Table B3. Partial widths of 33S1 states (MeV).
Mode	$\rho(1900)$	Mode	$\omega(1900)$
(1S)2
$\pi \, \pi$	1.
$\omega \, \pi$	5.	$\rho \, \pi$	14.
$\rho \, \eta$	8.	$\omega \, \eta$	8.
$\rho \, \eta'$	11.	$\omega \, \eta'$	10.
$\rho \, \rho$	92.
(2S)(1S)
$\pi(1300)\, \pi$	70.
$\omega(1419)\, \pi$	50.	$\rho(1465)\, \pi$	121.
(1P)(1S)
$h_1(1170)\, \pi$	32.	$b_1(1231)\, \pi$	75.
$b_1(1231)\, \eta$	4.	$h_1(1170)\, \eta$	6.
$a_1(1230)\, \pi$	26.
$a_2(1318)\, \pi$	46.
(2P)(1S)
$h_1(1750)\, \pi$	0.	$b_1(1750)\, \pi$	0.
$a_1(1750)\, \pi$	0.
$a_2(1750)\, \pi$	0.
(1D)(1S)
$\pi_2(1670)\, \pi$	0.
$\omega_1(1649) \, \pi$	0.	$\rho_1(1700)\, \pi$	0.
$\omega_2(1670) \, \pi$	0.	$\rho_2(1670)\, \pi$	0.
$\omega_3(1667) \, \pi$	0.	$\rho_3(1691)\, \pi$	0.
(1S)2 strange
${\rm K}\, {\rm K}$	1.		1.
${\rm K}^*\, {\rm K}$	21.		21.
${\rm K}^*\, {\rm K}^*$	27.		27.
(1P)(1S) strange
${\rm K}_1^*(1273)\, {\rm K}$	5.		5.
${\rm K}_1^*(1402)\, {\rm K}$	4.		4.
total
$\sum_i \Gamma_i$	402.		291.