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first reading is the real part, in ohm
second reading is the imaginary part, in ohm
third reading is the imaginary part converted to equivalent component value:
if positive it's an inductor, then L = imag(Z)/(2*pi*f)
if negative it's a capacitor then C = -1/[2*pi*f*imag(Z)]
for instance the first value is: f=806 MHz, real(Z)=11.174 ohm, imag(Z)=14.558 ohm then:
L=14.558/(2*pi*806MHz) = 2.87 nH