LaTeX got owned

Profile · Posted 2009-04-28, 08:47 PM

Lame Uncomfortable Laugh.

$\reverse x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=e} x}} t}} r}} a}} o}} r}} d}} i}} n}} a}} r}} y}\ \,$

Chruser · Posted 2009-04-28, 08:49 PM in reply to Chruser's post "LaTeX got owned"

Chruser said: [Goto]

Lame Uncomfortable Laugh.

$\reverse x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=e} x}} t}} r}} a}} o}} r}} d}} i}} n}} a}} r}} y}\ \,$

I'm lost.
somebody PLEASE explain.

Chruser · Posted 2009-04-28, 09:00 PM in reply to Chruser's post "LaTeX got owned"

Chruser said: [Goto]

Lame Uncomfortable Laugh.

$\reverse x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=x^{\sum^{i-z}_{j=e} x}} t}} r}} a}} o}} r}} d}} i}} n}} a}} r}} y}\ \,$

This is relevant to my interests. Recursive summation indicies, anyone?

Grav

Wikipedia, The Depository of All Human Knowledge makes the same code look even prettier:

Chruser · Posted 2009-04-29, 07:34 AM in reply to Chruser's post "LaTeX got owned"

$\reverse D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=e} D}} t}} r}} a}} o}} r}} d}} i}} n}} a}} r}} Q}\ \,$

Prognosis doctor?

Sum Yung Guy

Sum Yung Guy said: [Goto]

$\reverse D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=D^{\sum^{i-O}_{j=e} D}} t}} r}} a}} o}} r}} d}} i}} n}} a}} r}} Q}\ \,$

The hell are you all talking about~ ???

Skurai · 07:44 PM

Skurai said: [Goto]

The hell are you all talking about~ ???

$\reverse \Large\hspace{5}\unitlength{1} \picture(175,100){~(50,50){\circle(100)} (1,50){\overbrace{\line(46)}^{4$\;\;a}} (52,50){\line(125)}~(50,52;115;2){\Large\hspace{5} \unitlength{1} \picture(175,100){~(50,50){\circle(100)} (1,50){\overbrace{\line(46)}^{4$\;\;a}} (52,50){\line(125)}~(50,52;115;2){\mid}~(52,55){\l ongleftar[60]} (130,56){\longrightar[35]}~(116,58){r}~(c85,50;80;2){\bullet} (c85,36){3$-q}~(c165,36){3$q} (42,29){\underbrace{\line(32)}_{1$a^2/r\;\;\;}}~}\mid\Large\hspace{5}\unitlength{1} \picture(175,100){~(50,50){\circle(100)} (1,50){\overbrace{\line(46)}^{4$\;\;a}} (52,50){\line(125)}~(50,52;115;2){\Large\hspace{5} \unitlength{1} \picture(175,100){~(50,50){\circle(100)} (1,50){\overbrace{\line(46)}^{4$\;\;a}} (52,50){\line(125)}~(50,52;115;2){\mid}~(52,55){\l ongleftar[60]} (130,56){\longrightar[35]}~(116,58){r}~(c85,50;80;2){\bullet} (c85,36){3$-q}~(c165,36){3$q} (42,29){\underbrace{\line(32)}_{1$a^2/r\;\;\;}}~}\mid}~(52,55){\longleftar[60]} (130,56){\longrightar[35]}~(116,58){r}~(c85,50;80;2){\bullet} (c85,36){3$-q}~(c165,36){3$q} (42,29){\underbrace{\line(32)}_{1$a^2/r\;\;\;}}~}}~(52,55){\longleftar[60]} (130,56){\longrightar[35]}~(116,58){r}~(c85,50;80;2){\bullet} (c85,36){3$-q}~(c165,36){3$q} (42,29){\underbrace{\line(32)}_{1$a^2/r\;\;\;}}~} $

$\reverse a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_ {{a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_{{a_{a ^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b }}^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b}}^b} $

$\reverse \frac{|C|}{|\frac{|C|}{|\frac{|C|}{|\frac{|C|}{|\f rac{|C|}{|\frac{|C|}{|\frac{|C|}{|\frac{|C|}{|\fra c{|C|}{|\frac{|C|}{|\frac{|C|}{|\frac{|C|}{|\frac{ |C|}{|\frac{|C|}{|\frac{|C|}{|\frac{|C|}{|\frac{|C |}{|\frac{|C|}{|C|}|}|}|}|}|}|}|}|}|}|}|}|}|}|}|}| }|} $

$\reverse \sum_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\s um_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\sum _{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\sum_{ n=1}^{\sum_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\sum_{n= 1}^{\sum_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\sum_{n=1} ^{\sum_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{ \sum_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\sum_{n=1}^{\s um_{n=1}^{\infty} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n} \n $

$\reverse \sum_{n=\sum_{n=\sum_{n=\sum_{n=\sum_{n=\sum_{n=\s um_{n=\sum_{n=\sum_{n=\sum_{n=\sum_{n=\sum_{n=\sum _{n=\sum_{n=\sum_{n=\sum_{n=\sum_{n=\sum_{n=\sum_{ n=\sum_{n=\sum_{n=\sum_{n=\sum_{n=\sum_{n=\sum_{n= \sum_{n=\sum_{n=\sum_{n=\sum_{n=\sum_{n=\sum_{n=\s um_{n=1}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n}^{n} \n $

$\reverse a^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a} ^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^ {{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{ {b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{ b_a}^{{b_a}^{{b_a}^{{b_a}}}}}}}}}}}}}}}}}}}}}}}}}} }}}}}}} $

$\reverse b^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a} ^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^ {{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{ {b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{ b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b _a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_ a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a }^{{b_a}^{{b_a}^{{b_a}^{{b_a^{{b_a}^{{b_a}^{{b_a}^ {{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}^{ {b_a}^{{b_a}^{{b_a}^{{b_a}^{{b_a}}}}}}}}}}}}}}}}}} }}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}} }}} $

$\reverse a^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^ {b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b^{b ^{b^{b^{b^{b^{b_a}_a}_a}_a}_a}_a}_a}_a}_a}_a}_a}_a }_a}_a}_a}_a}_a}_a}_a}_a}_a}_a}_a}_a}_a}_a}_a}_a}_ a}_a}_a}_a}_a}_a}_a}_a}_a}_a} $

Some unfortunate non-failures:

$\reverse \sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {\sqrt {WUT}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}}} }}}} $

$\reverse \small {}^{x}a \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \end{cases}\\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \end{cases}\\ \end{cases}\\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \end{cases}\\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \log_b(x) \approx \begin{cases} \log_a(x) \\ \log_b(x) \\ \end{cases}\\ \end{cases}\\ \end{cases}\\ \end{cases}\\ \end{cases} $

Chruser

LaTeX nail!

Chruser

chruser i think yours made me go about insane

jamer123

Interest should not have faltered in this thread.

Chruser

I don't get it.

Senesia

Senesia said: [Goto]

I don't get it.

And you never will.

Goodlookinguy

Bash vibes. Spooky!

Goodlookinguy

Well, no one actually gets this thread. Not even Chruser, but he just pretends like he does.

Senesia

Senesia said: [Goto]

Well, no one actually gets this thread. Not even Chruser, but he just pretends like he does.

I had to use LaTeX for physics. Anyway, if you really care just google it!

Grav

No.. if you really care you should explain it in the forum!

Senesia

Nerds only!

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