mfracZcomp-31.test

<<< native
[ EText TextNormal "Here's a display\160"
, EGrouped
    [ EGrouped
        [ EIdentifier "F"
        , ESymbol Ord "\8289"
        , EDelimited
            "("
            ")"
            [ Right
                (EGrouped [ EIdentifier "t" , ESymbol Pun "," , EIdentifier "y" ])
            ]
        ]
    , ESymbol Rel "="
    , EFraction
        NormalFrac
        (EDelimited
           "("
           ")"
           [ Right
               (EGrouped
                  [ ENumber "1"
                  , ESymbol Pun ","
                  , EFraction
                      NormalFrac
                      (EGrouped [ ESymbol Ord "\8518" , EIdentifier "y" ])
                      (EGrouped [ ESymbol Ord "\8518" , EIdentifier "t" ])
                  ])
           ])
        (EDelimited
           ""
           ""
           [ Left "\8741"
           , Right
               (EDelimited
                  "("
                  ")"
                  [ Right
                      (EGrouped
                         [ ENumber "1"
                         , ESymbol Pun ","
                         , EFraction
                             NormalFrac
                             (EGrouped [ ESymbol Ord "\8518" , EIdentifier "y" ])
                             (EGrouped [ ESymbol Ord "\8518" , EIdentifier "t" ])
                         ])
                  ])
           , Left "\8741"
           ])
    ]
, EText TextNormal "\160with some real math in it."
]
>>> tex
\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.}