# Starting again!

Algebra Level 5

If $$z=x+iy$$ ,( x and y are real no. , x is not equal to $$\frac{-1}{2}$$ ) , the number of values of z satisfying $$\large |z|^{n} = z^{2} |z|^{n-2} +z|z|^{n-2} +1$$ , (n is a natural no. , n >1 ) is

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