In[]:=
Starting 5D geometric optimization (Exact Asymmetric Boundaries) over 36 states...
=== OPTIMIZATION RESULTS ===
Fitted Universal Tension Sqrt[sigma] = 0.412136 GeV
Physical Light Mass m_u = 0.134247 GeV
Physical Strange Mass m_s = 0.221086 GeV
Physical Charm Mass m_c = 1.44844 GeV
Physical Bottom Mass m_b = 4.78122 GeV
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RMS of \[Delta]\[Phi]/(2\[Pi]) = 0.313
RMS of J - \[Alpha](M^2) = 0.186
RMS of (M_exp/M_theor - 1) [No Pion] = 0.089
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% PASTE THIS INTO: \subsection{Pseudoscalar Trajectories (q=0)}
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\begin{tabular}{lccc}\hline\hlineState & $J$ & $M_{\rm th}$ (GeV) & $M_{\rm exp}$ (GeV) \\\hline$\pi$ & 0 & 0.268 & 0.140 \\$\pi_2$ & 2 & 1.569 & 1.671 \\$K$ & 0 & 0.355 & 0.494 \\$K_2$ & 2 & 1.613 & 1.580 \\$D$ & 0 & 1.583 & 1.865 \\$D_2$ & 2 & 2.646 & 2.747 \\$D_s$ & 0 & 1.670 & 1.968 \\$B$ & 0 & 4.915 & 5.279 \\$B_s$ & 0 & 5.002 & 5.367 \\$B_c$ & 0 & 6.230 & 6.275 \\\hline\hline\end{tabular}
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% PASTE THIS INTO: \subsection{Vector Trajectories (q=-1)}
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\begin{tabular}{lccc}\hline\hlineState & $J$ & $M_{\rm th}$ (GeV) & $M_{\rm exp}$ (GeV) \\\hline$\rho$ & 1 & 0.869 & 0.775 \\$a_2$ & 2 & 1.379 & 1.318 \\$\rho_3$ & 3 & 1.737 & 1.689 \\$a_4$ & 4 & 2.029 & 1.967 \\$\rho_5$ & 5 & 2.284 & 2.330 \\$K^*$ & 1 & 0.925 & 0.892 \\$K^*_2$ & 2 & 1.425 & 1.430 \\$K^*_3$ & 3 & 1.779 & 1.780 \\$K^*_4$ & 4 & 2.068 & 2.045 \\$K^*_5$ & 5 & 2.320 & 2.380 \\$D^*$ & 1 & 2.061 & 2.008 \\$D^*_2$ & 2 & 2.485 & 2.463 \\$D^*_3$ & 3 & 2.790 & 2.763 \\$D_s^*$ & 1 & 2.114 & 2.112 \\$D_{s2}^*$ & 2 & 2.528 & 2.569 \\$D_{s3}^*$ & 3 & 2.829 & 2.860 \\$B^*$ & 1 & 5.371 & 5.325 \\$B^*_2$ & 2 & 5.759 & 5.739 \\$B_s^*$ & 1 & 5.422 & 5.415 \\$B_{s2}^*$ & 2 & 5.800 & 5.840 \\\hline\hline\end{tabular}
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% PASTE THIS INTO: \subsection{Axial Parity Doublets (q=+1)}
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\begin{tabular}{lccc}\hline\hlineState & $J$ & $M_{\rm th}$ (GeV) & $M_{\rm exp}$ (GeV) \\\hline$b_1$ & 1 & 1.379 & 1.229 \\$K_1$ & 1 & 1.425 & 1.272 \\$D_1$ & 1 & 2.485 & 2.422 \\$D_{s1}$ & 1 & 2.528 & 2.460 \\$B_1$ & 1 & 5.759 & 5.726 \\$B_{s1}$ & 1 & 5.800 & 5.829 \\\hline\hline\end{tabular}
