Find the union of the following sets, namely ${6 \log (2), 2, -3 \sqrt{3}, 2 \pi, -\frac{16}{\sqrt{3}}, -2, 2 \sqrt{5}} \cup {6 \log (2), -3 \sqrt{3}, 2, -\frac{16}{\sqrt{3}}, -2, -2 \sqrt{5}, 2 \pi}$.

import math

fst = set((6*math.log(2), 2, -3*math.sqrt(3), 2*math.pi, -(16/(math.sqrt(3))), -2, 2*math.sqrt(5),))
snd = set((6*math.log(2), -3*math.sqrt(3), 2, -(16/(math.sqrt(3))), -2, -2*math.sqrt(5), 2*math.pi,))
print(fst.union(snd))
