Table 1.

Summary of the robustness tests performed on the 1800 mocks using MLE. We show the average values of α and its 1σ standard deviation for all the mocks, the standard deviation of α obtained only for the detected mocks Sα, and the fraction of detected mocks. The fiducial case we adopt has a template A0 + A1ℓ + A2−2 and Δℓ = 15, 30 < ℓ < 330 shown in boldface.

Case〈α〉〈σ〉Sαf(Ndet)Mean of mocks
Δℓ = 15, 30 < ℓ < 330:
A0 + A1ℓ + A2−11.0030.0510.0580.752|$1.008 \pm 0.056\,$|
|$\mathbf {A_0+A_1 \ell +A_2 \ell ^{-2}}$||$\mathbf {1.007}$||$\mathbf {0.058}$||$\mathbf {0.053}$||$\mathbf {0.864}$||$\mathbf {1.009 \pm 0.056}\,$|
A0 + A1ℓ + A221.0110.0560.0550.851|$1.013 \pm 0.056\,$|
Δℓ = 20, 40 < ℓ < 300:
A0 + A1ℓ + A2−11.0030.0510.0600.734|$1.006 \pm 0.058\,$|
A0 + A1ℓ + A2−21.0060.0590.0560.812|$1.006 \pm 0.058\,$|
A0 + A1ℓ + A221.0090.0570.0570.790|$1.012 \pm 0.057\,$|
Δℓ = 15, 45 < ℓ < 330:
A0 + A1ℓ + A2−11.0040.0500.0590.736|$1.009 \pm 0.056\,$|
A0 + A1ℓ + A2−21.0070.0570.0540.841|$1.009 \pm 0.056\,$|
A0 + A1ℓ + A221.0110.0560.0550.839|$1.013 \pm 0.056\,$|
Δℓ = 20, 40 < ℓ < 320:
A0 + A1ℓ + A2−11.0040.0500.0600.731|$1.008 \pm 0.056\,$|
A0 + A1ℓ + A2−21.0070.0580.0550.833|$1.008 \pm 0.057\,$|
A0 + A1ℓ + A221.0110.0560.0570.831|$1.014 \pm 0.057\,$|
Case〈α〉〈σ〉Sαf(Ndet)Mean of mocks
Δℓ = 15, 30 < ℓ < 330:
A0 + A1ℓ + A2−11.0030.0510.0580.752|$1.008 \pm 0.056\,$|
|$\mathbf {A_0+A_1 \ell +A_2 \ell ^{-2}}$||$\mathbf {1.007}$||$\mathbf {0.058}$||$\mathbf {0.053}$||$\mathbf {0.864}$||$\mathbf {1.009 \pm 0.056}\,$|
A0 + A1ℓ + A221.0110.0560.0550.851|$1.013 \pm 0.056\,$|
Δℓ = 20, 40 < ℓ < 300:
A0 + A1ℓ + A2−11.0030.0510.0600.734|$1.006 \pm 0.058\,$|
A0 + A1ℓ + A2−21.0060.0590.0560.812|$1.006 \pm 0.058\,$|
A0 + A1ℓ + A221.0090.0570.0570.790|$1.012 \pm 0.057\,$|
Δℓ = 15, 45 < ℓ < 330:
A0 + A1ℓ + A2−11.0040.0500.0590.736|$1.009 \pm 0.056\,$|
A0 + A1ℓ + A2−21.0070.0570.0540.841|$1.009 \pm 0.056\,$|
A0 + A1ℓ + A221.0110.0560.0550.839|$1.013 \pm 0.056\,$|
Δℓ = 20, 40 < ℓ < 320:
A0 + A1ℓ + A2−11.0040.0500.0600.731|$1.008 \pm 0.056\,$|
A0 + A1ℓ + A2−21.0070.0580.0550.833|$1.008 \pm 0.057\,$|
A0 + A1ℓ + A221.0110.0560.0570.831|$1.014 \pm 0.057\,$|
Table 1.

Summary of the robustness tests performed on the 1800 mocks using MLE. We show the average values of α and its 1σ standard deviation for all the mocks, the standard deviation of α obtained only for the detected mocks Sα, and the fraction of detected mocks. The fiducial case we adopt has a template A0 + A1ℓ + A2−2 and Δℓ = 15, 30 < ℓ < 330 shown in boldface.

Case〈α〉〈σ〉Sαf(Ndet)Mean of mocks
Δℓ = 15, 30 < ℓ < 330:
A0 + A1ℓ + A2−11.0030.0510.0580.752|$1.008 \pm 0.056\,$|
|$\mathbf {A_0+A_1 \ell +A_2 \ell ^{-2}}$||$\mathbf {1.007}$||$\mathbf {0.058}$||$\mathbf {0.053}$||$\mathbf {0.864}$||$\mathbf {1.009 \pm 0.056}\,$|
A0 + A1ℓ + A221.0110.0560.0550.851|$1.013 \pm 0.056\,$|
Δℓ = 20, 40 < ℓ < 300:
A0 + A1ℓ + A2−11.0030.0510.0600.734|$1.006 \pm 0.058\,$|
A0 + A1ℓ + A2−21.0060.0590.0560.812|$1.006 \pm 0.058\,$|
A0 + A1ℓ + A221.0090.0570.0570.790|$1.012 \pm 0.057\,$|
Δℓ = 15, 45 < ℓ < 330:
A0 + A1ℓ + A2−11.0040.0500.0590.736|$1.009 \pm 0.056\,$|
A0 + A1ℓ + A2−21.0070.0570.0540.841|$1.009 \pm 0.056\,$|
A0 + A1ℓ + A221.0110.0560.0550.839|$1.013 \pm 0.056\,$|
Δℓ = 20, 40 < ℓ < 320:
A0 + A1ℓ + A2−11.0040.0500.0600.731|$1.008 \pm 0.056\,$|
A0 + A1ℓ + A2−21.0070.0580.0550.833|$1.008 \pm 0.057\,$|
A0 + A1ℓ + A221.0110.0560.0570.831|$1.014 \pm 0.057\,$|
Case〈α〉〈σ〉Sαf(Ndet)Mean of mocks
Δℓ = 15, 30 < ℓ < 330:
A0 + A1ℓ + A2−11.0030.0510.0580.752|$1.008 \pm 0.056\,$|
|$\mathbf {A_0+A_1 \ell +A_2 \ell ^{-2}}$||$\mathbf {1.007}$||$\mathbf {0.058}$||$\mathbf {0.053}$||$\mathbf {0.864}$||$\mathbf {1.009 \pm 0.056}\,$|
A0 + A1ℓ + A221.0110.0560.0550.851|$1.013 \pm 0.056\,$|
Δℓ = 20, 40 < ℓ < 300:
A0 + A1ℓ + A2−11.0030.0510.0600.734|$1.006 \pm 0.058\,$|
A0 + A1ℓ + A2−21.0060.0590.0560.812|$1.006 \pm 0.058\,$|
A0 + A1ℓ + A221.0090.0570.0570.790|$1.012 \pm 0.057\,$|
Δℓ = 15, 45 < ℓ < 330:
A0 + A1ℓ + A2−11.0040.0500.0590.736|$1.009 \pm 0.056\,$|
A0 + A1ℓ + A2−21.0070.0570.0540.841|$1.009 \pm 0.056\,$|
A0 + A1ℓ + A221.0110.0560.0550.839|$1.013 \pm 0.056\,$|
Δℓ = 20, 40 < ℓ < 320:
A0 + A1ℓ + A2−11.0040.0500.0600.731|$1.008 \pm 0.056\,$|
A0 + A1ℓ + A2−21.0070.0580.0550.833|$1.008 \pm 0.057\,$|
A0 + A1ℓ + A221.0110.0560.0570.831|$1.014 \pm 0.057\,$|
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