For every n and d, there is a clopen marker set in F(2^{Z^n}) with orbit points at least d apart and with every point reaching the marker set in both directions along each coordinate axis within a uniform bound D.
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Strong marker sets and applications
For every n and d, there is a clopen marker set in F(2^{Z^n}) with orbit points at least d apart and with every point reaching the marker set in both directions along each coordinate axis within a uniform bound D.