@@ -252,12 +252,12 @@ quoted link
252252{\pard \ql \f0 \sa180 \li0 \fi0 \b \fs36 LaTeX\par}
253253{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab \par}
254254{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab \par}
255−{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab {\i 2} +{\i 2} ={\i 4} \par}
255+{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab 2+2=4\par}
256256{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab {\i x} \u8201?\u8712?\u8201?{\i y} \par}
257257{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab \u945?\u8201?\u8743?\u8201?\u969?\par}
258−{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab {\i 223} \par}
258+{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab 223\par}
259259{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab {\i p} -Tree\par}
260−{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab \\frac\{{\i d} \}\{{\i dx} \}{\i f} ({\i x} )=\\lim{\sub {\i h} \u8201?\u8594?\u8201?{\i 0} } \\frac\{{\i f} ({\i x} +{\i h} )-{\i f} ({\i x} )\}\{{\i h} \}\par}
260+{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab \\frac\{{\i d} \}\{{\i dx} \}{\i f} ({\i x} )=\\lim{\sub {\i h} \u8201?\u8594?\u8201?0} \\frac\{{\i f} ({\i x} +{\i h} )-{\i f} ({\i x} )\}\{{\i h} \}\par}
261261{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab Here\u8217's one that has a line break in it: \u945?+\u969?\u8201?\u215?\u8201?{\i x} {\super 2} .\sa180\par}
262262{\pard \ql \f0 \sa180 \li0 \fi0 These shouldn\u8217't be math:\par}
263263{\pard \ql \f0 \sa0 \li360 \fi-360 \bullet \tx360\tab To get the famous equation, write {\f1 $e = mc^2$} .\par}