymbol Op "\8747",EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESymbol Op "\8747",EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/int10.native view
@@ -1,1 +1,1 @@-[EUnderover False (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[EUnderover False (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/int2.native view
@@ -1,1 +1,1 @@-[ESymbol Op "\8747",EIdentifier "f",EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "x") (ENumber "2"))],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESymbol Op "\8747",EIdentifier "f",EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "x") (ENumber "2"))],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/int3.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/int4.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "x") (ENumber "2"))],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "x") (ENumber "2"))],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/int5.native view
@@ -1,1 +1,1 @@-[ESymbol Op "\8747",EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESymbol Op "\8747",EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/int6.native view
@@ -1,1 +1,1 @@-[ESymbol Op "\8747",EIdentifier "f",EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "x") (ENumber "2"))],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESymbol Op "\8747",EIdentifier "f",EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "x") (ENumber "2"))],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/int7.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/int8.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "x") (ENumber "2"))],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "x") (ENumber "2"))],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/int9.native view
@@ -1,1 +1,1 @@-[EUnderover False (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[EUnderover False (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/invChars.native view
@@ -1,1 +1,1 @@-[ENumber "",EMathOperator "",EIdentifier "",ESymbol Ord "\8290",ENumber "",ESymbol Ord "\8289",EText TextNormal "\8203"]+[ENumber "",EMathOperator "",EIdentifier "",ESymbol Ord "\8290",ENumber "",ESymbol Ord "\8289",ESpace (0 % 1)]
tests/readers/mml/maction-01.native view
@@ -1,1 +1,1 @@-[EText TextNormal "Place mouse pointer over this box"]+[EBoxed (EText TextNormal "Place mouse pointer over this box")]
tests/readers/mml/mfrac-11.native view
@@ -1,1 +1,1 @@-[EFraction NormalFrac (EIdentifier "A") (EGrouped [EIdentifier "B",ESymbol Bin "+",EFraction NormalFrac (EIdentifier "C") (EGrouped [EIdentifier "D",ESymbol Bin "+",EFraction NormalFrac (EIdentifier "E") (EIdentifier "F")])]),ESymbol Rel "=",EFraction NormalFrac (EGrouped [EPhantom (ENumber "1"),ESpace 0.0,EIdentifier "A"]) (EGrouped [EIdentifier "B",ESymbol Bin "+",EFraction NormalFrac (EIdentifier "C") (EGrouped [EIdentifier "D",ESymbol Bin "+",EFraction NormalFrac (EIdentifier "E") (EGrouped [EIdentifier "F",ESpace 0.0,EPhantom (ENumber "1")])])])]+[EFraction NormalFrac (EIdentifier "A") (EGrouped [EIdentifier "B",ESymbol Bin "+",EFraction NormalFrac (EIdentifier "C") (EGrouped [EIdentifier "D",ESymbol Bin "+",EFraction NormalFrac (EIdentifier "E") (EIdentifier "F")])]),ESymbol Rel "=",EFraction NormalFrac (EGrouped [EPhantom (ENumber "1"),ESpace (0 % 1),EIdentifier "A"]) (EGrouped [EIdentifier "B",ESymbol Bin "+",EFraction NormalFrac (EIdentifier "C") (EGrouped [EIdentifier "D",ESymbol Bin "+",EFraction NormalFrac (EIdentifier "E") (EGrouped [EIdentifier "F",ESpace (0 % 1),EPhantom (ENumber "1")])])])]
tests/readers/mml/mfrac-12.native view
@@ -1,1 +1,1 @@-[EFraction NormalFrac (ENumber "1") (ENumber "2"),ESymbol Rel "=",EFraction NormalFrac (EGrouped [EPhantom (ENumber "1"),ESpace 0.0,ENumber "1"]) (EGrouped [ENumber "2",ESpace 0.0,EPhantom (ENumber "1")])]+[EFraction NormalFrac (ENumber "1") (ENumber "2"),ESymbol Rel "=",EFraction NormalFrac (EGrouped [EPhantom (ENumber "1"),ESpace (0 % 1),ENumber "1"]) (EGrouped [ENumber "2",ESpace (0 % 1),EPhantom (ENumber "1")])]
tests/readers/mml/mrowBinferred2.native view
@@ -1,1 +1,1 @@-[ENumber "2",ESymbol Bin "+",ESqrt (EGrouped [EIdentifier "x",ESymbol Bin "+",ENumber "1"]),ESpace 0.0,EGrouped [ENumber "2",ESymbol Bin "+",ESqrt (EGrouped [EIdentifier "x",ESymbol Bin "+",ENumber "1"])]]+[ENumber "2",ESymbol Bin "+",ESqrt (EGrouped [EIdentifier "x",ESymbol Bin "+",ENumber "1"]),ESpace (0 % 1),EGrouped [ENumber "2",ESymbol Bin "+",ESqrt (EGrouped [EIdentifier "x",ESymbol Bin "+",ENumber "1"])]]
tests/readers/mml/mspace-01.native view
@@ -1,1 +1,1 @@-[EText TextNormal "First line",ESpace 0.0,EText TextNormal "Second line"]+[EText TextNormal "First line",ESpace (0 % 1),EText TextNormal "Second line"]
tests/readers/mml/mspace-02.native view
@@ -1,1 +1,1 @@-[EGrouped [ENumber "1",ENumber "2",ESpace 0.0,ENumber "3",ENumber "4",ESpace 0.0,ENumber "5",ENumber "6",ESpace 0.0,ENumber "7",ENumber "8",ESpace 0.0,ENumber "9",ENumber "10",ESpace 0.0,ENumber "11",ENumber "12"],EGrouped [ENumber "11",ENumber "12",ESpace 0.0,ENumber "13",ENumber "14",ESpace 0.0,ENumber "15",ENumber "16",ESpace 0.0,ENumber "17",ENumber "18",ESpace 0.0,ENumber "19",ENumber "20",ESpace 0.0,ENumber "21",ENumber "22",ESpace 0.0,ENumber "21",ENumber "22",ESpace 0.0,ENumber "23",ENumber "24"],EGrouped [ENumber "25",ENumber "26",ESpace 0.0,ENumber "27",ENumber "28",ESpace 0.0,ENumber "29",ENumber "30",ESpace 0.0,ENumber "31",ENumber "32"],EGrouped [ENumber "31",ENumber "32",ESpace 0.0,ENumber "33",ENumber "34",ESpace 0.0,ENumber "35",ENumber "36",ESpace 0.0,ENumber "37",ENumber "38",ESpace 0.0,ENumber "39",ENumber "40",ESpace 0.0,ENumber "41",ENumber "42",ESpace 0.0,ENumber "41",ENumber "42",ESpace 0.0,ENumber "43",ENumber "44",ESpace 0.0,ENumber "45",ENumber "46",ESpace 0.0,ENumber "47",ENumber "48",ESpace 0.0,ENumber "49",ENumber "50",ESpace 0.0,ENumber "51",ENumber "52",ESpace 0.0,ENumber "51",ENumber "52",ESpace 0.0,ENumber "53",ENumber "54",ESpace 0.0,ENumber "55",ENumber "56",ESpace 0.0,ENumber "57",ENumber "58",ESpace 0.0,ENumber "59",ENumber "60",ESpace 0.0,ENumber "61",ENumber "62",ESpace 0.0,ENumber "61",ENumber "62",ESpace 0.0,ENumber "63",ENumber "64"]]+[EGrouped [ENumber "1",ENumber "2",ESpace (0 % 1),ENumber "3",ENumber "4",ESpace (0 % 1),ENumber "5",ENumber "6",ESpace (0 % 1),ENumber "7",ENumber "8",ESpace (0 % 1),ENumber "9",ENumber "10",ESpace (0 % 1),ENumber "11",ENumber "12"],EGrouped [ENumber "11",ENumber "12",ESpace (0 % 1),ENumber "13",ENumber "14",ESpace (0 % 1),ENumber "15",ENumber "16",ESpace (0 % 1),ENumber "17",ENumber "18",ESpace (0 % 1),ENumber "19",ENumber "20",ESpace (0 % 1),ENumber "21",ENumber "22",ESpace (0 % 1),ENumber "21",ENumber "22",ESpace (0 % 1),ENumber "23",ENumber "24"],EGrouped [ENumber "25",ENumber "26",ESpace (0 % 1),ENumber "27",ENumber "28",ESpace (0 % 1),ENumber "29",ENumber "30",ESpace (0 % 1),ENumber "31",ENumber "32"],EGrouped [ENumber "31",ENumber "32",ESpace (0 % 1),ENumber "33",ENumber "34",ESpace (0 % 1),ENumber "35",ENumber "36",ESpace (0 % 1),ENumber "37",ENumber "38",ESpace (0 % 1),ENumber "39",ENumber "40",ESpace (0 % 1),ENumber "41",ENumber "42",ESpace (0 % 1),ENumber "41",ENumber "42",ESpace (0 % 1),ENumber "43",ENumber "44",ESpace (0 % 1),ENumber "45",ENumber "46",ESpace (0 % 1),ENumber "47",ENumber "48",ESpace (0 % 1),ENumber "49",ENumber "50",ESpace (0 % 1),ENumber "51",ENumber "52",ESpace (0 % 1),ENumber "51",ENumber "52",ESpace (0 % 1),ENumber "53",ENumber "54",ESpace (0 % 1),ENumber "55",ENumber "56",ESpace (0 % 1),ENumber "57",ENumber "58",ESpace (0 % 1),ENumber "59",ENumber "60",ESpace (0 % 1),ENumber "61",ENumber "62",ESpace (0 % 1),ENumber "61",ENumber "62",ESpace (0 % 1),ENumber "63",ENumber "64"]]
tests/readers/mml/mspace-03.native view
@@ -1,1 +1,1 @@-[ENumber "1",ESpace 0.16666666666666666,ENumber "2"]+[ENumber "1",ESpace (1 % 6),ENumber "2"]
tests/readers/mml/mspace-04.native view
@@ -1,1 +1,1 @@-[ENumber "0",ENumber "1",ESpace 0.1111111111111111,ENumber "2",ESpace 0.16666666666666666,ENumber "3",ESpace 0.2222222222222222,ENumber "4",ESpace 0.2777777777777778,ENumber "5",ESpace 0.3333333333333333,ENumber "6"]+[EBoxed (ENumber "0"),EBoxed (ENumber "1"),ESpace (1 % 9),EBoxed (ENumber "2"),ESpace (1 % 6),EBoxed (ENumber "3"),ESpace (2 % 9),EBoxed (ENumber "4"),ESpace (5 % 18),EBoxed (ENumber "5"),ESpace (1 % 3),EBoxed (ENumber "6")]
tests/readers/mml/mspace1.native view
@@ -1,1 +1,1 @@-[EIdentifier "x",ESpace 2.32,EIdentifier "M",ESpace 2.32,EIdentifier "x",ESpace 0.0]+[EIdentifier "x",ESpace (58 % 25),EIdentifier "M",ESpace (58 % 25),EIdentifier "x",ESpace (0 % 1)]
tests/readers/mml/mspace2.native view
@@ -1,1 +1,1 @@-[EIdentifier "H",ESpace 0.0,EIdentifier "H"]+[EIdentifier "H",ESpace (0 % 1),EIdentifier "H"]
tests/readers/mml/mspaceAbreak3.native view
@@ -1,1 +1,1 @@-[EIdentifier "aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa",ESymbol Bin "+",ESpace 0.0,EIdentifier "bbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbb",ESymbol Bin "+",ESpace 0.0,EIdentifier "cccccccccccccccccccccccccccccccccccccccccccccccccccccccccc",ESymbol Bin "+",ESpace 0.0,EIdentifier "dddddddddddddddddddddddddddddddddddddddddddddddddddddddddd",ESymbol Bin "+",ESpace 0.0,EIdentifier "eeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeee",ESymbol Bin "+",ESpace 0.0,EIdentifier "fffffffffffffffffffffffffff",ESymbol Bin "+",ESpace 0.0,EIdentifier "gggggggggggggggggggggggggggggggggggggggggggggggggggggg",ESymbol Bin "+"]+[EIdentifier "aaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaaa",ESymbol Bin "+",ESpace (0 % 1),EIdentifier "bbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbbb",ESymbol Bin "+",ESpace (0 % 1),EIdentifier "cccccccccccccccccccccccccccccccccccccccccccccccccccccccccc",ESymbol Bin "+",ESpace (0 % 1),EIdentifier "dddddddddddddddddddddddddddddddddddddddddddddddddddddddddd",ESymbol Bin "+",ESpace (0 % 1),EIdentifier "eeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeeee",ESymbol Bin "+",ESpace (0 % 1),EIdentifier "fffffffffffffffffffffffffff",ESymbol Bin "+",ESpace (0 % 1),EIdentifier "gggggggggggggggggggggggggggggggggggggggggggggggggggggg",ESymbol Bin "+"]
tests/readers/mml/mspacestruts2.native view
@@ -1,1 +1,1 @@-[EFraction NormalFrac (EGrouped [EIdentifier "x",ESpace 0.35,EIdentifier "y"]) (ENumber "2"),ESymbol Bin "+",EFraction NormalFrac (ENumber "2") (EGrouped [EIdentifier "x",ESpace 0.0,EIdentifier "y"]),ESymbol Bin "+",EFraction NormalFrac (EGrouped [EIdentifier "x",ESpace 0.0,EIdentifier "y"]) (ENumber "2")]+[EFraction NormalFrac (EGrouped [EIdentifier "x",ESpace (7 % 20),EIdentifier "y"]) (ENumber "2"),ESymbol Bin "+",EFraction NormalFrac (ENumber "2") (EGrouped [EIdentifier "x",ESpace (0 % 1),EIdentifier "y"]),ESymbol Bin "+",EFraction NormalFrac (EGrouped [EIdentifier "x",ESpace (0 % 1),EIdentifier "y"]) (ENumber "2")]
tests/readers/mml/mtable-14.native view
@@ -1,1 +1,1 @@-[EArray [AlignDefault,AlignDefault,AlignDefault] [[[EGrouped [EPhantom (EText TextNormal "F"),ESpace 0.0,EIdentifier "HT",ESpace 0.0,EPhantom (EText TextNormal "F")]],[ESymbol Rel "="],[EIdentifier "TH"]]]]+[EArray [AlignDefault,AlignDefault,AlignDefault] [[[EGrouped [EPhantom (EText TextNormal "F"),ESpace (0 % 1),EIdentifier "HT",ESpace (0 % 1),EPhantom (EText TextNormal "F")]],[ESymbol Rel "="],[EIdentifier "TH"]]]]
tests/readers/mml/mtable-15.native view
@@ -1,1 +1,1 @@-[EArray [AlignDefault,AlignDefault,AlignDefault] [[[EGrouped [EPhantom (EText TextNormal "F"),ESpace 0.0,EIdentifier "HT",ESpace 0.0,EPhantom (EText TextNormal "F")]],[ESymbol Rel "="],[EIdentifier "TH"]]]]+[EArray [AlignDefault,AlignDefault,AlignDefault] [[[EGrouped [EPhantom (EText TextNormal "F"),ESpace (0 % 1),EIdentifier "HT",ESpace (0 % 1),EPhantom (EText TextNormal "F")]],[ESymbol Rel "="],[EIdentifier "TH"]]]]
tests/readers/mml/mtable-16.native view
@@ -1,1 +1,1 @@-[EArray [AlignDefault,AlignDefault,AlignDefault] [[[EGrouped [EPhantom (EText TextNormal "F"),ESpace 0.0,EIdentifier "HT",ESpace 0.0,EPhantom (EText TextNormal "F")]],[ESymbol Rel "="],[EIdentifier "TH"]]]]+[EArray [AlignDefault,AlignDefault,AlignDefault] [[[EGrouped [EPhantom (EText TextNormal "F"),ESpace (0 % 1),EIdentifier "HT",ESpace (0 % 1),EPhantom (EText TextNormal "F")]],[ESymbol Rel "="],[EIdentifier "TH"]]]]
tests/readers/mml/mtableBsize2.native view
@@ -1,1 +1,1 @@-[EArray [AlignDefault,AlignDefault,AlignDefault] [[[EIdentifier "H"],[ESymbol Accent "\8594"],[EIdentifier "G"]],[[ESymbol Rel "\8595"],[ESpace 3.0],[ESymbol Rel "\8595"]],[[EIdentifier "K"],[ESymbol Accent "\8594"],[EIdentifier "L"]]]]+[EArray [AlignDefault,AlignDefault,AlignDefault] [[[EIdentifier "H"],[ESymbol Accent "\8594"],[EIdentifier "G"]],[[ESymbol Rel "\8595"],[ESpace (3 % 1)],[ESymbol Rel "\8595"]],[[EIdentifier "K"],[ESymbol Accent "\8594"],[EIdentifier "L"]]]]
tests/readers/mml/mtableBspan3.native view
@@ -1,1 +1,1 @@-[EArray [AlignDefault,AlignDefault,AlignDefault] [[[ENumber "3"],[ENumber "0"],[ENumber "0"]],[[EArray [AlignDefault] [[[ENumber "2"]],[[ENumber "2"]],[[ENumber "2"]]]],[ENumber "3"],[ENumber "0"]],[[ENumber "0"],[ENumber "3"],[]]],ESpace 0.0,EArray [AlignDefault,AlignDefault,AlignDefault] [[[ENumber "3"],[ENumber "0"],[ENumber "0"]],[[EArray [AlignDefault] [[[ENumber "2"]],[[ENumber "2"]],[[ENumber "2"]]]],[ENumber "3"],[ENumber "0"]],[[ENumber "0"],[ENumber "3"],[]]]]+[EArray [AlignDefault,AlignDefault,AlignDefault] [[[ENumber "3"],[ENumber "0"],[ENumber "0"]],[[EArray [AlignDefault] [[[ENumber "2"]],[[ENumber "2"]],[[ENumber "2"]]]],[ENumber "3"],[ENumber "0"]],[[ENumber "0"],[ENumber "3"],[]]],ESpace (0 % 1),EArray [AlignDefault,AlignDefault,AlignDefault] [[[ENumber "3"],[ENumber "0"],[ENumber "0"]],[[EArray [AlignDefault] [[[ENumber "2"]],[[ENumber "2"]],[[ENumber "2"]]]],[ENumber "3"],[ENumber "0"]],[[ENumber "0"],[ENumber "3"],[]]]]
tests/readers/mml/mtext2.native view
@@ -1,1 +1,1 @@-[EText TextNormal "Theorem 1:",ESymbol Pun ",",EText TextNormal "\8201",ESymbol Pun ",",EText TextNormal "\8287\8202",ESymbol Pun ",",EText TextNormal "/* a comment */"]+[EText TextNormal "Theorem 1:",ESymbol Pun ",",ESpace (1 % 6),ESymbol Pun ",",EText TextNormal "\8287\8202",ESymbol Pun ",",EText TextNormal "/* a comment */"]
tests/readers/mml/oint1.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8750") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8750") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/oint2.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8750") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8750") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/tripleint1.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8749") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8749") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
tests/readers/mml/tripleint2.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8749") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],EText TextNormal "\8202",ESymbol Ord "\8518",EIdentifier "x"]+[ESubsup (ESymbol Op "\8749") (ENumber "0") (ENumber "1"),EIdentifier "f",EDelimited "(" ")" [Right (EIdentifier "x")],ESpace (1 % 9),ESymbol Ord "\8518",EIdentifier "x"]
+ tests/readers/omml/01.native view
@@ -0,0 +1,1 @@+[EIdentifier "x",ESymbol Rel "=",EFraction NormalFrac (EGrouped [ESymbol Bin "\8722",EIdentifier "b",ESymbol Bin "\177",ESqrt (EGrouped [ESuper (EIdentifier "b") (ENumber "2"),ESymbol Bin "\8722",ENumber "4",EIdentifier "a",EIdentifier "c"])]) (EGrouped [ENumber "2",EIdentifier "a"])]
+ tests/readers/omml/02.native view
@@ -0,0 +1,1 @@+[ENumber "2",ESymbol Rel "=",EDelimited "(" ")" [Right (EFraction NormalFrac (EGrouped [EDelimited "(" ")" [Right (ENumber "3"),Right (ESymbol Bin "\8722"),Right (EIdentifier "x")],ESymbol Bin "\215",ENumber "2"]) (EGrouped [ENumber "3",ESymbol Bin "\8722",EIdentifier "x"]))]]
+ tests/readers/omml/03.native view
@@ -0,0 +1,1 @@+[EIdentifier "a",ESuper (EIdentifier "x") (ENumber "2"),ESymbol Bin "+",EIdentifier "b",EIdentifier "x",ESymbol Bin "+",EIdentifier "c",ESymbol Rel "=",ENumber "0"]
+ tests/readers/omml/04.native view
@@ -0,0 +1,1 @@+[ESub (EIdentifier "S") (EText TextNormal "new"),ESymbol Rel "=",ESub (EIdentifier "S") (EText TextNormal "old"),ESymbol Bin "\8722",EFraction NormalFrac (ESuper (EDelimited "(" ")" [Right (ENumber "5"),Right (ESymbol Bin "\8722"),Right (EIdentifier "T")]) (ENumber "2")) (ENumber "2")]
+ tests/readers/omml/05.native view
@@ -0,0 +1,1 @@+[ESubsup (ESymbol Op "\8747") (EIdentifier "a") (EIdentifier "x"),EGrouped [],ESubsup (ESymbol Op "\8747") (EIdentifier "a") (EIdentifier "s"),EIdentifier "f",ESymbol Open "(",EIdentifier "y",ESymbol Close ")",ESpace (1 % 6),EIdentifier "d",EIdentifier "y",ESpace (1 % 6),EIdentifier "d",EIdentifier "s",ESymbol Rel "=",ESubsup (ESymbol Op "\8747") (EIdentifier "a") (EIdentifier "x"),EIdentifier "f",ESymbol Open "(",EIdentifier "y",ESymbol Close ")",ESymbol Open "(",EIdentifier "x",ESymbol Bin "\8722",EIdentifier "y",ESymbol Close ")",ESpace (1 % 6),EIdentifier "d",EIdentifier "y"]
+ tests/readers/omml/06.native view
@@ -0,0 +1,1 @@+[EUnderover True (ESymbol Op "\8721") (EGrouped [EIdentifier "m",ESymbol Rel "=",ENumber "1"]) (ESymbol Ord "\8734"),EGrouped [EUnderover True (ESymbol Op "\8721") (EGrouped [EIdentifier "n",ESymbol Rel "=",ENumber "1"]) (ESymbol Ord "\8734"),EFraction NormalFrac (EGrouped [ESuper (EIdentifier "m") (ENumber "2"),ESpace (1 % 6),EIdentifier "n"]) (EGrouped [ESuper (ENumber "3") (EIdentifier "m"),EDelimited "(" ")" [Right (EIdentifier "m"),Right (ESpace (1 % 6)),Right (ESuper (ENumber "3") (EIdentifier "n")),Right (ESymbol Bin "+"),Right (EIdentifier "n"),Right (ESpace (1 % 6)),Right (ESuper (ENumber "3") (EIdentifier "m"))]])]]
+ tests/readers/omml/07.native view
@@ -0,0 +1,1 @@+[EIdentifier "u",ESymbol Ord "\8243",ESymbol Bin "+",EIdentifier "p",ESymbol Open "(",EIdentifier "x",ESymbol Close ")",EIdentifier "u",ESymbol Ord "\8242",ESymbol Bin "+",EIdentifier "q",ESymbol Open "(",EIdentifier "x",ESymbol Close ")",EIdentifier "u",ESymbol Rel "=",EIdentifier "f",ESymbol Open "(",EIdentifier "x",ESymbol Close ")",ESymbol Pun ",",ESpace (1 % 1),EIdentifier "x",ESymbol Rel ">",EIdentifier "a"]
+ tests/readers/omml/08.native view
@@ -0,0 +1,1 @@+[ESymbol Fence "|",EOver False (EIdentifier "z") (ESymbol Accent "\175"),ESymbol Fence "|",ESymbol Rel "=",ESymbol Fence "|",EIdentifier "z",ESymbol Fence "|",ESymbol Pun ",",ESymbol Fence "|",ESymbol Open "(",EOver False (EIdentifier "z") (ESymbol Accent "\175"),ESuper (ESymbol Close ")") (EIdentifier "n"),ESymbol Fence "|",ESymbol Rel "=",ESymbol Fence "|",EIdentifier "z",ESuper (ESymbol Fence "|") (EIdentifier "n"),ESymbol Pun ",",EMathOperator "arg",ESymbol Open "(",ESuper (EIdentifier "z") (EIdentifier "n"),ESymbol Close ")",ESymbol Rel "=",EIdentifier "n",EMathOperator "arg",ESymbol Open "(",EIdentifier "z",ESymbol Close ")"]
+ tests/readers/omml/09.native view
@@ -0,0 +1,1 @@+[EUnder True (EMathOperator "lim") (EGrouped [EIdentifier "z",ESymbol Rel "\8594",ESub (EIdentifier "z") (ENumber "0")]),EIdentifier "f",ESymbol Open "(",EIdentifier "z",ESymbol Close ")",ESymbol Rel "=",EIdentifier "f",ESymbol Open "(",ESub (EIdentifier "z") (ENumber "0"),ESymbol Close ")"]
+ tests/readers/omml/10.native view
@@ -0,0 +1,1 @@+[ESub (EIdentifier "\981") (EIdentifier "n"),ESymbol Open "(",EIdentifier "\954",ESymbol Close ")",ESymbol Rel "=",EFraction NormalFrac (ENumber "1") (EGrouped [ENumber "4",ESuper (EIdentifier "\960") (ENumber "2"),ESuper (EIdentifier "\954") (ENumber "2")]),ESubsup (ESymbol Op "\8747") (ENumber "0") (ESymbol Ord "\8734"),EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Open "(",EIdentifier "\954",EIdentifier "R",ESymbol Close ")"]) (EGrouped [EIdentifier "\954",EIdentifier "R"]),EFraction NormalFrac (ESymbol Ord "\8706") (EGrouped [ESymbol Ord "\8706",EIdentifier "R"]),EDelimited "[" "]" [Right (ESuper (EIdentifier "R") (ENumber "2")),Right (EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "D") (EIdentifier "n"),ESymbol Open "(",EIdentifier "R",ESymbol Close ")"]) (EGrouped [ESymbol Ord "\8706",EIdentifier "R"]))],ESpace (1 % 6),EIdentifier "d",EIdentifier "R"]
+ tests/readers/omml/11.native view
@@ -0,0 +1,1 @@+[ESub (EIdentifier "\981") (EIdentifier "n"),ESymbol Open "(",EIdentifier "\954",ESymbol Close ")",ESymbol Rel "=",ENumber "0",EIdentifier ".",ENumber "033",ESubsup (EIdentifier "C") (EIdentifier "n") (ENumber "2"),ESuper (EIdentifier "\954") (EGrouped [ESymbol Bin "\8722",ENumber "11",ESymbol Ord "/",ENumber "3"]),ESymbol Pun ",",ESpace (1 % 1),EFraction NormalFrac (ENumber "1") (ESub (EIdentifier "L") (ENumber "0")),ESymbol Rel "\8810",EIdentifier "\954",ESymbol Rel "\8810",EFraction NormalFrac (ENumber "1") (ESub (EIdentifier "l") (ENumber "0"))]
+ tests/readers/omml/12.native view
@@ -0,0 +1,1 @@+[EIdentifier "f",ESymbol Open "(",EIdentifier "x",ESymbol Close ")",ESymbol Rel "=",EDelimited "{" " " [Right (EArray [AlignCenter] [[[ENumber "1"],[ESymbol Bin "\8722",ENumber "1",ESymbol Rel "\8804",EIdentifier "x",ESymbol Rel "<",ENumber "0"]],[[EFraction NormalFrac (ENumber "1") (ENumber "2")],[EIdentifier "x",ESymbol Rel "=",ENumber "0"]],[[ENumber "1",ESymbol Bin "\8722",ESuper (EIdentifier "x") (ENumber "2")],[EIdentifier "o",EIdentifier "t",EIdentifier "h",EIdentifier "e",EIdentifier "r",EIdentifier "w",EIdentifier "i",EIdentifier "s",EIdentifier "e"]]])]]
+ tests/readers/omml/13.native view
@@ -0,0 +1,1 @@+[ESub (EGrouped []) (EIdentifier "p"),ESub (EIdentifier "F") (EIdentifier "q"),ESymbol Open "(",ESub (EIdentifier "a") (ENumber "1"),ESymbol Pun ",",ESymbol Ord "\8230",ESymbol Pun ",",ESub (EIdentifier "a") (EIdentifier "p"),ESymbol Pun ";",ESub (EIdentifier "c") (ENumber "1"),ESymbol Pun ",",ESymbol Ord "\8230",ESymbol Pun ",",ESub (EIdentifier "c") (EIdentifier "q"),ESymbol Pun ";",EIdentifier "z",ESymbol Close ")",ESymbol Rel "=",EUnderover True (ESymbol Op "\8721") (EGrouped [EIdentifier "n",ESymbol Rel "=",ENumber "0"]) (ESymbol Ord "\8734"),EFraction NormalFrac (EGrouped [ESymbol Open "(",ESub (EIdentifier "a") (ENumber "1"),ESub (ESymbol Close ")") (EIdentifier "n"),ESymbol Ord "\8943",ESymbol Open "(",ESub (EIdentifier "a") (EIdentifier "p"),ESub (ESymbol Close ")") (EIdentifier "n")]) (EGrouped [ESymbol Open "(",ESub (EIdentifier "c") (ENumber "1"),ESub (ESymbol Close ")") (EIdentifier "n"),ESymbol Ord "\8943",ESymbol Open "(",ESub (EIdentifier "c") (EIdentifier "q"),ESub (ESymbol Close ")") (EIdentifier "n")]),EFraction NormalFrac (ESuper (EIdentifier "z") (EIdentifier "n")) (EGrouped [EIdentifier "n",ESymbol Pun "!"])]
+ tests/readers/omml/14.native view
@@ -0,0 +1,1 @@+[EFraction NormalFrac (EIdentifier "a") (EIdentifier "b"),ESpace (2 % 9),EFraction NormalFrac (EIdentifier "a") (EIdentifier "b")]
+ tests/readers/omml/15.native view
@@ -0,0 +1,1 @@+[EFraction NormalFrac (EIdentifier "a") (ENumber "2")]
+ tests/readers/omml/16.native view
@@ -0,0 +1,1 @@+[ENumber "3",ESymbol Bin "\215",ENumber "4"]
+ tests/readers/omml/17.native view
@@ -0,0 +1,1 @@+[EIdentifier "x",ESymbol Ord "*",ENumber "4",ESymbol Rel "=",ENumber "4",ESymbol Ord "*",EIdentifier "x"]
+ tests/readers/omml/18.native view
@@ -0,0 +1,1 @@+[ENumber "1",EIdentifier ".",ENumber "3",ESymbol Bin "\215",EIdentifier ".",ENumber "2"]
+ tests/readers/omml/19.native view
@@ -0,0 +1,1 @@+[EDelimited "[" "]" [Right (EArray [AlignCenter] [[[EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "1")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "1")])],[EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "2")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "1")])]],[[ESpace (2 % 9)]],[[EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "1")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "2")])],[EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "2")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "2")])]]])],EDelimited "(" ")" [Right (EArray [AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])],EDelimited "{" "}" [Right (EArray [AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])],EDelimited "\8739" "\8739" [Right (EArray [AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])],EDelimited "\8741" "\8741" [Right (EArray [AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])]]
+ tests/readers/omml/20.native view
@@ -0,0 +1,1 @@+[EStyled TextScript [EIdentifier "A"],EStyled TextScript [EIdentifier "B"],EStyled TextScript [EIdentifier "C"],EStyled TextScript [EIdentifier "D"],EStyled TextScript [EIdentifier "E"],EStyled TextScript [EIdentifier "F"],EStyled TextScript [EIdentifier "G"],EStyled TextScript [EIdentifier "H"],EStyled TextScript [EIdentifier "I"],EStyled TextScript [EIdentifier "J"],EStyled TextScript [EIdentifier "K"],EStyled TextScript [EIdentifier "L"],EStyled TextScript [EIdentifier "M"],EStyled TextScript [EIdentifier "N"],EStyled TextScript [EIdentifier "O"],EStyled TextScript [EIdentifier "P"],EStyled TextScript [EIdentifier "Q"],EStyled TextScript [EIdentifier "R"],EStyled TextScript [EIdentifier "S"],EStyled TextScript [EIdentifier "T"],EStyled TextScript [EIdentifier "U"],EStyled TextScript [EIdentifier "V"],EStyled TextScript [EIdentifier "W"],EStyled TextScript [EIdentifier "X"],EStyled TextScript [EIdentifier "Y"],EStyled TextScript [EIdentifier "Z"],EStyled TextScript [EIdentifier "a"],EStyled TextScript [EIdentifier "b"],EStyled TextScript [EIdentifier "c"],EStyled TextScript [EIdentifier "d"],EStyled TextScript [EIdentifier "e"],EStyled TextScript [EIdentifier "f"],EStyled TextScript [EIdentifier "g"],EStyled TextScript [EIdentifier "h"],EStyled TextScript [EIdentifier "i"],EStyled TextScript [EIdentifier "j"],EStyled TextScript [EIdentifier "k"],EStyled TextScript [EIdentifier "l"],EStyled TextScript [EIdentifier "m"],EStyled TextScript [EIdentifier "n"],EStyled TextScript [EIdentifier "o"],EStyled TextScript [EIdentifier "p"],EStyled TextScript [EIdentifier "q"],EStyled TextScript [EIdentifier "r"],EStyled TextScript [EIdentifier "s"],EStyled TextScript [EIdentifier "t"],EStyled TextScript [EIdentifier "u"],EStyled TextScript [EIdentifier "v"],EStyled TextScript [EIdentifier "w"],EStyled TextScript [EIdentifier "x"],EStyled TextScript [EIdentifier "y"],EStyled TextScript [EIdentifier "z"],EStyled TextDoubleStruck [EIdentifier "A"],EStyled TextDoubleStruck [EIdentifier "B"],EStyled TextDoubleStruck [EIdentifier "C"],EStyled TextDoubleStruck [EIdentifier "D"],EStyled TextDoubleStruck [EIdentifier "E"],EStyled TextDoubleStruck [EIdentifier "F"],EStyled TextDoubleStruck [EIdentifier "G"],EStyled TextDoubleStruck [EIdentifier "H"],EStyled TextDoubleStruck [EIdentifier "I"],EStyled TextDoubleStruck [EIdentifier "J"],EStyled TextDoubleStruck [EIdentifier "K"],EStyled TextDoubleStruck [EIdentifier "L"],EStyled TextDoubleStruck [EIdentifier "M"],EStyled TextDoubleStruck [EIdentifier "N"],EStyled TextDoubleStruck [EIdentifier "O"],EStyled TextDoubleStruck [EIdentifier "P"],EStyled TextDoubleStruck [EIdentifier "Q"],EStyled TextDoubleStruck [EIdentifier "R"],EStyled TextDoubleStruck [EIdentifier "S"],EStyled TextDoubleStruck [EIdentifier "T"],EStyled TextDoubleStruck [EIdentifier "U"],EStyled TextDoubleStruck [EIdentifier "V"],EStyled TextDoubleStruck [EIdentifier "W"],EStyled TextDoubleStruck [EIdentifier "X"],EStyled TextDoubleStruck [EIdentifier "Y"],EStyled TextDoubleStruck [EIdentifier "Z"],EStyled TextDoubleStruck [EIdentifier "a"],EStyled TextDoubleStruck [EIdentifier "b"],EStyled TextDoubleStruck [EIdentifier "c"],EStyled TextDoubleStruck [EIdentifier "d"],EStyled TextDoubleStruck [EIdentifier "e"],EStyled TextDoubleStruck [EIdentifier "f"],EStyled TextDoubleStruck [EIdentifier "g"],EStyled TextDoubleStruck [EIdentifier "h"],EStyled TextDoubleStruck [EIdentifier "i"],EStyled TextDoubleStruck [EIdentifier "j"],EStyled TextDoubleStruck [EIdentifier "k"],EStyled TextDoubleStruck [EIdentifier "l"],EStyled TextDoubleStruck [EIdentifier "m"],EStyled TextDoubleStruck [EIdentifier "n"],EStyled TextDoubleStruck [EIdentifier "o"],EStyled TextDoubleStruck [EIdentifier "p"],EStyled TextDoubleStruck [EIdentifier "q"],EStyled TextDoubleStruck [EIdentifier "r"],EStyled TextDoubleStruck [EIdentifier "s"],EStyled TextDoubleStruck [EIdentifier "t"],EStyled TextDoubleStruck [EIdentifier "u"],EStyled TextDoubleStruck [EIdentifier "v"],EStyled TextDoubleStruck [EIdentifier "w"],EStyled TextDoubleStruck [EIdentifier "x"],EStyled TextDoubleStruck [EIdentifier "y"],EStyled TextDoubleStruck [EIdentifier "z"],EStyled TextDoubleStruck [ENumber "0"],EStyled TextDoubleStruck [ENumber "1"],EStyled TextDoubleStruck [ENumber "2"],EStyled TextDoubleStruck [ENumber "3"],EStyled TextDoubleStruck [ENumber "4"],EStyled TextDoubleStruck [ENumber "5"],EStyled TextDoubleStruck [ENumber "6"],EStyled TextDoubleStruck [ENumber "7"],EStyled TextDoubleStruck [ENumber "8"],EStyled TextDoubleStruck [ENumber "9"],EStyled TextDoubleStruck [ENumber "0"]]
+ tests/readers/omml/21.native view
@@ -0,0 +1,1 @@+[ESub (EIdentifier "e") (ENumber "1"),ESymbol Rel "=",ESuper (EIdentifier "b") (ENumber "2"),ESymbol Bin "+",ESuper (EIdentifier "c") (ENumber "22")]
+ tests/readers/omml/22.native view
@@ -0,0 +1,1 @@+[EArray [AlignCenter] [[[EStyled TextMonospace [EText TextNormal "textrm"]],[EText TextNormal "ABCabc"]],[[EStyled TextMonospace [EText TextNormal "mathrm"]],[EIdentifier "A",EIdentifier "B",EIdentifier "C",EIdentifier "a",EIdentifier "b",EIdentifier "c"]],[[EStyled TextMonospace [EText TextNormal "mathup"]],[EIdentifier "A",EIdentifier "B",EIdentifier "C",EIdentifier "a",EIdentifier "b",EIdentifier "c"]],[[EStyled TextMonospace [EText TextNormal "text"]],[EText TextNormal "ABCabc"]],[[EStyled TextMonospace [EText TextNormal "mbox"]],[EIdentifier "A",EIdentifier "B",EIdentifier "C",EIdentifier "a",EIdentifier "b",EIdentifier "c"]],[[EStyled TextMonospace [EText TextNormal "mathbf"]],[EStyled TextBold [EIdentifier "A"],EStyled TextBold [EIdentifier "B"],EStyled TextBold [EIdentifier "C"],EStyled TextBold [EIdentifier "a"],EStyled TextBold [EIdentifier "b"],EStyled TextBold [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathbfup"]],[EStyled TextBold [EIdentifier "A"],EStyled TextBold [EIdentifier "B"],EStyled TextBold [EIdentifier "C"],EStyled TextBold [EIdentifier "a"],EStyled TextBold [EIdentifier "b"],EStyled TextBold [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "textbf"]],[EStyled TextBold [EText TextNormal "ABCabc"]]],[[EStyled TextMonospace [EText TextNormal "mathit"]],[EStyled TextItalic [EIdentifier "A"],EStyled TextItalic [EIdentifier "B"],EStyled TextItalic [EIdentifier "C"],EStyled TextItalic [EIdentifier "a"],EStyled TextItalic [EIdentifier "b"],EStyled TextItalic [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "textit"]],[EStyled TextItalic [EText TextNormal "ABCabc"]]],[[EStyled TextMonospace [EText TextNormal "mathtt"]],[EStyled TextMonospace [EIdentifier "A"],EStyled TextMonospace [EIdentifier "B"],EStyled TextMonospace [EIdentifier "C"],EStyled TextMonospace [EIdentifier "a"],EStyled TextMonospace [EIdentifier "b"],EStyled TextMonospace [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "texttt"]],[EStyled TextMonospace [EText TextNormal "ABCabc"]]],[[EStyled TextMonospace [EText TextNormal "mathsf"]],[EStyled TextSansSerif [EIdentifier "A"],EStyled TextSansSerif [EIdentifier "B"],EStyled TextSansSerif [EIdentifier "C"],EStyled TextSansSerif [EIdentifier "a"],EStyled TextSansSerif [EIdentifier "b"],EStyled TextSansSerif [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathsfup"]],[EStyled TextSansSerif [EIdentifier "A"],EStyled TextSansSerif [EIdentifier "B"],EStyled TextSansSerif [EIdentifier "C"],EStyled TextSansSerif [EIdentifier "a"],EStyled TextSansSerif [EIdentifier "b"],EStyled TextSansSerif [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathbb"]],[EStyled TextDoubleStruck [EIdentifier "A"],EStyled TextDoubleStruck [EIdentifier "B"],EStyled TextDoubleStruck [EIdentifier "C"],EStyled TextDoubleStruck [EIdentifier "a"],EStyled TextDoubleStruck [EIdentifier "b"],EStyled TextDoubleStruck [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathcal"]],[EStyled TextScript [EIdentifier "A"],EStyled TextScript [EIdentifier "B"],EStyled TextScript [EIdentifier "C"],EStyled TextScript [EIdentifier "a"],EStyled TextScript [EIdentifier "b"],EStyled TextScript [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathscr"]],[EStyled TextScript [EIdentifier "A"],EStyled TextScript [EIdentifier "B"],EStyled TextScript [EIdentifier "C"],EStyled TextScript [EIdentifier "a"],EStyled TextScript [EIdentifier "b"],EStyled TextScript [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathfrak"]],[EStyled TextFraktur [EIdentifier "A"],EStyled TextFraktur [EIdentifier "B"],EStyled TextFraktur [EIdentifier "C"],EStyled TextFraktur [EIdentifier "a"],EStyled TextFraktur [EIdentifier "b"],EStyled TextFraktur [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathbfit"]],[EStyled TextItalic [EIdentifier "A"],EStyled TextItalic [EIdentifier "B"],EStyled TextItalic [EIdentifier "C"],EStyled TextItalic [EIdentifier "a"],EStyled TextItalic [EIdentifier "b"],EStyled TextItalic [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathbfsfup"]],[EStyled TextSansSerifBold [EIdentifier "A"],EStyled TextSansSerifBold [EIdentifier "B"],EStyled TextSansSerifBold [EIdentifier "C"],EStyled TextSansSerifBold [EIdentifier "a"],EStyled TextSansSerifBold [EIdentifier "b"],EStyled TextSansSerifBold [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathbfsfit"]],[EStyled TextSansSerifBoldItalic [EIdentifier "A"],EStyled TextSansSerifBoldItalic [EIdentifier "B"],EStyled TextSansSerifBoldItalic [EIdentifier "C"],EStyled TextSansSerifBoldItalic [EIdentifier "a"],EStyled TextSansSerifBoldItalic [EIdentifier "b"],EStyled TextSansSerifBoldItalic [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathbfscr"]],[EStyled TextBoldScript [EIdentifier "A"],EStyled TextBoldScript [EIdentifier "B"],EStyled TextBoldScript [EIdentifier "C"],EStyled TextBoldScript [EIdentifier "a"],EStyled TextBoldScript [EIdentifier "b"],EStyled TextBoldScript [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathbffrak"]],[EStyled TextBoldFraktur [EIdentifier "A"],EStyled TextBoldFraktur [EIdentifier "B"],EStyled TextBoldFraktur [EIdentifier "C"],EStyled TextBoldFraktur [EIdentifier "a"],EStyled TextBoldFraktur [EIdentifier "b"],EStyled TextBoldFraktur [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathbfcal"]],[EStyled TextBoldScript [EIdentifier "A"],EStyled TextBoldScript [EIdentifier "B"],EStyled TextBoldScript [EIdentifier "C"],EStyled TextBoldScript [EIdentifier "a"],EStyled TextBoldScript [EIdentifier "b"],EStyled TextBoldScript [EIdentifier "c"]]],[[EStyled TextMonospace [EText TextNormal "mathsfit"]],[EStyled TextSansSerifItalic [EIdentifier "A"],EStyled TextSansSerifItalic [EIdentifier "B"],EStyled TextSansSerifItalic [EIdentifier "C"],EStyled TextSansSerifItalic [EIdentifier "a"],EStyled TextSansSerifItalic [EIdentifier "b"],EStyled TextSansSerifItalic [EIdentifier "c"]]]]]
+ tests/readers/omml/axiom_of_power_set.native view
@@ -0,0 +1,1 @@+[ESymbol Ord "\8704",EIdentifier "A",ESpace (1 % 6),ESymbol Ord "\8707",EIdentifier "P",ESpace (1 % 6),ESymbol Ord "\8704",EIdentifier "B",ESpace (1 % 6),ESymbol Open "[",EIdentifier "B",ESymbol Rel "\8712",EIdentifier "P",ESymbol Rel "\8660",ESymbol Ord "\8704",EIdentifier "C",ESpace (1 % 6),ESymbol Open "(",EIdentifier "C",ESymbol Rel "\8712",EIdentifier "B",ESymbol Rel "\8658",EIdentifier "C",ESymbol Rel "\8712",EIdentifier "A",ESymbol Close ")",ESymbol Close "]"]
+ tests/readers/omml/binomial_coefficient.native view
@@ -0,0 +1,1 @@+[EStyled TextBold [EIdentifier "C"],ESymbol Open "(",EIdentifier "n",ESymbol Pun ",",EIdentifier "k",ESymbol Close ")",ESymbol Rel "=",ESubsup (EStyled TextBold [EIdentifier "C"]) (EIdentifier "k") (EIdentifier "n"),ESymbol Rel "=",ESub (EGrouped []) (EIdentifier "n"),ESub (EStyled TextBold [EIdentifier "C"]) (EIdentifier "k"),ESymbol Rel "=",EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "n") (EIdentifier "k"))],ESymbol Rel "=",EFraction NormalFrac (EGrouped [EIdentifier "n",ESymbol Pun "!"]) (EGrouped [EIdentifier "k",ESymbol Pun "!",ESpace (1 % 6),ESymbol Open "(",EIdentifier "n",ESymbol Bin "\8722",EIdentifier "k",ESymbol Close ")",ESymbol Pun "!"])]
+ tests/readers/omml/boxed.native view
@@ -0,0 +1,1 @@+[EBoxed (EGrouped [ESuper (EIdentifier "x") (ENumber "2"),ESymbol Bin "+",ESuper (EIdentifier "y") (ENumber "2"),ESymbol Bin "+",ESuper (EIdentifier "z") (ENumber "2")])]
+ tests/readers/omml/choose.native view
@@ -0,0 +1,1 @@+[EDelimited "(" ")" [Right (EFraction NormalFrac (EIdentifier "a") (EDelimited "{" "}" [Right (EFraction NormalFrac (EIdentifier "b") (EGrouped [EIdentifier "c",ESymbol Bin "+",ENumber "2"]))]))]]
+ tests/readers/omml/complex_number.native view
@@ -0,0 +1,1 @@+[EIdentifier "c",ESymbol Rel "=",EOver True (EText TextNormal "complex number") (EOver False (EGrouped [EUnder True (EUnder True (EIdentifier "a") (ESymbol Ord "\65080")) (EText TextNormal "real"),ESymbol Bin "+",EUnder True (EUnder True (EGrouped [EIdentifier "b",EIdentifier "i"]) (ESymbol Ord "\65080")) (EText TextNormal "imaginary")]) (ESymbol Accent "\65079"))]
+ tests/readers/omml/deMorgans_law.native view
@@ -0,0 +1,1 @@+[ESymbol Ord "\172",ESymbol Open "(",EIdentifier "p",ESymbol Bin "\8743",EIdentifier "q",ESymbol Close ")",ESymbol Rel "\8660",ESymbol Open "(",ESymbol Ord "\172",EIdentifier "p",ESymbol Close ")",ESymbol Bin "\8744",ESymbol Open "(",ESymbol Ord "\172",EIdentifier "q",ESymbol Close ")",EOver False (EGrouped [EUnderover True (ESymbol Op "\8899") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "1"]) (EIdentifier "n"),ESub (EIdentifier "A") (EIdentifier "i")]) (ESymbol Accent "\175"),ESymbol Rel "=",EUnderover True (ESymbol Op "\8898") (EGrouped [EIdentifier "i",ESymbol Rel "=",ENumber "1"]) (EIdentifier "n"),EOver False (ESub (EIdentifier "A") (EIdentifier "i")) (ESymbol Accent "\175")]
+ tests/readers/omml/differentiable_manifold.native view
@@ -0,0 +1,1 @@+[ESub (EIdentifier "\947") (ENumber "1"),ESymbol Rel "\8801",ESub (EIdentifier "\947") (ENumber "2"),ESymbol Rel "\8660",EDelimited "{" " " [Right (EArray [AlignCenter] [[[ESub (EIdentifier "\947") (ENumber "1"),ESymbol Open "(",ENumber "0",ESymbol Close ")",ESymbol Rel "=",ESub (EIdentifier "\947") (ENumber "2"),ESymbol Open "(",ENumber "0",ESymbol Close ")",ESymbol Rel "=",EIdentifier "p",ESymbol Pun ",",EText TextNormal " and "]],[[ESub (EDelimited " " "|" [Right (EFraction NormalFrac (EIdentifier "d") (EGrouped [EIdentifier "d",EIdentifier "t"])),Right (EIdentifier "\981"),Right (ESymbol Bin "\8728"),Right (ESub (EIdentifier "\947") (ENumber "1")),Right (ESymbol Open "("),Right (EIdentifier "t"),Right (ESymbol Close ")")]) (EGrouped [EIdentifier "t",ESymbol Rel "=",ENumber "0"]),ESymbol Rel "=",ESub (EDelimited " " "|" [Right (EFraction NormalFrac (EIdentifier "d") (EGrouped [EIdentifier "d",EIdentifier "t"])),Right (EIdentifier "\981"),Right (ESymbol Bin "\8728"),Right (ESub (EIdentifier "\947") (ENumber "2")),Right (ESymbol Open "("),Right (EIdentifier "t"),Right (ESymbol Close ")")]) (EGrouped [EIdentifier "t",ESymbol Rel "=",ENumber "0"])]]])]]
+ tests/readers/omml/divergence.native view
@@ -0,0 +1,1 @@+[ESymbol Ord "\8711",ESymbol Bin "\8901",EOver False (EIdentifier "v") (ESymbol Accent "\8407"),ESymbol Rel "=",EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "v") (EIdentifier "x")]) (EGrouped [ESymbol Ord "\8706",EIdentifier "x"]),ESymbol Bin "+",EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "v") (EIdentifier "y")]) (EGrouped [ESymbol Ord "\8706",EIdentifier "y"]),ESymbol Bin "+",EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "v") (EIdentifier "z")]) (EGrouped [ESymbol Ord "\8706",EIdentifier "z"])]
+ tests/readers/omml/ensuremath.native view
@@ -0,0 +1,1 @@+[ESuper (EIdentifier "\960") (ENumber "2")]
+ tests/readers/omml/genfrac.native view
@@ -0,0 +1,1 @@+[EDelimited "{" "}" [Right (EFraction NormalFrac (EIdentifier "x") (EIdentifier "y"))]]
+ tests/readers/omml/labels.native view
@@ -0,0 +1,1 @@+[ENumber "2",ESymbol Bin "+",ENumber "2"]
+ tests/readers/omml/macros.native view
@@ -0,0 +1,1 @@+[ENumber "2",ENumber "5",EIdentifier "y",ESymbol Bin "+",ENumber "3",EIdentifier "x",ESymbol Bin "+",ENumber "3",EIdentifier "x",ESymbol Bin "+",EIdentifier "\945"]
+ tests/readers/omml/moore_determinant.native view
@@ -0,0 +1,1 @@+[EIdentifier "M",ESymbol Rel "=",EDelimited "[" "]" [Right (EArray [AlignCenter] [[[ESub (EIdentifier "\945") (ENumber "1")],[ESubsup (EIdentifier "\945") (ENumber "1") (EIdentifier "q")],[ESymbol Ord "\8943"],[ESubsup (EIdentifier "\945") (ENumber "1") (ESuper (EIdentifier "q") (EGrouped [EIdentifier "n",ESymbol Bin "\8722",ENumber "1"]))]],[[ESub (EIdentifier "\945") (ENumber "2")],[ESubsup (EIdentifier "\945") (ENumber "2") (EIdentifier "q")],[ESymbol Ord "\8943"],[ESubsup (EIdentifier "\945") (ENumber "2") (ESuper (EIdentifier "q") (EGrouped [EIdentifier "n",ESymbol Bin "\8722",ENumber "1"]))]],[[ESymbol Rel "\8942"],[ESymbol Rel "\8942"],[ESymbol Rel "\8945"],[ESymbol Rel "\8942"]],[[ESub (EIdentifier "\945") (EIdentifier "m")],[ESubsup (EIdentifier "\945") (EIdentifier "m") (EIdentifier "q")],[ESymbol Ord "\8943"],[ESubsup (EIdentifier "\945") (EIdentifier "m") (ESuper (EIdentifier "q") (EGrouped [EIdentifier "n",ESymbol Bin "\8722",ENumber "1"]))]]])]]
+ tests/readers/omml/notin.native view
@@ -0,0 +1,1 @@+[EIdentifier "x",ESymbol Rel "\8712",EIdentifier "y",ESymbol Bin "\8743",EIdentifier "x",ESymbol Rel "\8713",EIdentifier "y"]
+ tests/readers/omml/operatorname.native view
@@ -0,0 +1,1 @@+[EDelimited "{" " " [Right (EArray [AlignCenter] [[[ESub (EText TextNormal "div") (EIdentifier "x"),EIdentifier "u",ESuper (EText TextNormal "div") (EIdentifier "x"),EIdentifier "u",ESubsup (EText TextNormal "div") (EIdentifier "x") (EIdentifier "y"),EIdentifier "u",ESubsup (EText TextNormal "div") (EIdentifier "x") (EIdentifier "y"),EIdentifier "u"],[EText TextNormal "operatorname"]],[[EUnder True (EGrouped [ESymbol Bin "\8902",ESymbol Bin "-",EIdentifier "l",EIdentifier "i",EIdentifier "m",ESymbol Ord "'",EIdentifier "s",EIdentifier "u",EIdentifier "p"]) (EGrouped [EIdentifier "x",ESymbol Rel "\8594",ENumber "0"]),EIdentifier "u",EOver True (EIdentifier "w") (EGrouped [ESymbol Bin "\8902",ESymbol Bin "-",EIdentifier "l",EIdentifier "i",EIdentifier "m",ESymbol Ord "'",EIdentifier "s",EIdentifier "u",EIdentifier "p"]),EIdentifier "u",EUnder True (EGrouped [ESymbol Bin "\8902",ESymbol Bin "-",EIdentifier "l",EIdentifier "i",EIdentifier "m",ESymbol Ord "'",EIdentifier "s",EIdentifier "u",EIdentifier "p"]) (EOver True (EIdentifier "w") (EGrouped [EIdentifier "x",ESymbol Rel "\8594",ENumber "0"])),EIdentifier "u",EUnder True (EGrouped [ESymbol Bin "\8902",ESymbol Bin "-",EIdentifier "l",EIdentifier "i",EIdentifier "m",ESymbol Ord "'",EIdentifier "s",EIdentifier "u",EIdentifier "p"]) (EOver True (EIdentifier "w") (EGrouped [EIdentifier "x",ESymbol Rel "\8594",ENumber "0"])),EIdentifier "u"],[EIdentifier "o",EIdentifier "p",EIdentifier "e",EIdentifier "r",EIdentifier "a",EIdentifier "t",EIdentifier "o",EIdentifier "r",EIdentifier "n",EIdentifier "a",EIdentifier "m",EIdentifier "e",ESymbol Ord "*"]],[[ESub (EGrouped [ESymbol Bin "\8902",ESymbol Bin "-",EIdentifier "l",EIdentifier "i",EIdentifier "m",ESymbol Ord "'",EIdentifier "s",EIdentifier "u",EIdentifier "p"]) (EGrouped [EIdentifier "x",ESymbol Rel "\8594",ENumber "0"]),EIdentifier "u",ESuper (EGrouped [ESymbol Bin "\8902",ESymbol Bin "-",EIdentifier "l",EIdentifier "i",EIdentifier "m",ESymbol Ord "'",EIdentifier "s",EIdentifier "u",EIdentifier "p"]) (EIdentifier "w"),EIdentifier "u",ESubsup (EGrouped [ESymbol Bin "\8902",ESymbol Bin "-",EIdentifier "l",EIdentifier "i",EIdentifier "m",ESymbol Ord "'",EIdentifier "s",EIdentifier "u",EIdentifier "p"]) (EGrouped [EIdentifier "x",ESymbol Rel "\8594",ENumber "0"]) (EIdentifier "w"),EIdentifier "u",ESubsup (EGrouped [ESymbol Bin "\8902",ESymbol Bin "-",EIdentifier "l",EIdentifier "i",EIdentifier "m",ESymbol Ord "'",EIdentifier "s",EIdentifier "u",EIdentifier "p"]) (EGrouped [EIdentifier "x",ESymbol Rel "\8594",ENumber "0"]) (EIdentifier "w"),EIdentifier "u"],[EIdentifier "o",EIdentifier "p",EIdentifier "e",EIdentifier "r",EIdentifier "a",EIdentifier "t",EIdentifier "o",EIdentifier "r",EIdentifier "n",EIdentifier "a",EIdentifier "m",EIdentifier "e",ESymbol Ord "*",ESymbol Pun ":",EIdentifier "n",EIdentifier "o",EIdentifier "l",EIdentifier "i",EIdentifier "m",EIdentifier "i",EIdentifier "t",EIdentifier "s"]],[[ESub (EText TextNormal "curl") (EIdentifier "x"),EIdentifier "v",EUnder True (EText TextNormal "argmax") (EIdentifier "K"),EIdentifier "u"],[EText TextNormal "DeclareMathOperator"]]])]]
+ tests/readers/omml/phantom.native view
@@ -0,0 +1,1 @@+[EDelimited "(" ")" [Right (EPhantom (EFraction NormalFrac (ENumber "1") (ENumber "2")))]]
+ tests/readers/omml/quadratic_formula.native view
@@ -0,0 +1,1 @@+[EIdentifier "x",ESymbol Rel "=",EFraction NormalFrac (EGrouped [ESymbol Bin "\8722",EIdentifier "b",ESymbol Bin "\177",ESqrt (EGrouped [ESuper (EIdentifier "b") (ENumber "2"),ESymbol Bin "\8722",ENumber "4",EIdentifier "a",EIdentifier "c"])]) (EGrouped [ENumber "2",EIdentifier "a"])]
+ tests/readers/omml/schwinger_dyson.native view
@@ -0,0 +1,1 @@+[EDelimited "\10216" "\10217" [Right (EIdentifier "\968"),Right (EDelimited "|" "|" [Right (EStyled TextScript [EIdentifier "T"]),Right (EDelimited "{" "}" [Right (EFraction NormalFrac (EIdentifier "\948") (EGrouped [EIdentifier "\948",EIdentifier "\981"])),Right (EIdentifier "F"),Right (ESymbol Open "["),Right (EIdentifier "\981"),Right (ESymbol Close "]")])]),Right (EIdentifier "\968")],ESymbol Rel "=",ESymbol Bin "\8722",EIdentifier "i",EDelimited "\10216" "\10217" [Right (EIdentifier "\968"),Right (EDelimited "|" "|" [Right (EStyled TextScript [EIdentifier "T"]),Right (EDelimited "{" "}" [Right (EIdentifier "F"),Right (ESymbol Open "["),Right (EIdentifier "\981"),Right (ESymbol Close "]"),Right (EFraction NormalFrac (EIdentifier "\948") (EGrouped [EIdentifier "\948",EIdentifier "\981"])),Right (EIdentifier "S"),Right (ESymbol Open "["),Right (EIdentifier "\981"),Right (ESymbol Close "]")])]),Right (EIdentifier "\968")]]
+ tests/readers/omml/sophomores_dream.native view
@@ -0,0 +1,1 @@+[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),ESuper (EIdentifier "x") (EIdentifier "x"),ESpace (1 % 6),EIdentifier "d",EIdentifier "x",ESymbol Rel "=",EUnderover True (ESymbol Op "\8721") (EGrouped [EIdentifier "n",ESymbol Rel "=",ENumber "1"]) (ESymbol Ord "\8734"),EGrouped [ESymbol Open "(",ESymbol Bin "\8722",ENumber "1",ESuper (ESymbol Close ")") (EGrouped [EIdentifier "n",ESymbol Bin "+",ENumber "1"]),ESpace (1 % 6),ESuper (EIdentifier "n") (EGrouped [ESymbol Bin "\8722",EIdentifier "n"])]]
+ tests/readers/omml/sphere_volume.native view
@@ -0,0 +1,1 @@+[EIdentifier "S",ESymbol Rel "=",ESymbol Open "{",ENumber "0",ESymbol Rel "\8804",EIdentifier "\981",ESymbol Rel "\8804",ENumber "2",EIdentifier "\960",ESymbol Pun ",",ESpace (2 % 9),ENumber "0",ESymbol Rel "\8804",EIdentifier "\952",ESymbol Rel "\8804",EIdentifier "\960",ESymbol Pun ",",ESpace (2 % 9),ENumber "0",ESymbol Rel "\8804",EIdentifier "\961",ESymbol Rel "\8804",EIdentifier "R",ESymbol Close "}",EArray [AlignCenter] [[[EIdentifier "V",EIdentifier "o",EIdentifier "l",EIdentifier "u",EIdentifier "m",EIdentifier "e"],[ESymbol Rel "=",EUnderover True (ESymbol Op "\8749") (EGrouped []) (EIdentifier "S"),ESuper (EIdentifier "\961") (ENumber "2"),EMathOperator "sin",EIdentifier "\952",ESpace (1 % 6),EIdentifier "d",EIdentifier "\961",ESpace (1 % 6),EIdentifier "d",EIdentifier "\952",ESpace (1 % 6),EIdentifier "d",EIdentifier "\981"]],[[],[ESymbol Rel "=",ESubsup (ESymbol Op "\8747") (ENumber "0") (EGrouped [ENumber "2",EIdentifier "\960"]),EIdentifier "d",EIdentifier "\981",ESpace (1 % 6),ESubsup (ESymbol Op "\8747") (ENumber "0") (EIdentifier "\960"),EMathOperator "sin",EIdentifier "\952",ESpace (1 % 6),EIdentifier "d",EIdentifier "\952",ESpace (1 % 6),ESubsup (ESymbol Op "\8747") (ENumber "0") (EIdentifier "R"),ESuper (EIdentifier "\961") (ENumber "2"),EIdentifier "d",EIdentifier "\961"]],[[],[ESymbol Rel "=",EIdentifier "\981",ESubsup (ESymbol Fence "|") (ENumber "0") (EGrouped [ENumber "2",EIdentifier "\960"]),ESpace (2 % 9),ESymbol Open "(",ESymbol Bin "\8722",EMathOperator "cos",EIdentifier "\952",ESymbol Close ")",ESubsup (ESymbol Fence "|") (ENumber "0") (EIdentifier "\960"),ESpace (2 % 9),EFraction NormalFrac (ENumber "1") (ENumber "3"),ESuper (EIdentifier "\961") (ENumber "3"),ESubsup (ESymbol Fence "|") (ENumber "0") (EIdentifier "R")]],[[],[ESymbol Rel "=",ENumber "2",EIdentifier "\960",ESymbol Bin "\215",ENumber "2",ESymbol Bin "\215",EFraction NormalFrac (ENumber "1") (ENumber "3"),ESuper (EIdentifier "R") (ENumber "3")]],[[],[ESymbol Rel "=",EFraction NormalFrac (ENumber "4") (ENumber "3"),EIdentifier "\960",ESuper (EIdentifier "R") (ENumber "3")]]]]
+ tests/readers/omml/stackrel.native view
@@ -0,0 +1,1 @@+[ESub (EIdentifier "u") (EIdentifier "n"),EOver True (EIdentifier "w") (ESymbol Rel "\8594"),EIdentifier "u"]
+ tests/readers/omml/substack.native view
@@ -0,0 +1,1 @@+[EUnderover True (ESymbol Op "\8721") (EGrouped []) (EArray [AlignCenter] [[[ENumber "0",ESymbol Rel "<",EIdentifier "i",ESymbol Rel "<",EIdentifier "m"]],[[ENumber "0",ESymbol Rel "<",EIdentifier "j",ESymbol Rel "<",EIdentifier "n"]]]),EIdentifier "P",ESymbol Open "(",EIdentifier "i",ESymbol Pun ",",EIdentifier "j",ESymbol Close ")"]
+ tests/readers/omml/subsup.native view
@@ -0,0 +1,1 @@+[ESubsup (EIdentifier "x") (EIdentifier "b") (EIdentifier "a"),ESpace (1 % 1),ESubsup (EIdentifier "x") (EIdentifier "b") (EIdentifier "a"),ESpace (1 % 1),EUnder True (EMathOperator "min") (EIdentifier "A"),ESpace (1 % 1),EUnder True (EMathOperator "max") (EIdentifier "B"),ESpace (1 % 1),EUnder True (EMathOperator "det") (EIdentifier "C"),ESpace (1 % 1),EUnder True (EMathOperator "Pr") (EIdentifier "A"),ESpace (1 % 1),EUnder True (EMathOperator "gcd") (EIdentifier "A"),ESpace (1 % 1),ESuper (EOver False (EIdentifier "u") (ESymbol Accent "\775")) (ENumber "2"),ESpace (1 % 1),ESub (EOver False (EIdentifier "u") (ESymbol Accent "\175")) (EIdentifier "\949"),ESpace (1 % 1),ESubsup (EUnder True (EIdentifier "u") (ESymbol Accent "\818")) (EIdentifier "b") (EIdentifier "a"),ESpace (1 % 1),EOver True (EText TextNormal "term") (EOver False (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Accent "\65079")),ESpace (1 % 1),EOver True (EIdentifier "c") (EOver False (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Accent "\9140")),ESpace (1 % 1),EUnder True (EUnder True (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Ord "\65080")) (EIdentifier "c"),ESpace (1 % 1),EUnder True (EUnder True (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol TUnder "\9141")) (EIdentifier "c"),ESuper (ESpace (1 % 1)) (EIdentifier "H"),EIdentifier "e",ENumber "3",ESub (ESpace (1 % 1)) (EIdentifier "x"),EIdentifier "A",ESubsup (ESpace (1 % 1)) (EIdentifier "x") (ENumber "3")]
+ tests/readers/omml/text.native view
@@ -0,0 +1,1 @@+[ESymbol Open "(",ESymbol Ord "\321",EIdentifier "u",EIdentifier "k",EIdentifier "a",EIdentifier "s",EIdentifier "i",EIdentifier "e",EIdentifier "w",EIdentifier "i",EIdentifier "c",EIdentifier "z",ESymbol Pun ",",ESpace (2 % 9),EIdentifier "G",ESymbol Ord "\246",EIdentifier "d",EIdentifier "e",EIdentifier "l",ESymbol Pun ",",ESpace (2 % 9),EIdentifier "a",EIdentifier "n",EIdentifier "d",ESpace (2 % 9),EIdentifier "G",ESymbol Ord "\246",EIdentifier "d",EIdentifier "e",EIdentifier "l",ESymbol Close ")",EStyled TextItalic [ESymbol Ord "\8230",ESymbol Ord "\8211",ESymbol Pun "\8220",EIdentifier "d",EIdentifier "o",EIdentifier "u",EIdentifier "b",EIdentifier "l",EIdentifier "e",ESpace (2 % 9),EIdentifier "q",EIdentifier "u",EIdentifier "o",EIdentifier "t",EIdentifier "e",EIdentifier "s",ESymbol Pun "\8221",ESymbol Ord "\8212",ESymbol Ord "\8216",EIdentifier "s",EIdentifier "i",EIdentifier "n",EIdentifier "g",EIdentifier "l",EIdentifier "e",ESpace (2 % 9),EIdentifier "q",EIdentifier "u",EIdentifier "o",EIdentifier "t",EIdentifier "e",EIdentifier "s",ESymbol Ord "\8217"]]
+ tests/readers/omml/tokens.native view
@@ -0,0 +1,1 @@+[EOver False (EIdentifier "\981") (ESymbol Accent "\771"),ESqrt (EIdentifier "\981"),EFraction NormalFrac (EIdentifier "\981") (EIdentifier "\958"),EFraction NormalFrac (EIdentifier "\981") (EIdentifier "\958"),EFraction NormalFrac (EIdentifier "\981") (EIdentifier "\958"),ESymbol Open "(",EIdentifier "\981",ESymbol Close ")",ESymbol Open "(",EIdentifier "\981",ESymbol Close ")",EIdentifier "\958"]
+ tests/readers/omml/unicode.native view
@@ -0,0 +1,1 @@+[EIdentifier "f",ESymbol Pun ":",EIdentifier "X",ESymbol Rel "\8594",EIdentifier "Y"]
tests/readers/tex/05.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8747") (EIdentifier "a") (EIdentifier "x"),ESpace (-0.167),ESpace (-0.167),ESpace (-0.167),ESubsup (ESymbol Op "\8747") (EIdentifier "a") (EIdentifier "s"),EIdentifier "f",ESymbol Open "(",EIdentifier "y",ESymbol Close ")",ESpace 0.167,EIdentifier "d",EIdentifier "y",ESpace 0.167,EIdentifier "d",EIdentifier "s",ESymbol Rel "=",ESubsup (ESymbol Op "\8747") (EIdentifier "a") (EIdentifier "x"),EIdentifier "f",ESymbol Open "(",EIdentifier "y",ESymbol Close ")",ESymbol Open "(",EIdentifier "x",ESymbol Bin "\8722",EIdentifier "y",ESymbol Close ")",ESpace 0.167,EIdentifier "d",EIdentifier "y"]+[ESubsup (ESymbol Op "\8747") (EIdentifier "a") (EIdentifier "x"),ESpace ((-1) % 6),ESpace ((-1) % 6),ESpace ((-1) % 6),ESubsup (ESymbol Op "\8747") (EIdentifier "a") (EIdentifier "s"),EIdentifier "f",ESymbol Open "(",EIdentifier "y",ESymbol Close ")",ESpace (1 % 6),EIdentifier "d",EIdentifier "y",ESpace (1 % 6),EIdentifier "d",EIdentifier "s",ESymbol Rel "=",ESubsup (ESymbol Op "\8747") (EIdentifier "a") (EIdentifier "x"),EIdentifier "f",ESymbol Open "(",EIdentifier "y",ESymbol Close ")",ESymbol Open "(",EIdentifier "x",ESymbol Bin "\8722",EIdentifier "y",ESymbol Close ")",ESpace (1 % 6),EIdentifier "d",EIdentifier "y"]
tests/readers/tex/06.native view
@@ -1,1 +1,1 @@-[EUnderover True (ESymbol Op "\8721") (EGrouped [EIdentifier "m",ESymbol Rel "=",ENumber "1"]) (ESymbol Ord "\8734"),EUnderover True (ESymbol Op "\8721") (EGrouped [EIdentifier "n",ESymbol Rel "=",ENumber "1"]) (ESymbol Ord "\8734"),EFraction NormalFrac (EGrouped [ESuper (EIdentifier "m") (ENumber "2"),ESpace 0.167,EIdentifier "n"]) (EGrouped [ESuper (ENumber "3") (EIdentifier "m"),EDelimited "(" ")" [Right (EIdentifier "m"),Right (ESpace 0.167),Right (ESuper (ENumber "3") (EIdentifier "n")),Right (ESymbol Bin "+"),Right (EIdentifier "n"),Right (ESpace 0.167),Right (ESuper (ENumber "3") (EIdentifier "m"))]])]+[EUnderover True (ESymbol Op "\8721") (EGrouped [EIdentifier "m",ESymbol Rel "=",ENumber "1"]) (ESymbol Ord "\8734"),EUnderover True (ESymbol Op "\8721") (EGrouped [EIdentifier "n",ESymbol Rel "=",ENumber "1"]) (ESymbol Ord "\8734"),EFraction NormalFrac (EGrouped [ESuper (EIdentifier "m") (ENumber "2"),ESpace (1 % 6),EIdentifier "n"]) (EGrouped [ESuper (ENumber "3") (EIdentifier "m"),EDelimited "(" ")" [Right (EIdentifier "m"),Right (ESpace (1 % 6)),Right (ESuper (ENumber "3") (EIdentifier "n")),Right (ESymbol Bin "+"),Right (EIdentifier "n"),Right (ESpace (1 % 6)),Right (ESuper (ENumber "3") (EIdentifier "m"))]])]
tests/readers/tex/07.native view
@@ -1,1 +1,1 @@-[EIdentifier "u",ESymbol Ord "\8243",ESymbol Bin "+",EIdentifier "p",ESymbol Open "(",EIdentifier "x",ESymbol Close ")",EIdentifier "u",ESymbol Ord "\8242",ESymbol Bin "+",EIdentifier "q",ESymbol Open "(",EIdentifier "x",ESymbol Close ")",EIdentifier "u",ESymbol Rel "=",EIdentifier "f",ESymbol Open "(",EIdentifier "x",ESymbol Close ")",ESymbol Pun ",",ESpace 1.0,EIdentifier "x",ESymbol Rel ">",EIdentifier "a"]+[EIdentifier "u",ESymbol Ord "\8243",ESymbol Bin "+",EIdentifier "p",ESymbol Open "(",EIdentifier "x",ESymbol Close ")",EIdentifier "u",ESymbol Ord "\8242",ESymbol Bin "+",EIdentifier "q",ESymbol Open "(",EIdentifier "x",ESymbol Close ")",EIdentifier "u",ESymbol Rel "=",EIdentifier "f",ESymbol Open "(",EIdentifier "x",ESymbol Close ")",ESymbol Pun ",",ESpace (1 % 1),EIdentifier "x",ESymbol Rel ">",EIdentifier "a"]
tests/readers/tex/10.native view
@@ -1,1 +1,1 @@-[ESub (EIdentifier "\981") (EIdentifier "n"),ESymbol Open "(",EIdentifier "\954",ESymbol Close ")",ESymbol Rel "=",EFraction NormalFrac (ENumber "1") (EGrouped [ENumber "4",ESuper (EIdentifier "\960") (ENumber "2"),ESuper (EIdentifier "\954") (ENumber "2")]),ESubsup (ESymbol Op "\8747") (ENumber "0") (ESymbol Ord "\8734"),EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Open "(",EIdentifier "\954",EIdentifier "R",ESymbol Close ")"]) (EGrouped [EIdentifier "\954",EIdentifier "R"]),EFraction NormalFrac (ESymbol Ord "\8706") (EGrouped [ESymbol Ord "\8706",EIdentifier "R"]),EDelimited "[" "]" [Right (ESuper (EIdentifier "R") (ENumber "2")),Right (EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "D") (EIdentifier "n"),ESymbol Open "(",EIdentifier "R",ESymbol Close ")"]) (EGrouped [ESymbol Ord "\8706",EIdentifier "R"]))],ESpace 0.167,EIdentifier "d",EIdentifier "R"]+[ESub (EIdentifier "\981") (EIdentifier "n"),ESymbol Open "(",EIdentifier "\954",ESymbol Close ")",ESymbol Rel "=",EFraction NormalFrac (ENumber "1") (EGrouped [ENumber "4",ESuper (EIdentifier "\960") (ENumber "2"),ESuper (EIdentifier "\954") (ENumber "2")]),ESubsup (ESymbol Op "\8747") (ENumber "0") (ESymbol Ord "\8734"),EFraction NormalFrac (EGrouped [EMathOperator "sin",ESymbol Open "(",EIdentifier "\954",EIdentifier "R",ESymbol Close ")"]) (EGrouped [EIdentifier "\954",EIdentifier "R"]),EFraction NormalFrac (ESymbol Ord "\8706") (EGrouped [ESymbol Ord "\8706",EIdentifier "R"]),EDelimited "[" "]" [Right (ESuper (EIdentifier "R") (ENumber "2")),Right (EFraction NormalFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "D") (EIdentifier "n"),ESymbol Open "(",EIdentifier "R",ESymbol Close ")"]) (EGrouped [ESymbol Ord "\8706",EIdentifier "R"]))],ESpace (1 % 6),EIdentifier "d",EIdentifier "R"]
tests/readers/tex/11.native view
@@ -1,1 +1,1 @@-[ESub (EIdentifier "\981") (EIdentifier "n"),ESymbol Open "(",EIdentifier "\954",ESymbol Close ")",ESymbol Rel "=",ENumber "0",ESymbol Ord ".",ENumber "033",ESubsup (EIdentifier "C") (EIdentifier "n") (ENumber "2"),ESuper (EIdentifier "\954") (EGrouped [ESymbol Bin "\8722",ENumber "11",ESymbol Ord "/",ENumber "3"]),ESymbol Pun ",",ESpace 1.0,EFraction NormalFrac (ENumber "1") (ESub (EIdentifier "L") (ENumber "0")),ESymbol Rel "\8810",EIdentifier "\954",ESymbol Rel "\8810",EFraction NormalFrac (ENumber "1") (ESub (EIdentifier "l") (ENumber "0"))]+[ESub (EIdentifier "\981") (EIdentifier "n"),ESymbol Open "(",EIdentifier "\954",ESymbol Close ")",ESymbol Rel "=",ENumber "0",ESymbol Ord ".",ENumber "033",ESubsup (EIdentifier "C") (EIdentifier "n") (ENumber "2"),ESuper (EIdentifier "\954") (EGrouped [ESymbol Bin "\8722",ENumber "11",ESymbol Ord "/",ENumber "3"]),ESymbol Pun ",",ESpace (1 % 1),EFraction NormalFrac (ENumber "1") (ESub (EIdentifier "L") (ENumber "0")),ESymbol Rel "\8810",EIdentifier "\954",ESymbol Rel "\8810",EFraction NormalFrac (ENumber "1") (ESub (EIdentifier "l") (ENumber "0"))]
tests/readers/tex/14.native view
@@ -1,1 +1,1 @@-[EFraction NormalFrac (EIdentifier "a") (EIdentifier "b"),ESpace 0.222,EFraction InlineFrac (EIdentifier "a") (EIdentifier "b")]+[EFraction NormalFrac (EIdentifier "a") (EIdentifier "b"),ESpace (2 % 9),EFraction InlineFrac (EIdentifier "a") (EIdentifier "b")]
tests/readers/tex/19.native view
@@ -1,1 +1,1 @@-[EDelimited "[" "]" [Right (EArray [AlignCenter,AlignCenter] [[[EFraction DisplayFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "1")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "1")])],[EFraction DisplayFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "2")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "1")])]],[[ESpace 0.333]],[[EFraction DisplayFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "1")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "2")])],[EFraction DisplayFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "2")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "2")])]]])],EDelimited "(" ")" [Right (EArray [AlignCenter,AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])],EDelimited "{" "}" [Right (EArray [AlignCenter,AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])],EDelimited "\8739" "\8739" [Right (EArray [AlignCenter,AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])],EDelimited "\8741" "\8741" [Right (EArray [AlignCenter,AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])]]+[EDelimited "[" "]" [Right (EArray [AlignCenter,AlignCenter] [[[EFraction DisplayFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "1")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "1")])],[EFraction DisplayFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "2")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "1")])]],[[ESpace (2 % 9)]],[[EFraction DisplayFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "1")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "2")])],[EFraction DisplayFrac (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "x") (ENumber "2")]) (EGrouped [ESymbol Ord "\8706",ESub (EIdentifier "y") (ENumber "2")])]]])],EDelimited "(" ")" [Right (EArray [AlignCenter,AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])],EDelimited "{" "}" [Right (EArray [AlignCenter,AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])],EDelimited "\8739" "\8739" [Right (EArray [AlignCenter,AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])],EDelimited "\8741" "\8741" [Right (EArray [AlignCenter,AlignCenter] [[[ENumber "1"],[ENumber "2"]],[[ENumber "3"],[ENumber "4"]]])]]
tests/readers/tex/axiom_of_power_set.native view
@@ -1,1 +1,1 @@-[ESymbol Op "\8704",EIdentifier "A",ESpace 0.167,ESymbol Op "\8707",EIdentifier "P",ESpace 0.167,ESymbol Op "\8704",EIdentifier "B",ESpace 0.167,ESymbol Open "[",EIdentifier "B",ESymbol Rel "\8712",EIdentifier "P",ESymbol Rel "\8660",ESymbol Op "\8704",EIdentifier "C",ESpace 0.167,ESymbol Open "(",EIdentifier "C",ESymbol Rel "\8712",EIdentifier "B",ESymbol Rel "\8658",EIdentifier "C",ESymbol Rel "\8712",EIdentifier "A",ESymbol Close ")",ESymbol Close "]"]+[ESymbol Op "\8704",EIdentifier "A",ESpace (1 % 6),ESymbol Op "\8707",EIdentifier "P",ESpace (1 % 6),ESymbol Op "\8704",EIdentifier "B",ESpace (1 % 6),ESymbol Open "[",EIdentifier "B",ESymbol Rel "\8712",EIdentifier "P",ESymbol Rel "\8660",ESymbol Op "\8704",EIdentifier "C",ESpace (1 % 6),ESymbol Open "(",EIdentifier "C",ESymbol Rel "\8712",EIdentifier "B",ESymbol Rel "\8658",EIdentifier "C",ESymbol Rel "\8712",EIdentifier "A",ESymbol Close ")",ESymbol Close "]"]
tests/readers/tex/binomial_coefficient.native view
@@ -1,1 +1,1 @@-[EStyled TextBold [EIdentifier "C"],ESymbol Open "(",EIdentifier "n",ESymbol Pun ",",EIdentifier "k",ESymbol Close ")",ESymbol Rel "=",ESubsup (EStyled TextBold [EIdentifier "C"]) (EIdentifier "k") (EIdentifier "n"),ESymbol Rel "=",ESub (EGrouped []) (EIdentifier "n"),ESub (EStyled TextBold [EIdentifier "C"]) (EIdentifier "k"),ESymbol Rel "=",EDelimited "(" ")" [Right (EFraction NoLineFrac (EIdentifier "n") (EIdentifier "k"))],ESymbol Rel "=",EFraction NormalFrac (EGrouped [EIdentifier "n",ESymbol Ord "!"]) (EGrouped [EIdentifier "k",ESymbol Ord "!",ESpace 0.167,ESymbol Open "(",EIdentifier "n",ESymbol Bin "\8722",EIdentifier "k",ESymbol Close ")",ESymbol Ord "!"])]+[EStyled TextBold [EIdentifier "C"],ESymbol Open "(",EIdentifier "n",ESymbol Pun ",",EIdentifier "k",ESymbol Close ")",ESymbol Rel "=",ESubsup (EStyled TextBold [EIdentifier "C"]) (EIdentifier "k") (EIdentifier "n"),ESymbol Rel "=",ESub (EGrouped []) (EIdentifier "n"),ESub (EStyled TextBold [EIdentifier "C"]) (EIdentifier "k"),ESymbol Rel "=",EDelimited "(" ")" [Right (EFraction NoLineFrac (EIdentifier "n") (EIdentifier "k"))],ESymbol Rel "=",EFraction NormalFrac (EGrouped [EIdentifier "n",ESymbol Ord "!"]) (EGrouped [EIdentifier "k",ESymbol Ord "!",ESpace (1 % 6),ESymbol Open "(",EIdentifier "n",ESymbol Bin "\8722",EIdentifier "k",ESymbol Close ")",ESymbol Ord "!"])]
+ tests/readers/tex/boxed.native view
@@ -0,0 +1,1 @@+[EBoxed (EGrouped [ESuper (EIdentifier "x") (ENumber "2"),ESymbol Bin "+",ESuper (EIdentifier "y") (ENumber "2"),ESymbol Bin "+",ESuper (EIdentifier "z") (ENumber "2")])]
+ tests/readers/tex/genfrac.native view
@@ -0,0 +1,1 @@+[EDelimited "{" "}" [Right (EFraction NoLineFrac (EIdentifier "x") (EIdentifier "y"))]]
tests/readers/tex/sophomores_dream.native view
@@ -1,1 +1,1 @@-[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),ESuper (EIdentifier "x") (EIdentifier "x"),ESpace 0.167,EStyled TextNormal [EIdentifier "d"],EIdentifier "x",ESymbol Rel "=",EUnderover True (ESymbol Op "\8721") (EGrouped [EIdentifier "n",ESymbol Rel "=",ENumber "1"]) (ESymbol Ord "\8734"),EGrouped [ESymbol Open "(",ESymbol Bin "\8722",ENumber "1",ESuper (ESymbol Close ")") (EGrouped [EIdentifier "n",ESymbol Bin "+",ENumber "1"]),ESpace 0.167,ESuper (EIdentifier "n") (EGrouped [ESymbol Bin "\8722",EIdentifier "n"])]]+[ESubsup (ESymbol Op "\8747") (ENumber "0") (ENumber "1"),ESuper (EIdentifier "x") (EIdentifier "x"),ESpace (1 % 6),EStyled TextNormal [EIdentifier "d"],EIdentifier "x",ESymbol Rel "=",EUnderover True (ESymbol Op "\8721") (EGrouped [EIdentifier "n",ESymbol Rel "=",ENumber "1"]) (ESymbol Ord "\8734"),EGrouped [ESymbol Open "(",ESymbol Bin "\8722",ENumber "1",ESuper (ESymbol Close ")") (EGrouped [EIdentifier "n",ESymbol Bin "+",ENumber "1"]),ESpace (1 % 6),ESuper (EIdentifier "n") (EGrouped [ESymbol Bin "\8722",EIdentifier "n"])]]
tests/readers/tex/sphere_volume.native view
@@ -1,1 +1,1 @@-[EIdentifier "S",ESymbol Rel "=",ESymbol Open "{",ENumber "0",ESymbol Rel "\8804",EIdentifier "\981",ESymbol Rel "\8804",ENumber "2",EIdentifier "\960",ESymbol Pun ",",ESpace 0.222,ENumber "0",ESymbol Rel "\8804",EIdentifier "\952",ESymbol Rel "\8804",EIdentifier "\960",ESymbol Pun ",",ESpace 0.222,ENumber "0",ESymbol Rel "\8804",EIdentifier "\961",ESymbol Rel "\8804",EIdentifier "R",ESymbol Close "}",EArray [AlignRight,AlignLeft] [[[EStyled TextNormal [EIdentifier "V",EIdentifier "o",EIdentifier "l",EIdentifier "u",EIdentifier "m",EIdentifier "e"]],[ESymbol Rel "=",EUnder False (ESymbol Op "\8749") (EIdentifier "S"),ESpace (-0.167),ESuper (EIdentifier "\961") (ENumber "2"),EMathOperator "sin",EIdentifier "\952",ESpace 0.167,EStyled TextNormal [EIdentifier "d"],EIdentifier "\961",ESpace 0.167,EStyled TextNormal [EIdentifier "d"],EIdentifier "\952",ESpace 0.167,EStyled TextNormal [EIdentifier "d"],EIdentifier "\981"]],[[],[ESymbol Rel "=",ESubsup (ESymbol Op "\8747") (ENumber "0") (EGrouped [ENumber "2",EIdentifier "\960"]),ESpace (-0.167),EStyled TextNormal [EIdentifier "d"],EIdentifier "\981",ESpace 0.167,ESubsup (ESymbol Op "\8747") (ENumber "0") (EIdentifier "\960"),ESpace (-0.167),EMathOperator "sin",EIdentifier "\952",ESpace 0.167,EStyled TextNormal [EIdentifier "d"],EIdentifier "\952",ESpace 0.167,ESubsup (ESymbol Op "\8747") (ENumber "0") (EIdentifier "R"),ESpace (-0.167),ESuper (EIdentifier "\961") (ENumber "2"),EStyled TextNormal [EIdentifier "d"],EIdentifier "\961"]],[[],[ESymbol Rel "=",EIdentifier "\981",ESubsup (EScaled 1.6 (ESymbol Open "|")) (ENumber "0") (EGrouped [ENumber "2",EIdentifier "\960"]),ESpace 0.222,ESymbol Open "(",ESymbol Bin "\8722",EMathOperator "cos",EIdentifier "\952",ESymbol Close ")",ESubsup (EScaled 1.6 (ESymbol Open "|")) (ENumber "0") (EIdentifier "\960"),ESpace 0.222,EFraction InlineFrac (ENumber "1") (ENumber "3"),ESuper (EIdentifier "\961") (ENumber "3"),ESubsup (EScaled 1.6 (ESymbol Open "|")) (ENumber "0") (EIdentifier "R")]],[[],[ESymbol Rel "=",ENumber "2",EIdentifier "\960",ESymbol Bin "\215",ENumber "2",ESymbol Bin "\215",EFraction InlineFrac (ENumber "1") (ENumber "3"),ESuper (EIdentifier "R") (ENumber "3")]],[[],[ESymbol Rel "=",EFraction InlineFrac (ENumber "4") (ENumber "3"),EIdentifier "\960",ESuper (EIdentifier "R") (ENumber "3")]]]]+[EIdentifier "S",ESymbol Rel "=",ESymbol Open "{",ENumber "0",ESymbol Rel "\8804",EIdentifier "\981",ESymbol Rel "\8804",ENumber "2",EIdentifier "\960",ESymbol Pun ",",ESpace (2 % 9),ENumber "0",ESymbol Rel "\8804",EIdentifier "\952",ESymbol Rel "\8804",EIdentifier "\960",ESymbol Pun ",",ESpace (2 % 9),ENumber "0",ESymbol Rel "\8804",EIdentifier "\961",ESymbol Rel "\8804",EIdentifier "R",ESymbol Close "}",EArray [AlignRight,AlignLeft] [[[EStyled TextNormal [EIdentifier "V",EIdentifier "o",EIdentifier "l",EIdentifier "u",EIdentifier "m",EIdentifier "e"]],[ESymbol Rel "=",EUnder False (ESymbol Op "\8749") (EIdentifier "S"),ESpace ((-1) % 6),ESuper (EIdentifier "\961") (ENumber "2"),EMathOperator "sin",EIdentifier "\952",ESpace (1 % 6),EStyled TextNormal [EIdentifier "d"],EIdentifier "\961",ESpace (1 % 6),EStyled TextNormal [EIdentifier "d"],EIdentifier "\952",ESpace (1 % 6),EStyled TextNormal [EIdentifier "d"],EIdentifier "\981"]],[[],[ESymbol Rel "=",ESubsup (ESymbol Op "\8747") (ENumber "0") (EGrouped [ENumber "2",EIdentifier "\960"]),ESpace ((-1) % 6),EStyled TextNormal [EIdentifier "d"],EIdentifier "\981",ESpace (1 % 6),ESubsup (ESymbol Op "\8747") (ENumber "0") (EIdentifier "\960"),ESpace ((-1) % 6),EMathOperator "sin",EIdentifier "\952",ESpace (1 % 6),EStyled TextNormal [EIdentifier "d"],EIdentifier "\952",ESpace (1 % 6),ESubsup (ESymbol Op "\8747") (ENumber "0") (EIdentifier "R"),ESpace ((-1) % 6),ESuper (EIdentifier "\961") (ENumber "2"),EStyled TextNormal [EIdentifier "d"],EIdentifier "\961"]],[[],[ESymbol Rel "=",EIdentifier "\981",ESubsup (EScaled (9 % 5) (ESymbol Open "|")) (ENumber "0") (EGrouped [ENumber "2",EIdentifier "\960"]),ESpace (2 % 9),ESymbol Open "(",ESymbol Bin "\8722",EMathOperator "cos",EIdentifier "\952",ESymbol Close ")",ESubsup (EScaled (9 % 5) (ESymbol Open "|")) (ENumber "0") (EIdentifier "\960"),ESpace (2 % 9),EFraction InlineFrac (ENumber "1") (ENumber "3"),ESuper (EIdentifier "\961") (ENumber "3"),ESubsup (EScaled (9 % 5) (ESymbol Open "|")) (ENumber "0") (EIdentifier "R")]],[[],[ESymbol Rel "=",ENumber "2",EIdentifier "\960",ESymbol Bin "\215",ENumber "2",ESymbol Bin "\215",EFraction InlineFrac (ENumber "1") (ENumber "3"),ESuper (EIdentifier "R") (ENumber "3")]],[[],[ESymbol Rel "=",EFraction InlineFrac (ENumber "4") (ENumber "3"),EIdentifier "\960",ESuper (EIdentifier "R") (ENumber "3")]]]]
+ tests/readers/tex/substack.native view
@@ -0,0 +1,1 @@+[EUnder True (ESymbol Op "\8721") (EArray [AlignCenter] [[[EGrouped [ENumber "0",ESymbol Rel "<",EIdentifier "i",ESymbol Rel "<",EIdentifier "m"]]],[[EGrouped [ENumber "0",ESymbol Rel "<",EIdentifier "j",ESymbol Rel "<",EIdentifier "n"]]]]),EIdentifier "P",ESymbol Open "(",EIdentifier "i",ESymbol Pun ",",EIdentifier "j",ESymbol Close ")"]
tests/readers/tex/subsup.native view
@@ -1,1 +1,1 @@-[ESubsup (EIdentifier "x") (EIdentifier "b") (EIdentifier "a"),ESpace 1.0,ESubsup (EIdentifier "x") (EIdentifier "b") (EIdentifier "a"),ESpace 1.0,EUnder True (EMathOperator "min") (EIdentifier "A"),ESpace 1.0,EUnder True (EMathOperator "max") (EIdentifier "B"),ESpace 1.0,EUnder True (EMathOperator "det") (EIdentifier "C"),ESpace 1.0,EUnder True (EMathOperator "Pr") (EIdentifier "A"),ESpace 1.0,EUnder True (EMathOperator "gcd") (EIdentifier "A"),ESpace 1.0,ESuper (EOver False (EIdentifier "u") (ESymbol Accent "\775")) (ENumber "2"),ESpace 1.0,ESub (EOver False (EIdentifier "u") (ESymbol Accent "\175")) (EIdentifier "\949"),ESpace 1.0,ESubsup (EUnder False (EIdentifier "u") (ESymbol Accent "\818")) (EIdentifier "b") (EIdentifier "a"),ESpace 1.0,EOver False (EOver False (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Accent "\65079")) (EText TextNormal "term"),ESpace 1.0,EOver False (EOver False (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Accent "\9140")) (EIdentifier "c"),ESpace 1.0,EUnder False (EUnder False (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Accent "\65080")) (EIdentifier "c"),ESpace 1.0,EUnder False (EUnder False (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Accent "\9141")) (EIdentifier "c"),ESuper (ESpace 1.0) (EIdentifier "H"),EIdentifier "e",ENumber "3",ESub (ESpace 1.0) (EIdentifier "x"),EIdentifier "A",ESubsup (ESpace 1.0) (EIdentifier "x") (ENumber "3")]+[ESubsup (EIdentifier "x") (EIdentifier "b") (EIdentifier "a"),ESpace (1 % 1),ESubsup (EIdentifier "x") (EIdentifier "b") (EIdentifier "a"),ESpace (1 % 1),EUnder True (EMathOperator "min") (EIdentifier "A"),ESpace (1 % 1),EUnder True (EMathOperator "max") (EIdentifier "B"),ESpace (1 % 1),EUnder True (EMathOperator "det") (EIdentifier "C"),ESpace (1 % 1),EUnder True (EMathOperator "Pr") (EIdentifier "A"),ESpace (1 % 1),EUnder True (EMathOperator "gcd") (EIdentifier "A"),ESpace (1 % 1),ESuper (EOver False (EIdentifier "u") (ESymbol Accent "\775")) (ENumber "2"),ESpace (1 % 1),ESub (EOver False (EIdentifier "u") (ESymbol Accent "\175")) (EIdentifier "\949"),ESpace (1 % 1),ESubsup (EUnder False (EIdentifier "u") (ESymbol Accent "\818")) (EIdentifier "b") (EIdentifier "a"),ESpace (1 % 1),EOver False (EOver False (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Accent "\65079")) (EText TextNormal "term"),ESpace (1 % 1),EOver False (EOver False (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Accent "\9140")) (EIdentifier "c"),ESpace (1 % 1),EUnder False (EUnder False (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Accent "\65080")) (EIdentifier "c"),ESpace (1 % 1),EUnder False (EUnder False (EGrouped [EIdentifier "a",ESymbol Bin "+",EIdentifier "b"]) (ESymbol Accent "\9141")) (EIdentifier "c"),ESuper (ESpace (1 % 1)) (EIdentifier "H"),EIdentifier "e",ENumber "3",ESub (ESpace (1 % 1)) (EIdentifier "x"),EIdentifier "A",ESubsup (ESpace (1 % 1)) (EIdentifier "x") (ENumber "3")]
+ tests/src/01.omml view
@@ -0,0 +1,109 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>−</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>b</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>±</m:t>+        </m:r>+        <m:rad>+          <m:radPr>+            <m:degHide m:val="on" />+          </m:radPr>+          <m:deg />+          <m:e>+            <m:sSup>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>b</m:t>+                </m:r>+              </m:e>+              <m:sup>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>2</m:t>+                </m:r>+              </m:sup>+            </m:sSup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>−</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>4</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>a</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>c</m:t>+            </m:r>+          </m:e>+        </m:rad>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:den>+    </m:f>+  </m:oMath>+</m:oMathPara>
+ tests/src/02.omml view
@@ -0,0 +1,95 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>2</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:d>+      <m:dPr>+        <m:begChr m:val="(" />+        <m:endChr m:val=")" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:f>+          <m:fPr>+            <m:type m:val="bar" />+          </m:fPr>+          <m:num>+            <m:d>+              <m:dPr>+                <m:begChr m:val="(" />+                <m:endChr m:val=")" />+                <m:grow />+              </m:dPr>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>3</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>−</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>x</m:t>+                </m:r>+              </m:e>+            </m:d>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>×</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:num>+          <m:den>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>3</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>−</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>x</m:t>+            </m:r>+          </m:den>+        </m:f>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/src/03.omml view
@@ -0,0 +1,74 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>a</m:t>+    </m:r>+    <m:sSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>x</m:t>+        </m:r>+      </m:e>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+      </m:sup>+    </m:sSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>b</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>c</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>0</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/04.omml view
@@ -0,0 +1,110 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>S</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>new</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>S</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>old</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>−</m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:sSup>+          <m:e>+            <m:d>+              <m:dPr>+                <m:begChr m:val="(" />+                <m:endChr m:val=")" />+                <m:grow />+              </m:dPr>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>5</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>−</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>T</m:t>+                </m:r>+              </m:e>+            </m:d>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+      </m:den>+    </m:f>+  </m:oMath>+</m:oMathPara>
+ tests/src/05.omml view
@@ -0,0 +1,223 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="∫" />+        <m:limLoc m:val="subSup" />+        <m:supHide m:val="off" />+        <m:supHide m:val="off" />+      </m:naryPr>+      <m:e />+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>x</m:t>+        </m:r>+      </m:sup>+    </m:nary>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="∫" />+        <m:limLoc m:val="subSup" />+        <m:supHide m:val="off" />+        <m:supHide m:val="off" />+      </m:naryPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>f</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>s</m:t>+        </m:r>+      </m:sup>+    </m:nary>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>y</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>d</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>y</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>d</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>s</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="∫" />+        <m:limLoc m:val="subSup" />+        <m:supHide m:val="off" />+        <m:supHide m:val="off" />+      </m:naryPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>f</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>x</m:t>+        </m:r>+      </m:sup>+    </m:nary>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>y</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>−</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>y</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>d</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>y</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/06.omml view
@@ -0,0 +1,216 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="∑" />+        <m:limLoc m:val="undOvr" />+        <m:supHide m:val="off" />+        <m:supHide m:val="off" />+      </m:naryPr>+      <m:e>+        <m:nary>+          <m:naryPr>+            <m:chr m:val="∑" />+            <m:limLoc m:val="undOvr" />+            <m:supHide m:val="off" />+            <m:supHide m:val="off" />+          </m:naryPr>+          <m:e>+            <m:f>+              <m:fPr>+                <m:type m:val="bar" />+              </m:fPr>+              <m:num>+                <m:sSup>+                  <m:e>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>m</m:t>+                    </m:r>+                  </m:e>+                  <m:sup>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>2</m:t>+                    </m:r>+                  </m:sup>+                </m:sSup>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t> </m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>n</m:t>+                </m:r>+              </m:num>+              <m:den>+                <m:sSup>+                  <m:e>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>3</m:t>+                    </m:r>+                  </m:e>+                  <m:sup>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>m</m:t>+                    </m:r>+                  </m:sup>+                </m:sSup>+                <m:d>+                  <m:dPr>+                    <m:begChr m:val="(" />+                    <m:endChr m:val=")" />+                    <m:grow />+                  </m:dPr>+                  <m:e>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>m</m:t>+                    </m:r>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t> </m:t>+                    </m:r>+                    <m:sSup>+                      <m:e>+                        <m:r>+                          <m:rPr>+                            <m:sty m:val="p" />+                          </m:rPr>+                          <m:t>3</m:t>+                        </m:r>+                      </m:e>+                      <m:sup>+                        <m:r>+                          <m:rPr>+                            <m:sty m:val="p" />+                          </m:rPr>+                          <m:t>n</m:t>+                        </m:r>+                      </m:sup>+                    </m:sSup>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>+</m:t>+                    </m:r>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>n</m:t>+                    </m:r>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t> </m:t>+                    </m:r>+                    <m:sSup>+                      <m:e>+                        <m:r>+                          <m:rPr>+                            <m:sty m:val="p" />+                          </m:rPr>+                          <m:t>3</m:t>+                        </m:r>+                      </m:e>+                      <m:sup>+                        <m:r>+                          <m:rPr>+                            <m:sty m:val="p" />+                          </m:rPr>+                          <m:t>m</m:t>+                        </m:r>+                      </m:sup>+                    </m:sSup>+                  </m:e>+                </m:d>+              </m:den>+            </m:f>+          </m:e>+          <m:sub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>n</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>=</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>1</m:t>+            </m:r>+          </m:sub>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>∞</m:t>+            </m:r>+          </m:sup>+        </m:nary>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>m</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>=</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∞</m:t>+        </m:r>+      </m:sup>+    </m:nary>+  </m:oMath>+</m:oMathPara>
+ tests/src/07.omml view
@@ -0,0 +1,158 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>u</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>″</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>p</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>u</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>′</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>q</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>u</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>f</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>&gt;</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>a</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/08.omml view
@@ -0,0 +1,226 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>|</m:t>+    </m:r>+    <m:bar>+      <m:barPr>+        <m:pos m:val="top" />+      </m:barPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>z</m:t>+        </m:r>+      </m:e>+    </m:bar>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>|</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>|</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>z</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>|</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>|</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:bar>+      <m:barPr>+        <m:pos m:val="top" />+      </m:barPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>z</m:t>+        </m:r>+      </m:e>+    </m:bar>+    <m:sSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>)</m:t>+        </m:r>+      </m:e>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+      </m:sup>+    </m:sSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>|</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>|</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>z</m:t>+    </m:r>+    <m:sSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>|</m:t>+        </m:r>+      </m:e>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+      </m:sup>+    </m:sSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>arg</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:sSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>z</m:t>+        </m:r>+      </m:e>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+      </m:sup>+    </m:sSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>n</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>arg</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>z</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/09.omml view
@@ -0,0 +1,116 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:limLow>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>lim</m:t>+        </m:r>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>z</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>→</m:t>+        </m:r>+        <m:sSub>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>z</m:t>+            </m:r>+          </m:e>+          <m:sub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>0</m:t>+            </m:r>+          </m:sub>+        </m:sSub>+      </m:lim>+    </m:limLow>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>f</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>z</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>f</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>z</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>0</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/10.omml view
@@ -0,0 +1,319 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ϕ</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>κ</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>4</m:t>+        </m:r>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>π</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>κ</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+      </m:den>+    </m:f>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="∫" />+        <m:limLoc m:val="subSup" />+        <m:supHide m:val="off" />+        <m:supHide m:val="off" />+      </m:naryPr>+      <m:e>+        <m:f>+          <m:fPr>+            <m:type m:val="bar" />+          </m:fPr>+          <m:num>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>sin</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>(</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>κ</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>R</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>)</m:t>+            </m:r>+          </m:num>+          <m:den>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>κ</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>R</m:t>+            </m:r>+          </m:den>+        </m:f>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>0</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∞</m:t>+        </m:r>+      </m:sup>+    </m:nary>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∂</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∂</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>R</m:t>+        </m:r>+      </m:den>+    </m:f>+    <m:d>+      <m:dPr>+        <m:begChr m:val="[" />+        <m:endChr m:val="]" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>R</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+        <m:f>+          <m:fPr>+            <m:type m:val="bar" />+          </m:fPr>+          <m:num>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>∂</m:t>+            </m:r>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>D</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>n</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>(</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>R</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>)</m:t>+            </m:r>+          </m:num>+          <m:den>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>∂</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>R</m:t>+            </m:r>+          </m:den>+        </m:f>+      </m:e>+    </m:d>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>d</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>R</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/11.omml view
@@ -0,0 +1,226 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ϕ</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>κ</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>0</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>.</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>033</m:t>+    </m:r>+    <m:sSubSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>C</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+      </m:sup>+    </m:sSubSup>+    <m:sSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>κ</m:t>+        </m:r>+      </m:e>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>−</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>11</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>/</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>3</m:t>+        </m:r>+      </m:sup>+    </m:sSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:sSub>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>L</m:t>+            </m:r>+          </m:e>+          <m:sub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>0</m:t>+            </m:r>+          </m:sub>+        </m:sSub>+      </m:den>+    </m:f>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>≪</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>κ</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>≪</m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:sSub>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>l</m:t>+            </m:r>+          </m:e>+          <m:sub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>0</m:t>+            </m:r>+          </m:sub>+        </m:sSub>+      </m:den>+    </m:f>+  </m:oMath>+</m:oMathPara>
+ tests/src/12.omml view
@@ -0,0 +1,253 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>f</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:d>+      <m:dPr>+        <m:begChr m:val="{" />+        <m:endChr m:val="" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>1</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>−</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>1</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>≤</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>x</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>&lt;</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:f>+                <m:fPr>+                  <m:type m:val="bar" />+                </m:fPr>+                <m:num>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>1</m:t>+                  </m:r>+                </m:num>+                <m:den>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>2</m:t>+                  </m:r>+                </m:den>+              </m:f>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>x</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>=</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>1</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>−</m:t>+              </m:r>+              <m:sSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>x</m:t>+                  </m:r>+                </m:e>+                <m:sup>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>2</m:t>+                  </m:r>+                </m:sup>+              </m:sSup>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>o</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>t</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>h</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>e</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>r</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>w</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>i</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>s</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>e</m:t>+              </m:r>+            </m:e>+          </m:mr>+        </m:m>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/src/13.omml view
@@ -0,0 +1,447 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:sSub>+      <m:e />+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>p</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>F</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>q</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>…</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>p</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>;</m:t>+    </m:r>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>c</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>…</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>c</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>q</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>;</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>z</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="∑" />+        <m:limLoc m:val="undOvr" />+        <m:supHide m:val="off" />+        <m:supHide m:val="off" />+      </m:naryPr>+      <m:e>+        <m:f>+          <m:fPr>+            <m:type m:val="bar" />+          </m:fPr>+          <m:num>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>(</m:t>+            </m:r>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>a</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>1</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>)</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>n</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>⋯</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>(</m:t>+            </m:r>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>a</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>p</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>)</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>n</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+          </m:num>+          <m:den>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>(</m:t>+            </m:r>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>c</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>1</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>)</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>n</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>⋯</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>(</m:t>+            </m:r>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>c</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>q</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>)</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>n</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+          </m:den>+        </m:f>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>=</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>0</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∞</m:t>+        </m:r>+      </m:sup>+    </m:nary>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>z</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>n</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>!</m:t>+        </m:r>+      </m:den>+    </m:f>+  </m:oMath>+</m:oMathPara>
+ tests/src/14.omml view
@@ -0,0 +1,56 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>b</m:t>+        </m:r>+      </m:den>+    </m:f>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="lin" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>b</m:t>+        </m:r>+      </m:den>+    </m:f>+  </m:oMath>+</m:oMathPara>
+ tests/src/15.omml view
@@ -0,0 +1,29 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+      </m:den>+    </m:f>+  </m:oMath>+</m:oMathPara>
+ tests/src/16.omml view
@@ -0,0 +1,26 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>3</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>×</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>4</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/17.omml view
@@ -0,0 +1,50 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>*</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>4</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>4</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>*</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/18.omml view
@@ -0,0 +1,44 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>1</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>.</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>3</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>×</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>.</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>2</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/19.omml view
@@ -0,0 +1,542 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:d>+      <m:dPr>+        <m:begChr m:val="[" />+        <m:endChr m:val="]" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:f>+                <m:fPr>+                  <m:type m:val="bar" />+                </m:fPr>+                <m:num>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>∂</m:t>+                  </m:r>+                  <m:sSub>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>x</m:t>+                      </m:r>+                    </m:e>+                    <m:sub>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>1</m:t>+                      </m:r>+                    </m:sub>+                  </m:sSub>+                </m:num>+                <m:den>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>∂</m:t>+                  </m:r>+                  <m:sSub>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>y</m:t>+                      </m:r>+                    </m:e>+                    <m:sub>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>1</m:t>+                      </m:r>+                    </m:sub>+                  </m:sSub>+                </m:den>+              </m:f>+            </m:e>+            <m:e>+              <m:f>+                <m:fPr>+                  <m:type m:val="bar" />+                </m:fPr>+                <m:num>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>∂</m:t>+                  </m:r>+                  <m:sSub>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>x</m:t>+                      </m:r>+                    </m:e>+                    <m:sub>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>2</m:t>+                      </m:r>+                    </m:sub>+                  </m:sSub>+                </m:num>+                <m:den>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>∂</m:t>+                  </m:r>+                  <m:sSub>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>y</m:t>+                      </m:r>+                    </m:e>+                    <m:sub>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>1</m:t>+                      </m:r>+                    </m:sub>+                  </m:sSub>+                </m:den>+              </m:f>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t> </m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:f>+                <m:fPr>+                  <m:type m:val="bar" />+                </m:fPr>+                <m:num>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>∂</m:t>+                  </m:r>+                  <m:sSub>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>x</m:t>+                      </m:r>+                    </m:e>+                    <m:sub>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>1</m:t>+                      </m:r>+                    </m:sub>+                  </m:sSub>+                </m:num>+                <m:den>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>∂</m:t>+                  </m:r>+                  <m:sSub>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>y</m:t>+                      </m:r>+                    </m:e>+                    <m:sub>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>2</m:t>+                      </m:r>+                    </m:sub>+                  </m:sSub>+                </m:den>+              </m:f>+            </m:e>+            <m:e>+              <m:f>+                <m:fPr>+                  <m:type m:val="bar" />+                </m:fPr>+                <m:num>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>∂</m:t>+                  </m:r>+                  <m:sSub>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>x</m:t>+                      </m:r>+                    </m:e>+                    <m:sub>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>2</m:t>+                      </m:r>+                    </m:sub>+                  </m:sSub>+                </m:num>+                <m:den>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>∂</m:t>+                  </m:r>+                  <m:sSub>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>y</m:t>+                      </m:r>+                    </m:e>+                    <m:sub>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>2</m:t>+                      </m:r>+                    </m:sub>+                  </m:sSub>+                </m:den>+              </m:f>+            </m:e>+          </m:mr>+        </m:m>+      </m:e>+    </m:d>+    <m:d>+      <m:dPr>+        <m:begChr m:val="(" />+        <m:endChr m:val=")" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>1</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>2</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>3</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>4</m:t>+              </m:r>+            </m:e>+          </m:mr>+        </m:m>+      </m:e>+    </m:d>+    <m:d>+      <m:dPr>+        <m:begChr m:val="{" />+        <m:endChr m:val="}" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>1</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>2</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>3</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>4</m:t>+              </m:r>+            </m:e>+          </m:mr>+        </m:m>+      </m:e>+    </m:d>+    <m:d>+      <m:dPr>+        <m:begChr m:val="∣" />+        <m:endChr m:val="∣" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>1</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>2</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>3</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>4</m:t>+              </m:r>+            </m:e>+          </m:mr>+        </m:m>+      </m:e>+    </m:d>+    <m:d>+      <m:dPr>+        <m:begChr m:val="∥" />+        <m:endChr m:val="∥" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>1</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>2</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>3</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>4</m:t>+              </m:r>+            </m:e>+          </m:mr>+        </m:m>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/src/20.omml view
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m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>s</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>t</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>u</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>v</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>w</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>y</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr 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    <m:t>6</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>7</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>8</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>9</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+        <m:scr m:val="double-struck" />+      </m:rPr>+      <m:t>0</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/21.omml view
@@ -0,0 +1,74 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>e</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:sSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>b</m:t>+        </m:r>+      </m:e>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+      </m:sup>+    </m:sSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:sSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>c</m:t>+        </m:r>+      </m:e>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>22</m:t>+        </m:r>+      </m:sup>+    </m:sSup>+  </m:oMath>+</m:oMathPara>
+ tests/src/22.omml view
@@ -0,0 +1,1295 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:m>+      <m:mPr>+        <m:baseJc m:val="center" />+        <m:plcHide m:val="on" />+        <m:mcs>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+        </m:mcs>+      </m:mPr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>textrm</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>ABCabc</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathrm</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathup</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>text</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>ABCabc</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mbox</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathbf</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathbfup</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>textbf</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+            </m:rPr>+            <m:t>ABCabc</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathit</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>textit</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>ABCabc</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathtt</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>texttt</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>ABCabc</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathsf</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathsfup</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathbb</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="double-struck" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="double-struck" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="double-struck" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="double-struck" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="double-struck" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="double-struck" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathcal</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathscr</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathfrak</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathbfit</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathbfsfup</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathbfsfit</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="bi" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="bi" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="bi" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="bi" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="bi" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="bi" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathbfscr</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathbffrak</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="fraktur" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathbfcal</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="b" />+              <m:scr m:val="script" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+              <m:scr m:val="monospace" />+            </m:rPr>+            <m:t>mathsfit</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>A</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>B</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>C</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>a</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>b</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="i" />+              <m:scr m:val="sans-serif" />+            </m:rPr>+            <m:t>c</m:t>+          </m:r>+        </m:e>+      </m:mr>+    </m:m>+  </m:oMath>+</m:oMathPara>
+ tests/src/axiom_of_power_set.omml view
@@ -0,0 +1,170 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∀</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>A</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∃</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>P</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∀</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>B</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>[</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>B</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∈</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>P</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>⇔</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∀</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>C</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>C</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∈</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>B</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>⇒</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>C</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∈</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>A</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>]</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/binomial_coefficient.omml view
@@ -0,0 +1,228 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="b" />+      </m:rPr>+      <m:t>C</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>n</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>k</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:sSubSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="b" />+          </m:rPr>+          <m:t>C</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>k</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+      </m:sup>+    </m:sSubSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:sSub>+      <m:e />+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="b" />+          </m:rPr>+          <m:t>C</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>k</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:d>+      <m:dPr>+        <m:begChr m:val="(" />+        <m:endChr m:val=")" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:f>+          <m:fPr>+            <m:type m:val="noBar" />+          </m:fPr>+          <m:num>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>n</m:t>+            </m:r>+          </m:num>+          <m:den>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>k</m:t>+            </m:r>+          </m:den>+        </m:f>+      </m:e>+    </m:d>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>!</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>k</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>!</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t> </m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>(</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>−</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>k</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>)</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>!</m:t>+        </m:r>+      </m:den>+    </m:f>+  </m:oMath>+</m:oMathPara>
+ tests/src/boxed.omml view
@@ -0,0 +1,78 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:borderBox>+      <m:e>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>x</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>+</m:t>+        </m:r>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>y</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>+</m:t>+        </m:r>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>z</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+      </m:e>+    </m:borderBox>+  </m:oMath>+</m:oMathPara>
+ tests/src/boxed.tex view
@@ -0,0 +1,1 @@+\boxed{x^2 + y^2 + z^2}
+ tests/src/choose.omml view
@@ -0,0 +1,74 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:d>+      <m:dPr>+        <m:begChr m:val="(" />+        <m:endChr m:val=")" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:f>+          <m:fPr>+            <m:type m:val="noBar" />+          </m:fPr>+          <m:num>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>a</m:t>+            </m:r>+          </m:num>+          <m:den>+            <m:d>+              <m:dPr>+                <m:begChr m:val="{" />+                <m:endChr m:val="}" />+                <m:grow />+              </m:dPr>+              <m:e>+                <m:f>+                  <m:fPr>+                    <m:type m:val="noBar" />+                  </m:fPr>+                  <m:num>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>b</m:t>+                    </m:r>+                  </m:num>+                  <m:den>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>c</m:t>+                    </m:r>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>+</m:t>+                    </m:r>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>2</m:t>+                    </m:r>+                  </m:den>+                </m:f>+              </m:e>+            </m:d>+          </m:den>+        </m:f>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/src/complex_number.omml view
@@ -0,0 +1,111 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>c</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:limUpp>+      <m:e>+        <m:acc>+          <m:accPr>+            <m:chr m:val="︷" />+          </m:accPr>+          <m:e>+            <m:limLow>+              <m:e>+                <m:limLow>+                  <m:e>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>a</m:t>+                    </m:r>+                  </m:e>+                  <m:lim>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>︸</m:t>+                    </m:r>+                  </m:lim>+                </m:limLow>+              </m:e>+              <m:lim>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>real</m:t>+                </m:r>+              </m:lim>+            </m:limLow>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>+</m:t>+            </m:r>+            <m:limLow>+              <m:e>+                <m:limLow>+                  <m:e>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>b</m:t>+                    </m:r>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>i</m:t>+                    </m:r>+                  </m:e>+                  <m:lim>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>︸</m:t>+                    </m:r>+                  </m:lim>+                </m:limLow>+              </m:e>+              <m:lim>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>imaginary</m:t>+                </m:r>+              </m:lim>+            </m:limLow>+          </m:e>+        </m:acc>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>complex number</m:t>+        </m:r>+      </m:lim>+    </m:limUpp>+  </m:oMath>+</m:oMathPara>
+ tests/src/deMorgans_law.omml view
@@ -0,0 +1,236 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>¬</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>p</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∧</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>q</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>⇔</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>¬</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>p</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∨</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>¬</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>q</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:bar>+      <m:barPr>+        <m:pos m:val="top" />+      </m:barPr>+      <m:e>+        <m:nary>+          <m:naryPr>+            <m:chr m:val="⋃" />+            <m:limLoc m:val="undOvr" />+            <m:supHide m:val="off" />+            <m:supHide m:val="off" />+          </m:naryPr>+          <m:e>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>A</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>i</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+          </m:e>+          <m:sub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>i</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>=</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>1</m:t>+            </m:r>+          </m:sub>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>n</m:t>+            </m:r>+          </m:sup>+        </m:nary>+      </m:e>+    </m:bar>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="⋂" />+        <m:limLoc m:val="undOvr" />+        <m:supHide m:val="off" />+        <m:supHide m:val="off" />+      </m:naryPr>+      <m:e>+        <m:bar>+          <m:barPr>+            <m:pos m:val="top" />+          </m:barPr>+          <m:e>+            <m:sSub>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>A</m:t>+                </m:r>+              </m:e>+              <m:sub>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>i</m:t>+                </m:r>+              </m:sub>+            </m:sSub>+          </m:e>+        </m:bar>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>i</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>=</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+      </m:sup>+    </m:nary>+  </m:oMath>+</m:oMathPara>
+ tests/src/differentiable_manifold.omml view
@@ -0,0 +1,415 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>γ</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>≡</m:t>+    </m:r>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>γ</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>⇔</m:t>+    </m:r>+    <m:d>+      <m:dPr>+        <m:begChr m:val="{" />+        <m:endChr m:val="" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:sSub>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>γ</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>1</m:t>+                  </m:r>+                </m:sub>+              </m:sSub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>(</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>)</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>=</m:t>+              </m:r>+              <m:sSub>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>γ</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>2</m:t>+                  </m:r>+                </m:sub>+              </m:sSub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>(</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>)</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>=</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>p</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>,</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t> and </m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:sSub>+                <m:e>+                  <m:d>+                    <m:dPr>+                      <m:begChr m:val="" />+                      <m:endChr m:val="|" />+                      <m:grow />+                    </m:dPr>+                    <m:e>+                      <m:f>+                        <m:fPr>+                          <m:type m:val="bar" />+                        </m:fPr>+                        <m:num>+                          <m:r>+                            <m:rPr>+                              <m:sty m:val="p" />+                            </m:rPr>+                            <m:t>d</m:t>+                          </m:r>+                        </m:num>+                        <m:den>+                          <m:r>+                            <m:rPr>+                              <m:sty m:val="p" />+                            </m:rPr>+                            <m:t>d</m:t>+                          </m:r>+                          <m:r>+                            <m:rPr>+                              <m:sty m:val="p" />+                            </m:rPr>+                            <m:t>t</m:t>+                          </m:r>+                        </m:den>+                      </m:f>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>ϕ</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>∘</m:t>+                      </m:r>+                      <m:sSub>+                        <m:e>+                          <m:r>+                            <m:rPr>+                              <m:sty m:val="p" />+                            </m:rPr>+                            <m:t>γ</m:t>+                          </m:r>+                        </m:e>+                        <m:sub>+                          <m:r>+                            <m:rPr>+                              <m:sty m:val="p" />+                            </m:rPr>+                            <m:t>1</m:t>+                          </m:r>+                        </m:sub>+                      </m:sSub>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>(</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>t</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>)</m:t>+                      </m:r>+                    </m:e>+                  </m:d>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>t</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>=</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>0</m:t>+                  </m:r>+                </m:sub>+              </m:sSub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>=</m:t>+              </m:r>+              <m:sSub>+                <m:e>+                  <m:d>+                    <m:dPr>+                      <m:begChr m:val="" />+                      <m:endChr m:val="|" />+                      <m:grow />+                    </m:dPr>+                    <m:e>+                      <m:f>+                        <m:fPr>+                          <m:type m:val="bar" />+                        </m:fPr>+                        <m:num>+                          <m:r>+                            <m:rPr>+                              <m:sty m:val="p" />+                            </m:rPr>+                            <m:t>d</m:t>+                          </m:r>+                        </m:num>+                        <m:den>+                          <m:r>+                            <m:rPr>+                              <m:sty m:val="p" />+                            </m:rPr>+                            <m:t>d</m:t>+                          </m:r>+                          <m:r>+                            <m:rPr>+                              <m:sty m:val="p" />+                            </m:rPr>+                            <m:t>t</m:t>+                          </m:r>+                        </m:den>+                      </m:f>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>ϕ</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>∘</m:t>+                      </m:r>+                      <m:sSub>+                        <m:e>+                          <m:r>+                            <m:rPr>+                              <m:sty m:val="p" />+                            </m:rPr>+                            <m:t>γ</m:t>+                          </m:r>+                        </m:e>+                        <m:sub>+                          <m:r>+                            <m:rPr>+                              <m:sty m:val="p" />+                            </m:rPr>+                            <m:t>2</m:t>+                          </m:r>+                        </m:sub>+                      </m:sSub>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>(</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>t</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>)</m:t>+                      </m:r>+                    </m:e>+                  </m:d>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>t</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>=</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>0</m:t>+                  </m:r>+                </m:sub>+              </m:sSub>+            </m:e>+          </m:mr>+        </m:m>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/src/divergence.omml view
@@ -0,0 +1,186 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∇</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>⋅</m:t>+    </m:r>+    <m:acc>+      <m:accPr>+        <m:chr m:val="⃗" />+      </m:accPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>v</m:t>+        </m:r>+      </m:e>+    </m:acc>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∂</m:t>+        </m:r>+        <m:sSub>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>v</m:t>+            </m:r>+          </m:e>+          <m:sub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>x</m:t>+            </m:r>+          </m:sub>+        </m:sSub>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∂</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>x</m:t>+        </m:r>+      </m:den>+    </m:f>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∂</m:t>+        </m:r>+        <m:sSub>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>v</m:t>+            </m:r>+          </m:e>+          <m:sub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>y</m:t>+            </m:r>+          </m:sub>+        </m:sSub>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∂</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>y</m:t>+        </m:r>+      </m:den>+    </m:f>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∂</m:t>+        </m:r>+        <m:sSub>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>v</m:t>+            </m:r>+          </m:e>+          <m:sub>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>z</m:t>+            </m:r>+          </m:sub>+        </m:sSub>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∂</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>z</m:t>+        </m:r>+      </m:den>+    </m:f>+  </m:oMath>+</m:oMathPara>
+ tests/src/ensuremath.omml view
@@ -0,0 +1,26 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:sSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>π</m:t>+        </m:r>+      </m:e>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+      </m:sup>+    </m:sSup>+  </m:oMath>+</m:oMathPara>
+ tests/src/genfrac.omml view
@@ -0,0 +1,38 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:d>+      <m:dPr>+        <m:begChr m:val="{" />+        <m:endChr m:val="}" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:f>+          <m:fPr>+            <m:type m:val="noBar" />+          </m:fPr>+          <m:num>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>x</m:t>+            </m:r>+          </m:num>+          <m:den>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>y</m:t>+            </m:r>+          </m:den>+        </m:f>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/src/genfrac.tex view
@@ -0,0 +1,1 @@+\genfrac{{}{}}{0pt}{}{x}{y}
+ tests/src/labels.omml view
@@ -0,0 +1,26 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>2</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>2</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/macros.omml view
@@ -0,0 +1,74 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>2</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>5</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>y</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>3</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>3</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>+</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>α</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/moore_determinant.omml view
@@ -0,0 +1,421 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>M</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:d>+      <m:dPr>+        <m:begChr m:val="[" />+        <m:endChr m:val="]" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:sSub>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>α</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>1</m:t>+                  </m:r>+                </m:sub>+              </m:sSub>+            </m:e>+            <m:e>+              <m:sSubSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>α</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>1</m:t>+                  </m:r>+                </m:sub>+                <m:sup>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>q</m:t>+                  </m:r>+                </m:sup>+              </m:sSubSup>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>⋯</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:sSubSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>α</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>1</m:t>+                  </m:r>+                </m:sub>+                <m:sup>+                  <m:sSup>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>q</m:t>+                      </m:r>+                    </m:e>+                    <m:sup>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>n</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>−</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>1</m:t>+                      </m:r>+                    </m:sup>+                  </m:sSup>+                </m:sup>+              </m:sSubSup>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:sSub>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>α</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>2</m:t>+                  </m:r>+                </m:sub>+              </m:sSub>+            </m:e>+            <m:e>+              <m:sSubSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>α</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>2</m:t>+                  </m:r>+                </m:sub>+                <m:sup>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>q</m:t>+                  </m:r>+                </m:sup>+              </m:sSubSup>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>⋯</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:sSubSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>α</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>2</m:t>+                  </m:r>+                </m:sub>+                <m:sup>+                  <m:sSup>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>q</m:t>+                      </m:r>+                    </m:e>+                    <m:sup>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>n</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>−</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>1</m:t>+                      </m:r>+                    </m:sup>+                  </m:sSup>+                </m:sup>+              </m:sSubSup>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>⋮</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>⋮</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>⋱</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>⋮</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:sSub>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>α</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>m</m:t>+                  </m:r>+                </m:sub>+              </m:sSub>+            </m:e>+            <m:e>+              <m:sSubSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>α</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>m</m:t>+                  </m:r>+                </m:sub>+                <m:sup>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>q</m:t>+                  </m:r>+                </m:sup>+              </m:sSubSup>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>⋯</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:sSubSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>α</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>m</m:t>+                  </m:r>+                </m:sub>+                <m:sup>+                  <m:sSup>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>q</m:t>+                      </m:r>+                    </m:e>+                    <m:sup>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>n</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>−</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>1</m:t>+                      </m:r>+                    </m:sup>+                  </m:sSup>+                </m:sup>+              </m:sSubSup>+            </m:e>+          </m:mr>+        </m:m>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/src/notin.omml view
@@ -0,0 +1,50 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∈</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>y</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∧</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>∉</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>y</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/operatorname.omml view
@@ -0,0 +1,557 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:d>+      <m:dPr>+        <m:begChr m:val="{" />+        <m:endChr m:val="" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:sSub>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>div</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>x</m:t>+                  </m:r>+                </m:sub>+              </m:sSub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+              <m:sSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>div</m:t>+                  </m:r>+                </m:e>+                <m:sup>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>x</m:t>+                  </m:r>+                </m:sup>+              </m:sSup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+              <m:sSubSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>div</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>x</m:t>+                  </m:r>+                </m:sub>+                <m:sup>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>y</m:t>+                  </m:r>+                </m:sup>+              </m:sSubSup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+              <m:sSubSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>div</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>x</m:t>+                  </m:r>+                </m:sub>+                <m:sup>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>y</m:t>+                  </m:r>+                </m:sup>+              </m:sSubSup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>operatorname</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:limLow>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>⋆-lim&#39;sup</m:t>+                  </m:r>+                </m:e>+                <m:lim>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>x</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>→</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>0</m:t>+                  </m:r>+                </m:lim>+              </m:limLow>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+              <m:limUpp>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>⋆-lim&#39;sup</m:t>+                  </m:r>+                </m:e>+                <m:lim>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>w</m:t>+                  </m:r>+                </m:lim>+              </m:limUpp>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+              <m:limLow>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>⋆-lim&#39;sup</m:t>+                  </m:r>+                </m:e>+                <m:lim>+                  <m:limUpp>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>x</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>→</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>0</m:t>+                      </m:r>+                    </m:e>+                    <m:lim>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>w</m:t>+                      </m:r>+                    </m:lim>+                  </m:limUpp>+                </m:lim>+              </m:limLow>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+              <m:limLow>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>⋆-lim&#39;sup</m:t>+                  </m:r>+                </m:e>+                <m:lim>+                  <m:limUpp>+                    <m:e>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>x</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>→</m:t>+                      </m:r>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>0</m:t>+                      </m:r>+                    </m:e>+                    <m:lim>+                      <m:r>+                        <m:rPr>+                          <m:sty m:val="p" />+                        </m:rPr>+                        <m:t>w</m:t>+                      </m:r>+                    </m:lim>+                  </m:limUpp>+                </m:lim>+              </m:limLow>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>operatorname*</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:sSub>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>⋆-lim&#39;sup</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>x</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>→</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>0</m:t>+                  </m:r>+                </m:sub>+              </m:sSub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+              <m:sSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>⋆-lim&#39;sup</m:t>+                  </m:r>+                </m:e>+                <m:sup>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>w</m:t>+                  </m:r>+                </m:sup>+              </m:sSup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+              <m:sSubSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>⋆-lim&#39;sup</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>x</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>→</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>0</m:t>+                  </m:r>+                </m:sub>+                <m:sup>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>w</m:t>+                  </m:r>+                </m:sup>+              </m:sSubSup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+              <m:sSubSup>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>⋆-lim&#39;sup</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>x</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>→</m:t>+                  </m:r>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>0</m:t>+                  </m:r>+                </m:sub>+                <m:sup>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>w</m:t>+                  </m:r>+                </m:sup>+              </m:sSubSup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>operatorname*:nolimits</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:sSub>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>curl</m:t>+                  </m:r>+                </m:e>+                <m:sub>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>x</m:t>+                  </m:r>+                </m:sub>+              </m:sSub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>v</m:t>+              </m:r>+              <m:limLow>+                <m:e>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>argmax</m:t>+                  </m:r>+                </m:e>+                <m:lim>+                  <m:r>+                    <m:rPr>+                      <m:sty m:val="p" />+                    </m:rPr>+                    <m:t>K</m:t>+                  </m:r>+                </m:lim>+              </m:limLow>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>u</m:t>+              </m:r>+            </m:e>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>DeclareMathOperator</m:t>+              </m:r>+            </m:e>+          </m:mr>+        </m:m>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/src/phantom.omml view
@@ -0,0 +1,45 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:d>+      <m:dPr>+        <m:begChr m:val="(" />+        <m:endChr m:val=")" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:phant>+          <m:phantPr>+            <m:show m:val="0" />+          </m:phantPr>+          <m:e>+            <m:f>+              <m:fPr>+                <m:type m:val="bar" />+              </m:fPr>+              <m:num>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>1</m:t>+                </m:r>+              </m:num>+              <m:den>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>2</m:t>+                </m:r>+              </m:den>+            </m:f>+          </m:e>+        </m:phant>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/src/quadratic_formula.omml view
@@ -0,0 +1,109 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>−</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>b</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>±</m:t>+        </m:r>+        <m:rad>+          <m:radPr>+            <m:degHide m:val="on" />+          </m:radPr>+          <m:deg />+          <m:e>+            <m:sSup>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>b</m:t>+                </m:r>+              </m:e>+              <m:sup>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>2</m:t>+                </m:r>+              </m:sup>+            </m:sSup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>−</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>4</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>a</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>c</m:t>+            </m:r>+          </m:e>+        </m:rad>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:den>+    </m:f>+  </m:oMath>+</m:oMathPara>
+ tests/src/schwinger_dyson.omml view
@@ -0,0 +1,244 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:d>+      <m:dPr>+        <m:begChr m:val="⟨" />+        <m:endChr m:val="⟩" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ψ</m:t>+        </m:r>+        <m:d>+          <m:dPr>+            <m:begChr m:val="|" />+            <m:endChr m:val="|" />+            <m:grow />+          </m:dPr>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+                <m:scr m:val="script" />+              </m:rPr>+              <m:t>T</m:t>+            </m:r>+            <m:d>+              <m:dPr>+                <m:begChr m:val="{" />+                <m:endChr m:val="}" />+                <m:grow />+              </m:dPr>+              <m:e>+                <m:f>+                  <m:fPr>+                    <m:type m:val="bar" />+                  </m:fPr>+                  <m:num>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>δ</m:t>+                    </m:r>+                  </m:num>+                  <m:den>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>δ</m:t>+                    </m:r>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>ϕ</m:t>+                    </m:r>+                  </m:den>+                </m:f>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>F</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>[</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>ϕ</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>]</m:t>+                </m:r>+              </m:e>+            </m:d>+          </m:e>+        </m:d>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ψ</m:t>+        </m:r>+      </m:e>+    </m:d>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>−</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>i</m:t>+    </m:r>+    <m:d>+      <m:dPr>+        <m:begChr m:val="⟨" />+        <m:endChr m:val="⟩" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ψ</m:t>+        </m:r>+        <m:d>+          <m:dPr>+            <m:begChr m:val="|" />+            <m:endChr m:val="|" />+            <m:grow />+          </m:dPr>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+                <m:scr m:val="script" />+              </m:rPr>+              <m:t>T</m:t>+            </m:r>+            <m:d>+              <m:dPr>+                <m:begChr m:val="{" />+                <m:endChr m:val="}" />+                <m:grow />+              </m:dPr>+              <m:e>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>F</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>[</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>ϕ</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>]</m:t>+                </m:r>+                <m:f>+                  <m:fPr>+                    <m:type m:val="bar" />+                  </m:fPr>+                  <m:num>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>δ</m:t>+                    </m:r>+                  </m:num>+                  <m:den>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>δ</m:t>+                    </m:r>+                    <m:r>+                      <m:rPr>+                        <m:sty m:val="p" />+                      </m:rPr>+                      <m:t>ϕ</m:t>+                    </m:r>+                  </m:den>+                </m:f>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>S</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>[</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>ϕ</m:t>+                </m:r>+                <m:r>+                  <m:rPr>+                    <m:sty m:val="p" />+                  </m:rPr>+                  <m:t>]</m:t>+                </m:r>+              </m:e>+            </m:d>+          </m:e>+        </m:d>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ψ</m:t>+        </m:r>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/src/sophomores_dream.omml view
@@ -0,0 +1,192 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="∫" />+        <m:limLoc m:val="subSup" />+        <m:supHide m:val="off" />+        <m:supHide m:val="off" />+      </m:naryPr>+      <m:e>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>x</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>x</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>0</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:sup>+    </m:nary>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>d</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>x</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="∑" />+        <m:limLoc m:val="undOvr" />+        <m:supHide m:val="off" />+        <m:supHide m:val="off" />+      </m:naryPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>(</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>−</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>)</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>n</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>+</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>1</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t> </m:t>+        </m:r>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>n</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>−</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>n</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>=</m:t>+        </m:r>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>∞</m:t>+        </m:r>+      </m:sup>+    </m:nary>+  </m:oMath>+</m:oMathPara>
+ tests/src/sphere_volume.omml view
@@ -0,0 +1,829 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>S</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>=</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>{</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>0</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>≤</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>ϕ</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>≤</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>2</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>π</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>0</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>≤</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>θ</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>≤</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>π</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>0</m:t>+    </m:r>+    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m:val="left" />+            </m:mcPr>+          </m:mc>+          <m:mc>+            <m:mcPr>+              <m:mcJc m:val="left" />+            </m:mcPr>+          </m:mc>+        </m:mcs>+      </m:mPr>+      <m:mr>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>V</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>o</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>l</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>u</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>m</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>e</m:t>+          </m:r>+        </m:e>+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>=</m:t>+          </m:r>+          <m:nary>+            <m:naryPr>+              <m:chr m:val="∭" />+              <m:limLoc m:val="undOvr" />+              <m:supHide m:val="on" />+              <m:supHide m:val="on" />+            </m:naryPr>+            <m:e />+            <m:sub />+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>S</m:t>+              </m:r>+            </m:sup>+          </m:nary>+          <m:sSup>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>ρ</m:t>+              </m:r>+            </m:e>+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+              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<m:nary>+            <m:naryPr>+              <m:chr m:val="∫" />+              <m:limLoc m:val="subSup" />+              <m:supHide m:val="off" />+              <m:supHide m:val="off" />+            </m:naryPr>+            <m:e />+            <m:sub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+            </m:sub>+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>π</m:t>+              </m:r>+            </m:sup>+          </m:nary>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>sin</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>θ</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t> </m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>d</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>θ</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t> </m:t>+          </m:r>+          <m:nary>+            <m:naryPr>+              <m:chr m:val="∫" />+              <m:limLoc m:val="subSup" />+              <m:supHide m:val="off" />+              <m:supHide m:val="off" />+            </m:naryPr>+            <m:e />+            <m:sub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+            </m:sub>+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>R</m:t>+              </m:r>+            </m:sup>+          </m:nary>+          <m:sSup>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>ρ</m:t>+              </m:r>+            </m:e>+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>2</m:t>+              </m:r>+            </m:sup>+          </m:sSup>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>d</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>ρ</m:t>+          </m:r>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e />+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>=</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>ϕ</m:t>+          </m:r>+          <m:sSubSup>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>|</m:t>+              </m:r>+            </m:e>+            <m:sub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+            </m:sub>+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>2</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>π</m:t>+              </m:r>+            </m:sup>+          </m:sSubSup>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t> </m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>(</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>−</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>cos</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>θ</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>)</m:t>+          </m:r>+          <m:sSubSup>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>|</m:t>+              </m:r>+            </m:e>+            <m:sub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+            </m:sub>+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>π</m:t>+              </m:r>+            </m:sup>+          </m:sSubSup>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t> </m:t>+          </m:r>+          <m:f>+            <m:fPr>+              <m:type m:val="lin" />+            </m:fPr>+            <m:num>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>1</m:t>+              </m:r>+            </m:num>+            <m:den>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>3</m:t>+              </m:r>+            </m:den>+          </m:f>+          <m:sSup>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>ρ</m:t>+              </m:r>+            </m:e>+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>3</m:t>+              </m:r>+            </m:sup>+          </m:sSup>+          <m:sSubSup>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>|</m:t>+              </m:r>+            </m:e>+            <m:sub>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+            </m:sub>+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>R</m:t>+              </m:r>+            </m:sup>+          </m:sSubSup>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e />+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>=</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>2</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>π</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>×</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>2</m:t>+          </m:r>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>×</m:t>+          </m:r>+          <m:f>+            <m:fPr>+              <m:type m:val="lin" />+            </m:fPr>+            <m:num>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>1</m:t>+              </m:r>+            </m:num>+            <m:den>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>3</m:t>+              </m:r>+            </m:den>+          </m:f>+          <m:sSup>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>R</m:t>+              </m:r>+            </m:e>+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>3</m:t>+              </m:r>+            </m:sup>+          </m:sSup>+        </m:e>+      </m:mr>+      <m:mr>+        <m:e />+        <m:e>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>=</m:t>+          </m:r>+          <m:f>+            <m:fPr>+              <m:type m:val="lin" />+            </m:fPr>+            <m:num>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>4</m:t>+              </m:r>+            </m:num>+            <m:den>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>3</m:t>+              </m:r>+            </m:den>+          </m:f>+          <m:r>+            <m:rPr>+              <m:sty m:val="p" />+            </m:rPr>+            <m:t>π</m:t>+          </m:r>+          <m:sSup>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>R</m:t>+              </m:r>+            </m:e>+            <m:sup>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>3</m:t>+              </m:r>+            </m:sup>+          </m:sSup>+        </m:e>+      </m:mr>+    </m:m>+  </m:oMath>+</m:oMathPara>
+ tests/src/stackrel.omml view
@@ -0,0 +1,50 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>u</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>n</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:limUpp>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>→</m:t>+        </m:r>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>w</m:t>+        </m:r>+      </m:lim>+    </m:limUpp>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>u</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/substack.omml view
@@ -0,0 +1,143 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="∑" />+        <m:limLoc m:val="undOvr" />+        <m:supHide m:val="on" />+        <m:supHide m:val="on" />+      </m:naryPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>P</m:t>+        </m:r>+      </m:e>+      <m:sub />+      <m:sup>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>&lt;</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>i</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>&lt;</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>m</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>&lt;</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>j</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>&lt;</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>n</m:t>+              </m:r>+            </m:e>+          </m:mr>+        </m:m>+      </m:sup>+    </m:nary>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>i</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>j</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/substack.tex view
@@ -0,0 +1,5 @@+\sum_{\substack{+   0<i<m \\+   0<j<n+  }}+ P(i,j)
+ tests/src/subsup.omml view
@@ -0,0 +1,554 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:sSubSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>x</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>b</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:sup>+    </m:sSubSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:sSubSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>x</m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>b</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:sup>+    </m:sSubSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:limLow>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>min</m:t>+        </m:r>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>A</m:t>+        </m:r>+      </m:lim>+    </m:limLow>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:limLow>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>max</m:t>+        </m:r>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>B</m:t>+        </m:r>+      </m:lim>+    </m:limLow>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:limLow>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>det</m:t>+        </m:r>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>C</m:t>+        </m:r>+      </m:lim>+    </m:limLow>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:limLow>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>Pr</m:t>+        </m:r>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>A</m:t>+        </m:r>+      </m:lim>+    </m:limLow>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:limLow>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>gcd</m:t>+        </m:r>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>A</m:t>+        </m:r>+      </m:lim>+    </m:limLow>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:sSup>+      <m:e>+        <m:acc>+          <m:accPr>+            <m:chr m:val="̇" />+          </m:accPr>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>u</m:t>+            </m:r>+          </m:e>+        </m:acc>+      </m:e>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+      </m:sup>+    </m:sSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:sSub>+      <m:e>+        <m:bar>+          <m:barPr>+            <m:pos m:val="top" />+          </m:barPr>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>u</m:t>+            </m:r>+          </m:e>+        </m:bar>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ε</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:sSubSup>+      <m:e>+        <m:limLow>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>u</m:t>+            </m:r>+          </m:e>+          <m:lim>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>̲</m:t>+            </m:r>+          </m:lim>+        </m:limLow>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>b</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>a</m:t>+        </m:r>+      </m:sup>+    </m:sSubSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:limUpp>+      <m:e>+        <m:acc>+          <m:accPr>+            <m:chr m:val="︷" />+          </m:accPr>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>a</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>+</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>b</m:t>+            </m:r>+          </m:e>+        </m:acc>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>term</m:t>+        </m:r>+      </m:lim>+    </m:limUpp>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:limUpp>+      <m:e>+        <m:acc>+          <m:accPr>+            <m:chr m:val="⎴" />+          </m:accPr>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>a</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>+</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>b</m:t>+            </m:r>+          </m:e>+        </m:acc>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>c</m:t>+        </m:r>+      </m:lim>+    </m:limUpp>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:limLow>+      <m:e>+        <m:limLow>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>a</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>+</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>b</m:t>+            </m:r>+          </m:e>+          <m:lim>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>︸</m:t>+            </m:r>+          </m:lim>+        </m:limLow>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>c</m:t>+        </m:r>+      </m:lim>+    </m:limLow>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t> </m:t>+    </m:r>+    <m:limLow>+      <m:e>+        <m:limLow>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>a</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>+</m:t>+            </m:r>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>b</m:t>+            </m:r>+          </m:e>+          <m:lim>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>⎵</m:t>+            </m:r>+          </m:lim>+        </m:limLow>+      </m:e>+      <m:lim>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>c</m:t>+        </m:r>+      </m:lim>+    </m:limLow>+    <m:sSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t> </m:t>+        </m:r>+      </m:e>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>H</m:t>+        </m:r>+      </m:sup>+    </m:sSup>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>e</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>3</m:t>+    </m:r>+    <m:sSub>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t> </m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>x</m:t>+        </m:r>+      </m:sub>+    </m:sSub>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>A</m:t>+    </m:r>+    <m:sSubSup>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t> </m:t>+        </m:r>+      </m:e>+      <m:sub>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>x</m:t>+        </m:r>+      </m:sub>+      <m:sup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>3</m:t>+        </m:r>+      </m:sup>+    </m:sSubSup>+  </m:oMath>+</m:oMathPara>
+ tests/src/text.omml view
@@ -0,0 +1,20 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(Łukasiewicz, Gödel, and Gödel)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="i" />+      </m:rPr>+      <m:t>…–“double quotes”—‘single quotes’</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/tokens.omml view
@@ -0,0 +1,140 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:acc>+      <m:accPr>+        <m:chr m:val="̃" />+      </m:accPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ϕ</m:t>+        </m:r>+      </m:e>+    </m:acc>+    <m:rad>+      <m:radPr>+        <m:degHide m:val="on" />+      </m:radPr>+      <m:deg />+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ϕ</m:t>+        </m:r>+      </m:e>+    </m:rad>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ϕ</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ξ</m:t>+        </m:r>+      </m:den>+    </m:f>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ϕ</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ξ</m:t>+        </m:r>+      </m:den>+    </m:f>+    <m:f>+      <m:fPr>+        <m:type m:val="bar" />+      </m:fPr>+      <m:num>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ϕ</m:t>+        </m:r>+      </m:num>+      <m:den>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>ξ</m:t>+        </m:r>+      </m:den>+    </m:f>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>ϕ</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>ϕ</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>ξ</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/src/unicode.omml view
@@ -0,0 +1,38 @@+<?xml version="1.0" encoding="UTF-8"?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>f</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>:</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>X</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>→</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>Y</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
tests/test-texmath.hs view
@@ -29,6 +29,7 @@ readers :: [(Ext, String -> Either String [Exp])] readers = [ (".tex", readTeX)           , (".mml", readMathML)+          , (".omml", readOMML)           ]  writers :: [(Ext, [Exp] -> String)]@@ -47,10 +48,14 @@   setLocaleEncoding utf8   setCurrentDirectory "tests"   statuses <- if roundTrip-                 then (++) <$> runRoundTrip ".tex" writeTeX readTeX-                           <*> runRoundTrip ".mml"+                 then do+                   texs <- runRoundTrip "tex" writeTeX readTeX+                   ommls <- runRoundTrip "omml"+                               (ppTopElement .  writeOMML DisplayBlock) readOMML+                   mathmls <- runRoundTrip "mmml"                                 (ppTopElement . writeMathML DisplayBlock)                                 readMathML+                   return $ texs ++ ommls ++ mathmls                  else (++) <$> (concat <$> mapM (uncurry (runReader regen)) readers)                            <*> (concat <$> mapM (uncurry (runWriter regen)) writers)   let passes = length $ filter isPass statuses@@ -63,20 +68,25 @@ printPass :: FilePath -> FilePath -> IO () printPass _inp _out = return () -- putStrLn $ "PASSED:  " ++ inp ++ " ==> " ++ out -printFail :: FilePath -> FilePath -> String -> IO ()-printFail inp out actual =  withTempDirectory "." (out ++ ".") $ \tmpDir -> do-  -- break native files at commas for easier diffing-  let breakAtCommas = if takeExtension out == ".native"-                         then intercalate ",\n" . splitWhen (==',')-                         else id-  putStrLn $ "FAILED:  " ++ inp ++ " ==> " ++ out-  readFile' out >>=-    writeFile (tmpDir </> "expected") . ensureFinalNewline . breakAtCommas-  writeFile (tmpDir </> "actual") $ ensureFinalNewline $ breakAtCommas actual-  hFlush stdout-  _ <- runProcess "diff" ["-u", tmpDir </> "expected", tmpDir </> "actual"]-           Nothing Nothing Nothing Nothing Nothing >>= waitForProcess-  putStrLn ""+-- Second parameter is Left format (for round-trip) or Right output file.+printFail :: FilePath -> Either String FilePath -> String -> IO ()+printFail inp out actual =+  withTempDirectory "." ((either (const inp) id out) ++ ".") $ \tmpDir -> do+    -- break native files at commas for easier diffing+    let breakAtCommas = case out of+                             Left _ -> intercalate ",\n" . splitWhen (==',')+                             Right f | takeExtension f == ".native" ->+                                       intercalate ",\n" . splitWhen (==',')+                             _ -> id+    putStrLn $ "FAILED:  " ++ inp ++ " ==> " +++              either (\x -> "round trip via " ++ x) id out+    readFile' (either (const inp) id out) >>=+      writeFile (tmpDir </> "expected") . ensureFinalNewline . breakAtCommas+    writeFile (tmpDir </> "actual") $ ensureFinalNewline $ breakAtCommas actual+    hFlush stdout+    _ <- runProcess "diff" ["-u", tmpDir </> "expected", tmpDir </> "actual"]+             Nothing Nothing Nothing Nothing Nothing >>= waitForProcess+    putStrLn ""  printError :: FilePath -> FilePath -> String -> IO () printError inp out msg =@@ -113,14 +123,11 @@              -> ([Exp] -> String)              -> (String -> Either String [Exp])              -> IO [Status]-runRoundTrip ext writer reader = do+runRoundTrip fmt writer reader = do   inps <- filter (\x -> takeExtension x == ".native") <$>-          if ext == ".tex"-             then map ("./readers/tex/"++) <$>-                    getDirectoryContents "./readers/tex"-             else map ("./readers/mml/"++) <$>-                    getDirectoryContents "./readers/mml"-  mapM (runRoundTripTest writer reader) inps+             map (("./readers/" ++ fmt ++ "/") ++) <$>+                 getDirectoryContents ("./readers/" ++ fmt)+  mapM (runRoundTripTest fmt writer reader) inps  runWriterTest :: Bool -> ([Exp] -> String) -> FilePath -> FilePath -> IO Status runWriterTest regen f input output = do@@ -133,7 +140,7 @@   out_t <- ensureFinalNewline <$> readFile' output   if result == out_t      then printPass input output >> return (Pass input output)-     else printFail input output result >> return (Fail input output)+     else printFail input (Right output) result >> return (Fail input output)  runReaderTest :: Bool         -> (String -> Either String String)@@ -152,14 +159,15 @@        Right r          | r == out_t -> printPass input output >>                          return (Pass input output)-         | otherwise  -> printFail input output r >>+         | otherwise  -> printFail input (Right output) r >>                          return (Fail input output) -runRoundTripTest :: ([Exp] -> String)+runRoundTripTest :: String+                 -> ([Exp] -> String)                  -> (String -> Either String [Exp])                  -> FilePath                  -> IO Status-runRoundTripTest writer reader input = do+runRoundTripTest fmt writer reader input = do   rawnative <- readFile' input   native <- case reads rawnative of                  ((x,_):_) -> return x@@ -171,5 +179,5 @@        Right r          | r == native -> printPass input input >>                           return (Pass input input)-         | otherwise   -> printFail input input (show r) >>+         | otherwise   -> printFail input (Left fmt) (show r) >>                           return (Fail input input)
tests/writers/14.tex view
@@ -1,1 +1,1 @@-\frac{a}{b}\:\tfrac{a}{b}+\frac{a}{b}\ \tfrac{a}{b}
tests/writers/19.mml view
@@ -48,7 +48,7 @@         </mtr>         <mtr>           <mtd columnalign="center">-            <mspace width="0.333em" />+            <mspace width="0.222em" />           </mtd>         </mtr>         <mtr>
tests/writers/19.omml view
@@ -159,7 +159,7 @@                 <m:rPr>                   <m:sty m:val="p" />                 </m:rPr>-                <m:t> </m:t>+                <m:t> </m:t>               </m:r>             </m:e>           </m:mr>
tests/writers/19.tex view
@@ -1,6 +1,6 @@ \begin{bmatrix} \dfrac{\partial x_{1}}{\partial y_{1}} & \dfrac{\partial x_{2}}{\partial y_{1}} \\-~ \\+\  \\ \dfrac{\partial x_{1}}{\partial y_{2}} & \dfrac{\partial x_{2}}{\partial y_{2}} \\ \end{bmatrix}\begin{pmatrix} 1 & 2 \\
+ tests/writers/boxed.mml view
@@ -0,0 +1,21 @@+<?xml version='1.0' ?>+<math display="block" xmlns="http://www.w3.org/1998/Math/MathML">+  <menclose notation="box">+    <mrow>+      <msup>+        <mi>x</mi>+        <mn>2</mn>+      </msup>+      <mo>+</mo>+      <msup>+        <mi>y</mi>+        <mn>2</mn>+      </msup>+      <mo>+</mo>+      <msup>+        <mi>z</mi>+        <mn>2</mn>+      </msup>+    </mrow>+  </menclose>+</math>
+ tests/writers/boxed.omml view
@@ -0,0 +1,78 @@+<?xml version='1.0' ?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:borderBox>+      <m:e>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>x</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>+</m:t>+        </m:r>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>y</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>+</m:t>+        </m:r>+        <m:sSup>+          <m:e>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>z</m:t>+            </m:r>+          </m:e>+          <m:sup>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>2</m:t>+            </m:r>+          </m:sup>+        </m:sSup>+      </m:e>+    </m:borderBox>+  </m:oMath>+</m:oMathPara>
+ tests/writers/boxed.tex view
@@ -0,0 +1,1 @@+\boxed{x^{2} + y^{2} + z^{2}}
tests/writers/chain1.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>     <mo>=</mo>@@ -69,7 +69,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>     <mo>=</mo>@@ -84,7 +84,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>     <mo>=</mo>@@ -99,7 +99,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/chain1.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>@@ -312,7 +312,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>@@ -383,7 +383,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>@@ -454,7 +454,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/chain1.tex view
@@ -1,1 +1,1 @@-\int_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x = \sum\limits_{i = 0}^{\infty}x_{i} = \prod\limits_{i = 0}^{\infty}x_{i} = \coprod\limits_{i = 0}^{\infty}x_{i} = \oint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x = \iint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x = \iiint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\int_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x = \sum\limits_{i = 0}^{\infty}x_{i} = \prod\limits_{i = 0}^{\infty}x_{i} = \coprod\limits_{i = 0}^{\infty}x_{i} = \oint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x = \iint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x = \iiint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/chain2.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>     <mo>=</mo>@@ -69,7 +69,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>     <mo>=</mo>@@ -84,7 +84,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>     <mo>=</mo>@@ -99,7 +99,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/chain2.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>@@ -312,7 +312,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>@@ -383,7 +383,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>@@ -454,7 +454,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/chain2.tex view
@@ -1,1 +1,1 @@-\int_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x = \sum\limits_{i = 0}^{\infty}x_{i} = \prod\limits_{i = 0}^{\infty}x_{i} = \coprod\limits_{i = 0}^{\infty}x_{i} = \oint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x = \iint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x = \iiint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\int_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x = \sum\limits_{i = 0}^{\infty}x_{i} = \prod\limits_{i = 0}^{\infty}x_{i} = \coprod\limits_{i = 0}^{\infty}x_{i} = \oint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x = \iint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x = \iiint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/choose.tex view
@@ -1,1 +1,1 @@-\binom{a}{b\brace{c + 2}}+\binom{a}{\genfrac{\{}{\}}{0pt}{}{b}{c + 2}}
tests/writers/complex1.mml view
@@ -128,7 +128,7 @@           <mo stretchy="false" form="prefix">(</mo>           <mi>z</mi>           <mo stretchy="false" form="postfix">)</mo>-          <mtext mathvariant="normal"> </mtext>+          <mspace width="0.167em" />           <mo>·</mo>           <msubsup>             <mi>Ind</mi>@@ -165,7 +165,7 @@               <mi>z</mi>             </mrow>           </mfrac>-          <mtext mathvariant="normal"> </mtext>+          <mspace width="0.167em" />           <mi>d</mi>           <mi>ξ</mi>         </mrow>@@ -515,7 +515,7 @@               <mtd>                 <mrow>                   <mo>∇</mo>-                  <mtext mathvariant="normal">&#8203;</mtext>+                  <mspace width="0.0em" />                   <mo>×</mo>                   <munderover>                     <mi>B</mi>@@ -523,16 +523,16 @@                     <mo accent="true">↼</mo>                   </munderover>                   <mo>-</mo>-                  <mtext mathvariant="normal"> </mtext>+                  <mspace width="0.167em" />                   <mfrac>                     <mn>1</mn>                     <mi>c</mi>                   </mfrac>-                  <mtext mathvariant="normal"> </mtext>+                  <mspace width="0.167em" />                   <mfrac>                     <mrow>                       <mo>∂</mo>-                      <mtext mathvariant="normal">&#8203;</mtext>+                      <mspace width="0.0em" />                       <munderover>                         <mi>E</mi>                         <mrow />@@ -541,7 +541,7 @@                     </mrow>                     <mrow>                       <mo>∂</mo>-                      <mtext mathvariant="normal">&#8203;</mtext>+                      <mspace width="0.0em" />                       <mi>t</mi>                     </mrow>                   </mfrac>@@ -559,7 +559,7 @@                     </mrow>                     <mi>c</mi>                   </mfrac>-                  <mtext mathvariant="normal"> </mtext>+                  <mspace width="0.167em" />                   <munderover>                     <mi>j</mi>                     <mrow />@@ -572,7 +572,7 @@               <mtd>                 <mrow>                   <mo>∇</mo>-                  <mtext mathvariant="normal">&#8203;</mtext>+                  <mspace width="0.0em" />                   <mo>·</mo>                   <munderover>                     <mi>E</mi>@@ -596,25 +596,25 @@               <mtd>                 <mrow>                   <mo>∇</mo>-                  <mtext mathvariant="normal">&#8203;</mtext>+                  <mspace width="0.0em" />                   <mo>×</mo>                   <munderover>                     <mi>E</mi>                     <mrow />                     <mo accent="true">↼</mo>                   </munderover>-                  <mtext mathvariant="normal"> </mtext>+                  <mspace width="0.167em" />                   <mo>+</mo>-                  <mtext mathvariant="normal"> </mtext>+                  <mspace width="0.167em" />                   <mfrac>                     <mn>1</mn>                     <mi>c</mi>                   </mfrac>-                  <mtext mathvariant="normal"> </mtext>+                  <mspace width="0.167em" />                   <mfrac>                     <mrow>                       <mo>∂</mo>-                      <mtext mathvariant="normal">&#8203;</mtext>+                      <mspace width="0.0em" />                       <munderover>                         <mi>B</mi>                         <mrow />@@ -623,7 +623,7 @@                     </mrow>                     <mrow>                       <mo>∂</mo>-                      <mtext mathvariant="normal">&#8203;</mtext>+                      <mspace width="0.0em" />                       <mi>t</mi>                     </mrow>                   </mfrac>@@ -644,7 +644,7 @@               <mtd>                 <mrow>                   <mo>∇</mo>-                  <mtext mathvariant="normal">&#8203;</mtext>+                  <mspace width="0.0em" />                   <mo>·</mo>                   <munderover>                     <mi>B</mi>@@ -683,7 +683,7 @@             <mn>1</mn>             <mn>2</mn>           </mfrac>-          <mtext mathvariant="normal"> </mtext>+          <mspace width="0.167em" />           <msubsup>             <mi>g</mi>             <mrow>@@ -692,7 +692,7 @@             </mrow>             <mrow />           </msubsup>-          <mtext mathvariant="normal"> </mtext>+          <mspace width="0.167em" />           <mi>R</mi>           <mo>=</mo>           <mfrac>@@ -707,7 +707,7 @@               <mn>4</mn>             </msubsup>           </mfrac>-          <mtext mathvariant="normal"> </mtext>+          <mspace width="0.167em" />           <msubsup>             <mi>T</mi>             <mrow>@@ -841,7 +841,7 @@                 <mo stretchy="false" form="prefix">⌊</mo>                 <mi>k</mi>                 <mo>·</mo>-                <mtext mathvariant="normal">&#8203;</mtext>+                <mspace width="0.0em" />                 <mi>φ</mi>                 <mo stretchy="false" form="postfix">⌋</mo>               </mrow>@@ -987,7 +987,7 @@             <mi>o</mi>             <mi>r</mi>           </mrow>-          <mtext mathvariant="normal"> </mtext>+          <mspace width="0.222em" />           <mo>|</mo>           <mi>q</mi>           <mo>|</mo>
tests/writers/complex1.omml view
@@ -1820,12 +1820,6 @@                       <m:rPr>                         <m:sty m:val="p" />                       </m:rPr>-                      <m:t>&#8203;</m:t>-                    </m:r>-                    <m:r>-                      <m:rPr>-                        <m:sty m:val="p" />-                      </m:rPr>                       <m:t>×</m:t>                     </m:r>                     <m:limLow>@@ -1896,12 +1890,6 @@                           </m:rPr>                           <m:t>∂</m:t>                         </m:r>-                        <m:r>-                          <m:rPr>-                            <m:sty m:val="p" />-                          </m:rPr>-                          <m:t>&#8203;</m:t>-                        </m:r>                         <m:limLow>                           <m:e>                             <m:r>@@ -1932,12 +1920,6 @@                           <m:rPr>                             <m:sty m:val="p" />                           </m:rPr>-                          <m:t>&#8203;</m:t>-                        </m:r>-                        <m:r>-                          <m:rPr>-                            <m:sty m:val="p" />-                          </m:rPr>                           <m:t>t</m:t>                         </m:r>                       </m:den>@@ -2017,12 +1999,6 @@                       <m:rPr>                         <m:sty m:val="p" />                       </m:rPr>-                      <m:t>&#8203;</m:t>-                    </m:r>-                    <m:r>-                      <m:rPr>-                        <m:sty m:val="p" />-                      </m:rPr>                       <m:t>·</m:t>                     </m:r>                     <m:limLow>@@ -2085,12 +2061,6 @@                       <m:rPr>                         <m:sty m:val="p" />                       </m:rPr>-                      <m:t>&#8203;</m:t>-                    </m:r>-                    <m:r>-                      <m:rPr>-                        <m:sty m:val="p" />-                      </m:rPr>                       <m:t>×</m:t>                     </m:r>                     <m:limLow>@@ -2167,12 +2137,6 @@                           </m:rPr>                           <m:t>∂</m:t>                         </m:r>-                        <m:r>-                          <m:rPr>-                            <m:sty m:val="p" />-                          </m:rPr>-                          <m:t>&#8203;</m:t>-                        </m:r>                         <m:limLow>                           <m:e>                             <m:r>@@ -2203,12 +2167,6 @@                           <m:rPr>                             <m:sty m:val="p" />                           </m:rPr>-                          <m:t>&#8203;</m:t>-                        </m:r>-                        <m:r>-                          <m:rPr>-                            <m:sty m:val="p" />-                          </m:rPr>                           <m:t>t</m:t>                         </m:r>                       </m:den>@@ -2255,12 +2213,6 @@                       <m:rPr>                         <m:sty m:val="p" />                       </m:rPr>-                      <m:t>&#8203;</m:t>-                    </m:r>-                    <m:r>-                      <m:rPr>-                        <m:sty m:val="p" />-                      </m:rPr>                       <m:t>·</m:t>                     </m:r>                     <m:limLow>@@ -2903,12 +2855,6 @@                         <m:rPr>                           <m:sty m:val="p" />                         </m:rPr>-                        <m:t>&#8203;</m:t>-                      </m:r>-                      <m:r>-                        <m:rPr>-                          <m:sty m:val="p" />-                        </m:rPr>                         <m:t>φ</m:t>                       </m:r>                       <m:r>@@ -3501,7 +3447,7 @@             <m:rPr>               <m:sty m:val="p" />             </m:rPr>-            <m:t> </m:t>+            <m:t> </m:t>           </m:r>           <m:r>             <m:rPr>
tests/writers/complex1.tex view
@@ -1,7 +1,7 @@ \begin{array}{ll} \text{Bernoulli\ Trials} & {{P(E)} = \left( \frac{n}{k} \right)p_{}^{k}{(1 - p)}_{}^{n - k}} \\ \text{Cauchy-Schwarz\ Inequality} & {\left( \sum\limits_{k = 1}^{n}a_{k}^{}b_{k}^{} \right)_{}^{2} \leq \left( \sum\limits_{k = 1}^{n}a_{k}^{2} \right)\left( \sum\limits_{k = 1}^{n}b_{k}^{2} \right)} \\-\text{Cauchy\ Formula} & {f(z)\text{ } {Ind}_{\gamma}^{}(z) = \frac{1}{2\pi i}\oint\limits_{\gamma}^{}\frac{f(\xi)}{\xi - z}\text{ }d\xi} \\+\text{Cauchy\ Formula} & {f(z)\, {Ind}_{\gamma}^{}(z) = \frac{1}{2\pi i}\oint\limits_{\gamma}^{}\frac{f(\xi)}{\xi - z}\, d\xi} \\ \text{Cross\ Product} & {V_{1}^{} \times V_{2}^{} = \left| \begin{array}{lll} i & j & k \\ \frac{\partial X}{\partial u} & \frac{\partial Y}{\partial u} & 0 \\@@ -20,15 +20,15 @@ \overset{}{\underset{}{z}} & = & {- \beta z + xy} \\ \end{array} \\ \text{Maxwell's\ Equations} & \left\{ \begin{array}{lll}-{\nabla\text{​} \times \overset{\leftharpoonup}{\underset{}{B}} - \text{ }\frac{1}{c}\text{ }\frac{\partial\text{​}\overset{\leftharpoonup}{\underset{}{E}}}{\partial\text{​}t}} & = & {\frac{4\pi}{c}\text{ }\overset{\leftharpoonup}{\underset{}{j}}} \\-{\nabla\text{​} \overset{\leftharpoonup}{\underset{}{E}}} & = & {4\pi\rho} \\-{\nabla\text{​} \times \overset{\leftharpoonup}{\underset{}{E}}\text{ } + \text{ }\frac{1}{c}\text{ }\frac{\partial\text{​}\overset{\leftharpoonup}{\underset{}{B}}}{\partial\text{​}t}} & = & \overset{\leftharpoonup}{\underset{}{0}} \\-{\nabla\text{​} \overset{\leftharpoonup}{\underset{}{B}}} & = & 0 \\+{\nabla \times \overset{\leftharpoonup}{\underset{}{B}} - \,\frac{1}{c}\,\frac{\partial\overset{\leftharpoonup}{\underset{}{E}}}{\partial t}} & = & {\frac{4\pi}{c}\,\overset{\leftharpoonup}{\underset{}{j}}} \\+{\nabla \overset{\leftharpoonup}{\underset{}{E}}} & = & {4\pi\rho} \\+{\nabla \times \overset{\leftharpoonup}{\underset{}{E}}\, + \,\frac{1}{c}\,\frac{\partial\overset{\leftharpoonup}{\underset{}{B}}}{\partial t}} & = & \overset{\leftharpoonup}{\underset{}{0}} \\+{\nabla \overset{\leftharpoonup}{\underset{}{B}}} & = & 0 \\ \end{array} \right. \\-\text{Einstein\ Field\ Equations} & {R_{\mu\nu}^{} - \frac{1}{2}\text{ }g_{\mu\nu}^{}\text{ }R = \frac{8\pi G}{c_{}^{4}}\text{ }T_{\mu\nu}^{}} \\+\text{Einstein\ Field\ Equations} & {R_{\mu\nu}^{} - \frac{1}{2}\, g_{\mu\nu}^{}\, R = \frac{8\pi G}{c_{}^{4}}\, T_{\mu\nu}^{}} \\ \text{Ramanujan\ Identity} & {\frac{1}{(\sqrt{\varphi\sqrt{5}} - \varphi)e_{}^{\frac{25}{\pi}}} = 1 + \frac{e_{}^{- 2\pi}}{1 + \frac{e_{}^{- 4\pi}}{1 + \frac{e_{}^{- 6\pi}}{1 + \frac{e_{}^{- 8\pi}}{1 + \ldots}}}}} \\-\text{Another\ Ramanujan\ identity} & {\sum\limits_{k = 1}^{\infty}\frac{1}{2_{}^{\lfloor k \text{​}\varphi\rfloor}} = \frac{1}{2_{}^{0} + \frac{1}{2_{}^{1} + \cdots}}} \\-\text{Rogers-Ramanujan\ Identity} & {1 + {\sum\limits_{k = 1}^{\infty}\frac{q_{}^{k_{}^{2} + k}}{(1 - q)(1 - q_{}^{2})\cdots(1 - q_{}^{k})}} = {\prod\limits_{j = 0}^{\infty}\frac{1}{(1 - q_{}^{5j + 2})(1 - q_{}^{5j + 3})}},\text{  }\text{  }{for}\text{ }|q| < 1.} \\+\text{Another\ Ramanujan\ identity} & {\sum\limits_{k = 1}^{\infty}\frac{1}{2_{}^{\lfloor k \varphi\rfloor}} = \frac{1}{2_{}^{0} + \frac{1}{2_{}^{1} + \cdots}}} \\+\text{Rogers-Ramanujan\ Identity} & {1 + {\sum\limits_{k = 1}^{\infty}\frac{q_{}^{k_{}^{2} + k}}{(1 - q)(1 - q_{}^{2})\cdots(1 - q_{}^{k})}} = {\prod\limits_{j = 0}^{\infty}\frac{1}{(1 - q_{}^{5j + 2})(1 - q_{}^{5j + 3})}},\text{ \,}\text{ \,}{for}\ |q| < 1.} \\ \text{Commutative\ Diagram} & \begin{array}{lll} H & \leftarrow & K \\  \downarrow & & \uparrow \\
tests/writers/complex3.mml view
@@ -1126,7 +1126,7 @@           <mrow>             <mn>10</mn>             <msup>-              <mtext mathvariant="normal">&#8203;</mtext>+              <mspace width="0.0em" />               <mtext mathvariant="normal">′</mtext>             </msup>           </mrow>@@ -1139,7 +1139,7 @@           <mrow>             <mn>10</mn>             <msup>-              <mtext mathvariant="normal">&#8203;</mtext>+              <mspace width="0.0em" />               <mtext mathvariant="normal">′′</mtext>             </msup>           </mrow>@@ -2339,8 +2339,8 @@         <mrow>           <munderover>             <mo>∑</mo>-            <mtext mathvariant="normal">&#8203;</mtext>-            <mtext mathvariant="normal">&#8203;</mtext>+            <mspace width="0.0em" />+            <mspace width="0.0em" />           </munderover>           <mi>x</mi>         </mrow>@@ -2376,7 +2376,7 @@                 </mtd>               </mtr>             </mtable>-            <mtext mathvariant="normal">&#8203;</mtext>+            <mspace width="0.0em" />           </munderover>           <msup>             <mn>2</mn>@@ -2418,7 +2418,7 @@                           </mtr>                         </mtable>                       </msup>-                      <mtext mathvariant="normal">&#8203;</mtext>+                      <mspace width="0.0em" />                     </msubsup>                   </mtd>                 </mtr>@@ -2441,13 +2441,13 @@                           </mtr>                         </mtable>                       </msup>-                      <mtext mathvariant="normal">&#8203;</mtext>+                      <mspace width="0.0em" />                     </msubsup>                   </mtd>                 </mtr>               </mtable>             </msup>-            <mtext mathvariant="normal">&#8203;</mtext>+            <mspace width="0.0em" />           </msubsup>           <msup>             <mn>1</mn>@@ -10911,7 +10911,7 @@               <mtext mathvariant="normal">Symmetric</mtext>             </mtd>             <mtd>-              <mtext mathvariant="normal"> </mtext>+              <mspace width="1.0em" />             </mtd>             <mtd>               <mtext mathvariant="normal">Antisymmetric</mtext>
tests/writers/complex3.omml view
@@ -4737,14 +4737,7 @@             <m:t>10</m:t>           </m:r>           <m:sSup>-            <m:e>-              <m:r>-                <m:rPr>-                  <m:sty m:val="p" />-                </m:rPr>-                <m:t>&#8203;</m:t>-              </m:r>-            </m:e>+            <m:e />             <m:sup>               <m:r>                 <m:rPr>@@ -4785,14 +4778,7 @@             <m:t>10</m:t>           </m:r>           <m:sSup>-            <m:e>-              <m:r>-                <m:rPr>-                  <m:sty m:val="p" />-                </m:rPr>-                <m:t>&#8203;</m:t>-              </m:r>-            </m:e>+            <m:e />             <m:sup>               <m:r>                 <m:rPr>@@ -8547,22 +8533,8 @@                 <m:t>x</m:t>               </m:r>             </m:e>-            <m:sub>-              <m:r>-                <m:rPr>-                  <m:sty m:val="p" />-                </m:rPr>-                <m:t>&#8203;</m:t>-              </m:r>-            </m:sub>-            <m:sup>-              <m:r>-                <m:rPr>-                  <m:sty m:val="p" />-                </m:rPr>-                <m:t>&#8203;</m:t>-              </m:r>-            </m:sup>+            <m:sub />+            <m:sup />           </m:nary>         </m:e>         <m:e />@@ -8696,14 +8668,7 @@                 </m:mr>               </m:m>             </m:sub>-            <m:sup>-              <m:r>-                <m:rPr>-                  <m:sty m:val="p" />-                </m:rPr>-                <m:t>&#8203;</m:t>-              </m:r>-            </m:sup>+            <m:sup />           </m:nary>         </m:e>         <m:e />@@ -8820,14 +8785,7 @@                                   </m:sup>                                 </m:sSup>                               </m:sub>-                              <m:sup>-                                <m:r>-                                  <m:rPr>-                                    <m:sty m:val="p" />-                                  </m:rPr>-                                  <m:t>&#8203;</m:t>-                                </m:r>-                              </m:sup>+                              <m:sup />                             </m:sSubSup>                           </m:e>                         </m:mr>@@ -8894,14 +8852,7 @@                                   </m:sup>                                 </m:sSup>                               </m:sub>-                              <m:sup>-                                <m:r>-                                  <m:rPr>-                                    <m:sty m:val="p" />-                                  </m:rPr>-                                  <m:t>&#8203;</m:t>-                                </m:r>-                              </m:sup>+                              <m:sup />                             </m:sSubSup>                           </m:e>                         </m:mr>@@ -8909,14 +8860,7 @@                     </m:sup>                   </m:sSup>                 </m:sub>-                <m:sup>-                  <m:r>-                    <m:rPr>-                      <m:sty m:val="p" />-                    </m:rPr>-                    <m:t>&#8203;</m:t>-                  </m:r>-                </m:sup>+                <m:sup />               </m:sSubSup>             </m:sub>             <m:sup>@@ -34788,7 +34732,7 @@                   <m:rPr>                     <m:sty m:val="p" />                   </m:rPr>-                  <m:t> </m:t>+                  <m:t> </m:t>                 </m:r>               </m:e>               <m:e>
tests/writers/complex3.tex view
@@ -30,7 +30,7 @@ {{10\text{ G}} + {10\text{ μT}} - {10\text{ mT}} + {10\text{ nT}} - {10\text{ pT}} + {10\text{ T}}} & \\ {{10\text{ H}} + {10\text{ μH}} - {10\text{ mH}}} & \\ {{10\text{ u}} + {10\text{ cg}} - {10\text{ dg}} + {10\text{ g}} - {10\text{ kg}} + {10\text{ μg}} - {10\text{ mg}} + {10\text{ lb}} - {10\text{ slug}}} & \\-{{10\text{ °}} + {10\text{ μrad}} - {10\text{ mrad}} + {10\text{​}^{\text{′}}} - {10\text{ rad}} + {10\text{​}^{\text{′′}}}} & \\+{{10\text{ °}} + {10\text{ μrad}} - {10\text{ mrad}} + {10^{\text{′}}} - {10\text{ rad}} + {10^{\text{′′}}}} & \\ {{10\text{ GW}} + {10\text{ hp}} - {10\text{ kW}} + {10\text{ MW}} - {10\text{ μW}} + {10\text{ mW}} - {10\text{ nW}} + {10\text{ W}}} & \\ {{10\text{ atm}} + {10\text{ bar}} - {10\text{ kbar}} + {10\text{ kPa}} - {10\text{ MPa}} + {10\text{ μPa}} - {10\text{ mbar}} + {10\text{ mmHg}} - {10\text{ Pa}} + {10\text{ torr}}} & \\ {10\text{ sr}} & \\@@ -72,21 +72,21 @@ {x = 1} & \\ {\left\lbrack {{- \frac{10}{3}},{- \frac{7}{3}}} \right) \cup \left( {{- \frac{7}{3}},{- \frac{4}{3}}} \right\rbrack} & \\ {{{A\frac{\partial u}{\partial x}} + {B\frac{\partial u}{\partial y}} + {Cu}} = E} & \\-{\sum\limits_{\text{​}}^{\text{​}}x} & \\+{\sum\limits_{}^{}x} & \\ {\sum\limits_{\begin{array}{l} {1 < i < 10} \\ {1 < j < 10} \\-\end{array}}^{\text{​}}2^{i + j}} & \\-\Gamma_{1_{\,^{\begin{array}{l}-2_{\,^{\begin{array}{l}+\end{array}}^{}2^{i + j}} & \\+\Gamma_{1_{\mspace{1mu}^{\begin{array}{l}+2_{\mspace{1mu}^{\begin{array}{l} 3 \\ 4 \\-\end{array}}}^{\text{​}} \\-5_{\,^{\begin{array}{l}+\end{array}}}^{} \\+5_{\mspace{1mu}^{\begin{array}{l} 6 \\ 7 \\-\end{array}}}^{\text{​}} \\-\end{array}}}^{\text{​}}}^{1^{\begin{array}{l}+\end{array}}}^{} \\+\end{array}}}^{}}^{1^{\begin{array}{l} 5^{\begin{array}{l} 7 \\ 6 \\@@ -273,7 +273,7 @@ {f\text{ is\ one-to-one\ and\ onto,\ and}} \\ {{x \leq y}\text{ implies }{{f\left( x \right)} \leq {f\left( y \right)}}} \\ \end{array} \right. \right\}} & \\-{{{x^{2} + y^{2}} = r^{2}},\text{  }{{\tan\theta} = \frac{y}{x}}} & \\+{{{x^{2} + y^{2}} = r^{2}},\text{\quad\quad}{{\tan\theta} = \frac{y}{x}}} & \\ {\sqrt{2}\sqrt{1 - t^{2}}} & \\ \left\lbrack {{{({2 + {\sin t}})}10{\cos t}},{{({2 + {\cos t}})}10{\sin t}},{3{\sin{3t}}}} \right\rbrack & \\ {\left\{ {{t = 0},{s = 0}} \right\},\left\{ {{t = \pi},{s = \pi}} \right\}} & \\@@ -329,9 +329,9 @@ {\left| A \right| = \left| \begin{array}{llllll} a_{11} & a_{12} & \cdot & \cdot & \cdot & a_{1n} \\ a_{21} & a_{22} & \cdot & \cdot & \cdot & a_{2n} \\- \cdot & \cdot & \cdot & \, & \, & \cdot \\- \cdot & \cdot & \, & \cdot & \, & \cdot \\- \cdot & \cdot & \, & \, & \cdot & \cdot \\+ \cdot & \cdot & \cdot & \mspace{1mu} & \mspace{1mu} & \cdot \\+ \cdot & \cdot & \mspace{1mu} & \cdot & \mspace{1mu} & \cdot \\+ \cdot & \cdot & \mspace{1mu} & \mspace{1mu} & \cdot & \cdot \\ a_{n1} & a_{n2} & \cdot & \cdot & \cdot & a_{nn} \\ \end{array} \right| = {{a_{11}A_{11}} + {a_{12}A_{12}} + \cdots + {a_{1n}A_{1n}}}} & \\ {{x = 1}{(\text{hl\ text }x\text{ end.})}} & \\@@ -357,17 +357,17 @@ {{235.3 + 813} = 1048.\, 3} & \\ {{\max\limits_{{- 2} \leq x \leq 2}\left( {x^{3} - {6x} + 3} \right)} = 8.0} & \\ {{x{decade}} = {2{century}}} & \\-{\frac{\mathbb{d}^{5}\left( {x^{7} - {3x^{6}}} \right)}{\mathbb{d}x^{5}}\text{  }\frac{\mathbb{d}^{n}{\sin x}}{\mathbb{d}x^{n}}\text{  }{\frac{\mathbb{d}^{3}}{\mathbb{d}x^{3}}{f{(x)}}}\text{  }{\frac{\mathbb{d}^{2}}{\mathbb{d}t^{2}}\left( {{4t^{5}} - {3t}} \right)}} & \\+{\frac{\mathbb{d}^{5}\left( {x^{7} - {3x^{6}}} \right)}{\mathbb{d}x^{5}}\text{\quad\quad}\frac{\mathbb{d}^{n}{\sin x}}{\mathbb{d}x^{n}}\text{\quad\quad}{\frac{\mathbb{d}^{3}}{\mathbb{d}x^{3}}{f{(x)}}}\text{\quad\quad}{\frac{\mathbb{d}^{2}}{\mathbb{d}t^{2}}\left( {{4t^{5}} - {3t}} \right)}} & \\ {{f{(x)}} = {\frac{30}{13{\cos x}} + {\frac{10}{3}\sqrt{\left( {100 + \frac{9}{\cos^{2}x} - {\frac{60}{\cos x}{\sin\left( {x + {\frac{29}{90}\pi}} \right)}}} \right)}}}} & \\ {\left. \int{}_{\mathbf{R}^{3}}{\left( {\frac{\left| u_{1} \right|^{2} + \left| {\nabla u_{0}} \right|^{2}}{2} + \frac{\left| u_{0} \right|^{6}}{6}} \right){\mathbb{d}x}} \right. < \infty} & \\ {{\left( {\operatorname{\nabla\times}\mathbf{F}} \right) \cdot \mathbf{k}} = {z + 1}} & \\ {M\frac{M^{\frac{M}{M}}}{M}} & \\-{{\mathbb{D}_{x}x^{2}}\text{  }{\mathbb{D}_{x}\left( x^{2} \right)}\text{  }{\mathbb{D}_{xx}\left( x^{2} \right)}\text{  }{\mathbb{D}_{x^{2}}\left( x^{2} \right)}\text{  }{\mathbb{D}_{xy}\left( {x^{2}y^{3}} \right)}\text{  }{\mathbb{D}_{x^{s}y^{t}}\left( {x^{2}y^{3}} \right)}} & \\-{5\,{24!}\, x^{6}} & \\+{{\mathbb{D}_{x}x^{2}}\text{\quad\quad}{\mathbb{D}_{x}\left( x^{2} \right)}\text{\quad\quad}{\mathbb{D}_{xx}\left( x^{2} \right)}\text{\quad\quad}{\mathbb{D}_{x^{2}}\left( x^{2} \right)}\text{\quad\quad}{\mathbb{D}_{xy}\left( {x^{2}y^{3}} \right)}\text{\quad\quad}{\mathbb{D}_{x^{s}y^{t}}\left( {x^{2}y^{3}} \right)}} & \\+{5\mspace{1mu}{24!}\mspace{1mu} x^{6}} & \\ \begin{array}{l} \begin{array}{ll} {x + \sqrt[2]{\frac{a^{y - 1}}{12.34}}} & {\sin\theta} \\-\, & 1 \\+\mspace{1mu} & 1 \\ \end{array} \\ \end{array} & \\ \begin{matrix}@@ -388,11 +388,11 @@ \end{matrix} \right| & \\ \left. \parallel\begin{matrix} 1 & 0 & 1 \\-0 & 11 & \, \\+0 & 11 & \mspace{1mu} \\ \end{matrix}\parallel \right. & \\ \begin{matrix} 1 & 2 & 3 \\-4 & 5 & \, \\+4 & 5 & \mspace{1mu} \\ \end{matrix} & \\ {\text{testing }\begin{array}{l} {\sin\theta} \\@@ -429,8 +429,8 @@ \text{Last\ line\ of\ equation} \\ \end{array} & \\ \begin{array}{l}-{{L_{1} = R_{1}}\text{  }{L_{2} = R_{2}}} \\-{{L_{3} = R_{3}}\text{  }{L_{4} = R_{4}}} \\+{{L_{1} = R_{1}}\text{\quad\quad}{L_{2} = R_{2}}} \\+{{L_{3} = R_{3}}\text{\quad\quad}{L_{4} = R_{4}}} \\ \end{array} & \\ \begin{array}{l} {{({a + b})}^{4} = {{({a + b})}^{2}{({a + b})}^{2}}} \\@@ -440,7 +440,7 @@ {\begin{array}{l} {{x^{2} + y^{2}} = 1} \\ {x = \sqrt{1 - y^{2}}} \\-\end{array}\text{  }\begin{array}{l}+\end{array}\text{\quad\quad}\begin{array}{l} {{({a + b})}^{2} = {a^{2} + {2ab} + b^{2}}} \\ {{{({a + b})} \cdot {({a - b})}} = {a^{2} - b^{2}}} \\ \end{array}} & \\@@ -450,7 +450,7 @@ \text{Directrix} & {y = {- p}} \\ \end{array} & \\ {{\frac{\mathbb{d}}{\mathbb{d}x}\text{  }{({\csc^{- 1}x})}} = {- \frac{1}{\left| x \right|\sqrt{x^{2} - 1}}}} & \\-{{{\tanh^{- 1}x} = {\frac{1}{2}{\ln\left( \frac{1 + x}{1 - x} \right)}}}\text{  }{{- 1} < x < 1}} & \\+{{{\tanh^{- 1}x} = {\frac{1}{2}{\ln\left( \frac{1 + x}{1 - x} \right)}}}\text{\quad\quad}{{- 1} < x < 1}} & \\ {{{\angle\alpha} + {\angle ABC} + {\angle 1}} = {abc}} & \\ {y = {e^{- {\int{P{\mathbb{d}x}}}}\left\lbrack {{\int{e^{\int{P{\mathbb{d}x}}}Q{\mathbb{d}x}}} + c} \right\rbrack}} & \\ {x = {1 + y^{3}}} & {x = {1 + y}} \\@@ -461,7 +461,7 @@ {{a + b} = {c + 12345}} \\ \end{array} & \\ \begin{array}{lllllll}-\text{Unrestricted} & \text{   } & \text{Symmetric} & \text{ } & \text{Antisymmetric} & \text{  } & \text{Triangular} \\+\text{Unrestricted} & \text{\quad\quad\quad} & \text{Symmetric} & \quad & \text{Antisymmetric} & \text{\quad\quad} & \text{Triangular} \\ \end{array} & \\ {a \neq b \neq x} & \\ {c d y} & \\@@ -520,7 +520,7 @@ \left. \backslash lgroup\frac{\frac{1}{2}}{\frac{1}{2}} \right.\backslash rgroup & \\ \left. \frac{\frac{1}{2}}{\frac{1}{2}} \right. & \\ \left. \frac{\frac{1}{2}}{\frac{1}{2}} \right. & \\-{A\underset{\,}{\overset{n + \mu - 1}{\leftarrow}}B\underset{T}{\overset{n \pm i - 1}{\rightarrow}}C} & \\+{A\underset{\mspace{1mu}}{\overset{n + \mu - 1}{\leftarrow}}B\underset{T}{\overset{n \pm i - 1}{\rightarrow}}C} & \\ \frac{1}{\sqrt{2} + \frac{1}{\sqrt{3} + \frac{1}{\sqrt{4} + \frac{1}{\sqrt{5} + \frac{1}{\sqrt{6} + \ldots}}}}} & \\ \frac{1}{\sqrt{2} + \frac{1}{\sqrt{3} + \frac{1}{\sqrt{4} + \frac{1}{\sqrt{5} + \frac{1}{\sqrt{6} + \ldots}}}}} & \\ \left( \frac{\sin\theta}{M} \right\rfloor & \\
tests/writers/doubleint1.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/doubleint1.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/doubleint1.tex view
@@ -1,1 +1,1 @@-\iint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\iint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/doubleint2.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/doubleint2.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/doubleint2.tex view
@@ -1,1 +1,1 @@-\iint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\iint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
+ tests/writers/genfrac.mml view
@@ -0,0 +1,13 @@+<?xml version='1.0' ?>+<math display="block" xmlns="http://www.w3.org/1998/Math/MathML">+  <mrow>+    <mo stretchy="true" form="prefix">{</mo>+    <mstyle linethickness="0">+      <mfrac>+        <mi>x</mi>+        <mi>y</mi>+      </mfrac>+    </mstyle>+    <mo stretchy="true" form="postfix">}</mo>+  </mrow>+</math>
+ tests/writers/genfrac.omml view
@@ -0,0 +1,38 @@+<?xml version='1.0' ?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:d>+      <m:dPr>+        <m:begChr m:val="{" />+        <m:endChr m:val="}" />+        <m:grow />+      </m:dPr>+      <m:e>+        <m:f>+          <m:fPr>+            <m:type m:val="noBar" />+          </m:fPr>+          <m:num>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>x</m:t>+            </m:r>+          </m:num>+          <m:den>+            <m:r>+              <m:rPr>+                <m:sty m:val="p" />+              </m:rPr>+              <m:t>y</m:t>+            </m:r>+          </m:den>+        </m:f>+      </m:e>+    </m:d>+  </m:oMath>+</m:oMathPara>
+ tests/writers/genfrac.tex view
@@ -0,0 +1,1 @@+\genfrac{\{}{\}}{0pt}{}{x}{y}
tests/writers/int1.mml view
@@ -8,7 +8,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/int1.omml view
@@ -35,7 +35,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/int1.tex view
@@ -1,1 +1,1 @@-\int f\left( x \right)\text{ }\mathbb{d}x+\int f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/int10.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/int10.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/int10.tex view
@@ -1,1 +1,1 @@-\int\limits_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\int\limits_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/int2.mml view
@@ -11,7 +11,7 @@       </mfrac>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/int2.omml view
@@ -50,7 +50,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/int2.tex view
@@ -1,1 +1,1 @@-\int f\left( \frac{x}{2} \right)\text{ }\mathbb{d}x+\int f\left( \frac{x}{2} \right)\mspace{2mu}\mathbb{d}x
tests/writers/int3.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/int3.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/int3.tex view
@@ -1,1 +1,1 @@-\int_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\int_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/int4.mml view
@@ -15,7 +15,7 @@       </mfrac>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/int4.omml view
@@ -70,7 +70,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/int4.tex view
@@ -1,1 +1,1 @@-\int_{0}^{1}f\left( \frac{x}{2} \right)\text{ }\mathbb{d}x+\int_{0}^{1}f\left( \frac{x}{2} \right)\mspace{2mu}\mathbb{d}x
tests/writers/int5.mml view
@@ -8,7 +8,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/int5.omml view
@@ -35,7 +35,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/int5.tex view
@@ -1,1 +1,1 @@-\int f\left( x \right)\text{ }\mathbb{d}x+\int f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/int6.mml view
@@ -11,7 +11,7 @@       </mfrac>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/int6.omml view
@@ -50,7 +50,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/int6.tex view
@@ -1,1 +1,1 @@-\int f\left( \frac{x}{2} \right)\text{ }\mathbb{d}x+\int f\left( \frac{x}{2} \right)\mspace{2mu}\mathbb{d}x
tests/writers/int7.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/int7.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/int7.tex view
@@ -1,1 +1,1 @@-\int_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\int_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/int8.mml view
@@ -15,7 +15,7 @@       </mfrac>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/int8.omml view
@@ -70,7 +70,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/int8.tex view
@@ -1,1 +1,1 @@-\int_{0}^{1}f\left( \frac{x}{2} \right)\text{ }\mathbb{d}x+\int_{0}^{1}f\left( \frac{x}{2} \right)\mspace{2mu}\mathbb{d}x
tests/writers/int9.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/int9.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/int9.tex view
@@ -1,1 +1,1 @@-\int\limits_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\int\limits_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/invChars.mml view
@@ -7,6 +7,6 @@     <mo>&#8290;</mo>     <mn></mn>     <mo>&#8289;</mo>-    <mtext mathvariant="normal">&#8203;</mtext>+    <mspace width="0.0em" />   </mrow> </math>
tests/writers/invChars.omml view
@@ -40,11 +40,5 @@       </m:rPr>       <m:t>&#8289;</m:t>     </m:r>-    <m:r>-      <m:rPr>-        <m:sty m:val="p" />-      </m:rPr>-      <m:t>&#8203;</m:t>-    </m:r>   </m:oMath> </m:oMathPara>
tests/writers/invChars.tex view
@@ -1,1 +1,1 @@-\operatorname{}\text{​}+\operatorname{}
tests/writers/m10.tex view
@@ -1,12 +1,12 @@ \begin{array}{l}-{\text{Consider\ the\ equation }{x^{0} + 0 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{1} + 1 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{2} + 2 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{3} + 3 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{4} + 4 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{5} + 5 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{6} + 6 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{7} + 7 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{8} + 8 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{9} + 9 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{0} + 0 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{1} + 1 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{2} + 2 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{3} + 3 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{4} + 4 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{5} + 5 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{6} + 6 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{7} + 7 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{8} + 8 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{9} + 9 = \beta}\text{.}} \\ \end{array}
tests/writers/m100.tex view
@@ -1,102 +1,102 @@ \begin{array}{l}-{\text{Consider\ the\ equation }{x^{0} + 0 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{1} + 1 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{2} + 2 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{3} + 3 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{4} + 4 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{5} + 5 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{6} + 6 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{7} + 7 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{8} + 8 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{9} + 9 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{10} + 10 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{11} + 11 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{12} + 12 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{13} + 13 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{14} + 14 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{15} + 15 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{16} + 16 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{17} + 17 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{18} + 18 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{19} + 19 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{20} + 20 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{21} + 21 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{22} + 22 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{23} + 23 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{24} + 24 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{25} + 25 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{26} + 26 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{27} + 27 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{28} + 28 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{29} + 29 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{30} + 30 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{31} + 31 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{32} + 32 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{33} + 33 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{34} + 34 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{35} + 35 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{36} + 36 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{37} + 37 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{38} + 38 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{39} + 39 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{40} + 40 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{41} + 41 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{42} + 42 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{43} + 43 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{44} + 44 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{45} + 45 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{46} + 46 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{47} + 47 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{48} + 48 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{49} + 49 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{50} + 50 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{51} + 51 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{52} + 52 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{53} + 53 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{54} + 54 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{55} + 55 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{56} + 56 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{57} + 57 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{58} + 58 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{59} + 59 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{60} + 60 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{61} + 61 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{62} + 62 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{63} + 63 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{64} + 64 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{65} + 65 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{66} + 66 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{67} + 67 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{68} + 68 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{69} + 69 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{70} + 70 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{71} + 71 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{72} + 72 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{73} + 73 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{74} + 74 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{75} + 75 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{76} + 76 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{77} + 77 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{78} + 78 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{79} + 79 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{80} + 80 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{81} + 81 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{82} + 82 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{83} + 83 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{84} + 84 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{85} + 85 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{86} + 86 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{87} + 87 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{88} + 88 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{89} + 89 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{90} + 90 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{91} + 91 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{92} + 92 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{93} + 93 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{94} + 94 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{95} + 95 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{96} + 96 = \alpha}\text{.}} \\-{\text{Consider\ the\ equation }{x^{97} + 97 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{98} + 98 = \gamma}\text{.}} \\-{\text{Consider\ the\ equation }{x^{99} + 99 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{0} + 0 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{1} + 1 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{2} + 2 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{3} + 3 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{4} + 4 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{5} + 5 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{6} + 6 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{7} + 7 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{8} + 8 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{9} + 9 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{10} + 10 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{11} + 11 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{12} + 12 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{13} + 13 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{14} + 14 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{15} + 15 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{16} + 16 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{17} + 17 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{18} + 18 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{19} + 19 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{20} + 20 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{21} + 21 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{22} + 22 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{23} + 23 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{24} + 24 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{25} + 25 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{26} + 26 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{27} + 27 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{28} + 28 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{29} + 29 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{30} + 30 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{31} + 31 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{32} + 32 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{33} + 33 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{34} + 34 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{35} + 35 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{36} + 36 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{37} + 37 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{38} + 38 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{39} + 39 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{40} + 40 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{41} + 41 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{42} + 42 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{43} + 43 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{44} + 44 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{45} + 45 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{46} + 46 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{47} + 47 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{48} + 48 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{49} + 49 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{50} + 50 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{51} + 51 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{52} + 52 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{53} + 53 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{54} + 54 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{55} + 55 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{56} + 56 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{57} + 57 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{58} + 58 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{59} + 59 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{60} + 60 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{61} + 61 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{62} + 62 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{63} + 63 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{64} + 64 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{65} + 65 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{66} + 66 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{67} + 67 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{68} + 68 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{69} + 69 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{70} + 70 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{71} + 71 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{72} + 72 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{73} + 73 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{74} + 74 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{75} + 75 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{76} + 76 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{77} + 77 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{78} + 78 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{79} + 79 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{80} + 80 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{81} + 81 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{82} + 82 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{83} + 83 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{84} + 84 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{85} + 85 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{86} + 86 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{87} + 87 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{88} + 88 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{89} + 89 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{90} + 90 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{91} + 91 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{92} + 92 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{93} + 93 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{94} + 94 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{95} + 95 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{96} + 96 = \alpha}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{97} + 97 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{98} + 98 = \gamma}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{99} + 99 = \delta}\text{.}} \\ \end{array}
tests/writers/m1000.tex view
@@ -1,102 +1,102 @@ \begin{array}{llllllllll}-{\text{Consider\ the\ equation }{x^{0} + 0 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{1} + 1 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{2} + 2 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{3} + 3 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{4} + 4 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{5} + 5 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{6} + 6 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{7} + 7 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{8} + 8 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{9} + 9 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{10} + 10 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{11} + 11 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{12} + 12 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{13} + 13 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{14} + 14 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{15} + 15 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{16} + 16 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{17} + 17 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{18} + 18 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{19} + 19 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{20} + 20 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{21} + 21 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{22} + 22 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{23} + 23 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{24} + 24 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{25} + 25 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{26} + 26 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{27} + 27 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{28} + 28 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{29} + 29 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{30} + 30 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{31} + 31 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{32} + 32 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{33} + 33 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{34} + 34 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{35} + 35 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{36} + 36 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{37} + 37 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{38} + 38 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{39} + 39 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{40} + 40 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{41} + 41 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{42} + 42 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{43} + 43 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{44} + 44 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{45} + 45 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{46} + 46 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{47} + 47 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{48} + 48 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{49} + 49 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{50} + 50 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{51} + 51 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{52} + 52 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{53} + 53 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{54} + 54 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{55} + 55 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{56} + 56 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{57} + 57 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{58} + 58 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{59} + 59 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{60} + 60 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{61} + 61 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{62} + 62 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{63} + 63 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{64} + 64 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{65} + 65 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{66} + 66 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{67} + 67 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{68} + 68 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{69} + 69 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{70} + 70 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{71} + 71 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{72} + 72 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{73} + 73 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{74} + 74 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{75} + 75 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{76} + 76 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{77} + 77 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{78} + 78 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{79} + 79 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{80} + 80 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{81} + 81 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{82} + 82 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{83} + 83 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{84} + 84 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{85} + 85 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{86} + 86 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{87} + 87 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{88} + 88 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{89} + 89 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{90} + 90 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{91} + 91 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{92} + 92 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{93} + 93 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{94} + 94 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{95} + 95 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{96} + 96 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{97} + 97 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{98} + 98 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{99} + 99 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{100} + 100 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{101} + 101 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{102} + 102 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{103} + 103 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{104} + 104 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{105} + 105 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{106} + 106 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{107} + 107 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{108} + 108 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{109} + 109 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{110} + 110 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{111} + 111 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{112} + 112 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{113} + 113 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{114} + 114 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{115} + 115 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{116} + 116 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{117} + 117 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{118} + 118 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{119} + 119 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{120} + 120 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{121} + 121 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{122} + 122 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{123} + 123 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{124} + 124 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{125} + 125 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{126} + 126 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{127} + 127 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{128} + 128 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{129} + 129 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{130} + 130 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{131} + 131 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{132} + 132 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{133} + 133 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{134} + 134 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{135} + 135 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{136} + 136 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{137} + 137 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{138} + 138 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{139} + 139 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{140} + 140 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{141} + 141 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{142} + 142 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{143} + 143 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{144} + 144 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{145} + 145 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{146} + 146 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{147} + 147 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{148} + 148 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{149} + 149 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{150} + 150 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{151} + 151 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{152} + 152 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{153} + 153 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{154} + 154 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{155} + 155 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{156} + 156 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{157} + 157 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{158} + 158 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{159} + 159 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{160} + 160 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{161} + 161 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{162} + 162 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{163} + 163 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{164} + 164 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{165} + 165 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{166} + 166 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{167} + 167 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{168} + 168 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{169} + 169 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{170} + 170 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{171} + 171 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{172} + 172 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{173} + 173 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{174} + 174 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{175} + 175 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{176} + 176 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{177} + 177 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{178} + 178 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{179} + 179 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{180} + 180 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{181} + 181 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{182} + 182 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{183} + 183 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{184} + 184 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{185} + 185 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{186} + 186 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{187} + 187 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{188} + 188 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{189} + 189 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{190} + 190 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{191} + 191 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{192} + 192 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{193} + 193 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{194} + 194 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{195} + 195 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{196} + 196 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{197} + 197 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{198} + 198 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{199} + 199 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{200} + 200 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{201} + 201 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{202} + 202 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{203} + 203 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{204} + 204 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{205} + 205 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{206} + 206 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{207} + 207 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{208} + 208 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{209} + 209 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{210} + 210 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{211} + 211 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{212} + 212 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{213} + 213 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{214} + 214 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{215} + 215 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{216} + 216 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{217} + 217 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{218} + 218 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{219} + 219 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{220} + 220 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{221} + 221 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{222} + 222 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{223} + 223 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{224} + 224 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{225} + 225 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{226} + 226 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{227} + 227 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{228} + 228 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{229} + 229 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{230} + 230 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{231} + 231 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{232} + 232 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{233} + 233 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{234} + 234 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{235} + 235 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{236} + 236 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{237} + 237 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{238} + 238 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{239} + 239 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{240} + 240 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{241} + 241 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{242} + 242 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{243} + 243 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{244} + 244 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{245} + 245 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{246} + 246 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{247} + 247 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{248} + 248 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{249} + 249 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{250} + 250 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{251} + 251 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{252} + 252 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{253} + 253 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{254} + 254 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{255} + 255 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{256} + 256 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{257} + 257 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{258} + 258 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{259} + 259 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{260} + 260 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{261} + 261 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{262} + 262 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{263} + 263 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{264} + 264 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{265} + 265 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{266} + 266 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{267} + 267 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{268} + 268 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{269} + 269 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{270} + 270 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{271} + 271 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{272} + 272 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{273} + 273 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{274} + 274 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{275} + 275 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{276} + 276 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{277} + 277 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{278} + 278 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{279} + 279 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{280} + 280 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{281} + 281 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{282} + 282 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{283} + 283 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{284} + 284 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{285} + 285 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{286} + 286 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{287} + 287 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{288} + 288 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{289} + 289 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{290} + 290 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{291} + 291 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{292} + 292 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{293} + 293 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{294} + 294 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{295} + 295 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{296} + 296 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{297} + 297 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{298} + 298 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{299} + 299 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{300} + 300 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{301} + 301 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{302} + 302 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{303} + 303 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{304} + 304 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{305} + 305 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{306} + 306 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{307} + 307 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{308} + 308 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{309} + 309 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{310} + 310 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{311} + 311 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{312} + 312 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{313} + 313 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{314} + 314 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{315} + 315 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{316} + 316 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{317} + 317 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{318} + 318 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{319} + 319 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{320} + 320 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{321} + 321 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{322} + 322 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{323} + 323 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{324} + 324 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{325} + 325 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{326} + 326 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{327} + 327 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{328} + 328 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{329} + 329 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{330} + 330 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{331} + 331 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{332} + 332 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{333} + 333 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{334} + 334 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{335} + 335 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{336} + 336 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{337} + 337 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{338} + 338 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{339} + 339 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{340} + 340 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{341} + 341 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{342} + 342 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{343} + 343 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{344} + 344 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{345} + 345 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{346} + 346 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{347} + 347 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{348} + 348 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{349} + 349 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{350} + 350 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{351} + 351 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{352} + 352 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{353} + 353 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{354} + 354 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{355} + 355 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{356} + 356 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{357} + 357 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{358} + 358 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{359} + 359 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{360} + 360 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{361} + 361 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{362} + 362 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{363} + 363 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{364} + 364 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{365} + 365 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{366} + 366 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{367} + 367 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{368} + 368 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{369} + 369 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{370} + 370 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{371} + 371 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{372} + 372 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{373} + 373 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{374} + 374 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{375} + 375 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{376} + 376 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{377} + 377 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{378} + 378 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{379} + 379 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{380} + 380 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{381} + 381 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{382} + 382 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{383} + 383 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{384} + 384 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{385} + 385 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{386} + 386 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{387} + 387 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{388} + 388 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{389} + 389 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{390} + 390 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{391} + 391 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{392} + 392 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{393} + 393 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{394} + 394 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{395} + 395 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{396} + 396 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{397} + 397 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{398} + 398 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{399} + 399 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{400} + 400 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{401} + 401 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{402} + 402 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{403} + 403 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{404} + 404 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{405} + 405 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{406} + 406 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{407} + 407 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{408} + 408 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{409} + 409 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{410} + 410 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{411} + 411 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{412} + 412 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{413} + 413 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{414} + 414 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{415} + 415 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{416} + 416 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{417} + 417 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{418} + 418 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{419} + 419 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{420} + 420 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{421} + 421 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{422} + 422 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{423} + 423 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{424} + 424 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{425} + 425 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{426} + 426 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{427} + 427 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{428} + 428 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{429} + 429 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{430} + 430 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{431} + 431 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{432} + 432 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{433} + 433 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{434} + 434 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{435} + 435 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{436} + 436 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{437} + 437 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{438} + 438 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{439} + 439 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{440} + 440 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{441} + 441 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{442} + 442 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{443} + 443 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{444} + 444 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{445} + 445 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{446} + 446 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{447} + 447 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{448} + 448 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{449} + 449 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{450} + 450 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{451} + 451 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{452} + 452 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{453} + 453 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{454} + 454 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{455} + 455 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{456} + 456 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{457} + 457 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{458} + 458 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{459} + 459 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{460} + 460 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{461} + 461 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{462} + 462 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{463} + 463 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{464} + 464 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{465} + 465 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{466} + 466 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{467} + 467 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{468} + 468 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{469} + 469 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{470} + 470 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{471} + 471 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{472} + 472 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{473} + 473 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{474} + 474 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{475} + 475 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{476} + 476 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{477} + 477 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{478} + 478 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{479} + 479 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{480} + 480 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{481} + 481 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{482} + 482 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{483} + 483 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{484} + 484 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{485} + 485 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{486} + 486 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{487} + 487 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{488} + 488 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{489} + 489 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{490} + 490 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{491} + 491 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{492} + 492 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{493} + 493 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{494} + 494 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{495} + 495 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{496} + 496 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{497} + 497 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{498} + 498 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{499} + 499 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{500} + 500 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{501} + 501 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{502} + 502 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{503} + 503 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{504} + 504 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{505} + 505 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{506} + 506 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{507} + 507 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{508} + 508 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{509} + 509 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{510} + 510 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{511} + 511 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{512} + 512 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{513} + 513 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{514} + 514 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{515} + 515 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{516} + 516 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{517} + 517 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{518} + 518 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{519} + 519 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{520} + 520 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{521} + 521 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{522} + 522 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{523} + 523 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{524} + 524 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{525} + 525 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{526} + 526 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{527} + 527 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{528} + 528 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{529} + 529 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{530} + 530 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{531} + 531 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{532} + 532 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{533} + 533 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{534} + 534 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{535} + 535 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{536} + 536 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{537} + 537 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{538} + 538 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{539} + 539 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{540} + 540 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{541} + 541 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{542} + 542 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{543} + 543 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{544} + 544 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{545} + 545 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{546} + 546 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{547} + 547 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{548} + 548 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{549} + 549 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{550} + 550 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{551} + 551 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{552} + 552 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{553} + 553 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{554} + 554 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{555} + 555 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{556} + 556 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{557} + 557 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{558} + 558 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{559} + 559 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{560} + 560 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{561} + 561 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{562} + 562 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{563} + 563 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{564} + 564 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{565} + 565 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{566} + 566 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{567} + 567 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{568} + 568 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{569} + 569 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{570} + 570 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{571} + 571 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{572} + 572 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{573} + 573 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{574} + 574 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{575} + 575 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{576} + 576 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{577} + 577 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{578} + 578 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{579} + 579 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{580} + 580 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{581} + 581 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{582} + 582 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{583} + 583 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{584} + 584 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{585} + 585 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{586} + 586 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{587} + 587 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{588} + 588 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{589} + 589 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{590} + 590 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{591} + 591 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{592} + 592 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{593} + 593 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{594} + 594 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{595} + 595 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{596} + 596 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{597} + 597 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{598} + 598 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{599} + 599 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{600} + 600 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{601} + 601 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{602} + 602 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{603} + 603 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{604} + 604 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{605} + 605 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{606} + 606 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{607} + 607 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{608} + 608 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{609} + 609 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{610} + 610 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{611} + 611 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{612} + 612 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{613} + 613 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{614} + 614 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{615} + 615 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{616} + 616 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{617} + 617 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{618} + 618 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{619} + 619 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{620} + 620 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{621} + 621 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{622} + 622 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{623} + 623 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{624} + 624 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{625} + 625 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{626} + 626 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{627} + 627 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{628} + 628 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{629} + 629 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{630} + 630 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{631} + 631 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{632} + 632 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{633} + 633 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{634} + 634 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{635} + 635 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{636} + 636 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{637} + 637 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{638} + 638 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{639} + 639 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{640} + 640 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{641} + 641 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{642} + 642 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{643} + 643 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{644} + 644 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{645} + 645 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{646} + 646 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{647} + 647 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{648} + 648 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{649} + 649 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{650} + 650 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{651} + 651 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{652} + 652 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{653} + 653 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{654} + 654 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{655} + 655 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{656} + 656 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{657} + 657 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{658} + 658 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{659} + 659 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{660} + 660 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{661} + 661 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{662} + 662 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{663} + 663 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{664} + 664 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{665} + 665 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{666} + 666 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{667} + 667 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{668} + 668 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{669} + 669 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{670} + 670 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{671} + 671 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{672} + 672 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{673} + 673 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{674} + 674 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{675} + 675 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{676} + 676 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{677} + 677 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{678} + 678 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{679} + 679 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{680} + 680 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{681} + 681 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{682} + 682 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{683} + 683 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{684} + 684 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{685} + 685 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{686} + 686 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{687} + 687 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{688} + 688 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{689} + 689 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{690} + 690 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{691} + 691 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{692} + 692 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{693} + 693 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{694} + 694 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{695} + 695 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{696} + 696 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{697} + 697 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{698} + 698 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{699} + 699 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{700} + 700 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{701} + 701 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{702} + 702 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{703} + 703 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{704} + 704 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{705} + 705 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{706} + 706 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{707} + 707 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{708} + 708 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{709} + 709 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{710} + 710 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{711} + 711 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{712} + 712 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{713} + 713 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{714} + 714 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{715} + 715 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{716} + 716 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{717} + 717 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{718} + 718 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{719} + 719 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{720} + 720 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{721} + 721 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{722} + 722 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{723} + 723 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{724} + 724 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{725} + 725 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{726} + 726 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{727} + 727 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{728} + 728 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{729} + 729 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{730} + 730 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{731} + 731 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{732} + 732 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{733} + 733 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{734} + 734 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{735} + 735 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{736} + 736 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{737} + 737 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{738} + 738 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{739} + 739 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{740} + 740 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{741} + 741 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{742} + 742 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{743} + 743 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{744} + 744 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{745} + 745 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{746} + 746 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{747} + 747 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{748} + 748 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{749} + 749 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{750} + 750 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{751} + 751 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{752} + 752 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{753} + 753 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{754} + 754 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{755} + 755 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{756} + 756 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{757} + 757 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{758} + 758 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{759} + 759 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{760} + 760 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{761} + 761 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{762} + 762 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{763} + 763 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{764} + 764 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{765} + 765 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{766} + 766 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{767} + 767 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{768} + 768 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{769} + 769 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{770} + 770 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{771} + 771 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{772} + 772 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{773} + 773 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{774} + 774 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{775} + 775 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{776} + 776 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{777} + 777 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{778} + 778 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{779} + 779 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{780} + 780 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{781} + 781 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{782} + 782 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{783} + 783 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{784} + 784 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{785} + 785 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{786} + 786 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{787} + 787 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{788} + 788 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{789} + 789 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{790} + 790 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{791} + 791 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{792} + 792 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{793} + 793 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{794} + 794 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{795} + 795 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{796} + 796 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{797} + 797 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{798} + 798 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{799} + 799 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{800} + 800 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{801} + 801 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{802} + 802 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{803} + 803 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{804} + 804 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{805} + 805 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{806} + 806 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{807} + 807 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{808} + 808 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{809} + 809 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{810} + 810 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{811} + 811 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{812} + 812 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{813} + 813 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{814} + 814 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{815} + 815 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{816} + 816 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{817} + 817 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{818} + 818 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{819} + 819 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{820} + 820 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{821} + 821 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{822} + 822 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{823} + 823 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{824} + 824 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{825} + 825 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{826} + 826 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{827} + 827 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{828} + 828 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{829} + 829 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{830} + 830 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{831} + 831 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{832} + 832 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{833} + 833 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{834} + 834 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{835} + 835 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{836} + 836 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{837} + 837 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{838} + 838 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{839} + 839 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{840} + 840 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{841} + 841 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{842} + 842 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{843} + 843 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{844} + 844 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{845} + 845 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{846} + 846 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{847} + 847 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{848} + 848 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{849} + 849 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{850} + 850 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{851} + 851 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{852} + 852 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{853} + 853 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{854} + 854 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{855} + 855 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{856} + 856 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{857} + 857 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{858} + 858 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{859} + 859 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{860} + 860 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{861} + 861 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{862} + 862 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{863} + 863 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{864} + 864 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{865} + 865 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{866} + 866 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{867} + 867 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{868} + 868 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{869} + 869 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{870} + 870 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{871} + 871 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{872} + 872 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{873} + 873 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{874} + 874 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{875} + 875 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{876} + 876 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{877} + 877 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{878} + 878 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{879} + 879 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{880} + 880 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{881} + 881 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{882} + 882 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{883} + 883 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{884} + 884 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{885} + 885 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{886} + 886 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{887} + 887 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{888} + 888 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{889} + 889 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{890} + 890 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{891} + 891 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{892} + 892 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{893} + 893 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{894} + 894 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{895} + 895 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{896} + 896 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{897} + 897 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{898} + 898 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{899} + 899 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{900} + 900 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{901} + 901 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{902} + 902 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{903} + 903 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{904} + 904 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{905} + 905 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{906} + 906 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{907} + 907 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{908} + 908 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{909} + 909 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{910} + 910 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{911} + 911 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{912} + 912 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{913} + 913 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{914} + 914 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{915} + 915 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{916} + 916 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{917} + 917 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{918} + 918 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{919} + 919 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{920} + 920 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{921} + 921 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{922} + 922 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{923} + 923 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{924} + 924 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{925} + 925 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{926} + 926 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{927} + 927 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{928} + 928 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{929} + 929 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{930} + 930 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{931} + 931 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{932} + 932 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{933} + 933 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{934} + 934 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{935} + 935 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{936} + 936 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{937} + 937 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{938} + 938 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{939} + 939 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{940} + 940 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{941} + 941 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{942} + 942 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{943} + 943 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{944} + 944 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{945} + 945 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{946} + 946 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{947} + 947 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{948} + 948 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{949} + 949 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{950} + 950 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{951} + 951 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{952} + 952 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{953} + 953 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{954} + 954 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{955} + 955 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{956} + 956 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{957} + 957 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{958} + 958 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{959} + 959 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{960} + 960 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{961} + 961 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{962} + 962 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{963} + 963 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{964} + 964 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{965} + 965 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{966} + 966 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{967} + 967 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{968} + 968 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{969} + 969 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{970} + 970 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{971} + 971 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{972} + 972 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{973} + 973 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{974} + 974 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{975} + 975 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{976} + 976 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{977} + 977 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{978} + 978 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{979} + 979 = \delta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{980} + 980 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{981} + 981 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{982} + 982 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{983} + 983 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{984} + 984 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{985} + 985 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{986} + 986 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{987} + 987 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{988} + 988 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{989} + 989 = \beta}\text{.}} \\-{\text{Consider\ the\ equation }{x^{990} + 990 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{991} + 991 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{992} + 992 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{993} + 993 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{994} + 994 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{995} + 995 = \delta}\text{.}} & {\text{Consider\ the\ equation }{x^{996} + 996 = \alpha}\text{.}} & {\text{Consider\ the\ equation }{x^{997} + 997 = \beta}\text{.}} & {\text{Consider\ the\ equation }{x^{998} + 998 = \gamma}\text{.}} & {\text{Consider\ the\ equation }{x^{999} + 999 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{0} + 0 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{1} + 1 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{2} + 2 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{3} + 3 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{4} + 4 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{5} + 5 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{6} + 6 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{7} + 7 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{8} + 8 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{9} + 9 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{10} + 10 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{11} + 11 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{12} + 12 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{13} + 13 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{14} + 14 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{15} + 15 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{16} + 16 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{17} + 17 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{18} + 18 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{19} + 19 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{20} + 20 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{21} + 21 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{22} + 22 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{23} + 23 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{24} + 24 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{25} + 25 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{26} + 26 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{27} + 27 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{28} + 28 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{29} + 29 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{30} + 30 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{31} + 31 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{32} + 32 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{33} + 33 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{34} + 34 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{35} + 35 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{36} + 36 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{37} + 37 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{38} + 38 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{39} + 39 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{40} + 40 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{41} + 41 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{42} + 42 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{43} + 43 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{44} + 44 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{45} + 45 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{46} + 46 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{47} + 47 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{48} + 48 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{49} + 49 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{50} + 50 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{51} + 51 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{52} + 52 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{53} + 53 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{54} + 54 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{55} + 55 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{56} + 56 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{57} + 57 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{58} + 58 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{59} + 59 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{60} + 60 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{61} + 61 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{62} + 62 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{63} + 63 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{64} + 64 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{65} + 65 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{66} + 66 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{67} + 67 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{68} + 68 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{69} + 69 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{70} + 70 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{71} + 71 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{72} + 72 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{73} + 73 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{74} + 74 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{75} + 75 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{76} + 76 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{77} + 77 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{78} + 78 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{79} + 79 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{80} + 80 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{81} + 81 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{82} + 82 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{83} + 83 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{84} + 84 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{85} + 85 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{86} + 86 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{87} + 87 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{88} + 88 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{89} + 89 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{90} + 90 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{91} + 91 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{92} + 92 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{93} + 93 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{94} + 94 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{95} + 95 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{96} + 96 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{97} + 97 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{98} + 98 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{99} + 99 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{100} + 100 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{101} + 101 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{102} + 102 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{103} + 103 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{104} + 104 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{105} + 105 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{106} + 106 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{107} + 107 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{108} + 108 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{109} + 109 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{110} + 110 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{111} + 111 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{112} + 112 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{113} + 113 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{114} + 114 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{115} + 115 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{116} + 116 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{117} + 117 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{118} + 118 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{119} + 119 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{120} + 120 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{121} + 121 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{122} + 122 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{123} + 123 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{124} + 124 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{125} + 125 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{126} + 126 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{127} + 127 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{128} + 128 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{129} + 129 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{130} + 130 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{131} + 131 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{132} + 132 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{133} + 133 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{134} + 134 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{135} + 135 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{136} + 136 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{137} + 137 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{138} + 138 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{139} + 139 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{140} + 140 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{141} + 141 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{142} + 142 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{143} + 143 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{144} + 144 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{145} + 145 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{146} + 146 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{147} + 147 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{148} + 148 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{149} + 149 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{150} + 150 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{151} + 151 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{152} + 152 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{153} + 153 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{154} + 154 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{155} + 155 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{156} + 156 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{157} + 157 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{158} + 158 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{159} + 159 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{160} + 160 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{161} + 161 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{162} + 162 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{163} + 163 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{164} + 164 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{165} + 165 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{166} + 166 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{167} + 167 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{168} + 168 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{169} + 169 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{170} + 170 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{171} + 171 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{172} + 172 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{173} + 173 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{174} + 174 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{175} + 175 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{176} + 176 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{177} + 177 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{178} + 178 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{179} + 179 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{180} + 180 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{181} + 181 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{182} + 182 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{183} + 183 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{184} + 184 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{185} + 185 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{186} + 186 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{187} + 187 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{188} + 188 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{189} + 189 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{190} + 190 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{191} + 191 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{192} + 192 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{193} + 193 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{194} + 194 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{195} + 195 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{196} + 196 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{197} + 197 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{198} + 198 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{199} + 199 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{200} + 200 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{201} + 201 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{202} + 202 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{203} + 203 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{204} + 204 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{205} + 205 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{206} + 206 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{207} + 207 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{208} + 208 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{209} + 209 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{210} + 210 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{211} + 211 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{212} + 212 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{213} + 213 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{214} + 214 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{215} + 215 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{216} + 216 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{217} + 217 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{218} + 218 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{219} + 219 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{220} + 220 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{221} + 221 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{222} + 222 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{223} + 223 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{224} + 224 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{225} + 225 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{226} + 226 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{227} + 227 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{228} + 228 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{229} + 229 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{230} + 230 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{231} + 231 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{232} + 232 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{233} + 233 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{234} + 234 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{235} + 235 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{236} + 236 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{237} + 237 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{238} + 238 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{239} + 239 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{240} + 240 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{241} + 241 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{242} + 242 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{243} + 243 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{244} + 244 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{245} + 245 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{246} + 246 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{247} + 247 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{248} + 248 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{249} + 249 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{250} + 250 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{251} + 251 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{252} + 252 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{253} + 253 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{254} + 254 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{255} + 255 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{256} + 256 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{257} + 257 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{258} + 258 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{259} + 259 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{260} + 260 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{261} + 261 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{262} + 262 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{263} + 263 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{264} + 264 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{265} + 265 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{266} + 266 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{267} + 267 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{268} + 268 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{269} + 269 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{270} + 270 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{271} + 271 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{272} + 272 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{273} + 273 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{274} + 274 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{275} + 275 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{276} + 276 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{277} + 277 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{278} + 278 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{279} + 279 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{280} + 280 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{281} + 281 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{282} + 282 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{283} + 283 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{284} + 284 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{285} + 285 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{286} + 286 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{287} + 287 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{288} + 288 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{289} + 289 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{290} + 290 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{291} + 291 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{292} + 292 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{293} + 293 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{294} + 294 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{295} + 295 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{296} + 296 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{297} + 297 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{298} + 298 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{299} + 299 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{300} + 300 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{301} + 301 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{302} + 302 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{303} + 303 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{304} + 304 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{305} + 305 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{306} + 306 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{307} + 307 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{308} + 308 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{309} + 309 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{310} + 310 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{311} + 311 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{312} + 312 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{313} + 313 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{314} + 314 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{315} + 315 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{316} + 316 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{317} + 317 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{318} + 318 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{319} + 319 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{320} + 320 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{321} + 321 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{322} + 322 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{323} + 323 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{324} + 324 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{325} + 325 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{326} + 326 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{327} + 327 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{328} + 328 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{329} + 329 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{330} + 330 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{331} + 331 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{332} + 332 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{333} + 333 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{334} + 334 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{335} + 335 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{336} + 336 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{337} + 337 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{338} + 338 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{339} + 339 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{340} + 340 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{341} + 341 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{342} + 342 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{343} + 343 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{344} + 344 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{345} + 345 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{346} + 346 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{347} + 347 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{348} + 348 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{349} + 349 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{350} + 350 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{351} + 351 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{352} + 352 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{353} + 353 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{354} + 354 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{355} + 355 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{356} + 356 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{357} + 357 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{358} + 358 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{359} + 359 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{360} + 360 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{361} + 361 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{362} + 362 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{363} + 363 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{364} + 364 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{365} + 365 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{366} + 366 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{367} + 367 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{368} + 368 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{369} + 369 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{370} + 370 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{371} + 371 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{372} + 372 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{373} + 373 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{374} + 374 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{375} + 375 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{376} + 376 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{377} + 377 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{378} + 378 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{379} + 379 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{380} + 380 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{381} + 381 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{382} + 382 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{383} + 383 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{384} + 384 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{385} + 385 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{386} + 386 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{387} + 387 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{388} + 388 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{389} + 389 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{390} + 390 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{391} + 391 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{392} + 392 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{393} + 393 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{394} + 394 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{395} + 395 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{396} + 396 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{397} + 397 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{398} + 398 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{399} + 399 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{400} + 400 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{401} + 401 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{402} + 402 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{403} + 403 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{404} + 404 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{405} + 405 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{406} + 406 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{407} + 407 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{408} + 408 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{409} + 409 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{410} + 410 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{411} + 411 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{412} + 412 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{413} + 413 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{414} + 414 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{415} + 415 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{416} + 416 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{417} + 417 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{418} + 418 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{419} + 419 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{420} + 420 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{421} + 421 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{422} + 422 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{423} + 423 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{424} + 424 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{425} + 425 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{426} + 426 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{427} + 427 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{428} + 428 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{429} + 429 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{430} + 430 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{431} + 431 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{432} + 432 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{433} + 433 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{434} + 434 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{435} + 435 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{436} + 436 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{437} + 437 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{438} + 438 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{439} + 439 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{440} + 440 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{441} + 441 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{442} + 442 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{443} + 443 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{444} + 444 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{445} + 445 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{446} + 446 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{447} + 447 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{448} + 448 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{449} + 449 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{450} + 450 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{451} + 451 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{452} + 452 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{453} + 453 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{454} + 454 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{455} + 455 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{456} + 456 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{457} + 457 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{458} + 458 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{459} + 459 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{460} + 460 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{461} + 461 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{462} + 462 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{463} + 463 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{464} + 464 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{465} + 465 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{466} + 466 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{467} + 467 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{468} + 468 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{469} + 469 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{470} + 470 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{471} + 471 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{472} + 472 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{473} + 473 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{474} + 474 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{475} + 475 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{476} + 476 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{477} + 477 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{478} + 478 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{479} + 479 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{480} + 480 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{481} + 481 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{482} + 482 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{483} + 483 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{484} + 484 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{485} + 485 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{486} + 486 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{487} + 487 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{488} + 488 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{489} + 489 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{490} + 490 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{491} + 491 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{492} + 492 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{493} + 493 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{494} + 494 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{495} + 495 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{496} + 496 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{497} + 497 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{498} + 498 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{499} + 499 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{500} + 500 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{501} + 501 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{502} + 502 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{503} + 503 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{504} + 504 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{505} + 505 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{506} + 506 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{507} + 507 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{508} + 508 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{509} + 509 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{510} + 510 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{511} + 511 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{512} + 512 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{513} + 513 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{514} + 514 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{515} + 515 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{516} + 516 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{517} + 517 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{518} + 518 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{519} + 519 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{520} + 520 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{521} + 521 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{522} + 522 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{523} + 523 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{524} + 524 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{525} + 525 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{526} + 526 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{527} + 527 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{528} + 528 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{529} + 529 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{530} + 530 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{531} + 531 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{532} + 532 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{533} + 533 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{534} + 534 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{535} + 535 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{536} + 536 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{537} + 537 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{538} + 538 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{539} + 539 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{540} + 540 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{541} + 541 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{542} + 542 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{543} + 543 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{544} + 544 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{545} + 545 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{546} + 546 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{547} + 547 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{548} + 548 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{549} + 549 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{550} + 550 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{551} + 551 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{552} + 552 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{553} + 553 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{554} + 554 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{555} + 555 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{556} + 556 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{557} + 557 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{558} + 558 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{559} + 559 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{560} + 560 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{561} + 561 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{562} + 562 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{563} + 563 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{564} + 564 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{565} + 565 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{566} + 566 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{567} + 567 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{568} + 568 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{569} + 569 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{570} + 570 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{571} + 571 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{572} + 572 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{573} + 573 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{574} + 574 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{575} + 575 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{576} + 576 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{577} + 577 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{578} + 578 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{579} + 579 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{580} + 580 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{581} + 581 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{582} + 582 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{583} + 583 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{584} + 584 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{585} + 585 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{586} + 586 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{587} + 587 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{588} + 588 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{589} + 589 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{590} + 590 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{591} + 591 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{592} + 592 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{593} + 593 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{594} + 594 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{595} + 595 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{596} + 596 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{597} + 597 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{598} + 598 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{599} + 599 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{600} + 600 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{601} + 601 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{602} + 602 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{603} + 603 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{604} + 604 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{605} + 605 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{606} + 606 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{607} + 607 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{608} + 608 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{609} + 609 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{610} + 610 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{611} + 611 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{612} + 612 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{613} + 613 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{614} + 614 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{615} + 615 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{616} + 616 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{617} + 617 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{618} + 618 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{619} + 619 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{620} + 620 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{621} + 621 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{622} + 622 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{623} + 623 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{624} + 624 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{625} + 625 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{626} + 626 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{627} + 627 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{628} + 628 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{629} + 629 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{630} + 630 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{631} + 631 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{632} + 632 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{633} + 633 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{634} + 634 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{635} + 635 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{636} + 636 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{637} + 637 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{638} + 638 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{639} + 639 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{640} + 640 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{641} + 641 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{642} + 642 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{643} + 643 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{644} + 644 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{645} + 645 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{646} + 646 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{647} + 647 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{648} + 648 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{649} + 649 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{650} + 650 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{651} + 651 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{652} + 652 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{653} + 653 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{654} + 654 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{655} + 655 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{656} + 656 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{657} + 657 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{658} + 658 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{659} + 659 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{660} + 660 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{661} + 661 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{662} + 662 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{663} + 663 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{664} + 664 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{665} + 665 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{666} + 666 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{667} + 667 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{668} + 668 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{669} + 669 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{670} + 670 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{671} + 671 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{672} + 672 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{673} + 673 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{674} + 674 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{675} + 675 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{676} + 676 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{677} + 677 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{678} + 678 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{679} + 679 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{680} + 680 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{681} + 681 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{682} + 682 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{683} + 683 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{684} + 684 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{685} + 685 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{686} + 686 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{687} + 687 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{688} + 688 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{689} + 689 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{690} + 690 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{691} + 691 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{692} + 692 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{693} + 693 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{694} + 694 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{695} + 695 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{696} + 696 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{697} + 697 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{698} + 698 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{699} + 699 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{700} + 700 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{701} + 701 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{702} + 702 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{703} + 703 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{704} + 704 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{705} + 705 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{706} + 706 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{707} + 707 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{708} + 708 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{709} + 709 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{710} + 710 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{711} + 711 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{712} + 712 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{713} + 713 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{714} + 714 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{715} + 715 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{716} + 716 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{717} + 717 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{718} + 718 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{719} + 719 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{720} + 720 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{721} + 721 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{722} + 722 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{723} + 723 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{724} + 724 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{725} + 725 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{726} + 726 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{727} + 727 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{728} + 728 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{729} + 729 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{730} + 730 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{731} + 731 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{732} + 732 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{733} + 733 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{734} + 734 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{735} + 735 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{736} + 736 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{737} + 737 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{738} + 738 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{739} + 739 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{740} + 740 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{741} + 741 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{742} + 742 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{743} + 743 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{744} + 744 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{745} + 745 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{746} + 746 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{747} + 747 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{748} + 748 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{749} + 749 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{750} + 750 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{751} + 751 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{752} + 752 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{753} + 753 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{754} + 754 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{755} + 755 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{756} + 756 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{757} + 757 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{758} + 758 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{759} + 759 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{760} + 760 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{761} + 761 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{762} + 762 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{763} + 763 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{764} + 764 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{765} + 765 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{766} + 766 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{767} + 767 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{768} + 768 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{769} + 769 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{770} + 770 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{771} + 771 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{772} + 772 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{773} + 773 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{774} + 774 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{775} + 775 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{776} + 776 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{777} + 777 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{778} + 778 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{779} + 779 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{780} + 780 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{781} + 781 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{782} + 782 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{783} + 783 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{784} + 784 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{785} + 785 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{786} + 786 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{787} + 787 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{788} + 788 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{789} + 789 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{790} + 790 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{791} + 791 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{792} + 792 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{793} + 793 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{794} + 794 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{795} + 795 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{796} + 796 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{797} + 797 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{798} + 798 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{799} + 799 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{800} + 800 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{801} + 801 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{802} + 802 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{803} + 803 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{804} + 804 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{805} + 805 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{806} + 806 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{807} + 807 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{808} + 808 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{809} + 809 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{810} + 810 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{811} + 811 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{812} + 812 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{813} + 813 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{814} + 814 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{815} + 815 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{816} + 816 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{817} + 817 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{818} + 818 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{819} + 819 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{820} + 820 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{821} + 821 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{822} + 822 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{823} + 823 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{824} + 824 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{825} + 825 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{826} + 826 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{827} + 827 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{828} + 828 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{829} + 829 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{830} + 830 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{831} + 831 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{832} + 832 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{833} + 833 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{834} + 834 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{835} + 835 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{836} + 836 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{837} + 837 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{838} + 838 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{839} + 839 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{840} + 840 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{841} + 841 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{842} + 842 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{843} + 843 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{844} + 844 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{845} + 845 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{846} + 846 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{847} + 847 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{848} + 848 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{849} + 849 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{850} + 850 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{851} + 851 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{852} + 852 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{853} + 853 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{854} + 854 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{855} + 855 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{856} + 856 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{857} + 857 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{858} + 858 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{859} + 859 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{860} + 860 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{861} + 861 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{862} + 862 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{863} + 863 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{864} + 864 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{865} + 865 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{866} + 866 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{867} + 867 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{868} + 868 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{869} + 869 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{870} + 870 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{871} + 871 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{872} + 872 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{873} + 873 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{874} + 874 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{875} + 875 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{876} + 876 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{877} + 877 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{878} + 878 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{879} + 879 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{880} + 880 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{881} + 881 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{882} + 882 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{883} + 883 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{884} + 884 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{885} + 885 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{886} + 886 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{887} + 887 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{888} + 888 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{889} + 889 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{890} + 890 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{891} + 891 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{892} + 892 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{893} + 893 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{894} + 894 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{895} + 895 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{896} + 896 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{897} + 897 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{898} + 898 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{899} + 899 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{900} + 900 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{901} + 901 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{902} + 902 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{903} + 903 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{904} + 904 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{905} + 905 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{906} + 906 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{907} + 907 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{908} + 908 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{909} + 909 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{910} + 910 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{911} + 911 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{912} + 912 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{913} + 913 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{914} + 914 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{915} + 915 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{916} + 916 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{917} + 917 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{918} + 918 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{919} + 919 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{920} + 920 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{921} + 921 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{922} + 922 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{923} + 923 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{924} + 924 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{925} + 925 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{926} + 926 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{927} + 927 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{928} + 928 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{929} + 929 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{930} + 930 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{931} + 931 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{932} + 932 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{933} + 933 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{934} + 934 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{935} + 935 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{936} + 936 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{937} + 937 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{938} + 938 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{939} + 939 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{940} + 940 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{941} + 941 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{942} + 942 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{943} + 943 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{944} + 944 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{945} + 945 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{946} + 946 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{947} + 947 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{948} + 948 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{949} + 949 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{950} + 950 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{951} + 951 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{952} + 952 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{953} + 953 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{954} + 954 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{955} + 955 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{956} + 956 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{957} + 957 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{958} + 958 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{959} + 959 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{960} + 960 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{961} + 961 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{962} + 962 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{963} + 963 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{964} + 964 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{965} + 965 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{966} + 966 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{967} + 967 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{968} + 968 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{969} + 969 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{970} + 970 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{971} + 971 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{972} + 972 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{973} + 973 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{974} + 974 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{975} + 975 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{976} + 976 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{977} + 977 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{978} + 978 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{979} + 979 = \delta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{980} + 980 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{981} + 981 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{982} + 982 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{983} + 983 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{984} + 984 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{985} + 985 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{986} + 986 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{987} + 987 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{988} + 988 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{989} + 989 = \beta}\text{.}} \\+{\text{Consider\ the\ equation~}{x^{990} + 990 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{991} + 991 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{992} + 992 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{993} + 993 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{994} + 994 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{995} + 995 = \delta}\text{.}} & {\text{Consider\ the\ equation~}{x^{996} + 996 = \alpha}\text{.}} & {\text{Consider\ the\ equation~}{x^{997} + 997 = \beta}\text{.}} & {\text{Consider\ the\ equation~}{x^{998} + 998 = \gamma}\text{.}} & {\text{Consider\ the\ equation~}{x^{999} + 999 = \delta}\text{.}} \\ \end{array}
tests/writers/maction-01.mml view
@@ -1,4 +1,6 @@ <?xml version='1.0' ?> <math display="block" xmlns="http://www.w3.org/1998/Math/MathML">-  <mtext mathvariant="normal">Place mouse pointer over this box</mtext>+  <menclose notation="box">+    <mtext mathvariant="normal">Place mouse pointer over this box</mtext>+  </menclose> </math>
tests/writers/maction-01.omml view
@@ -4,11 +4,15 @@     <m:jc m:val="center" />   </m:oMathParaPr>   <m:oMath>-    <m:r>-      <m:rPr>-        <m:sty m:val="p" />-      </m:rPr>-      <m:t>Place mouse pointer over this box</m:t>-    </m:r>+    <m:borderBox>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>Place mouse pointer over this box</m:t>+        </m:r>+      </m:e>+    </m:borderBox>   </m:oMath> </m:oMathPara>
tests/writers/maction-01.tex view
@@ -1,1 +1,1 @@-\text{Place\ mouse\ pointer\ over\ this\ box}+\boxed{\text{Place\ mouse\ pointer\ over\ this\ box}}
tests/writers/mfracZcomp-01.tex view
@@ -1,1 +1,1 @@-\text{Inline,\ auto,\ normal\ line }\frac{\sin\theta}{\pi}\text{,\ numerator\ and\ denominator\ should\ render\ script\ size.}+\text{Inline,\ auto,\ normal\ line~}\frac{\sin\theta}{\pi}\text{,\ numerator\ and\ denominator\ should\ render\ script\ size.}
tests/writers/mfracZcomp-02.tex view
@@ -1,1 +1,1 @@-\text{Inline,\ display\ style,\ normal\ line }\frac{\ln x}{y}\text{,\ numerator\ and\ denominator\ should\ render\ normal\ size.}+\text{Inline,\ display\ style,\ normal\ line~}\frac{\ln x}{y}\text{,\ numerator\ and\ denominator\ should\ render\ normal\ size.}
tests/writers/mfracZcomp-03.tex view
@@ -1,1 +1,1 @@-\text{Inline,\ text\ style,\ normal\ line }\frac{\tan\theta}{67}\text{,\ numerator\ and\ denominator\ should\ render\ script\ size.}+\text{Inline,\ text\ style,\ normal\ line~}\frac{\tan\theta}{67}\text{,\ numerator\ and\ denominator\ should\ render\ script\ size.}
tests/writers/mfracZcomp-04.tex view
@@ -1,1 +1,1 @@-\text{Inline,\ auto,\ thick\ line }\frac{x^{2} + 1}{x}\text{,\ the\ superscripted\ 2\ should\ be\ script-script\ size.}+\text{Inline,\ auto,\ thick\ line~}\frac{x^{2} + 1}{x}\text{,\ the\ superscripted\ 2\ should\ be\ script-script\ size.}
tests/writers/mfracZcomp-05.tex view
@@ -1,1 +1,1 @@-\text{Inline,\ display\ style,\ thick\ line }\frac{x - 1}{{0.98 \times 10^{2}} + y}\text{,\ the\ superscripted\ 2\ should\ be\ script\ size.}+\text{Inline,\ display\ style,\ thick\ line~}\frac{x - 1}{{0.98 \times 10^{2}} + y}\text{,\ the\ superscripted\ 2\ should\ be\ script\ size.}
tests/writers/mfracZcomp-06.tex view
@@ -1,1 +1,1 @@-\text{Inline,\ text\ style,\ thick\ line }{\frac{x^{2} + 1}{x}\frac{x^{2} + 1}{x}}\text{ the\ end.}+\text{Inline,\ text\ style,\ thick\ line~}{\frac{x^{2} + 1}{x}\frac{x^{2} + 1}{x}}\text{~the\ end.}
tests/writers/mfracZcomp-07.tex view
@@ -1,1 +1,1 @@-\text{Inline,\ auto,\ no\ line }\frac{x^{2} + 1}{x}\text{ the\ end.}+\text{Inline,\ auto,\ no\ line~}\frac{x^{2} + 1}{x}\text{~the\ end.}
tests/writers/mfracZcomp-08.tex view
@@ -1,1 +1,1 @@-\text{Inline,\ display\ style,\ no\ line }\frac{1.234567}{89 + x}\text{ the\ end.}+\text{Inline,\ display\ style,\ no\ line~}\frac{1.234567}{89 + x}\text{~the\ end.}
tests/writers/mfracZcomp-09.tex view
@@ -1,1 +1,1 @@-\text{Inline,\ text\ style,\ no\ line }\frac{x^{2} + 1}{x}\text{ the\ end.}+\text{Inline,\ text\ style,\ no\ line~}\frac{x^{2} + 1}{x}\text{~the\ end.}
tests/writers/mfracZcomp-10.tex view
@@ -1,1 +1,1 @@-\text{Inline\ binomial,\ auto,\ no\ line }\left( \frac{5}{8} \right)\text{ the\ end.}+\text{Inline\ binomial,\ auto,\ no\ line~}\left( \frac{5}{8} \right)\text{~the\ end.}
tests/writers/mfracZcomp-11.tex view
@@ -1,1 +1,1 @@-\text{Inline\ binomial,\ display\ style,\ no\ line }\left( \frac{n - k}{n} \right)\text{ the\ end.}+\text{Inline\ binomial,\ display\ style,\ no\ line~}\left( \frac{n - k}{n} \right)\text{~the\ end.}
tests/writers/mfracZcomp-12.tex view
@@ -1,1 +1,1 @@-\text{Inline\ binomial,\ text\ style,\ no\ line }\left( \frac{\log x}{y} \right)\text{ the\ end.}+\text{Inline\ binomial,\ text\ style,\ no\ line~}\left( \frac{\log x}{y} \right)\text{~the\ end.}
tests/writers/mfracZcomp-13.tex view
@@ -1,1 +1,1 @@-\text{Inline\ built-in\ verts,\ auto,\ no\ line }\left| \frac{\sin\theta}{M} \right|\text{ the\ end.}+\text{Inline\ built-in\ verts,\ auto,\ no\ line~}\left| \frac{\sin\theta}{M} \right|\text{~the\ end.}
tests/writers/mfracZcomp-14.tex view
@@ -1,1 +1,1 @@-\text{Inline\ up\ arrows,\ display\ style,\ no\ line }\left. \uparrow\frac{\sin\theta}{M}\uparrow \right.\text{ the\ end.}+\text{Inline\ up\ arrows,\ display\ style,\ no\ line~}\left. \uparrow\frac{\sin\theta}{M}\uparrow \right.\text{~the\ end.}
tests/writers/mfracZcomp-15.tex view
@@ -1,1 +1,1 @@-\text{Inline\ down\ arrows,\ text\ style,\ no\ line }\left. \downarrow\frac{\sin\theta}{M}\downarrow \right.\text{ the\ end.}+\text{Inline\ down\ arrows,\ text\ style,\ no\ line~}\left. \downarrow\frac{\sin\theta}{M}\downarrow \right.\text{~the\ end.}
tests/writers/mfracZcomp-16.tex view
@@ -1,1 +1,1 @@-\text{Inline\ floor,\ auto,\ normal\ line }\left\lfloor \frac{\sin\theta}{M} \right\rfloor\text{ the\ end.}+\text{Inline\ floor,\ auto,\ normal\ line~}\left\lfloor \frac{\sin\theta}{M} \right\rfloor\text{~the\ end.}
tests/writers/mfracZcomp-17.tex view
@@ -1,1 +1,1 @@-\text{Inline\ ceiling,\ display\ style,\ normal\ line }\left\lceil \frac{\sin\theta}{M} \right\rceil\text{ the\ end.}+\text{Inline\ ceiling,\ display\ style,\ normal\ line~}\left\lceil \frac{\sin\theta}{M} \right\rceil\text{~the\ end.}
tests/writers/mfracZcomp-18.tex view
@@ -1,1 +1,1 @@-\text{Inline\ updown\ arrows,\ text\ style,\ normal\ line }\left. \updownarrow\frac{\sin\theta}{M}\updownarrow \right.\text{ the\ end.}+\text{Inline\ updown\ arrows,\ text\ style,\ normal\ line~}\left. \updownarrow\frac{\sin\theta}{M}\updownarrow \right.\text{~the\ end.}
tests/writers/mfracZcomp-19.tex view
@@ -1,1 +1,1 @@-\text{Inline\ double\ up\ arrows,\ auto,\ thick\ line }\left. \Uparrow\frac{\sin\theta}{M}\Uparrow \right.\text{ the\ end.}+\text{Inline\ double\ up\ arrows,\ auto,\ thick\ line~}\left. \Uparrow\frac{\sin\theta}{M}\Uparrow \right.\text{~the\ end.}
tests/writers/mfracZcomp-20.tex view
@@ -1,1 +1,1 @@-\text{Inline\ double\ down\ arrows,\ display\ style,\ thick\ line }\left. \Downarrow\frac{\sin\theta}{M}\Downarrow \right.\text{ the\ end.}+\text{Inline\ double\ down\ arrows,\ display\ style,\ thick\ line~}\left. \Downarrow\frac{\sin\theta}{M}\Downarrow \right.\text{~the\ end.}
tests/writers/mfracZcomp-21.tex view
@@ -1,1 +1,1 @@-\text{Inline\ double\ up\ down\ arrows,\ text\ style,\ thick\ line }\left. \Updownarrow\frac{\sin\theta}{M}\Updownarrow \right.\text{ the\ end.}+\text{Inline\ double\ up\ down\ arrows,\ text\ style,\ thick\ line~}\left. \Updownarrow\frac{\sin\theta}{M}\Updownarrow \right.\text{~the\ end.}
tests/writers/mfracZcomp-22.tex view
@@ -1,1 +1,1 @@-\text{Inline,\ styles\ auto,\ display\ and\ text }{\frac{1}{2} - \frac{1}{2} + \frac{1.23456}{7890}}\text{,\ the\ rendering\ should\ be\ script-size,\ normal-size\ and\ script-size\ in\ this\ example.\ Fraction\ lines\ should\ align\ vertically\ with\ the\ math\ axis.}+\text{Inline,\ styles\ auto,\ display\ and\ text~}{\frac{1}{2} - \frac{1}{2} + \frac{1.23456}{7890}}\text{,\ 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.tex view
@@ -1,1 +1,1 @@-\text{The\ same\ expression }{\frac{1}{2} - \frac{1}{2} + \frac{1.23456}{7890}}\text{ in\ a\ display.}+\text{The\ same\ expression~}{\frac{1}{2} - \frac{1}{2} + \frac{1.23456}{7890}}\text{~in\ a\ display.}
tests/writers/mfracZcomp-24.tex view
@@ -1,1 +1,1 @@-\text{Inline\ fenced\ nested\ fractions }{\left\lbrack \frac{\left. \parallel\frac{{\sin\theta} + 1}{11}\parallel \right. - x}{\frac{x^{2}}{a_{1}}} \right\rbrack + {\lbrack 1.0\rbrack}}\text{ etc.}+\text{Inline\ fenced\ nested\ fractions~}{\left\lbrack \frac{\left. \parallel\frac{{\sin\theta} + 1}{11}\parallel \right. - x}{\frac{x^{2}}{a_{1}}} \right\rbrack + {\lbrack 1.0\rbrack}}\text{~etc.}
tests/writers/mfracZcomp-25.tex view
@@ -1,1 +1,1 @@-\text{The\ same\ expression }{\left\lbrack \frac{\left. \parallel\frac{{\sin\theta} + 1}{11}\parallel \right. - x}{\frac{x^{2}}{a_{1}}} \right\rbrack + {\lbrack 1.0\rbrack}}\text{ in\ a\ display.}+\text{The\ same\ expression~}{\left\lbrack \frac{\left. \parallel\frac{{\sin\theta} + 1}{11}\parallel \right. - x}{\frac{x^{2}}{a_{1}}} \right\rbrack + {\lbrack 1.0\rbrack}}\text{~in\ a\ display.}
tests/writers/mfracZcomp-26.tex view
@@ -1,1 +1,1 @@-\text{LaTeX\ renders\ continued\ fractions }\frac{1}{\sqrt{2} + \frac{1}{\sqrt{3} + \frac{1}{\sqrt{4} + \frac{1}{\sqrt{5} + \frac{1}{\sqrt{6} + \ldots}}}}}\text{ normal\ size\ at\ all\ levels\ in\ all\ contexts}+\text{LaTeX\ renders\ continued\ fractions~}\frac{1}{\sqrt{2} + \frac{1}{\sqrt{3} + \frac{1}{\sqrt{4} + \frac{1}{\sqrt{5} + \frac{1}{\sqrt{6} + \ldots}}}}}\text{~normal\ size\ at\ all\ levels\ in\ all\ contexts}
tests/writers/mfracZcomp-28.tex view
@@ -1,1 +1,1 @@-\text{Inline\ nested\ fracs }\frac{1^{\sqrt{6}}}{\sqrt{2} + \frac{1}{\sqrt{3} + \frac{1}{\sqrt{4} + \frac{1}{\sqrt{5} + \frac{1}{\sqrt{6} + \ldots}}}}}\text{ are\ script\ size\ at\ the\ first\ level\ and\ decrease\ to\ script\ script\ size\ for\ all\ more\ nested\ levels.}+\text{Inline\ nested\ fracs~}\frac{1^{\sqrt{6}}}{\sqrt{2} + \frac{1}{\sqrt{3} + \frac{1}{\sqrt{4} + \frac{1}{\sqrt{5} + \frac{1}{\sqrt{6} + \ldots}}}}}\text{~are\ script\ size\ at\ the\ first\ level\ and\ decrease\ to\ script\ script\ size\ for\ all\ more\ nested\ levels.}
tests/writers/mfracZcomp-29.tex view
@@ -1,1 +1,1 @@-\text{Displayed\ nested\ fractions\ are\ normal\ size\ at\ the\ first\ level, }\frac{1^{\sqrt{6}}}{\sqrt{2} + \frac{1}{\sqrt{3} + \frac{1}{\sqrt{4} + \frac{1}{\sqrt{5} + \frac{1}{\sqrt{6} + \ldots}}}}}\text{ script\ size\ at\ second\ level,\ and\ script-script\ size\ at\ all\ more\ nested\ levels.}+\text{Displayed\ nested\ fractions\ are\ normal\ size\ at\ the\ first\ level,~}\frac{1^{\sqrt{6}}}{\sqrt{2} + \frac{1}{\sqrt{3} + \frac{1}{\sqrt{4} + \frac{1}{\sqrt{5} + \frac{1}{\sqrt{6} + \ldots}}}}}\text{~script\ size\ at\ second\ level,\ and\ script-script\ size\ at\ all\ more\ nested\ levels.}
tests/writers/mfracZcomp-31.tex view
@@ -1,1 +1,1 @@-\text{Here's\ a\ display }{{F\left( {t,y} \right)} = \frac{\left( {1,\frac{\mathbb{d}y}{\mathbb{d}t}} \right)}{\left. \parallel\left( {1,\frac{\mathbb{d}y}{\mathbb{d}t}} \right)\parallel \right.}}\text{ with\ some\ real\ math\ in\ it.}+\text{Here's\ a\ display~}{{F\left( {t,y} \right)} = \frac{\left( {1,\frac{\mathbb{d}y}{\mathbb{d}t}} \right)}{\left. \parallel\left( {1,\frac{\mathbb{d}y}{\mathbb{d}t}} \right)\parallel \right.}}\text{~with\ some\ real\ math\ in\ it.}
tests/writers/mfracZcomp-32.tex view
@@ -1,1 +1,1 @@-\text{And\ this\ is\ an\ example\ where\ the\ bevelled\ attribute\ is\ set\ inside\ the\ radical }\frac{y^{2} - t^{2}}{\sqrt{\frac{1}{\left( 1 + \left| {y^{2} - t^{2}} \right|^{2} \right)}}}+\text{And\ this\ is\ an\ example\ where\ the\ bevelled\ attribute\ is\ set\ inside\ the\ radical~}\frac{y^{2} - t^{2}}{\sqrt{\frac{1}{\left( 1 + \left| {y^{2} - t^{2}} \right|^{2} \right)}}}
tests/writers/mfracZcomp-33.tex view
@@ -1,1 +1,1 @@-\text{And\ this\ shows\ a\ combination\ with\ a\ background\ image\ at\ a\ desired\ opacity }{Z_{\alpha}\left( f \right) = \frac{1}{2i\,\cos\left( \frac{\alpha\pi}{2} \right)}{\int_{C}\frac{f(iz)\left( - z \right)^{\alpha}}{e^{2\pi z} - 1}}\mathbb{d}z}+\text{And\ this\ shows\ a\ combination\ with\ a\ background\ image\ at\ a\ desired\ opacity~}{Z_{\alpha}\left( f \right) = \frac{1}{2i\,\cos\left( \frac{\alpha\pi}{2} \right)}{\int_{C}\frac{f(iz)\left( - z \right)^{\alpha}}{e^{2\pi z} - 1}}\mathbb{d}z}
tests/writers/ms-14.tex view
@@ -1,1 +1,1 @@-\text{ }+\text{~}
tests/writers/mspace-04.mml view
@@ -1,17 +1,31 @@ <?xml version='1.0' ?> <math display="block" xmlns="http://www.w3.org/1998/Math/MathML">   <mrow>-    <mn>0</mn>-    <mn>1</mn>+    <menclose notation="box">+      <mn>0</mn>+    </menclose>+    <menclose notation="box">+      <mn>1</mn>+    </menclose>     <mspace width="0.111em" />-    <mn>2</mn>+    <menclose notation="box">+      <mn>2</mn>+    </menclose>     <mspace width="0.167em" />-    <mn>3</mn>+    <menclose notation="box">+      <mn>3</mn>+    </menclose>     <mspace width="0.222em" />-    <mn>4</mn>+    <menclose notation="box">+      <mn>4</mn>+    </menclose>     <mspace width="0.278em" />-    <mn>5</mn>+    <menclose notation="box">+      <mn>5</mn>+    </menclose>     <mspace width="0.333em" />-    <mn>6</mn>+    <menclose notation="box">+      <mn>6</mn>+    </menclose>   </mrow> </math>
tests/writers/mspace-04.omml view
@@ -4,77 +4,105 @@     <m:jc m:val="center" />   </m:oMathParaPr>   <m:oMath>-    <m:r>-      <m:rPr>-        <m:sty m:val="p" />-      </m:rPr>-      <m:t>0</m:t>-    </m:r>-    <m:r>-      <m:rPr>-        <m:sty m:val="p" />-      </m:rPr>-      <m:t>1</m:t>-    </m:r>+    <m:borderBox>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>0</m:t>+        </m:r>+      </m:e>+    </m:borderBox>+    <m:borderBox>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>1</m:t>+        </m:r>+      </m:e>+    </m:borderBox>     <m:r>       <m:rPr>         <m:sty m:val="p" />       </m:rPr>       <m:t> </m:t>     </m:r>-    <m:r>-      <m:rPr>-        <m:sty m:val="p" />-      </m:rPr>-      <m:t>2</m:t>-    </m:r>+    <m:borderBox>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>2</m:t>+        </m:r>+      </m:e>+    </m:borderBox>     <m:r>       <m:rPr>         <m:sty m:val="p" />       </m:rPr>       <m:t> </m:t>     </m:r>-    <m:r>-      <m:rPr>-        <m:sty m:val="p" />-      </m:rPr>-      <m:t>3</m:t>-    </m:r>+    <m:borderBox>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>3</m:t>+        </m:r>+      </m:e>+    </m:borderBox>     <m:r>       <m:rPr>         <m:sty m:val="p" />       </m:rPr>       <m:t> </m:t>     </m:r>-    <m:r>-      <m:rPr>-        <m:sty m:val="p" />-      </m:rPr>-      <m:t>4</m:t>-    </m:r>+    <m:borderBox>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>4</m:t>+        </m:r>+      </m:e>+    </m:borderBox>     <m:r>       <m:rPr>         <m:sty m:val="p" />       </m:rPr>       <m:t> </m:t>     </m:r>-    <m:r>-      <m:rPr>-        <m:sty m:val="p" />-      </m:rPr>-      <m:t>5</m:t>-    </m:r>+    <m:borderBox>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>5</m:t>+        </m:r>+      </m:e>+    </m:borderBox>     <m:r>       <m:rPr>         <m:sty m:val="p" />       </m:rPr>       <m:t> </m:t>     </m:r>-    <m:r>-      <m:rPr>-        <m:sty m:val="p" />-      </m:rPr>-      <m:t>6</m:t>-    </m:r>+    <m:borderBox>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>6</m:t>+        </m:r>+      </m:e>+    </m:borderBox>   </m:oMath> </m:oMathPara>
tests/writers/mspace-04.tex view
@@ -1,1 +1,1 @@-01\, 2\, 3\; 4\; 5\quad 6+\boxed{0}\boxed{1}\mspace{2mu}\boxed{2}\,\boxed{3}\ \boxed{4}\;\boxed{5}\mspace{6mu}\boxed{6}
tests/writers/mspace1.tex view
@@ -1,1 +1,1 @@-x\qquad M\qquad x+x\mspace{41mu} M\mspace{41mu} x
tests/writers/mspacestruts2.tex view
@@ -1,1 +1,1 @@-\frac{x\quad y}{2} + \frac{2}{x y} + \frac{x y}{2}+\frac{x\mspace{6mu} y}{2} + \frac{2}{x y} + \frac{x y}{2}
tests/writers/mtableBsize2.tex view
@@ -1,5 +1,5 @@ \begin{array}{lll} H & \rightarrow & G \\- \downarrow & \qquad & \downarrow \\+ \downarrow & \mspace{54mu} & \downarrow \\ K & \rightarrow & L \\ \end{array}
tests/writers/mtext2.mml view
@@ -3,7 +3,7 @@   <mrow>     <mtext mathvariant="normal">Theorem 1:</mtext>     <mo>,</mo>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.167em" />     <mo>,</mo>     <mtext mathvariant="normal">  </mtext>     <mo>,</mo>
tests/writers/mtext2.tex view
@@ -1,1 +1,1 @@-\text{Theorem\ 1:},\text{ },\text{  },\text{/*\ a\ comment\ */}+\text{Theorem\ 1:},\,,\text{ \,},\text{/*\ a\ comment\ */}
tests/writers/oint1.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/oint1.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/oint1.tex view
@@ -1,1 +1,1 @@-\oint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\oint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/oint2.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/oint2.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/oint2.tex view
@@ -1,1 +1,1 @@-\oint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\oint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/sphere_volume.mml view
@@ -121,7 +121,7 @@           <mo>=</mo>           <mi>ϕ</mi>           <msubsup>-            <mo minsize="1.6" maxsize="1.6" stretchy="false" form="prefix">|</mo>+            <mo minsize="1.8" maxsize="1.8" stretchy="false" form="prefix">|</mo>             <mn>0</mn>             <mrow>               <mn>2</mn>@@ -135,7 +135,7 @@           <mi>θ</mi>           <mo stretchy="false" form="postfix">)</mo>           <msubsup>-            <mo minsize="1.6" maxsize="1.6" stretchy="false" form="prefix">|</mo>+            <mo minsize="1.8" maxsize="1.8" stretchy="false" form="prefix">|</mo>             <mn>0</mn>             <mi>π</mi>           </msubsup>@@ -151,7 +151,7 @@             <mn>3</mn>           </msup>           <msubsup>-            <mo minsize="1.6" maxsize="1.6" stretchy="false" form="prefix">|</mo>+            <mo minsize="1.8" maxsize="1.8" stretchy="false" form="prefix">|</mo>             <mn>0</mn>             <mi>R</mi>           </msubsup>
tests/writers/sphere_volume.tex view
@@ -1,7 +1,7 @@-S = \{ 0 \leq \phi \leq 2\pi,\: 0 \leq \theta \leq \pi,\: 0 \leq \rho \leq R\}\begin{aligned}+S = \{ 0 \leq \phi \leq 2\pi,\ 0 \leq \theta \leq \pi,\ 0 \leq \rho \leq R\}\begin{aligned} \mathrm{Volume} & = \iiint\limits_{S}\!\rho^{2}\sin\theta\,\mathrm{d}\rho\,\mathrm{d}\theta\,\mathrm{d}\phi \\  & = \int_{0}^{2\pi}\!\mathrm{d}\phi\,\int_{0}^{\pi}\!\sin\theta\,\mathrm{d}\theta\,\int_{0}^{R}\!\rho^{2}\mathrm{d}\rho \\- & = \phi\Big|_{0}^{2\pi}\:( - \cos\theta)\Big|_{0}^{\pi}\:\tfrac{1}{3}\rho^{3}\Big|_{0}^{R} \\+ & = \phi\Big|_{0}^{2\pi}\ ( - \cos\theta)\Big|_{0}^{\pi}\ \tfrac{1}{3}\rho^{3}\Big|_{0}^{R} \\  & = 2\pi \times 2 \times \tfrac{1}{3}R^{3} \\  & = \tfrac{4}{3}\pi R^{3} \\ \end{aligned}
+ tests/writers/substack.mml view
@@ -0,0 +1,38 @@+<?xml version='1.0' ?>+<math display="block" xmlns="http://www.w3.org/1998/Math/MathML">+  <mrow>+    <munder>+      <mo>∑</mo>+      <mtable>+        <mtr>+          <mtd columnalign="center">+            <mrow>+              <mn>0</mn>+              <mo>&lt;</mo>+              <mi>i</mi>+              <mo>&lt;</mo>+              <mi>m</mi>+            </mrow>+          </mtd>+        </mtr>+        <mtr>+          <mtd columnalign="center">+            <mrow>+              <mn>0</mn>+              <mo>&lt;</mo>+              <mi>j</mi>+              <mo>&lt;</mo>+              <mi>n</mi>+            </mrow>+          </mtd>+        </mtr>+      </mtable>+    </munder>+    <mi>P</mi>+    <mo stretchy="false" form="prefix">(</mo>+    <mi>i</mi>+    <mo>,</mo>+    <mi>j</mi>+    <mo stretchy="false" form="postfix">)</mo>+  </mrow>+</math>
+ tests/writers/substack.omml view
@@ -0,0 +1,143 @@+<?xml version='1.0' ?>+<m:oMathPara>+  <m:oMathParaPr>+    <m:jc m:val="center" />+  </m:oMathParaPr>+  <m:oMath>+    <m:nary>+      <m:naryPr>+        <m:chr m:val="∑" />+        <m:limLoc m:val="undOvr" />+        <m:supHide m:val="on" />+        <m:supHide m:val="on" />+      </m:naryPr>+      <m:e>+        <m:r>+          <m:rPr>+            <m:sty m:val="p" />+          </m:rPr>+          <m:t>P</m:t>+        </m:r>+      </m:e>+      <m:sub />+      <m:sup>+        <m:m>+          <m:mPr>+            <m:baseJc m:val="center" />+            <m:plcHide m:val="on" />+            <m:mcs>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="center" />+                </m:mcPr>+              </m:mc>+              <m:mc>+                <m:mcPr>+                  <m:mcJc m:val="left" />+                </m:mcPr>+              </m:mc>+            </m:mcs>+          </m:mPr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>&lt;</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>i</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>&lt;</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>m</m:t>+              </m:r>+            </m:e>+          </m:mr>+          <m:mr>+            <m:e>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>0</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>&lt;</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>j</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>&lt;</m:t>+              </m:r>+              <m:r>+                <m:rPr>+                  <m:sty m:val="p" />+                </m:rPr>+                <m:t>n</m:t>+              </m:r>+            </m:e>+          </m:mr>+        </m:m>+      </m:sup>+    </m:nary>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>(</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>i</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>,</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>j</m:t>+    </m:r>+    <m:r>+      <m:rPr>+        <m:sty m:val="p" />+      </m:rPr>+      <m:t>)</m:t>+    </m:r>+  </m:oMath>+</m:oMathPara>
+ tests/writers/substack.tex view
@@ -0,0 +1,1 @@+\sum_{\substack{0 < i < m \\ 0 < j < n}}P(i,j)
tests/writers/tripleint1.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/tripleint1.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/tripleint1.tex view
@@ -1,1 +1,1 @@-\iiint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\iiint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
tests/writers/tripleint2.mml view
@@ -12,7 +12,7 @@       <mi>x</mi>       <mo stretchy="true" form="postfix">)</mo>     </mrow>-    <mtext mathvariant="normal"> </mtext>+    <mspace width="0.111em" />     <mo>ⅆ</mo>     <mi>x</mi>   </mrow>
tests/writers/tripleint2.omml view
@@ -55,7 +55,7 @@       <m:rPr>         <m:sty m:val="p" />       </m:rPr>-      <m:t> </m:t>+      <m:t> </m:t>     </m:r>     <m:r>       <m:rPr>
tests/writers/tripleint2.tex view
@@ -1,1 +1,1 @@-\iiint_{0}^{1}f\left( x \right)\text{ }\mathbb{d}x+\iiint_{0}^{1}f\left( x \right)\mspace{2mu}\mathbb{d}x
texmath.cabal view
@@ -1,16 +1,15 @@ Name:                texmath-Version:             0.7.0.2+Version:             0.8 Cabal-Version:       >= 1.10 Build-type:          Simple Synopsis:            Conversion between formats used to represent mathematics. Description:         The texmath library provides functions to read and-                     write formats used to represent mathematics.-                     The package is able to read and write both TeX math and-                     presentation MathML. Support is also included for-                     writing OMML (Office Math Markup Language, used in-                     Microsoft Office) and pandoc's native format (allowing-                     conversion, via pandoc, to a variety of different markup-                     formats).  It supports basic LaTeX and AMS extensions,+                     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@@ -18,7 +17,7 @@                      .                      The package also includes several utility modules which                      may be useful for anyone looking to manipulate either-                     Unicode or MathML.  For example, a copy of the MathML+                     TeX math or MathML.  For example, a copy of the MathML                      operator dictionary is included.                      .                      Use the @executable@ flag to install a standalone@@ -51,8 +50,10 @@                      cgi/texmath.html                      tests/src/*.mml                      tests/src/*.tex+                     tests/src/*.omml                      tests/readers/mml/*.native                      tests/readers/tex/*.native+                     tests/readers/omml/*.native                      tests/writers/*.mml                      tests/writers/*.tex                      tests/writers/*.omml@@ -84,16 +85,17 @@     Exposed-modules:     Text.TeXMath,                          Text.TeXMath.Types,                          Text.TeXMath.Readers.TeX,-                         Text.TeXMath.Writers.MathML,-                         Text.TeXMath.Writers.OMML,-                         Text.TeXMath.Writers.Pandoc,                          Text.TeXMath.Readers.TeX.Macros,-                         Text.TeXMath.Unicode.ToUnicode,                          Text.TeXMath.Readers.MathML,                          Text.TeXMath.Readers.MathML.MMLDict,                          Text.TeXMath.Readers.MathML.EntityMap,-                         Text.TeXMath.Unicode.ToTeX,+                         Text.TeXMath.Readers.OMML,+                         Text.TeXMath.Writers.MathML,+                         Text.TeXMath.Writers.OMML,+                         Text.TeXMath.Writers.Pandoc,                          Text.TeXMath.Writers.TeX,+                         Text.TeXMath.Unicode.ToUnicode,+                         Text.TeXMath.Unicode.ToTeX,                          Text.TeXMath.Unicode.ToASCII     Other-modules:       Text.TeXMath.Compat,                          Text.TeXMath.Shared,