Hagen - Pragma ADE
Hagen - Pragma ADE
Hagen - Pragma ADE
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120<br />
Math<br />
And of course the extensible fences are done properly too:<br />
\startformula<br />
\left(\root{2} \of{155}\right)<br />
\stopformula<br />
\startformula<br />
\left[\int^{55}_{123} 666^3\right]<br />
\qquad\textstyle\left[\int^{55}_{123} 666^3\right]<br />
\stopformula<br />
\startformula<br />
\left\{\sum^{55}_{123} 666^3\right\}<br />
\stopformula<br />
And of course the extensible fences are done properly too:<br />
3666<br />
[<br />
55<br />
∫<br />
321]<br />
2<br />
( 551√)<br />
3666<br />
{<br />
⎡<br />
⎢3666<br />
⎢<br />
⎣<br />
The real torture test is the radical sign. A mirrored shape is used and it grows upwards<br />
as well as leftwards.<br />
\setupmathematics[align=r2l]<br />
\startformula<br />
\sqrt{\sqrt{\sqrt{\sqrt{\sqrt{\sqrt{\sqrt{\sqrt{\sqrt{\sqrt{55}}}}}}}}}}<br />
\stopformula<br />
7.5 Styles<br />
55<br />
∑<br />
321<br />
}<br />
55<br />
∫<br />
321<br />
⎤<br />
⎥<br />
⎦<br />
√√<br />
√√√<br />
√<br />
√√√√<br />
√<br />
√<br />
√√√<br />
√<br />
√<br />
√<br />
√<br />
√<br />
√√√<br />
√<br />
55√√√√<br />
√√√√√√<br />
In text mode you use font switches like \sl that switches the current font to a slanted<br />
one. In math mode it is an alphabet switch in the same font. In fact, there isn’t much to<br />
choose from fonts there, apart from a massive switch to bold, in which case \bf is just<br />
a bolder alphabet in that bolder font.