Levels of real and imaginary parts of function in the complex -plane, plotted under assumption that the superlogatithm is inverse function of tetration and there exist unique tetration that approaches eigenvalues of logarithm in the second anf third quadrants.
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{{Information |Description=Levels of real and imaginary parts of function <math>f=slog_{\rm e}(z)</math> in the complex <math>z</math>-plane, plotted under assumption that the superlogatithm is inverse function of tetration and there exist unique tetratio
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