OTHER MESONS

${{\mathit T}_{{{c s 0}}}^{*}{(2870)}^{0}}$
was ${{\mathit X}_{{{0}}}{(2900)}}$ 		$?(0^{+})$
${{\mathit T}_{{{c s 1}}}^{*}{(2900)}^{0}}$
was ${{\mathit X}_{{{1}}}{(2900)}}$ 		$?(1^{-})$
${{\mathit T}_{{{c {{\overline{\mathit s}}} 0}}}^{*}{(2900)}}$
$1(0^{+})$
${{\mathit T}_{{{cc}}}{(3875)}^{+}}$
$?(?^{?})$
• ${{\mathit T}_{{{c {{\overline{\mathit c}}} 1}}}{(3900)}}$
was ${{\mathit Z}_{{{c}}}{(3900)}}$, ${{\mathit X}{(3900)}}$ 		$1^+(1^{+ -})$
${{\mathit T}_{{{c {{\overline{\mathit c}}} {{\overline{\mathit s}}} 1}}}{(4000)}}$
was ${{\mathit Z}_{{{cs}}}{(4000)}}$ 		$1/2(1^{+})$
• ${{\mathit T}_{{{c {{\overline{\mathit c}}}}}}{(4020)}}$
was ${{\mathit X}{(4020)}}$ 		$1^+(?^{? -})$
${{\mathit T}_{{{c {{\overline{\mathit c}}}}}}{(4050)}^{+}}$
was ${{\mathit X}{(4050)}}$ 		$1^-(?^{? +})$
${{\mathit T}_{{{c {{\overline{\mathit c}}}}}}{(4055)}^{+}}$
was ${{\mathit X}{(4055)}^{\pm}}$ 		$1^+(?^{? -})$
${{\mathit T}_{{{c {{\overline{\mathit c}}}}}}{(4100)}^{+}}$
was ${{\mathit X}{(4100)}^{\pm}}$ 		$1^-(?^{? +})$
${{\mathit T}_{{{c {{\overline{\mathit c}}} 1}}}{(4200)}^{+}}$
was ${{\mathit Z}_{{{c}}}{(4200)}}$, ${{\mathit X}{(4200)}^{\pm}}$ 		$1^+(1^{+ -})$
${{\mathit T}_{{{c {{\overline{\mathit c}}} {{\overline{\mathit s}}} 1}}}{(4220)}^{+}}$
was ${{\mathit Z}_{{{c s}}}{(4220)}^{+}}$ 		$1/2(1^{+})$
${{\mathit T}_{{{c {{\overline{\mathit c}}} 0}}}{(4240)}^{+}}$
was ${{\mathit R}_{{{c 0}}}{(4240)}}$, ${{\mathit X}{(4240)}^{\pm}}$ 		$1^+(0^{- -})$
${{\mathit T}_{{{c {{\overline{\mathit c}}}}}}{(4250)}^{+}}$
was ${{\mathit X}{(4250)}^{\pm}}$ 		$1^-(?^{? +})$
• ${{\mathit T}_{{{c {{\overline{\mathit c}}} 1}}}{(4430)}^{+}}$
was ${{\mathit Z}_{{{c}}}{(4430)}}$, ${{\mathit X}{(4430)}^{\pm}}$ 		$1^+(1^{+ -})$
${{\mathit T}_{{{b {{\overline{\mathit s}}}}}}{(5568)}^{+}}$
was ${{\mathit X}{(5568)}^{\pm}}$ 		$1(?^{?})$
${{\mathit T}_{{{c c {{\overline{\mathit c}}} {{\overline{\mathit c}}}}}}{(6900)}^{0}}$
was ${{\mathit X}{(6900)}}$ 		$0^+(?^{? +})$
• ${{\mathit T}_{{{b {{\overline{\mathit b}}} 1}}}{(10610)}}$
was ${{\mathit Z}_{{{b}}}{(10610)}}$, ${{\mathit X}{(10610)}}$ 		$1^+(1^{+ -})$
• ${{\mathit T}_{{{b {{\overline{\mathit b}}} 1}}}{(10650)}^{+}}$
was ${{\mathit Z}_{{{b}}}{(10650)}}$, ${{\mathit X}{(10650)}^{\pm}}$ 		$1^+(1^{+ -})$
Further States
 
•   Indicates established particles.