Table 1: Parameters of the cubes for the power spectrum estimation. Column 1: cube number; Col. 2: comoving length of the cube (concordance cosmology); Col. 3: redshift range covered by the cube; Col. 4: fundamental mode of the discrete Fourier transformation, which corresponds to the sample bin size of the power spectrum in k space; Col. 5: nyquist critical wavenumber of the fast Fourier transformation.
Sample Length z-range $\Delta k$ $k_{\rm c}$
  $[h^{-1}~\rm {Mpc}]$   $[h~\rm {Mpc}^{-1}]$ $[h~\rm {Mpc}^{-1}]$
cube1 200 0.58-0.68 0.031 4.0
cube2 226 0.68-0.79 0.028 3.6
cube3 256 0.79-0.92 0.025 3.1
cube4 291 0.92-1.1 0.022 2.8
cube5 329 1.1-1.3 0.019 2.4
cube6 373 1.3-1.6 0.017 2.2
cube7 423 1.6-2.0 0.015 1.9
cube8 479 2.0-2.5 0.013 1.7
cube9 500 2.5-3.2 0.013 1.6
cube10 500 3.2-4.1 0.013 1.6
cube11 500 4.1-5.4 0.013 1.6

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