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iz2=1+2z+3z2+4z3+5z4+⋯ iz^2=1+\dfrac 2z + \dfrac{3}{z^2}+\dfrac{4}{z ^3}+\dfrac{5}{z^4}+\cdotsiz2=1+z2+z23+z34+z45+⋯
For i=−1i = \sqrt{-1}i=−1, a complex number, z=n±−iz=n\pm \sqrt{-i}z=n±−i satisfy the equation above. What is the value of ⌊100n⌋\lfloor 100n \rfloor⌊100n⌋?
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