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Add \smash, laps, spaces, and phantoms (#833)
* Add \smash, laps, spaces, and phantoms 1. Support `\smash`, including the optional argument from AMS. 2. Change `\llap` and `\rlap` so that they render in text style. Repeat: This *changes* KaTeX behavior. 3. Add `\mathllap` and `\mathrlap`. These will act as they do in `mathtools` and as in previous KaTeX versions of `\llap` and `\rlap`. 4. Add `\mathclap` and `\clap`. 5. Add `\hphantom` and \vphantom`. 6. Add `\thinspace`, `\medspace`, `\thickspace` 7. Add `\hspace`. This work will resolve issue #270 and parts of #50 and #164. A. Perlis has written a [concise description](https://www.math.lsu.edu/~aperlis/publications/mathclap/perlis_mathclap_24Jun2003.pdf) of items 1 thru 5. Except for `\smash`'s optional argument. It's described in the [AMS User's Guide](http://texdoc.net/texmf-dist/doc/latex/amsmath/amsldoc.pdf). Item 6 also comes from the AMS User's Guide. * Fix test spec * Exploit makeVList for smash * update smash and phantom screenshots for chrome * Pick up review comments * Change test from \llap to \mathlap \llap is fundamentally a text-mode function. We should not expect it to work correctly when given math-mode arguments. So test \mathllap instead. * Correct \llap macro A correction. The previous macro returned an error if given an argument with math-mode content, such as x^2. The corrected macro will not return an error. It will instead return well rendered math, but letters are in `\mathrm` font. * update \llap, \rlap, \clap macros to use \textrm * update Lap screenshots
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@@ -107,7 +107,7 @@ KaTeX: \KaTeX
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Kern:
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tex: \frac{a\kern{1em}b}{c}a\kern{1em}b\kern{1ex}c\kern{-0.25em}d
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nolatex: LaTeX fails to typeset this, “Missing number, treated as zero.”
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Lap: ab\llap{f}cd\rlap{g}h
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Lap: ab\mathllap{f}cd\mathrlap{g}hij\mathclap{k}lm \; ab\llap{f}cd\rlap{g}hij\clap{k}lm
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LargeRuleNumerator: \frac{\textcolor{blue}{\rule{1em}{2em}}}{x}
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LeftRight: \left( x^2 \right) \left\{ x^{x^{x^{x^x}}} \right.
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LeftRightListStyling: a+\left(x+y\right)-x
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@@ -178,7 +178,7 @@ OverUnderset: |
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a+b+c+d\overset{b+c=0}\longrightarrow a+d\\
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\overset { x = y } { \sqrt { a b } }
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\end{array}
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Phantom: \dfrac{1+\phantom{x^{\blue{2}}} = x}{1+x^{\blue{2}} = x}
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Phantom: \dfrac{1+\phantom{x^{\blue{2}}} = x}{1+x^{\blue{2}} = x} \left(\vphantom{\int_t} zzz \right) \left( X \hphantom{\frac{\frac X X}{X}} \right)
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PrimeSpacing: f'+f_2'+f^{f'}
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PrimeSuper: x'^2+x'''^2+x'^2_3+x_3'^2
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RelativeUnits: |
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@@ -190,7 +190,7 @@ RelativeUnits: |
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\rule{1em}{1em}^{\rule{1em}{1em}}\rule{18mu}{18mu}^{\rule{18mu}{18mu}} &
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{\footnotesize\rule{1em}{1em}^{\rule{1em}{1em}}\rule{18mu}{18mu}^{\rule{18mu}{18mu}}}
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\end{array}
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RlapBug: \frac{\rlap{x}}{2}
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RlapBug: \frac{\mathrlap{x}}{2}
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Rule: \rule{1em}{0.5em}\rule{1ex}{2ex}\rule{1em}{1ex}\rule{1em}{0.431ex}
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SizingBaseline:
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tex: '{\tiny a+b}a+b{\Huge a+b}'
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@@ -198,6 +198,7 @@ SizingBaseline:
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post: M
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Sizing: |
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{\Huge x}{\LARGE y}{\normalsize z}{\scriptsize w}
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Smash: \left( X^{\smash 2} \right) \sqrt{\smash[b]{y}}
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Spacing: ^3+[-1][1-1]1=1(=1)\lvert a\rvert~b
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Sqrt: |
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\sqrt{\sqrt{\sqrt{x}}}_{\sqrt{\sqrt{x}}}^{\sqrt{\sqrt{\sqrt{x}}}
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