f(x,y) = \sum_{i=1..n} \sqrt{(x-x_i)^2+(y-y_i)^2} = 31.6072484493

CM: \mbox{Center of mass}

FP: \mbox{Fermat-Weber Point}

35.6886888364

Anz = 8 (slider from 2 to 15, step 1)
A = (13.212855808727895, 4.48084189174652)
B = (5.379217212868549, 5.315928790537975)
C = (9.887762913080262, 3.4074345400004553)
D = (4.613331670449714, 3.6093239948086113)
E = (4.799811308452847, 9.953453528013908)
F = (5.926262812707177, 6.763233588923853)
G = (10.042449111679653, 8.89870161267756)
H = (13.089083421495499, 7.716500769133178)
CM = (8.3688467824327, 6.268177339480257)
FP = (7.593331362129656, 6.2222837745023805)
a = Segment(FP, A)
b = Segment(FP, B)
c = Segment(FP, C)
d = Segment(FP, D)
e = Segment(FP, E)
f = Segment(FP, F)
g = Segment(FP, G)
h = Segment(FP, H)