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Table 2:

Mean values and marginalized $68\%$ c.l. limits using the fiducial beam: analysis without beam uncertainty (Col. 3), accounting the beam uncertainty from destriped data (Col. 4) and from the data with white and 1/f noise (Col. 5).

Channel 		Parameter No beam uncertainty Destriped White noise +1/f

Planck 70 GHz 		$\Omega_{\rm b}h^2$ $0.22393\pm0.00035$ $0.22401\pm0.00035$ $0.22394\pm0.00036$
  $\Omega_{\rm c}h^2$ $0.1106\pm0.0027$ $0.1105\pm0.0027$ $0.1106\pm0.0029$
  $\theta$ $1.0428\pm0.0010$ $1.0428\pm0.0010$ $1.0428\pm0.0010$
  $\tau$ $0.1112\pm0.0091$ $0.1111\pm0.0091$ $0.1112\pm0.0091$
  $n_{\rm s}$ $0.959 \pm 0.010$ $0.959 \pm 0.010$ $0.959\pm0.011$
  $A_{\rm s}$ $3.084 \pm 0.017$ $3.084 \pm 0.017$ $3.084\pm0.021$

Planck 100 GHz 		$\Omega_{\rm b}h^2$ $0.22383\pm0.00018$ $0.22383\pm0.00018$ $0.22383\pm0.00018$
  $\Omega_{\rm c}h^2$ $0.1106\pm0.0015$ $0.1106\pm0.0015$ $0.1106\pm0.0015$
  $\theta$ $1.04275\pm0.00038$ $1.04275\pm0.00038$ $1.04275\pm0.00038$
  $\tau$ $0.1107\pm0.0049$ $0.1106\pm0.0049$ $0.1106\pm0.0049$
  $n_{\rm s}$ $0.9583 \pm 0.0046$ $0.9583 \pm 0.0046$ $0.9583\pm0.0058$
  $A_{\rm s}$ $3.0832 \pm 0.0094$ $3.0831\pm0.0094$ $3.083\pm0.011$

Planck 143 GHz 		$\Omega_{\rm b}h^2$ $0.22381\pm0.00011$ $0.22381\pm0.00011$ $0.22381\pm0.00011$
  $\Omega_{\rm c}h^2$ $0.1106\pm0.0010$ $0.1106\pm0.0010$ $0.1106\pm0.0010$
  $\theta$ $1.04275\pm0.00021$ $1.04275\pm0.00021$ $1.04274\pm0.00021$
  $\tau$ $0.1105\pm0.0038$ $0.1105\pm0.0038$ $0.1105\pm0.0039$
  $n_{\rm s}$ $0.9582 \pm 0.0029$ $0.9582 \pm 0.0029$ $0.9582\pm0.0035$
  $A_{\rm s}$ $3.0829 \pm 0.0074$ $3.0828\pm0.0075$ $3.0829\pm0.0077$

Planck 217 GHz 		$\Omega_{\rm b}h^2$ $0.22380\pm0.00012$ $0.22382\pm0.00012$ $0.22383\pm0.00012$
  $\Omega_{\rm c}h^2$ $0.1106\pm0.0012$ $0.1106\pm0.0012$ $0.1106\pm0.0012$
  $\theta$ $1.04275\pm0.00023$ $1.04275\pm0.00023$ $1.04275\pm0.00024$
  $\tau$ $0.1106\pm0.0046$ $0.1106\pm0.0046$ $0.1107\pm0.0047$
  $n_{\rm s}$ $0.9582 \pm 0.0032$ $0.9583\pm0.0032$ $0.9583\pm0.0032$
  $A_{\rm s}$ $3.0831 \pm 0.0090$ $3.0830\pm0.0090$ $3.0831 \pm 0.0090$

Epic 150 GHz 		$\Omega_{\rm b}h^2$ $0.223802\pm0.000029$ $0.223798\pm0.000029$ $0.223802\pm0.000029$
  $\Omega_{\rm c}h^2$ $0.11061\pm0.00051$ $0.11061\pm0.00051$ $0.11061\pm0.00052$
  $\theta$ $1.042750\pm0.000054$ $1.042750\pm0.000054$ $1.042750\pm0.00054$
  $\tau$ $0.1104\pm0.0023$ $0.1103\pm0.0023$ $0.1103\pm0.0024$
  $n_{\rm s}$ $0.9582 \pm 0.0016$ $0.9582 \pm 0.0016$ $0.9583\pm0.0016$
  $A_{\rm s}$ $3.0827 \pm 0.0047$ $3.0825\pm0.0047$ $3.083\pm0.0047$


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