Table 8.

The left-hand side displays the updated contributions to $a_{\mu }^{\mathrm{HVP}-\mathrm{LO}}$ from the various energy regions and includes the contribution of the non-HLS channels in the $\sqrt{s}<1.05$ GeV region; only total errors are shown. The right-hand side provides the various contributions to $a_{\mu }$ in accord with Table 1 in [2] together with our own datum for $a_{\mu }^{HVP-LO}$. The result for $\mathrm{\Delta }{a}_{\mu }=a_{\mu }(\exp )-a_{\mu }(\mathrm{th})$, based on the ${\text{EBHLS}}_2$ fit and the average of the BNL and FNAL measurement [1, 4], is also given; the effect of the systematic is discussed in the body of the text

Contribution from	Energy range	${10}^{10}\times a_{\mu }^{\mathrm{HVP}-\mathrm{LO}}$	Contribution from	${10}^{10}\times a_{\mu }$
Missing channels	$\sqrt{s}\le 1.05$	$1.21\pm 0.17$	LO-HVP	$687.48\pm 2.93+{\left[{}_{-0.69}^{+2.31}\right]}_{\mathrm{syst}}$
$J/\psi$		$8.94\pm 0.59$	NLO HVP [91]	$-9.83\pm 0.07$
$\mathrm{{\rm Y}}$		$0.11\pm 0.01$	NNLO HVP [94]	$1.24\pm 0.01$
Hadronic	(1.05, 2.00)	$62.95\pm 2.53$	LBL [2, 95]	$9.2\pm 1.9$
Hadronic	(2.00, 3.20)	$21.63\pm 0.93$	NLO-LBL [96]	$0.3\pm 0.2$
Hadronic	(3.20, 3.60)	$3.81\pm 0.07$	QED [97, 98]	$11658471.8931\pm 0.0104$
Hadronic	(3.60, 5.20)	$7.59\pm 0.07$	EW [99, 100]	$15.36\pm 0.11$
pQCD	(5.20, 9.46)	$6.27\pm 0.01$	Total theor.	$11659175.33\pm 3.49+{\left[{}_{-0.0}^{+1.62}\right]}_{\mathrm{syst}}$
Hadronic	(9.46, 11.50)	$0.87\pm 0.05$	Exper. aver. [4]	$11659206.1\pm 4.1$
pQCD	(11.50,$\infty$)	$1.96\pm 0.00$	${10}^{10}\times \mathrm{\Delta }{a}_{\mu }$	$30.77\pm 5.38-{\left[{}_{-0.69}^{+2.31}\right]}_{\mathrm{syst}}$
Total	1.05 $\to \infty$ + missing chann.	$115.34\pm 2.77$	Significance ($n\sigma$)	$5.72\sigma$