Consider two monopoles of opposite charge (monopole and antimonopole) situated at a distance (2 R) from each
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Consider two monopoles of opposite charge (monopole and antimonopole) situated at a distance \(2 R\) from each other, and a sphere of radius \(2 R\) centered on the midpoint between the monopole and antimonopole. Is there a unique vector potential \(\vec{A}\) that is valid over the whole sphere?
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