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Table 2.

Median likelihood fNL values with 68% confidence intervals obtained from the application of our analysis pipeline to contaminated and mitigated Gaussian mocks with fNL = −50, 0, and 50.

CκG CGG CκG + CGG CκG + CGG
Scale cut min = 2 min = 7 min = 2, 7 min = 2, 32

f NL true = 50 $ f_{\mathrm{NL}}^{\mathrm{true}} = -50 $ 48 31 + 34 $ -48^{+34}_{-31} $ 34 27 + 22 $ -34_{-27}^{+22} $ 30 21 + 19 $ -30_{-21}^{+19} $ −30 ± 27
f NL true = 0 $ f_{\mathrm{NL}}^{\mathrm{true}} = 0 $ 17 35 + 37 $ -17^{+37}_{-35} $ 4 23 + 24 $ -4^{+24}_{-23} $ 1 18 + 17 $ -1^{+17}_{-18} $ 3 28 + 30 $ -3_{-28}^{+30} $
f NL true = 50 $ f_{\mathrm{NL}}^{\mathrm{true}} = 50 $ 21 ± 32 48 19 + 17 $ ^{+17}_{-19} $ 46 16 + 15 $ ^{+15}_{-16} $ 37 ± 28

Notes. The constraints from CGG used a scale cut at min = 7 to have a better control of systematics, while the constraints from CκG were obtained using all the multipoles up to max = 300. The joint constraints also include a case in which the scale cut for CGG was set to min = 32 in order to constrain only the galaxy bias but not fNL.

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