📄 mm2718.m
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%x = rand(1,40);%y = rand(1,40);
x=[0.95013 0.23114 0.60684 0.48598 0.8913 0.7621...
0.45647 0.018504 0.82141 0.4447 0.61543 0.79194...
0.92181 0.73821 0.17627 0.40571 0.93547 0.9169...
0.41027 0.89365 0.057891 0.35287 0.81317 0.0098613...
0.13889 0.20277 0.19872 0.60379 0.27219 0.19881...
0.015274 0.74679 0.4451 0.93181 0.46599 0.41865...
0.84622 0.52515 0.20265 0.67214];
y=[0.83812 0.01964 0.68128 0.37948 0.8318 0.50281...
0.70947 0.42889 0.30462 0.18965 0.19343 0.68222...
0.30276 0.54167 0.15087 0.6979 0.37837 0.86001...
0.85366 0.59356 0.49655 0.89977 0.82163 0.64491...
0.81797 0.66023 0.34197 0.28973 0.34119 0.53408...
0.72711 0.30929 0.8385 0.56807 0.37041 0.70274...
0.54657 0.44488 0.69457 0.62131];% z = peaks(x,y*pi);% t = delaunay(x,y);voronoi(x,y)title('Figure 27.18: Voronoi Plot')
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