a. Decrease.
Spin it fast enough, and it's generated EM field will slowly bleed off charge.
This is not logical. If a permanent magnet would not lose its magnetism (it wouldn't), why would a superconducting magnet lose its magnetizing current? (Because in some sense, a permanent magnet is an assembly of atomic scale superconducting magnets with all their poles aligned.)
You are correct in saying that magnets do not loose their magnetism so long as the magnet is kept below it's curing temperature point and no introduction of external mechanical force like a sudden physical impact, or, another magnetic signal with enough strength to alter the magnet's internal atomic aligned poles. IE if you keep the magnet cool and stationary, it should last up until the matter within begins to fall apart at the end of the universe.
So, by this logic, when spinning a permanent magnet, the em-field generated will take a load on the rotational energy and the magnet will be loaded, but, it would not weaken the permanent magnet unless it's temperature is beyond the curing point.
Now, for 'T3sl4co1l's electrical powered magnet, the situation is different. His magnetic field is generated by circular electrical current flow, not permanently aligned atomic poles fixed in a material. This means that when spinning, which induces an additional load at the magnetic poles, direction doesn't matter, either (A) the current goes up spin speed, or, (B) the strength at the poles of the magnet is weakened with spin speed, but the current stays the same, or finally (C), a mix of (A) & (B).
My vote is on (C).