Position in the Article	Wrong items	Corrected items
Introduction	… a naturally stable spin-photonic interface at temperatures up to 6.6 K	… a naturally stable spin-photonic interface at temperatures up to 6.9 K
Results, Spin-controlled distinguishable photon generation	$V_{\max }=0.65\pm 0.05$	$V_{\max }=0.73\pm 0.05$
	$V_{\mathrm{norm},\pi /2}=\frac{V_{\mathrm{measured}}}{V_{\max }}=0.61\pm 0.10$	$V_{\mathrm{norm},\pi /2}=\frac{V_{\mathrm{measured}}}{V_{\max }}=0.65\pm 0.07$
	$V_{\mathrm{norm},\pi /4}=0.89\pm 0.10$	$V_{\mathrm{norm},\pi /4}=0.90\pm 0.09$
	$V_{\mathrm{norm},3\pi /4}=0.37\pm 0.26$	$V_{\mathrm{norm},3\pi /4}=0.47\pm 0.17$
Results, Temperature stability of spin-photonic properties	$A=2\pi \cdot \left(365\pm 36\right)\mathrm{MHz}{\left(\mathrm{meV}\right)}^{-3}$	$A=2\pi \cdot \left(237\pm 12\right)\mathrm{MHz}{\left(\mathrm{meV}\right)}^{-3}$
	$T_{\mathrm{crit}}>6.6$ K	$T_{\mathrm{crit}}>$6.9 K
Figure 3c, caption	… the fringe pattern with the expected modulation at $0.966\pm 0.007$ GHz	… the fringe pattern with the expected modulation at $0.965\pm 0.006$ GHz
Figure 4b, caption	… the theoretical expectation$\left(0.86\pm 0.01\right)$	… the theoretical expectation$\left(0.80\pm 0.01\right)$