Velocity and vorticity at the eye of a free vortex

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TL;DR
Non-trivial component of velocity vector is tangential?
In free vortex what does it mean " non-trivial component of velocity vector is tangential"? I know only the tangential component of velocity exists in free vortex flow, so what happens at the eye of the vortex ( what happens to vorticity and streamlines to be specific)?
 
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The eye of a vortex is a singularity, so the concept of tangential velocity breaks down entirely.
 
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