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Pretty pictures

Posted by Simon Welsh | 3 June 2010 | Comments (1)

Man, my head hurts after typing this out:

\begindc{1}[19]
	\obj(0, 5){$s$}[\west]
	\obj(4, 1){$s_2$}[\southwest]
	\obj(4, 9){$s_1$}[\northwest]
	\obj(9, 1)[1]{}
	\obj(9, 9)[2]{}
	\obj(17, 1)[3]{}
	\obj(17, 9)[4]{}
	\obj(13, 5)[5]{}
	\obj(22, 1){$t_3$}[\southeast]
	\obj(22, 5){$t_2$}[\northeast]
	\obj(22, 9){$t_1$}[\northeast]
	\obj(26, 5){$t$}[\east]
	\mor{$s$}{$s_1$}{30}
	\mor{$s$}{$s_2$}{16}[-1,0]
	\mor(4, 9)(7, 4){5}[-1,11]
	\mor{$s_1$}{1}{}
	\mor{$s_2$}{1}{2}[-1,0]
	\mor{$s_1$}{2}{7}[-1,0]
	\mor(4, 1)(7, 6){8}[1,11]
	\mor{$s_2$}{2}{}
	\mor{2}{1}{22}
	\mor{4}{2}{19}
	\mor{3}{1}{24}
	\mor{2}{5}{3}
	\mor{1}{5}{24}
	\mor{5}{3}{16}
	\mor{5}{4}{7}
	\mor{3}{4}{13}
	\cmor((4,9)(10,11)(17,9)) \pright(10, 11){$\to$}
	\mor(9,10)(11,10){18}[1,11]
	\cmor((4,1)(10,-1)(17,1)) \pright(10, -1){$\to$}
	\mor(9,0)(11,0){6}[-1,11]
	\mor{4}{$t_1$}{2}
	\mor{4}{$t_2$}{7}
	\mor{3}{$t_2$}{12}
	\mor{3}{$t_3$}{15}
	\cmor((9,9)(15,11)(22,9)) \pright(15, 11){$\to$}
	\mor(14,10)(16,10){4}[1,11]
	\cmor((9,1)(15,-1)(22,1)) \pright(15, -1){$\to$}
	\mor(14,0)(16,0){4}[-1,11]
	\mor{$t_1$}{$t$}{6}
	\mor{$t_2$}{$t$}{19}
	\mor{$t_3$}{$t$}{19}[-1,0]
\enddc

But it makes a pretty picture :)


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Comments

  • It is a pretty.

    Posted by Caitlin, 14/08/2012 11:52am (9 months ago)

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