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[" A complex number "z" is said to be unimodulus if "],[R=1" .Suppose "z" and "z_(2)" are complex numbers "],[" such that "(z_(1)-2z_(2))/(2-z_(1)bar(z)_(2))" is unimodulus and "z_(2)" is not "],[" unimodulus.Then the point "z" ,lies on a "]

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