Symmetric k-(0,0,1)

The simplest harmonic ends of finite total curvature that are not minimal are the cusps. They are asymptotic to graphs of the real part of the logarithm function. Here are some syymmetric examples. We believe their placement is only limited by the maximum principle.

• (0,1,2)-(0,0,1)xk
• (0,0,n)
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