ciclons:
f(x,y) = P+( x+(-1)·c_{x} )^{2n+2}+( y+(-1)·c_{y} )^{2n+2}
fronts:
g(x,y) = ...
... (P/2)+( x+(-1)·c_{x} )·sin[2n+1]( x+(-1)·c_{x} )+...
... (P/2)+( y+(-1)·c_{y} )·cos[2n+1]( y+(-1)·c_{y} )
g(x,y) = ...
... (P/2)+( x+(-1)·c_{x} )·cos[2n+1]( x+(-1)·c_{x} )+...
... (P/2)+( y+(-1)·c_{y} )·sin[2n+1]( y+(-1)·c_{y} )
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