0000"}  ![Marginalised likelihoods, and 00% and 00% contours of the parameters $A$, $b_0$, $l_0$, and $T_{0}$. Input maps are at $N_{\rm side}=0000$, with noise, mask and residuals (calibration errors and sky residuals). [*Top*]{}: 000GHz with optimistic (left) and pessimistic (right) systematics. [*Bottom*]{}: 000GHz with optimistic (left) and pessimistic (right) systematics.[]{data-label="fig:conflevel000000"}](000_0000_noi_maskext_goodcal_goodsky.pdf "fig:") ![Marginalised likelihoods, and 00% and 00% contours of the parameters $A$, $b_0$, $l_0$, and $T_{0}$. Input maps are at $N_{\rm side}=0000$, with noise, mask and residuals (calibration errors and sky residuals). [*Top*]{}: 000GHz with optimistic (left) and pessimistic (right) systematics. [*Bottom*]{}: 000GHz with optimistic (left) and pessimistic (right) systematics.[]{data-label="fig:conflevel000000"}](000_0000_noi_maskext_badcal_badsky.pdf "fig:") ![Marginalised likelihoods, and 00% and 00% contours of the parameters $A$, $b_0$, $l_0$, and $T_{0}$. Input maps are at $N_{\rm side}=0000$, with noise, mask and residuals (calibration errors and sky residuals). [*Top*]{}: 000GHz with optimistic (left) and pessimistic (right) systematics. [*Bottom*]{}: 000GHz with optimistic (left) and pessimistic (right) systematics.[]{data-label="fig:conflevel000000"}](000_0000_noi_maskext_goodcal_goodsky.pdf "fig:") ![Marginalised likelihoods, and 00% and 00% contours of the parameters $A$, $b_0$, $l_0$, and $T_{0}$. Input maps are at $N_{\rm side}=0000$, with noise, mask and residuals (calibration errors and sky residuals). [*Top*]{}: 000GHz with optimistic (left) and pessimistic (right) systematics. [*Bottom*]{}: 000GHz with optimistic (left) and pessimistic (right) systematics.[]{data-label="fig:conflevel000000"}](000_0000_noi_maskext_badcal_badsky.pdf "fig:")  [width=0]{}     $N_{\rm side}=0000$            $A({\rm mK})$                      $b_0(^\circ)$                    $l_0(^\circ)$                     $T_{0}({\rm mK})$   --------------------- ---------------------------------- --------------------------------- -------------------------------- -------------------------------------      00GHz, good sys     $\ensuremath{0.00000\pm0.00000}$   $\ensuremath{00.0000\pm0.0000}$   $\ensuremath{000.000\pm0.000}$   $\ensuremath{0000.00000\pm0.00000}$      00