Update to v0.0.1:
* fix: Typos, and improved readability * change: Colors of figures for better black and white printing and color blind viewing
This commit is contained in:
@ -7,36 +7,40 @@
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\begin{tikzpicture}
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\grid{10}{10}{(0,0)}
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\fill[color=gray](1.5,1.5)--++(5,0)--++(0,3)--++(2,0)--++(0,2)--++(-5,0)--++(0,2)--++(-2,0);
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\fill[color=qualitative4-1](1.5,1.5)--++(5,0)--++(0,3)--++(2,0)--++(0,2)--++(-5,0)--++(0,2)--++(-2,0);
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\begin{scope}
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\clip(1.5,1.5)--++(5,0)--++(0,3)--++(2,0)--++(0,2)--++(-5,0)--++(0,2)--++(-2,0);
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\gridcolor{10}{10}{(0,0)}{white}
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\end{scope}
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\fill[color=red](2,1)circle(0.1);
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\fill[color=red](3,1)circle(0.1);
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\fill[color=red](4,1)circle(0.1);
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\fill[color=red](5,1)circle(0.1);
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\fill[color=red](6,1)circle(0.1);
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\fill[color=red](7,2)circle(0.1);
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\fill[color=red](7,3)circle(0.1);
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\fill[color=red](7,4)circle(0.1);
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\fill[color=red](8,4)circle(0.1);
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\fill[color=red](9,5)circle(0.1);
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\fill[color=red](9,6)circle(0.1);
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\fill[color=red](8,7)circle(0.1);
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\fill[color=red](7,7)circle(0.1);
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\fill[color=red](6,7)circle(0.1);
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\fill[color=red](5,7)circle(0.1);
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\fill[color=red](4,7)circle(0.1);
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\fill[color=red](4,8)circle(0.1);
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\fill[color=red](3,9)circle(0.1);
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\fill[color=red](2,9)circle(0.1);
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\fill[color=red](1,8)circle(0.1);
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\fill[color=red](1,7)circle(0.1);
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\fill[color=red](1,6)circle(0.1);
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\fill[color=red](1,5)circle(0.1);
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\fill[color=red](1,4)circle(0.1);
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\fill[color=red](1,3)circle(0.1);
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\fill[color=red](1,2)circle(0.1);
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\fill[color=qualitative4-3](2,1)circle(0.1);
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\fill[color=qualitative4-3](3,1)circle(0.1);
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\fill[color=qualitative4-3](4,1)circle(0.1);
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\fill[color=qualitative4-3](5,1)circle(0.1);
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\fill[color=qualitative4-3](6,1)circle(0.1);
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\fill[color=qualitative4-3](7,2)circle(0.1);
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\fill[color=qualitative4-3](7,3)circle(0.1);
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\fill[color=qualitative4-3](7,4)circle(0.1);
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\fill[color=qualitative4-3](8,4)circle(0.1);
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\fill[color=qualitative4-3](9,5)circle(0.1);
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\fill[color=qualitative4-3](9,6)circle(0.1);
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\fill[color=qualitative4-3](8,7)circle(0.1);
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\fill[color=qualitative4-3](7,7)circle(0.1);
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\fill[color=qualitative4-3](6,7)circle(0.1);
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\fill[color=qualitative4-3](5,7)circle(0.1);
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\fill[color=qualitative4-3](4,7)circle(0.1);
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\fill[color=qualitative4-3](4,8)circle(0.1);
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\fill[color=qualitative4-3](3,9)circle(0.1);
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\fill[color=qualitative4-3](2,9)circle(0.1);
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\fill[color=qualitative4-3](1,8)circle(0.1);
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\fill[color=qualitative4-3](1,7)circle(0.1);
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\fill[color=qualitative4-3](1,6)circle(0.1);
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\fill[color=qualitative4-3](1,5)circle(0.1);
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\fill[color=qualitative4-3](1,4)circle(0.1);
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\fill[color=qualitative4-3](1,3)circle(0.1);
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\fill[color=qualitative4-3](1,2)circle(0.1);
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\draw[color=red, dotted, line width=2pt](2,1)--(3,1)--(4,1)--(5,1)--(6,1)--(7,2)--(7,3)--(7,4)--(8,4)--(9,5)--(9,6)--(8,7)--(7,7)--(6,7)--(5,7)--(4,7)--(4,8)--(3,9)--(2,9)--(1,8)--(1,7)--(1,6)--(1,5)--(1,4)--(1,3)--(1,2)--cycle;
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\draw[color=qualitative4-3, dotted, line width=2pt](2,1)--(3,1)--(4,1)--(5,1)--(6,1)--(7,2)--(7,3)--(7,4)--(8,4)--(9,5)--(9,6)--(8,7)--(7,7)--(6,7)--(5,7)--(4,7)--(4,8)--(3,9)--(2,9)--(1,8)--(1,7)--(1,6)--(1,5)--(1,4)--(1,3)--(1,2)--cycle;
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\end{tikzpicture}
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\end{document}
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@ -7,7 +7,7 @@
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\begin{tikzpicture}
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\grid{6}{6}{(-3,-3)}
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\disk{cyan}{(0,0)}
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\disk{sequential4-1}{(0,0)}
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\end{tikzpicture}
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\end{document}
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@ -7,12 +7,12 @@
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\begin{tikzpicture}
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\grid{6}{11}{(-3,-3)}
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\square{yellow}{(-2,2)}
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\square{yellow}{(2,2)}
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\square{sequential4-2}{(-2,2)}
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\square{sequential4-2}{(2,2)}
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\disk{cyan}{(0,0)}
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\disk{sequential4-1}{(0,0)}
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\disk{magenta}{(0,5)}
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\disk{sequential4-3}{(0,5)}
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\end{tikzpicture}
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\end{document}
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@ -7,12 +7,12 @@
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\begin{tikzpicture}
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\grid{7}{11}{(-3,-3)}
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\square{green}{(-1,3)}
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\square{green}{(2,2)}
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\square{sequential4-4}{(-1,3)}
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\square{sequential4-4}{(2,2)}
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\disk{cyan}{(0,0)}
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\disk{sequential4-1}{(0,0)}
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\disk{magenta}{(1,5)}
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\disk{sequential4-3}{(1,5)}
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\end{tikzpicture}
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\end{document}
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@ -7,25 +7,25 @@
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\begin{tikzpicture}
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\grid{8}{8}{(-4,-4)}
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\square{green}{(-1,3)}
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\square{green}{(0,3)}
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\square{green}{(1,3)}
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\square{green}{(3,-1)}
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\square{green}{(3,0)}
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\square{green}{(3,1)}
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\square{green}{(-1,-3)}
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\square{green}{(0,-3)}
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\square{green}{(1,-3)}
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\square{green}{(-3,-1)}
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\square{green}{(-3,0)}
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\square{green}{(-3,1)}
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\square{sequential4-4}{(-1,3)}
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\square{sequential4-4}{(0,3)}
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\square{sequential4-4}{(1,3)}
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\square{sequential4-4}{(3,-1)}
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\square{sequential4-4}{(3,0)}
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\square{sequential4-4}{(3,1)}
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\square{sequential4-4}{(-1,-3)}
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\square{sequential4-4}{(0,-3)}
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\square{sequential4-4}{(1,-3)}
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\square{sequential4-4}{(-3,-1)}
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\square{sequential4-4}{(-3,0)}
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\square{sequential4-4}{(-3,1)}
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\square{green}{(2,2)}
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\square{green}{(2,-2)}
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\square{green}{(-2,2)}
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\square{green}{(-2,-2)}
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\square{sequential4-4}{(2,2)}
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\square{sequential4-4}{(2,-2)}
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\square{sequential4-4}{(-2,2)}
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\square{sequential4-4}{(-2,-2)}
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\disk{cyan}{(0,0)}
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\disk{sequential4-1}{(0,0)}
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\end{tikzpicture}
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\end{document}
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|
@ -7,21 +7,21 @@
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\begin{tikzpicture}
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\grid{16}{16}{(-8,-8)}
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\square{green}{(2,2)}
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\square{green}{(0,3)}
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\square{green}{(-3,1)}
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\square{green}{(-2,-2)}
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\square{green}{(0,-3)}
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\square{green}{(3,-1)}
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\square{sequential4-4}{(2,2)}
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\square{sequential4-4}{(0,3)}
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\square{sequential4-4}{(-3,1)}
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\square{sequential4-4}{(-2,-2)}
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\square{sequential4-4}{(0,-3)}
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\square{sequential4-4}{(3,-1)}
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\disk{cyan}{(0,0)}
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\disk{sequential4-1}{(0,0)}
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\disk{magenta}{(5,1)}
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\disk{magenta}{(2,5)}
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\disk{magenta}{(-3,4)}
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\disk{magenta}{(-5,-1)}
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\disk{magenta}{(-2,-5)}
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\disk{magenta}{(3,-4)}
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\disk{sequential4-3}{(5,1)}
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\disk{sequential4-3}{(2,5)}
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\disk{sequential4-3}{(-3,4)}
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\disk{sequential4-3}{(-5,-1)}
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\disk{sequential4-3}{(-2,-5)}
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\disk{sequential4-3}{(3,-4)}
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\end{tikzpicture}
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\end{document}
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@ -7,19 +7,19 @@
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\begin{tikzpicture}
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\grid{16}{16}{(-8,-8)}
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\square{yellow}{(2,2)}
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\square{yellow}{(-2,2)}
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\square{green}{(0,-3)}
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\square{green}{(3,-1)}
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\square{green}{(-3,-1)}
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\square{sequential4-2}{(2,2)}
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\square{sequential4-2}{(-2,2)}
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\square{sequential4-4}{(0,-3)}
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\square{sequential4-4}{(3,-1)}
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\square{sequential4-4}{(-3,-1)}
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\disk{cyan}{(0,0)}
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\disk{sequential4-1}{(0,0)}
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\disk{magenta}{(0,5)}
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\disk{magenta}{(5,1)}
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\disk{magenta}{(-5,1)}
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\disk{magenta}{(3,-4)}
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\disk{magenta}{(-3,-4)}
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\disk{sequential4-3}{(0,5)}
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\disk{sequential4-3}{(5,1)}
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\disk{sequential4-3}{(-5,1)}
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\disk{sequential4-3}{(3,-4)}
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\disk{sequential4-3}{(-3,-4)}
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\end{tikzpicture}
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\end{document}
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@ -7,7 +7,7 @@
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\begin{tikzpicture}
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\grid{6}{6}{(-3,-3)}
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\octagon{cyan}{(0,0)}
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\octagon{sequential4-1}{(0,0)}
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\end{tikzpicture}
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\end{document}
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@ -1,3 +1,30 @@
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\RequirePackage{xcolor}
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\definecolor{diverging4-1-1}{RGB}{44,123,182}
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\definecolor{diverging4-1-2}{RGB}{171,217,233}
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\definecolor{diverging4-1-3}{RGB}{253,174,97}
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\definecolor{diverging4-1-4}{RGB}{215,25,28}
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\definecolor{diverging4-2-1}{RGB}{94,60,153}
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\definecolor{diverging4-2-2}{RGB}{178,171,210}
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\definecolor{diverging4-2-3}{RGB}{253,184,99}
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\definecolor{diverging4-2-4}{RGB}{230,97,1}
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\definecolor{sequential4-1}{RGB}{34,94,168}
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\definecolor{sequential4-2}{RGB}{65,182,196}
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\definecolor{sequential4-3}{RGB}{161,218,180}
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\definecolor{sequential4-4}{RGB}{235,235,184}
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\definecolor{sequential4-1-1}{RGB}{34,94,168}
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\definecolor{sequential4-1-2}{RGB}{65,182,196}
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\definecolor{sequential4-1-3}{RGB}{161,218,180}
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\definecolor{sequential4-1-4}{RGB}{235,235,184}
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\definecolor{qualitative4-1}{RGB}{51,160,44}
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\definecolor{qualitative4-2}{RGB}{178,223,138}
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\definecolor{qualitative4-3}{RGB}{31,120,180}
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\definecolor{qualitative4-4}{RGB}{166,206,227}
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% square lattice (width #1, height #2, origin #3, spacing #4)
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\def\grid#1#2#3{
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\foreach\i in {0,...,#2}{
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@ -7,6 +34,14 @@
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\draw#3++(\i,0)--++(0,#2);
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}
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}
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\def\gridcolor#1#2#3#4{
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\foreach\i in {0,...,#2}{
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\draw[color=#4]#3++(0,\i)--++(#1,0);
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}
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\foreach\i in {0,...,#1}{
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\draw[color=#4]#3++(\i,0)--++(0,#2);
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}
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}
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% 3-staircase (color #1, position #2)
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@ -19,7 +54,7 @@
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\draw[color=white]#2++(0,-0.5)--++(0,3);
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\draw[color=white]#2++(1,-0.5)--++(0,2);
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\draw[color=white]#2++(2,-0.5)--++(0,1);
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\draw[color=black]#2++(-0.5,-0.5)--++(3,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,-3);
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\draw[color=black, line width=2pt]#2++(-0.5,-0.5)--++(3,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,-3);
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}
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%\def\staircase#1#2{
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% \fill[color=#1]#2++(-0.5,-0.5)--++(3,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,-3);
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@ -37,7 +72,7 @@
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\clip#2++(-0.5,-0.5)--++(4,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,-4);
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\grid55{[color=white]#2++(-1,-1)}
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\end{scope}
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\draw[color=black]#2++(-0.5,-0.5)--++(4,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,-4);
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\draw[color=black, line width=2pt]#2++(-0.5,-0.5)--++(4,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,-4);
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}
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% 5-staircase (color #1, position #2)
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@ -47,7 +82,7 @@
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\clip#2++(-0.5,-0.5)--++(5,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,-5);
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\grid55{[color=white]#2++(-1,-1)}
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\end{scope}
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\draw[color=black]#2++(-0.5,-0.5)--++(5,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,-5);
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\draw[color=black, line width=2pt]#2++(-0.5,-0.5)--++(5,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,1)--++(-1,0)--++(0,-5);
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}
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% square (color #1, position #2)
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@ -67,7 +102,7 @@
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\clip#2circle(2.5);
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\grid66{[color=white]#2++(-3,-3)}
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\end{scope}
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||||
\draw[color=black]#2circle(2.5);
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||||
\draw[color=black, line width=2pt]#2circle(2.5);
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||||
}
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||||
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% octagon (color #1, position #2)
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@ -77,5 +112,5 @@
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\clip#2++(-1,-2.5)--++(2,0)--++(1.5,1.5)--++(0,2)--++(-1.5,1.5)--++(-2,0)--++(-1.5,-1.5)--++(0,-2)--++(1.5,-1.5);
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\grid66{[color=white]#2++(-3,-3)}
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\end{scope}
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||||
\draw[color=black]#2++(-1,-2.5)--++(2,0)--++(1.5,1.5)--++(0,2)--++(-1.5,1.5)--++(-2,0)--++(-1.5,-1.5)--++(0,-2)--++(1.5,-1.5);
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\draw[color=black, line width=2pt]#2++(-1,-2.5)--++(2,0)--++(1.5,1.5)--++(0,2)--++(-1.5,1.5)--++(-2,0)--++(-1.5,-1.5)--++(0,-2)--++(1.5,-1.5);
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||||
}
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@ -7,13 +7,13 @@
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\begin{tikzpicture}
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||||
\grid{10}{10}{(-1,-1)}
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||||
|
||||
\staircaseV{blue}{(0,0)}
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||||
\staircaseV{green}{(2,3)}
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||||
|
||||
\square{gray}{(1,4)}
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||||
\square{gray}{(3,2)}
|
||||
\square{gray}{(4,1)}
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||||
\square{gray}{(4,2)}
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||||
\square{diverging4-2-2}{(1,4)}
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||||
\square{diverging4-2-2}{(3,2)}
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||||
\square{diverging4-2-2}{(4,1)}
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||||
\square{diverging4-2-2}{(4,2)}
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||||
|
||||
\staircaseV{diverging4-2-1}{(0,0)}
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||||
\staircaseV{diverging4-2-4}{(2,3)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
@ -6,19 +6,19 @@
|
||||
\begin{document}
|
||||
\begin{tikzpicture}
|
||||
\grid{10}{10}{(-1,-1)}
|
||||
|
||||
\staircaseV{blue}{(0,0)}
|
||||
\staircaseV{green}{(3,4)}
|
||||
|
||||
\square{lightgray}{(3,3)}
|
||||
\square{lightgray}{(4,3)}
|
||||
\square{diverging4-2-3}{(3,3)}
|
||||
\square{diverging4-2-3}{(4,3)}
|
||||
|
||||
\square{gray}{(1,4)}
|
||||
\square{gray}{(2,3)}
|
||||
\square{gray}{(2,4)}
|
||||
\square{gray}{(3,2)}
|
||||
\square{gray}{(4,1)}
|
||||
\square{gray}{(4,2)}
|
||||
\square{diverging4-2-2}{(1,4)}
|
||||
\square{diverging4-2-2}{(2,3)}
|
||||
\square{diverging4-2-2}{(2,4)}
|
||||
\square{diverging4-2-2}{(3,2)}
|
||||
\square{diverging4-2-2}{(4,1)}
|
||||
\square{diverging4-2-2}{(4,2)}
|
||||
|
||||
\staircaseV{diverging4-2-1}{(0,0)}
|
||||
\staircaseV{diverging4-2-4}{(3,4)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
@ -7,19 +7,19 @@
|
||||
\begin{tikzpicture}
|
||||
\grid{10}{10}{(-1,-1)}
|
||||
|
||||
\staircaseV{blue}{(0,0)}
|
||||
\square{diverging4-2-3}{(2,4)}
|
||||
\square{diverging4-2-3}{(3,4)}
|
||||
\square{diverging4-2-3}{(4,2)}
|
||||
\square{diverging4-2-3}{(4,3)}
|
||||
\square{diverging4-2-3}{(4,4)}
|
||||
|
||||
\square{lightgray}{(2,4)}
|
||||
\square{lightgray}{(3,4)}
|
||||
\square{lightgray}{(4,2)}
|
||||
\square{lightgray}{(4,3)}
|
||||
\square{lightgray}{(4,4)}
|
||||
|
||||
\square{gray}{(1,4)}
|
||||
\square{gray}{(2,3)}
|
||||
\square{gray}{(3,2)}
|
||||
\square{gray}{(3,3)}
|
||||
\square{gray}{(4,1)}
|
||||
\square{diverging4-2-2}{(1,4)}
|
||||
\square{diverging4-2-2}{(2,3)}
|
||||
\square{diverging4-2-2}{(3,2)}
|
||||
\square{diverging4-2-2}{(3,3)}
|
||||
\square{diverging4-2-2}{(4,1)}
|
||||
|
||||
\staircaseV{diverging4-2-1}{(0,0)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
@ -7,13 +7,13 @@
|
||||
\begin{tikzpicture}
|
||||
\grid{14}{10}{(-9,-1)}
|
||||
|
||||
\staircaseV{blue}{(0,0)}
|
||||
\staircaseV{green}{(-5,2)}
|
||||
|
||||
\square{gray}{(-2,4)}
|
||||
\square{gray}{(-1,1)}
|
||||
\square{gray}{(-1,3)}
|
||||
\square{gray}{(-1,4)}
|
||||
\square{diverging4-2-2}{(-2,4)}
|
||||
\square{diverging4-2-2}{(-1,1)}
|
||||
\square{diverging4-2-2}{(-1,3)}
|
||||
\square{diverging4-2-2}{(-1,4)}
|
||||
|
||||
\staircaseV{diverging4-2-1}{(0,0)}
|
||||
\staircaseV{diverging4-2-4}{(-5,2)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
@ -7,19 +7,19 @@
|
||||
\begin{tikzpicture}
|
||||
\grid{14}{10}{(-9,-1)}
|
||||
|
||||
\staircaseV{blue}{(0,0)}
|
||||
\staircaseV{green}{(-8,4)}
|
||||
\square{diverging4-2-3}{(-3,3)}
|
||||
\square{diverging4-2-3}{(-2,2)}
|
||||
|
||||
\square{lightgray}{(-3,3)}
|
||||
\square{lightgray}{(-2,2)}
|
||||
|
||||
\square{gray}{(-3,4)}
|
||||
\square{gray}{(-2,3)}
|
||||
\square{gray}{(-2,4)}
|
||||
\square{gray}{(-1,1)}
|
||||
\square{gray}{(-1,2)}
|
||||
\square{gray}{(-1,3)}
|
||||
\square{gray}{(-1,4)}
|
||||
\square{diverging4-2-2}{(-3,4)}
|
||||
\square{diverging4-2-2}{(-2,3)}
|
||||
\square{diverging4-2-2}{(-2,4)}
|
||||
\square{diverging4-2-2}{(-1,1)}
|
||||
\square{diverging4-2-2}{(-1,2)}
|
||||
\square{diverging4-2-2}{(-1,3)}
|
||||
\square{diverging4-2-2}{(-1,4)}
|
||||
|
||||
\staircaseV{diverging4-2-1}{(0,0)}
|
||||
\staircaseV{diverging4-2-4}{(-8,4)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
@ -7,19 +7,19 @@
|
||||
\begin{tikzpicture}
|
||||
\grid{14}{10}{(-9,-1)}
|
||||
|
||||
\staircaseV{blue}{(0,0)}
|
||||
\square{diverging4-2-3}{(-4,4)}
|
||||
\square{diverging4-2-3}{(-3,3)}
|
||||
\square{diverging4-2-3}{(-3,4)}
|
||||
\square{diverging4-2-3}{(-2,2)}
|
||||
\square{diverging4-2-3}{(-2,4)}
|
||||
|
||||
\square{lightgray}{(-4,4)}
|
||||
\square{lightgray}{(-3,3)}
|
||||
\square{lightgray}{(-3,4)}
|
||||
\square{lightgray}{(-2,2)}
|
||||
\square{lightgray}{(-2,4)}
|
||||
|
||||
\square{gray}{(-2,3)}
|
||||
\square{gray}{(-1,1)}
|
||||
\square{gray}{(-1,2)}
|
||||
\square{gray}{(-1,3)}
|
||||
\square{gray}{(-1,4)}
|
||||
\square{diverging4-2-2}{(-2,3)}
|
||||
\square{diverging4-2-2}{(-1,1)}
|
||||
\square{diverging4-2-2}{(-1,2)}
|
||||
\square{diverging4-2-2}{(-1,3)}
|
||||
\square{diverging4-2-2}{(-1,4)}
|
||||
|
||||
\staircaseV{diverging4-2-1}{(0,0)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
@ -7,41 +7,40 @@
|
||||
\begin{tikzpicture}
|
||||
\grid{10}{10}{(-5,-5)}
|
||||
|
||||
\staircaseV{blue}{(0,0)}
|
||||
|
||||
\square{lightgray}{(-4,4)}
|
||||
\square{lightgray}{(-3,3)}
|
||||
\square{lightgray}{(-3,4)}
|
||||
\square{lightgray}{(-2,2)}
|
||||
\square{lightgray}{(-2,3)}
|
||||
\square{lightgray}{(-2,4)}
|
||||
\square{lightgray}{(-1,1)}
|
||||
\square{lightgray}{(-1,2)}
|
||||
\square{lightgray}{(-1,3)}
|
||||
\square{lightgray}{(-1,4)}
|
||||
\square{diverging4-2-3}{(-4,4)}
|
||||
\square{diverging4-2-3}{(-3,3)}
|
||||
\square{diverging4-2-3}{(-3,4)}
|
||||
\square{diverging4-2-3}{(-2,2)}
|
||||
\square{diverging4-2-3}{(-2,3)}
|
||||
\square{diverging4-2-3}{(-2,4)}
|
||||
\square{diverging4-2-3}{(-1,1)}
|
||||
\square{diverging4-2-3}{(-1,2)}
|
||||
\square{diverging4-2-3}{(-1,3)}
|
||||
\square{diverging4-2-3}{(-1,4)}
|
||||
|
||||
\square{lightgray}{(1,4)}
|
||||
\square{lightgray}{(2,3)}
|
||||
\square{lightgray}{(2,4)}
|
||||
\square{lightgray}{(3,2)}
|
||||
\square{lightgray}{(3,3)}
|
||||
\square{lightgray}{(3,4)}
|
||||
\square{lightgray}{(4,1)}
|
||||
\square{lightgray}{(4,2)}
|
||||
\square{lightgray}{(4,3)}
|
||||
\square{lightgray}{(4,4)}
|
||||
\square{diverging4-2-3}{(1,4)}
|
||||
\square{diverging4-2-3}{(2,3)}
|
||||
\square{diverging4-2-3}{(2,4)}
|
||||
\square{diverging4-2-3}{(3,2)}
|
||||
\square{diverging4-2-3}{(3,3)}
|
||||
\square{diverging4-2-3}{(3,4)}
|
||||
\square{diverging4-2-3}{(4,1)}
|
||||
\square{diverging4-2-3}{(4,2)}
|
||||
\square{diverging4-2-3}{(4,3)}
|
||||
\square{diverging4-2-3}{(4,4)}
|
||||
|
||||
\square{lightgray}{(1,-1)}
|
||||
\square{lightgray}{(2,-2)}
|
||||
\square{lightgray}{(2,-1)}
|
||||
\square{lightgray}{(3,-3)}
|
||||
\square{lightgray}{(3,-2)}
|
||||
\square{lightgray}{(3,-1)}
|
||||
\square{lightgray}{(4,-4)}
|
||||
\square{lightgray}{(4,-3)}
|
||||
\square{lightgray}{(4,-2)}
|
||||
\square{lightgray}{(4,-1)}
|
||||
|
||||
\square{diverging4-2-3}{(1,-1)}
|
||||
\square{diverging4-2-3}{(2,-2)}
|
||||
\square{diverging4-2-3}{(2,-1)}
|
||||
\square{diverging4-2-3}{(3,-3)}
|
||||
\square{diverging4-2-3}{(3,-2)}
|
||||
\square{diverging4-2-3}{(3,-1)}
|
||||
\square{diverging4-2-3}{(4,-4)}
|
||||
\square{diverging4-2-3}{(4,-3)}
|
||||
\square{diverging4-2-3}{(4,-2)}
|
||||
\square{diverging4-2-3}{(4,-1)}
|
||||
|
||||
\staircaseV{diverging4-2-1}{(0,0)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
@ -7,32 +7,32 @@
|
||||
\begin{tikzpicture}
|
||||
\grid{7}{7}{(-1,-1)}
|
||||
|
||||
\square{gray}{(1,4)}
|
||||
\square{gray}{(2,3)}
|
||||
\square{gray}{(2,4)}
|
||||
\square{gray}{(3,2)}
|
||||
\square{gray}{(3,3)}
|
||||
\square{gray}{(3,4)}
|
||||
\square{gray}{(4,1)}
|
||||
\square{gray}{(4,2)}
|
||||
\square{gray}{(4,3)}
|
||||
\square{gray}{(4,4)}
|
||||
\square{qualitative4-1}{(1,4)}
|
||||
\square{qualitative4-1}{(2,3)}
|
||||
\square{qualitative4-1}{(2,4)}
|
||||
\square{qualitative4-1}{(3,2)}
|
||||
\square{qualitative4-1}{(3,3)}
|
||||
\square{qualitative4-1}{(3,4)}
|
||||
\square{qualitative4-1}{(4,1)}
|
||||
\square{qualitative4-1}{(4,2)}
|
||||
\square{qualitative4-1}{(4,3)}
|
||||
\square{qualitative4-1}{(4,4)}
|
||||
|
||||
\square{yellow}{(0,4)}
|
||||
\square{yellow}{(1,3)}
|
||||
\square{yellow}{(2,2)}
|
||||
\square{yellow}{(3,1)}
|
||||
\square{yellow}{(4,0)}
|
||||
\square{qualitative4-4}{(0,4)}
|
||||
\square{qualitative4-4}{(1,3)}
|
||||
\square{qualitative4-4}{(2,2)}
|
||||
\square{qualitative4-4}{(3,1)}
|
||||
\square{qualitative4-4}{(4,0)}
|
||||
|
||||
\square{magenta}{(5,1)}
|
||||
\square{magenta}{(5,2)}
|
||||
\square{magenta}{(5,3)}
|
||||
\square{magenta}{(5,4)}
|
||||
\square{qualitative4-2}{(5,1)}
|
||||
\square{qualitative4-2}{(5,2)}
|
||||
\square{qualitative4-2}{(5,3)}
|
||||
\square{qualitative4-2}{(5,4)}
|
||||
|
||||
\square{green}{(1,5)}
|
||||
\square{green}{(2,5)}
|
||||
\square{green}{(3,5)}
|
||||
\square{green}{(4,5)}
|
||||
\square{qualitative4-3}{(1,5)}
|
||||
\square{qualitative4-3}{(2,5)}
|
||||
\square{qualitative4-3}{(3,5)}
|
||||
\square{qualitative4-3}{(4,5)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
@ -7,7 +7,7 @@
|
||||
\begin{tikzpicture}
|
||||
\grid{4}{4}{(-1,-1)}
|
||||
|
||||
\staircase{cyan}{(0,0)}
|
||||
\staircase{sequential4-1-1}{(0,0)}
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
||||
|
@ -11,7 +11,7 @@
|
||||
\grid{19}{24}{(-6,-1)}
|
||||
\foreach\x in {0,...,6}{
|
||||
\foreach\y in {0,...,6}{
|
||||
\staircase{cyan}{(2*\x-\y,\x+3*\y)}
|
||||
\staircase{diverging4-1-4}{(2*\x-\y,\x+3*\y)}
|
||||
}
|
||||
}
|
||||
|
||||
|
@ -7,21 +7,22 @@
|
||||
\begin{tikzpicture}
|
||||
\grid{6}{6}{(-2,-2)}
|
||||
|
||||
\staircase{cyan}{(0,0)}
|
||||
\square{qualitative4-2}{(0,-1)}
|
||||
\square{qualitative4-2}{(1,-1)}
|
||||
\square{qualitative4-2}{(2,-1)}
|
||||
|
||||
\square{green}{(0,-1)}
|
||||
\square{green}{(1,-1)}
|
||||
\square{green}{(2,-1)}
|
||||
\square{qualitative4-3}{(-1,0)}
|
||||
\square{qualitative4-3}{(-1,1)}
|
||||
\square{qualitative4-3}{(-1,2)}
|
||||
|
||||
\square{magenta}{(-1,0)}
|
||||
\square{magenta}{(-1,1)}
|
||||
\square{magenta}{(-1,2)}
|
||||
|
||||
\square{yellow}{(1,2)}
|
||||
\square{yellow}{(2,1)}
|
||||
\square{qualitative4-4}{(1,2)}
|
||||
\square{qualitative4-4}{(2,1)}
|
||||
|
||||
\square{lightgray}{(0,3)}
|
||||
\square{lightgray}{(3,0)}
|
||||
|
||||
\staircase{qualitative4-1}{(0,0)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
||||
|
@ -2,23 +2,24 @@
|
||||
|
||||
\usepackage{tikz}
|
||||
\usepackage{shapes}
|
||||
\usepackage{xcolor}
|
||||
|
||||
\begin{document}
|
||||
\begin{tikzpicture}
|
||||
\grid{10}{10}{(-4,-4)}
|
||||
|
||||
\staircase{cyan}{(0,0)}
|
||||
\square{sequential4-1-3}{(2,-1)}
|
||||
\square{sequential4-1-3}{(-1,1)}
|
||||
\square{sequential4-1-3}{(1,2)}
|
||||
|
||||
\staircase{magenta}{(2,1)}
|
||||
\staircase{magenta}{(-2,-1)}
|
||||
\staircase{magenta}{(-3,2)}
|
||||
\staircase{magenta}{(3,-2)}
|
||||
\staircase{magenta}{(1,-3)}
|
||||
\staircase{magenta}{(-1,3)}
|
||||
\staircase{sequential4-1-1}{(0,0)}
|
||||
|
||||
\square{green}{(2,-1)}
|
||||
\square{green}{(-1,1)}
|
||||
\square{green}{(1,2)}
|
||||
\staircase{sequential4-1-4}{(2,1)}
|
||||
\staircase{sequential4-1-4}{(-2,-1)}
|
||||
\staircase{sequential4-1-4}{(-3,2)}
|
||||
\staircase{sequential4-1-4}{(3,-2)}
|
||||
\staircase{sequential4-1-4}{(1,-3)}
|
||||
\staircase{sequential4-1-4}{(-1,3)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
@ -7,7 +7,7 @@
|
||||
\begin{tikzpicture}
|
||||
\grid{5}{5}{(-1,-1)}
|
||||
|
||||
\Staircase{cyan}{(0,0)}
|
||||
\Staircase{sequential4-1-1}{(0,0)}
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
||||
|
@ -7,25 +7,25 @@
|
||||
\begin{tikzpicture}
|
||||
\grid{7}{7}{(-2,-2)}
|
||||
|
||||
\Staircase{cyan}{(0,0)}
|
||||
\square{qualitative4-2}{(0,-1)}
|
||||
\square{qualitative4-2}{(1,-1)}
|
||||
\square{qualitative4-2}{(2,-1)}
|
||||
\square{qualitative4-2}{(3,-1)}
|
||||
|
||||
\square{green}{(0,-1)}
|
||||
\square{green}{(1,-1)}
|
||||
\square{green}{(2,-1)}
|
||||
\square{green}{(3,-1)}
|
||||
\square{qualitative4-3}{(-1,0)}
|
||||
\square{qualitative4-3}{(-1,1)}
|
||||
\square{qualitative4-3}{(-1,2)}
|
||||
\square{qualitative4-3}{(-1,3)}
|
||||
|
||||
\square{magenta}{(-1,0)}
|
||||
\square{magenta}{(-1,1)}
|
||||
\square{magenta}{(-1,2)}
|
||||
\square{magenta}{(-1,3)}
|
||||
|
||||
\square{yellow}{(3,1)}
|
||||
\square{yellow}{(2,2)}
|
||||
\square{yellow}{(1,3)}
|
||||
\square{qualitative4-4}{(3,1)}
|
||||
\square{qualitative4-4}{(2,2)}
|
||||
\square{qualitative4-4}{(1,3)}
|
||||
|
||||
\square{lightgray}{(0,4)}
|
||||
\square{lightgray}{(4,0)}
|
||||
|
||||
\Staircase{qualitative4-1}{(0,0)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
||||
|
@ -2,26 +2,27 @@
|
||||
|
||||
\usepackage{tikz}
|
||||
\usepackage{shapes}
|
||||
\usepackage{xcolor}
|
||||
|
||||
\begin{document}
|
||||
\begin{tikzpicture}
|
||||
\grid{13}{13}{(-5,-5)}
|
||||
|
||||
\Staircase{cyan}{(0,0)}
|
||||
\square{sequential4-1-3}{(1,-1)}
|
||||
\square{sequential4-1-3}{(3,-1)}
|
||||
\square{sequential4-1-3}{(3,1)}
|
||||
\square{sequential4-1-3}{(-1,1)}
|
||||
\square{sequential4-1-3}{(-1,3)}
|
||||
\square{sequential4-1-3}{(1,3)}
|
||||
|
||||
\Staircase{magenta}{(2,2)}
|
||||
\Staircase{magenta}{(-2,4)}
|
||||
\Staircase{magenta}{(-4,2)}
|
||||
\Staircase{magenta}{(-2,-2)}
|
||||
\Staircase{magenta}{(2,-4)}
|
||||
\Staircase{magenta}{(4,-2)}
|
||||
\Staircase{sequential4-1-1}{(0,0)}
|
||||
|
||||
\square{green}{(1,-1)}
|
||||
\square{green}{(3,-1)}
|
||||
\square{green}{(3,1)}
|
||||
\square{green}{(-1,1)}
|
||||
\square{green}{(-1,3)}
|
||||
\square{green}{(1,3)}
|
||||
\Staircase{sequential4-1-4}{(2,2)}
|
||||
\Staircase{sequential4-1-4}{(-2,4)}
|
||||
\Staircase{sequential4-1-4}{(-4,2)}
|
||||
\Staircase{sequential4-1-4}{(-2,-2)}
|
||||
\Staircase{sequential4-1-4}{(2,-4)}
|
||||
\Staircase{sequential4-1-4}{(4,-2)}
|
||||
|
||||
\end{tikzpicture}
|
||||
\end{document}
|
||||
|
Reference in New Issue
Block a user