Table 1: Formal function decribing the pulse period during the outburst. The reference for the third order polinomial fit is MJD 53 618. From MJD 53 629 the period is essentially constant.
MJD MJD

53 608.70-53 613.02 53 613.11-53 629

$P({\rm s}\xspace)$ 103.3960(5) 103.3883(5)

$\dot{P}({\rm s~s^{-1}}\xspace)$ - $(-1.69~\pm{0.04})~\times10^{-8}$

$\ddot{P}({\rm s~s^{-2}})$ - $(9~\pm{3})~\times10^{-15}$

${\rm d}^{3}P/{\rm d}t^{3}({\rm s~s^{-3}})$ - $(2.5\pm{0.9})\times10^{-20}$

**Table 1:** Formal function decribing the pulse period during the outburst. The reference for the third order polinomial fit is MJD 53 618. From MJD 53 629 the period is essentially constant.
	MJD	MJD
	53 608.70-53 613.02	53 613.11-53 629
$P({\rm s}\xspace)$	103.3960(5)	103.3883(5)
$\dot{P}({\rm s~s^{-1}}\xspace)$	-	$(-1.69~\pm{0.04})~\times10^{-8}$
$\ddot{P}({\rm s~s^{-2}})$	-	$(9~\pm{3})~\times10^{-15}$
${\rm d}^{3}P/{\rm d}t^{3}({\rm s~s^{-3}})$	-	$(2.5\pm{0.9})\times10^{-20}$

Source LaTeX | All tables | In the text