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Say a = r cos C , b= r sin C where C is some angle
tan C = a/b
a -ib/a+ib = cos C - i sin C / cos C + i sin C = ( cos c - i sin c )^ 2 = cos 2C - i sin 2C = e^(-2Ci)
Therefore, tan ( i log (e^(-2Ci) ) ) = tan (i X -2Ci ) = tan 2C = 2ab/a^2 - b^2
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