LaTeX艺术

LaTeX是什么？LaTeX是Wikia上用来显示数学公式的工具，以“<math>在此插入数学公式</math>”的形式出现。实际上，这样说是不对的，<math>标签只用了LaTeX的一小部分。但又有谁在乎呢？

用Wikia上的<math>标签可以做很多有趣的事，我们把这些事叫做“LaTeX艺术”，与“ASCII艺术”，“Shift-JIS艺术”相对应。

顺便说一下，LaTeX的创始人要求所有人都把LaTeX的大名写成这样：LATEX。不过即使是全世界最无聊的百科全书也没他那么无聊，所以我们一般人称他为“LaTeX”。

## 源代码与展示

 \mathrm{Boreder~of~Life} ~ \operatorname{Boreder~of~Life} ~ Boreder~of~life ~ \boldsymbol{Boreder~of~Life}

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{\displaystyle \mathrm{Boreder~of~Life} ~ \operatorname{Boreder~of~Life} ~ Boreder~of~life ~ \boldsymbol{Boreder~of~Life}}
 \mathbb{BOREDER~OF~LIFE} ~ \mathcal{BOREDER~OF~LIFE} ~ \mathfrak{Boreder~of~Life} ~ \mathsf{Boreder~of~Life} ~ \text{Boreder of Life}

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Boreder of Life

{\displaystyle \mathbb{BOREDER~OF~LIFE} ~ \mathcal{BOREDER~OF~LIFE} ~ \mathfrak{Boreder~of~Life} ~ \mathsf{Boreder~of~Life} ~ \text{Boreder of Life}}
 \mathcal Q \upsilon \ddot \imath \varsigma \kappa ~ \beta r \sigma \omega \eta ~ f \phi \chi ~ \ddot \jmath \mu m \wp s ~ \theta \nu \epsilon r ~
\tau h \varepsilon ~ l \alpha \zeta \gamma ~ \partial \sigma \vartheta

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{\displaystyle \mathcal Q \upsilon \ddot \imath \varsigma \kappa ~ \beta r \sigma \omega \eta ~ f \phi \chi ~ \ddot \jmath \mu m \wp s ~ \theta \nu \epsilon r ~ \tau h \varepsilon ~ \ell \alpha \zeta \gamma ~ \partial \sigma \vartheta }
 \int\oint \sum \bigcup\bigcap \bigsqcup \biguplus \bigvee\bigwedge ~ \nabla \infty \hbar \complement\backepsilon\eth\Finv\Im\imath\jmath \ell \mho\Re \circledS\S\P \varepsilon \digamma \varkappa \varpi \varrho \varsigma \vartheta \varphi \aleph \beth \gimel \daleth

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{\displaystyle \int\oint \sum \bigcup\bigcap \bigsqcup \biguplus \bigvee\bigwedge ~ \nabla \infty \hbar \complement\backepsilon\eth\Finv\Im\imath, \jmath \ell \mho\Re \circledS\S\P \varepsilon \digamma \varkappa \varpi \varrho \varsigma \vartheta \varphi \aleph \beth \gimel \daleth}
 \dot{a}\ddot{a} \acute{a}\grave{a}\check{a}\breve{a}\tilde{a}\bar{a}\hat{a} \widehat{aa}\vec{a}\cancel{a}\overleftarrow{aa}\overrightarrow{aa}\overline{aa}

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{\displaystyle \dot{a}\ddot{a} \acute{a}\grave{a}\check{a}\breve{a}\tilde{a}\bar{a}\hat{a} \widehat{aa}\vec{a}\cancel{a}\overleftarrow{aa}\overrightarrow{aa}\overline{aa}}
 \overset{Boreder~of}{Life} \underset{of~Life}{Boreder}

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{\displaystyle \overset{Boreder~of}{Life} \underset{of~Life}{Boreder}}
 \sideset{\_1^2}{\_3^4}\prod\_a^b ~{}\_1^2\!\Omega\_3^4 ~ ~\overbrace{东方, 舰娘, 水团 \cdots}^{二刺螈} ~ ~ 片) \bigl) \Bigl) \biggl) \Biggl) 冲击波！！
 {}\_\diamond^\diamond \Diamond\_\diamond^\diamond~~\sideset{\_\bigcirc^\bigcirc}{\_\bigcirc^\bigcirc}\bigodot\_\bigcirc^\bigcirc

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{\displaystyle {}\_\diamond^\diamond \Diamond\_\diamond^\diamond~~\sideset{\_\bigcirc^\bigcirc}{\_\bigcirc^\bigcirc}\bigodot\_\bigcirc^\bigcirc}
 \frac{ \sqrt 喵}{喵^喵} \right|^喵 +\int\_喵^喵 \sqrt[喵]{喵^喵喵} \lim\_{喵 \rightarrow 喵}喵+喵+\cdots+喵

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{\displaystyle R^{\alpha \beta }-{1 \over 2}Rg^{\alpha \beta }+\Lambda g^{\alpha \beta }={\frac {8\pi G}{c^{4}\mu \_{0}}}\left(F^{\alpha }{}^{\psi }F\_{\psi }{}^{\beta }+{1 \over 4}g^{\alpha \beta }F\_{\psi \tau }F^{\psi \tau }\right)}

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{\displaystyle \left( \lim\_{n \to \infty}\left( \left| (\cos 1 - i \sin 1)^{\tan 1} \right| - \frac{\coth^2 \pi - \operatorname{csch}^2 \pi}{n} \right)^n \right)}

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{\displaystyle {\displaystyle {\left( \sum\_{k = 0}^\infty \frac{\left( \int\_\frac{\pi}{2}^{i \pi} \sqrt{5!} \sin x \, \mathrm{d}x \right)^2 - \left( \sqrt[\varphi \left( ^3 2 \right)]{2 \uparrow \uparrow \uparrow 3} \right)! \cdot 5!! \cdot 2}{\displaystyle \frac{\mathrm{d}^2}{\mathrm{d}k^2}(-10k^4 - 40k^3) - \left( \int\_0^{i \pi} \sqrt{5!} \cos x \, \mathrm{d}x \right)^2} \right)}^{\operatorname{B} (1, 2)}}}

更多代码可在维基百科上看到。

用途
--

你可能会问了：研究这种东西有什么用途呢？

**解析失败 (未知函数“\begin{bmatrix}”): {\displaystyle {}\_\diamond^\diamond \Diamond {}\_\diamond^\diamond \begin{bmatrix} \overline{ \underline{ ~ ~ ~ ~ \! \! \dagger ~ \precsim \underset{ \sim The~Boring~Encyclopedia }{\mathbb{BOREDER~OF~LIFE}} \succsim ~ \dagger \\ \bigcirc \mathfrak{Boreders~of~all~country,~bore!} \bigcirc } } \end{bmatrix} {}\_\diamond^\diamond \Diamond {}\_\diamond^\diamond }**

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