%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
%                                                                    %
%  This is pennames.sty                                              %
%                                                                    %
%  It contains the definition of the short names for the PEN         %
%  Elementary Particle Naming Scheme, described in CNL 203, pp 8-11  %
%                                                                    %
%  Version 1.0: Original version -  4 Oct 1991 (evh)                 %
%          1.1: \def,\relax\ifmmode instead of \mbox                 %
%               16 Oct 1991 (mg)                                     %   
%          1.2: Corrections for upsilon and psi - 21 Oct 1991 (evh)  %
%          1.3: Line lenghts < 80 charcaters - 22 Oct 1991 (mg)      %
%          1.4: Add definitions for NFSS (\mathrm instead of \rm)    %
%               27 May 1993 (mg)                                     %   
%          1.5: Add definitions \PaD, \PaDz, \PaB, \PaBz             %
%               \Pq, \Paq, \Pqd, \Paqd, \Pqu, \Paqu, \Pqs, \Paqs     %
%               \Pqc, \Paqc, \Pqb, \Paqb, \Pqt, \Paqt, PaP, PagL     %
%               \PagSm, \PagSp, \PagSz, \PagXz, \PagXp, \PagOp, \PaSq%
%               12 Jul 1993 (mg)                                     %   
%          1.6: Include \relax to force expansion of \if (DCa)       %
%               Add % at end of every command to eliminate possible  %
%               parasitic white space.                               %
%                6 Feb 1994 (mg)                                     %   
%          2.0: Adapt to LaTeX2e with \ensuremath command            %
%                30 Jan 1995 (mg)                                    %   
%          2.1: Make usable only with latex2e                        %
%               Put in test for compatibility mode                   %
%                 7 July 1995 (mg)                                   %   
%                                                                    %
%  Authors: Michel Goossens and Eric van Herwijnen                   %
%           CERN, Geneva, Switzerland                                %
%                                                                    %
%  Last Mod.  7 Jul 1995 (mg)                                        %
%                                                                    %
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\def\fileversion{2.1}
\def\filedate{1995/07/07}
\NeedsTeXFormat{LaTeX2e}
\ProvidesPackage{pennames}[\filedate\space Elementary Particle Naming
                           Scheme (Version \fileversion)]
\if@compatibility% Compatibility mode
 \def\Pgg{\relax\ifmmode{\rm \gamma}%
          \else${\rm \gamma}$\fi}%
 \def\PW{\relax\ifmmode{\rm W}%
         \else${\rm W }$\fi}%
 \def\PWp{\relax\ifmmode{\rm W^+}%
          \else${\rm W^+}$\fi}%
 \def\PWm{\relax\ifmmode{\rm W^-}%
          \else${\rm W^-}$\fi}%
 \def\PZz{\relax\ifmmode{\rm Z^0}%
          \else${\rm Z^0}$\fi}%
 \def\PHz{\relax\ifmmode{\rm H^0}%
          \else${\rm H^0}$\fi}%
 \def\PHpm{\relax\ifmmode{\rm H^{\pm}}%
           \else${\rm H^{\pm}}$\fi}%
 \def\PWR{\relax\ifmmode{\rm W_R}%
          \else${\rm W_R}$\fi}%
 \def\PWpr{\relax\ifmmode{\rm W^{\prime}}%
           \else${\rm W^{\prime}}$\fi}%
 \def\PZLR{\relax\ifmmode{\rm Z_{LR}}%
           \else${\rm Z_{LR}}$\fi}%
 \def\PZgc{\relax\ifmmode{\rm Z_{\chi}}%
           \else${\rm Z_{\chi}}$\fi}%
 \def\PZgy{\relax\ifmmode{\rm Z_{\psi}}%
           \else${\rm Z_{\psi}}$\fi}%
 \def\PZge{\relax\ifmmode{\rm Z_{\eta}}%
           \else${\rm Z_{\eta}}$\fi}%
 \def\PZi{\relax\ifmmode{\rm Z_1}%
          \else${\rm Z_1}$\fi}%
 \def\PAz{\relax\ifmmode{\rm A^0}%
          \else${\rm A^0}$\fi}%
 \def\Pgne{\relax\ifmmode{\nu_{\rm e}}%
           \else$\nu_{\rm e}$\fi}%
 \def\Pagne{\relax\ifmmode{\overline{\nu}_{\rm e}}%
            \else$\overline{\nu}_{\rm e}$\fi}%
 \def\Pgngm{\relax\ifmmode{\rm \nu_{\mu}}%
            \else${\rm \nu_{\mu}}$\fi}%
 \def\Pagngm{\relax\ifmmode{\rm \overline{\nu}_{\mu}}%
             \else${\rm \overline{\nu}_{\mu}}$\fi}%
 \def\Pgngt{\relax\ifmmode{\rm \nu_{\tau}}%
            \else${\rm \nu_{\tau}}$\fi}%
 \def\Pagngt{\relax\ifmmode{\rm \overline{\nu}_{\tau}}%
             \else${\rm \overline{\nu}_{\tau}}$\fi}%
 \def\Pe{\relax\ifmmode{\rm e}%
         \else${\rm e}$\fi}%
 \def\Pep{\relax\ifmmode{\rm e^+}%
          \else${\rm e^+}$\fi}%
 \def\Pem{\relax\ifmmode{\rm e^-}%
          \else${\rm e^-}$\fi}%
 \def\Pgm{\relax\ifmmode{\rm \mu}%
          \else${\rm \mu}$\fi}%
 \def\Pgmm{\relax\ifmmode{\rm \mu^-}%
           \else${\rm \mu^-}$\fi}%
 \def\Pgmp{\relax\ifmmode{\rm \mu^+}%
           \else${\rm \mu^+}$\fi}%
 \def\Pgt{\relax\ifmmode{\rm \tau}%
          \else${\rm \tau}$\fi}%
 \def\PLpm{\relax\ifmmode{\rm L^{\pm}}%
           \else${\rm L^{\pm}}$\fi}%
 \def\PLz{\relax\ifmmode{\rm L^0}%
          \else${\rm L^0}$\fi}%
 \def\PEz{\relax\ifmmode{\rm E^0}%
          \else${\rm E^0}$\fi}%
 \def\Pgp{\relax\ifmmode{\rm \pi}%
          \else${\rm \pi }$\fi}%
 \def\Pgpm{\relax\ifmmode{\rm \pi^-}%
           \else${\rm \pi^-}$\fi}%
 \def\Pgpp{\relax\ifmmode{\rm \pi^+}%
           \else${\rm \pi^+}$\fi}%
 \def\Pgppm{\relax\ifmmode{\rm \pi^{\pm }}%
            \else${\rm \pi^{\pm }}$\fi}%
 \def\Pgpz{\relax\ifmmode{\rm \pi^0}%
           \else${\rm \pi^0 }$\fi}%
 \def\Pgh{\relax\ifmmode{\rm \eta}%
          \else${\rm \eta }$\fi}%
 \def\Pgr{\relax\ifmmode{\rm \rho(770)}%
          \else${\rm \rho(770)}$\fi}%
 \def\Pgo{\relax\ifmmode{\rm \omega(783)}%
          \else${\rm \omega(783)}$\fi}%
 \def\Pghpr{\relax\ifmmode{\rm \eta^{\prime}(958)}%
            \else${\rm \eta^{\prime}(958)}$\fi}%
 \def\Pfz{\relax\ifmmode{\rm f_0(975)}%
          \else${\rm f_0(975)}$\fi}%
 \def\Paz{\relax\ifmmode{\rm a_0(980)}%
          \else${\rm a_0(980)}$\fi}%
 \def\Pgf{\relax\ifmmode{\rm \phi(1020)}%
          \else${\rm \phi(1020)}$\fi}%
 \def\Phia{\relax\ifmmode{\rm h_1(1170)}%
           \else${\rm h_1(1170)}$\fi}%
 \def\Pbi{\relax\ifmmode{\rm b_1(1235)}%
          \else${\rm b_1(1235)}$\fi}%
 \def\Pai{\relax\ifmmode{\rm a_1(1260)}%
          \else${\rm a_1(1260)}$\fi}%
 \def\Pfii{\relax\ifmmode{\rm f_2(1270)}%
           \else${\rm f_2(1270)}$\fi}%
 \def\Pfi{\relax\ifmmode{\rm f_1(1285)}%
          \else${\rm f_1(1285)}$\fi}%
 \def\Pgha{\relax\ifmmode{\rm \eta(1295)}%
           \else${\rm \eta(1295)}$\fi}%
 \def\Pgpa{\relax\ifmmode{\rm \pi(1300)}%
           \else${\rm \pi(1300)}$\fi}%
 \def\Paii{\relax\ifmmode{\rm a_2(1320)}%
           \else${\rm a_2(1320)}$\fi}%
 \def\Pgoa{\relax\ifmmode{\rm \omega(1390)}%
           \else${\rm \omega(1390)}$\fi}%
 \def\Pfza{\relax\ifmmode{\rm f_0(1400)}%
           \else${\rm f_0(1400)}$\fi}%
 \def\Pfia{\relax\ifmmode{\rm f_1 (1390)}%
           \else${\rm f_1 (1390)}$\fi}%
 \def\Pghb{\relax\ifmmode{\rm \eta(1440)}%
           \else${\rm \eta(1440)}$\fi}%
 \def\Pgra{\relax\ifmmode{\rm \rho(1450)}%
           \else${\rm \rho(1450)}$\fi}%
 \def\Pfib{\relax\ifmmode{\rm f_1(1510)}%
           \else${\rm f_1(1510)}$\fi}%
 \def\Pfiipr{\relax\ifmmode{\rm f^{\prime}_2(1525)}%
             \else${\rm f^{\prime}_2(1525)}$\fi}%
 \def\Pfzb{\relax\ifmmode{\rm f_0(1590)}%
           \else${\rm f_0(1590)}$\fi}%
 \def\Pgob{\relax\ifmmode{\rm \omega(1600)}%
           \else${\rm \omega(1600)}$\fi}%
 \def\Pgoiii{\relax\ifmmode{\rm \omega_3(1670)}%
             \else${\rm \omega_3(1670)}$\fi}%
 \def\Pgpii{\relax\ifmmode{\rm \pi_2(1670)}%
            \else${\rm \pi_2(1670)}$\fi}%
 \def\Pgfa{\relax\ifmmode{\rm \phi(1680)}%
           \else${\rm \phi(1680)}$\fi}%
 \def\Pgriii{\relax\ifmmode{\rm \rho_3(1690)}%
             \else${\rm \rho_3(1690)}$\fi}%
 \def\Pgrb{\relax\ifmmode{\rm \rho(1700)}%
           \else${\rm \rho(1700)}$\fi}%
 \def\Pfiia{\relax\ifmmode{\rm f_2(1720)}%
            \else${\rm f_2(1720)}$\fi}%
 \def\Pgfiii{\relax\ifmmode{\rm \phi_3(1850)}%
             \else${\rm \phi_3(1850)}$\fi}%
 \def\Pfiib{\relax\ifmmode{\rm f_2(2010)}%
            \else${\rm f_2(2010)}$\fi}%
 \def\Pfiv{\relax\ifmmode{\rm f_4(2050)}%
           \else${\rm f_4(2050)}$\fi}%
 \def\Pfiic{\relax\ifmmode{\rm f_2(2300)}%
            \else${\rm f_2(2300)}$\fi}%
 \def\Pfiid{\relax\ifmmode{\rm f_2(2340)}%
            \else${\rm f_2(2340)}$\fi}%
 \def\PK{\relax\ifmmode{\rm K}%
         \else${\rm K}$\fi}%
 \def\PKpm{\relax\ifmmode{\rm K^{\pm}}%
           \else${\rm K^{\pm}}$\fi}%
 \def\PKp{\relax\ifmmode{\rm K^+}%
          \else${\rm K^+}$\fi}%
 \def\PKm{\relax\ifmmode{\rm K^-}%
          \else${\rm K^-}$\fi}%
 \def\PKz{\relax\ifmmode{\rm K^0}%
          \else${\rm K^0}$\fi}%
 \def\PaKz{\relax\ifmmode{\overline{\rm K}^0}%
           \else$\overline{\rm K}^0$\fi}%
 \def\PKgmiii{\relax\ifmmode{\rm K_{\mu 3}}%
              \else${\rm K_{\mu 3}}$\fi}%
 \def\PKeiii{\relax\ifmmode{\rm K_{\rm e3}}%
             \else${\rm K_{\rm e3}}$\fi}%
 \def\PKzS{\relax\ifmmode{\rm K^0_{\rm S}}%
           \else${\rm K^0_{\rm S}}$\fi}%
 \def\PKzL{\relax\ifmmode{\rm K^0_{\rm L}}%
           \else${\rm K^0_{\rm L}}$\fi}%
 \def\PKzgmiii{\relax\ifmmode{\rm K^0_{\mu 3}}%
               \else${\rm K^0_{\mu 3}}$\fi}%
 \def\PKzeiii{\relax\ifmmode{\rm K^0_{{\rm e}3}}%
              \else${\rm K^0_{{\rm e}3}}$\fi}%
 \def\PKst{\relax\ifmmode{\rm K^{\ast}(892)}%
           \else${\rm K^{\ast}(892)}$\fi}%
 \def\PKi{\relax\ifmmode{\rm K_1(1270)}%
          \else${\rm K_1(1270)}$\fi}%
 \def\PKsta{\relax\ifmmode{\rm K^{\ast}(1370)}%
            \else${\rm K^{\ast}(1370)}$\fi}%
 \def\PKia{\relax\ifmmode{\rm K_1(1400)}%
           \else${\rm K_1(1400)}$\fi}%
 \def\PKstz{\relax\ifmmode{\rm K^{\ast}_0(1430)}%
            \else${\rm K^{\ast}_0(1430)}$\fi}%
 \def\PKstii{\relax\ifmmode{\rm K^{\ast}_2(1430)}%
             \else${\rm K^{\ast}_2(1430)}$\fi}%
 \def\PKstb{\relax\ifmmode{\rm K^{\ast}(1680)}%
            \else${\rm K^{\ast}(1680)}$\fi}%
 \def\PKii{\relax\ifmmode{\rm K_2(1770)}%
           \else${\rm K_2(1770)}$\fi}%
 \def\PKstiii{\relax\ifmmode{\rm K^{\ast}_3(1780)}%
              \else${\rm K^{\ast}_3(1780)}$\fi}%
 \def\PKstiv{\relax\ifmmode{\rm K^{\ast}_4(2045)}%
             \else${\rm K^{\ast}_4(2045)}$\fi}%
 \def\PD{\relax\ifmmode{\rm D}%
           \else${\rm D}$\fi}%
 \def\PaD{\relax\ifmmode{\rm \overline{D}}%
           \else${\rm \overline{D}}$\fi}%
 \def\PDpm{\relax\ifmmode{\rm D^{\pm}}%
           \else${\rm D^{\pm}}$\fi}%
 \def\PDm{\relax\ifmmode{\rm D^-}%
          \else${\rm D^-}$\fi}%
 \def\PDp{\relax\ifmmode{\rm D^+}%
          \else${\rm D^+}$\fi}%
 \def\PDz{\relax\ifmmode{\rm D^0}%
          \else${\rm D^0}$\fi}%
 \def\PaDz{\relax\ifmmode{\overline{\rm D}^0}%
           \else$\overline{\rm D}^0$\fi}%
 \def\PDstpm{\relax\ifmmode{{\rm D}^{\ast}(2010)^{\pm}}%
             \else${\rm D}^{\ast}(2010)^{\pm}$\fi}%
 \def\PDstz{\relax\ifmmode{{\rm D}^{\ast}(2010)^0}%
            \else${\rm D}^{\ast}(2010)^0$\fi}%
 \def\PDiz{\relax\ifmmode{{\rm D}_{1}(2420)^0}%
           \else${\rm D}_{1}(2420)^0$\fi}%
 \def\PDstiiz{\relax\ifmmode{{\rm D}^{\ast}_{2}(2460)^0}%
              \else${\rm D}^{\ast}_{2}(2460)^0$\fi}%
 \def\PsDp{\relax\ifmmode{\rm D_{s}^+}%
           \else${\rm D_{s}^+}$\fi}%
 \def\PsDm{\relax\ifmmode{\rm D_{s}^-}%
           \else${\rm D_{s}^-}$\fi}%
 \def\PsDst{\relax\ifmmode{\rm D_{s}^{\ast}}%
            \else${\rm D_{s}^{\ast}}$\fi}%
 \def\PsDipm{\relax\ifmmode{\rm D_{s1}(2536)^{\pm}}%
           \else${\rm D_{s1}(2536)^{\pm}}$\fi}%
 \def\PB{\relax\ifmmode{{\rm B}}%
          \else${\rm B}$\fi}%
 \def\PaB{\relax\ifmmode{{\rm \overline{B}}}%
          \else${\rm \overline{B}}$\fi}%
 \def\PBp{\relax\ifmmode{{\rm B}^{+}}%
           \else${\rm B}^{+}$\fi}%
 \def\PBm{\relax\ifmmode{{\rm B}^{-}}%
           \else${\rm B}^{-}$\fi}%
 \def\PBpm{\relax\ifmmode{{\rm B}^{\pm}}%
            \else${\rm B}^{\pm}$\fi}%
 \def\PBz{\relax\ifmmode{{\rm B}^0}%
           \else${\rm B}^0$\fi}%
 \def\PaBz{\relax\ifmmode{{\rm \overline{B}}^0}%
           \else${\rm \overline{B}}^0$\fi}%
 \def\Pcgh{\relax\ifmmode{\rm {\eta}_{c}(1S)}%
           \else${\rm {\eta}_{c}(1S)}$\fi}%
 \def\PJgy{\relax\ifmmode{\rm J /\psi(1S)}%
           \else${\rm J /\psi(1S)}$\fi}%
 \def\Pcgcz{\relax\ifmmode{\rm {\chi}_{c0}(1P)}%
            \else${\rm {\chi}_{c0}(1P)}$\fi}%
 \def\Pcgci{\relax\ifmmode{\rm {\chi}_{c1}(1P)}%
            \else${\rm {\chi}_{c1}(1P)}$\fi}%
 \def\Pcgcii{\relax\ifmmode{\rm {\chi}_{c2}(1P)}%
             \else${\rm {\chi}_{c2}(1P)}$\fi}%
 \def\Pgy{\relax\ifmmode{\rm \psi(2S)}%
          \else${\rm \psi(2S)}$\fi}%
 \def\Pgya{\relax\ifmmode{\rm \psi(3770)}%
           \else${\rm \psi(3770)}$\fi}%
 \def\Pgyb{\relax\ifmmode{\rm \psi(4040)}%
           \else${\rm \psi(4040)}$\fi}%
 \def\Pgyc{\relax\ifmmode{\rm \psi(4160)}%
           \else${\rm \psi(4160)}$\fi}%
 \def\Pgyd{\relax\ifmmode{\rm \psi(4415)}%
           \else${\rm \psi(4415)}$\fi}%
 \def\PgU{\relax\ifmmode{\rm \Upsilon(1S)}%
          \else${\rm \Upsilon(1S)}$\fi}%
 \def\Pbgcz{\relax\ifmmode{\rm {\chi}_{b0}(1P)}%
            \else${\rm {\chi}_{b0}(1P)}$\fi}%
 \def\Pbgci{\relax\ifmmode{\rm {\chi}_{b1}(1P)}%
            \else${\rm {\chi}_{b1}(1P)}$\fi}%
 \def\Pbgcii{\relax\ifmmode{\rm {\chi}_{b2}(1P)}%
             \else${\rm {\chi}_{b2}(1P)}$\fi}%
 \def\PgUa{\relax\ifmmode{\rm \Upsilon(2S)}%
           \else${\rm \Upsilon(2S)}$\fi}%
 \def\Pbgcza{\relax\ifmmode{\rm {\chi}_{b0}(2P)}%
             \else${\rm {\chi}_{b0}(2P)}$\fi}%
 \def\Pbgcia{\relax\ifmmode{\rm {\chi}_{b1}(2P)}%
             \else${\rm {\chi}_{b1}(2P)}$\fi}%
 \def\Pbgciia{\relax\ifmmode{\rm {\chi}_{b2}(2P)}%
              \else${\rm {\chi}_{b2}(2P)}$\fi}%
 \def\PgUb{\relax\ifmmode{\rm \Upsilon(3S)}%
           \else${\rm \Upsilon(3S)}$\fi}%
 \def\PgUc{\relax\ifmmode{\rm \Upsilon(4S)}%
           \else${\rm \Upsilon(4S)}$\fi}%
 \def\PgUd{\relax\ifmmode{\rm \Upsilon(10860)}%
           \else${\rm \Upsilon(10860)}$\fi}%
 \def\PgUe{\relax\ifmmode{\rm \Upsilon(11020)}%
           \else${\rm \Upsilon(11020)}$\fi}%
 \def\Pq{\relax\ifmmode{\rm q}%
         \else${\rm q}$\fi}%
 \def\Paq{\relax\ifmmode{\rm \overline{q}}%
         \else${\rm \overline{q}}$\fi}%
 \def\Pqd{\relax\ifmmode{\rm q_d}%
         \else${\rm q_d}$\fi}%
 \def\Paqd{\relax\ifmmode{\rm \overline{q}_d}%
         \else${\rm \overline{q}_d}$\fi}%
 \def\Pqu{\relax\ifmmode{\rm q_u}%
         \else${\rm q_u}$\fi}%
 \def\Paqu{\relax\ifmmode{\rm \overline{q}_u}%
         \else${\rm \overline{q}_u}$\fi}%
 \def\Pqs{\relax\ifmmode{\rm q_s}%
         \else${\rm q_s}$\fi}%
 \def\Paqs{\relax\ifmmode{\rm \overline{q}_s}%
         \else${\rm \overline{q}_s}$\fi}%
 \def\Pqc{\relax\ifmmode{\rm q_c}%
         \else${\rm q_c}$\fi}%
 \def\Paqc{\relax\ifmmode{\rm \overline{q}_c}%
         \else${\rm \overline{q}_c}$\fi}%
 \def\Pqb{\relax\ifmmode{\rm q_b}%
         \else${\rm q_b}$\fi}%
 \def\Paqb{\relax\ifmmode{\rm \overline{q}_b}%
         \else${\rm \overline{q}_b}$\fi}%
 \def\Pqt{\relax\ifmmode{\rm q_t}%
         \else${\rm q_t}$\fi}%
 \def\Paqt{\relax\ifmmode{\rm \overline{q}_t}%
         \else${\rm \overline{q}_t}$\fi}%
 \def\Pp{\relax\ifmmode{\rm p}%
         \else${\rm p}$\fi}%
 \def\Pap{\relax\ifmmode{\rm \overline{p}}%
         \else${\rm \overline{p}}$\fi}%
 \def\Pn{\relax\ifmmode{\rm n}%
         \else${\rm n}$\fi}%
 \def\PNa{\relax\ifmmode{\rm N(1440)P_{11}}%
          \else${\rm N(1440)P_{11}}$\fi}%
 \def\PNb{\relax\ifmmode{\rm N(1520)D_{13}}%
          \else${\rm N(1520)D_{13}}$\fi}%
 \def\PNc{\relax\ifmmode{\rm N(1535)S_{11}}%
          \else${\rm N(1535)S_{11}}$\fi}%
 \def\PNd{\relax\ifmmode{\rm N(1650)S_{11}}%
          \else${\rm N(1650)S_{11}}$\fi}%
 \def\PNe{\relax\ifmmode{\rm N(1675)D_{15}}%
          \else${\rm N(1675)D_{15}}$\fi}%
 \def\PNf{\relax\ifmmode{\rm N(1680)F_{15}}%
          \else${\rm N(1680)F_{15}}$\fi}%
 \def\PNg{\relax\ifmmode{\rm N(1700)D_{13}}%
          \else${\rm N(1700)D_{13}}$\fi}%
 \def\PNh{\relax\ifmmode{\rm N(1710)P_{11}}%
          \else${\rm N(1710)P_{11}}$\fi}%
 \def\PNi{\relax\ifmmode{\rm N(1720)P_{13}}%
          \else${\rm N(1720)P_{13}}$\fi}%
 \def\PNj{\relax\ifmmode{\rm N(2190)G_{17}}%
          \else${\rm N(2190)G_{17}}$\fi}%
 \def\PNk{\relax\ifmmode{\rm N(2220)H_{19}}%
          \else${\rm N(2220)H_{19}}$\fi}%
 \def\PNl{\relax\ifmmode{\rm N(2250)G_{19}}%
          \else${\rm N(2250)G_{19}}$\fi}%
 \def\PNm{\relax\ifmmode{\rm N(2600)I_{1,11}}%
          \else${\rm N(2600)I_{1,11}}$\fi}%
 \def\PgDa{\relax\ifmmode{\rm \Delta(1232)P_{33}}%
           \else${\rm \Delta(1232)P_{33}}$\fi}%
 \def\PgDb{\relax\ifmmode{\rm \Delta(1620)S_{31}}%
           \else${\rm \Delta(1620)S_{31}}$\fi}%
 \def\PgDc{\relax\ifmmode{\rm \Delta(1700)D_{33}}%
           \else${\rm \Delta(1700)D_{33}}$\fi}%
 \def\PgDd{\relax\ifmmode{\rm \Delta(1900)S_{31}}%
           \else${\rm \Delta(1900)S_{31}}$\fi}%
 \def\PgDe{\relax\ifmmode{\rm \Delta(1905)F_{35}}%
           \else${\rm \Delta(1905)F_{35}}$\fi}%
 \def\PgDf{\relax\ifmmode{\rm \Delta(1910)P_{31}}%
           \else${\rm \Delta(1910)P_{31}}$\fi}%
 \def\PgDh{\relax\ifmmode{\rm \Delta(1920)P_{33}}%
           \else${\rm \Delta(1920)P_{33}}$\fi}%
 \def\PgDi{\relax\ifmmode{\rm \Delta(1930)D_{35}}%
           \else${\rm \Delta(1930)D_{35}}$\fi}%
 \def\PgDj{\relax\ifmmode{\rm \Delta(1950)F_{37}}%
           \else${\rm \Delta(1950)F_{37}}$\fi}%
 \def\PgDk{\relax\ifmmode{\rm \Delta(2420)H_{3,11}}%
           \else${\rm \Delta(2420)H_{3,11}}$\fi}%
 \def\PgL{\relax\ifmmode{\rm \Lambda}%
          \else${\rm \Lambda}$\fi}%
 \def\PagL{\relax\ifmmode{\rm \overline{\Lambda}}%
          \else${\rm \overline{\Lambda}}$\fi}%
 \def\PgLa{\relax\ifmmode{\rm \Lambda(1405) S_{01}}%
           \else${\rm \Lambda(1405) S_{01}}$\fi}%
 \def\PgLb{\relax\ifmmode{\rm \Lambda(1520) D_{03}}%
           \else${\rm \Lambda(1520) D_{03}}$\fi}%
 \def\PgLc{\relax\ifmmode{\rm \Lambda(1600) P_{01}}%
           \else${\rm \Lambda(1600) P_{01}}$\fi}%
 \def\PgLd{\relax\ifmmode{\rm \Lambda(1670) S_{01}}%
           \else${\rm \Lambda(1670) S_{01}}$\fi}%
 \def\PgLe{\relax\ifmmode{\rm \Lambda(1690) D_{03}}%
           \else${\rm \Lambda(1690) D_{03}}$\fi}%
 \def\PgLf{\relax\ifmmode{\rm \Lambda(1800) S_{01}}%
           \else${\rm \Lambda(1800) S_{01}}$\fi}%
 \def\PgLg{\relax\ifmmode{\rm \Lambda(1810) P_{01}}%
           \else${\rm \Lambda(1810) P_{01}}$\fi}%
 \def\PgLh{\relax\ifmmode{\rm \Lambda(1820) F_{05}}%
           \else${\rm \Lambda(1820) F_{05}}$\fi}%
 \def\PgLi{\relax\ifmmode{\rm \Lambda(1830) D_{05}}%
           \else${\rm \Lambda(1830) D_{05}}$\fi}%
 \def\PgLj{\relax\ifmmode{\rm \Lambda(1890) P_{03}}%
           \else${\rm \Lambda(1890) P_{03}}$\fi}%
 \def\PgLk{\relax\ifmmode{\rm \Lambda(2100) G_{07}}%
           \else${\rm \Lambda(2100) G_{07}}$\fi}%
 \def\PgLl{\relax\ifmmode{\rm \Lambda(2110) F_{05}}%
           \else${\rm \Lambda(2110) F_{05}}$\fi}%
 \def\PgLm{\relax\ifmmode{\rm \Lambda(2350) H_{09}}%
           \else${\rm \Lambda(2350) H_{09}}$\fi}%
 \def\PgSp{\relax\ifmmode{\rm \Sigma^+}%
           \else${\rm \Sigma^+}$\fi}%
 \def\PagSp{\relax\ifmmode{\rm \overline{\Sigma}^+}%
           \else${\rm \overline{\Sigma}^+}$\fi}%
 \def\PgSz{\relax\ifmmode{\rm \Sigma^0}%
           \else${\rm \Sigma^0}$\fi}%
 \def\PagSz{\relax\ifmmode{\rm \overline{\Sigma}^0}%
           \else${\rm \overline{\Sigma}^0}$\fi}%
 \def\PgSm{\relax\ifmmode{\rm \Sigma^-}%
           \else${\rm \Sigma^-}$\fi}%
 \def\PagSm{\relax\ifmmode{\rm \overline{\Sigma}^-}%
           \else${\rm \overline{\Sigma}^-}$\fi}%
 \def\PgSa{\relax\ifmmode{\rm \Sigma(1385) P_{13}}%
           \else${\rm \Sigma(1385) P_{13}}$\fi}%
 \def\PgSb{\relax\ifmmode{\rm \Sigma(1660) P_{11}}%
           \else${\rm \Sigma(1660) P_{11}}$\fi}%
 \def\PgSc{\relax\ifmmode{\rm \Sigma(1670) D_{13}}%
           \else${\rm \Sigma(1670) D_{13}}$\fi}%
 \def\PgSd{\relax\ifmmode{\rm \Sigma(1750) S_{11}}%
           \else${\rm \Sigma(1750) S_{11}}$\fi}%
 \def\PgSe{\relax\ifmmode{\rm \Sigma(1775) D_{15}}%
           \else${\rm \Sigma(1775) D_{15}}$\fi}%
 \def\PgSf{\relax\ifmmode{\rm \Sigma(1915) F_{15}}%
           \else${\rm \Sigma(1915) F_{15}}$\fi}%
 \def\PgSg{\relax\ifmmode{\rm \Sigma(1940) D_{13}}%
           \else${\rm \Sigma(1940) D_{13}}$\fi}%
 \def\PgSh{\relax\ifmmode{\rm \Sigma(2030) F_{17}}%
           \else${\rm \Sigma(2030) F_{17}}$\fi}%
 \def\PgSi{\relax\ifmmode{\rm \Sigma(2050)}%
           \else${\rm \Sigma(2050)}$\fi}%
 \def\PgXz{\relax\ifmmode{\rm \Xi^0}%
           \else${\rm \Xi^0}$\fi}%
 \def\PagXz{\relax\ifmmode{\rm \overline{\Xi}^0}%
           \else${\rm \overline{\Xi}^0}$\fi}%
 \def\PgXm{\relax\ifmmode{\rm \Xi^-}%
           \else${\rm \Xi^-}$\fi}%
 \def\PagXp{\relax\ifmmode{\rm \overline{\Xi}^+}%
           \else${\rm \overline{\Xi}^+}$\fi}%
 \def\PgXa{\relax\ifmmode{\rm \Xi(1530)P_{13}}%
           \else${\rm \Xi(1530)P_{13}}$\fi}%
 \def\PgXb{\relax\ifmmode{\rm \Xi(1690)}%
           \else${\rm \Xi(1690)}$\fi}%
 \def\PgXc{\relax\ifmmode{\rm \Xi(1820)D_{13}}%
           \else${\rm \Xi(1820)D_{13}}$\fi}%
 \def\PgXd{\relax\ifmmode{\rm \Xi(1950)}%
           \else${\rm \Xi(1950)}$\fi}%
 \def\PgXe{\relax\ifmmode{\rm \Xi(2030)}%
           \else${\rm \Xi(2030)}$\fi}%
 \def\PgOm{\relax\ifmmode{\rm \Omega^-}%
           \else${\rm \Omega^-}$\fi}%
 \def\PagOp{\relax\ifmmode{\rm \overline{\Omega}^+}%
           \else${\rm \overline{\Omega}^+}$\fi}%
 \def\PgOma{\relax\ifmmode{\rm \Omega(2250)^-}%
            \else${\rm \Omega(2250)^-}$\fi}%
 \def\PcgLp{\relax\ifmmode{\rm \Lambda_c^+}%
            \else${\rm \Lambda_c^+}$\fi}%
 \def\PcgXz{\relax\ifmmode{\rm \Xi_c^0}%
            \else${\rm \Xi_c^0}$\fi}%
 \def\PcgXp{\relax\ifmmode{\rm \Xi_c^+}%
            \else${\rm \Xi_c^+}$\fi}%
 \def\PcgS{\relax\ifmmode{\rm \Sigma_c(2455)}%
           \else${\rm \Sigma_c(2455)}$\fi}%
 \def\PSgg{\relax\ifmmode{\rm \widetilde{\gamma}}%
           \else${\rm \widetilde{\gamma}}$\fi}%
 \def\PSgxz{\relax\ifmmode{\rm \widetilde{\chi}^0_i}%
            \else${\rm \widetilde{\chi}^0_i}$\fi}%
 \def\PSZz{\relax\ifmmode{\rm \widetilde{Z}^0}%
           \else${\rm \widetilde{Z}^0}$\fi}%
 \def\PSHz{\relax\ifmmode{\rm \widetilde{H}^0_j}%
           \else${\rm \widetilde{H}^0_j}$\fi}%
 \def\PSgxpm{\relax\ifmmode{\rm \widetilde{\chi}^{\pm_i}}%
             \else${\rm \widetilde{\chi}^{\pm_i}}$\fi}%
 \def\PSWpm{\relax\ifmmode{\rm \widetilde{W}^{\pm}}%
            \else${\rm \widetilde{W}^{\pm}}$\fi}%
 \def\PSHpm{\relax\ifmmode{\rm \widetilde{H}^{\pm_j}}%
            \else${\rm \widetilde{H}^{\pm_j}}$\fi}%
 \def\PSgn{\relax\ifmmode{\rm \widetilde{\nu}}%
           \else${\rm \widetilde{\nu}}$\fi}%
 \def\PSe{\relax\ifmmode{\widetilde{\rm e}}%
          \else$\widetilde{\rm e}$\fi}%
 \def\PSgm{\relax\ifmmode{\rm \widetilde{\mu}}%
           \else${\rm \widetilde{\mu}}$\fi}%
 \def\PSgt{\relax\ifmmode{\rm \widetilde{\tau}}%
           \else${\rm \widetilde{\tau}}$\fi}%
 \def\PSq{\relax\ifmmode{\rm \widetilde{q}}%
          \else${\rm \widetilde{q}}$\fi}%
 \def\PaSq{\relax\ifmmode{\rm \overline{\widetilde{q}}}%
          \else${\rm \overline{\widetilde{q}}}$\fi}%
 \def\PSg{\relax\ifmmode{\rm \widetilde{g}}%
          \else${\rm \widetilde{g}}$\fi}%
\else%  NFSS font specs %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 \newcommand{\PAz}{\ensuremath{\mathrm{A^0}}}
 \newcommand{\PBm}{\ensuremath{{\mathrm{B}^{-}}}}
 \newcommand{\PBpm}{\ensuremath{{\mathrm{B}^{\pm}}}}
 \newcommand{\PBp}{\ensuremath{{\mathrm{B}^{+}}}}
 \newcommand{\PBz}{\ensuremath{{\mathrm{B}^0}}}
 \newcommand{\PB}{\ensuremath{{\mathrm{B}}}}
 \newcommand{\PDiz}{\ensuremath{{\mathrm{D}_{1}(2420)^0}}}
 \newcommand{\PDm}{\ensuremath{\mathrm{D^-}}}
 \newcommand{\PDpm}{\ensuremath{\mathrm{D^{\pm}}}}
 \newcommand{\PDp}{\ensuremath{\mathrm{D^+}}}
 \newcommand{\PDstiiz}{\ensuremath{{\mathrm{D}^{\ast}_{2}(2460)^0}}}
 \newcommand{\PDstpm}{\ensuremath{{\mathrm{D}^{\ast}(2010)^{\pm}}}}
 \newcommand{\PDstz}{\ensuremath{{\mathrm{D}^{\ast}(2010)^0}}}
 \newcommand{\PDz}{\ensuremath{\mathrm{D^0}}}
 \newcommand{\PD}{\ensuremath{\mathrm{D}}}
 \newcommand{\PEz}{\ensuremath{\mathrm{E^0}}}
 \newcommand{\PHpm}{\ensuremath{\mathrm{H^{\pm}}}}
 \newcommand{\PHz}{\ensuremath{\mathrm{H^0}}}
 \newcommand{\PJgy}{\ensuremath{\mathrm{J /\psi(1S)}}}
 \newcommand{\PKeiii}{\ensuremath{\mathrm{K_{e3}}}}
 \newcommand{\PKgmiii}{\ensuremath{\mathrm{K_{\mu 3}}}}
 \newcommand{\PKia}{\ensuremath{\mathrm{K_1(1400)}}}
 \newcommand{\PKii}{\ensuremath{\mathrm{K_2(1770)}}}
 \newcommand{\PKi}{\ensuremath{\mathrm{K_1(1270)}}}
 \newcommand{\PKm}{\ensuremath{\mathrm{K^-}}}
 \newcommand{\PKpm}{\ensuremath{\mathrm{K^{\pm}}}}
 \newcommand{\PKp}{\ensuremath{\mathrm{K^+}}}
 \newcommand{\PKsta}{\ensuremath{\mathrm{K^{\ast}(1370)}}}
 \newcommand{\PKstb}{\ensuremath{\mathrm{K^{\ast}(1680)}}}
 \newcommand{\PKstiii}{\ensuremath{\mathrm{K^{\ast}_3(1780)}}}
 \newcommand{\PKstii}{\ensuremath{\mathrm{K^{\ast}_2(1430)}}}
 \newcommand{\PKstiv}{\ensuremath{\mathrm{K^{\ast}_4(2045)}}}
 \newcommand{\PKstz}{\ensuremath{\mathrm{K^{\ast}_0(1430)}}}
 \newcommand{\PKst}{\ensuremath{\mathrm{K^{\ast}(892)}}}
 \newcommand{\PKzL}{\ensuremath{\mathrm{K^0_L}}}
 \newcommand{\PKzS}{\ensuremath{\mathrm{K^0_S}}}
 \newcommand{\PKzeiii}{\ensuremath{\mathrm{K^0_{e3}}}}
 \newcommand{\PKzgmiii}{\ensuremath{\mathrm{K^0_{\mu 3}}}}
 \newcommand{\PKz}{\ensuremath{\mathrm{K^0}}}
 \newcommand{\PK}{\ensuremath{\mathrm{K}}}
 \newcommand{\PLpm}{\ensuremath{\mathrm{L^{\pm}}}}
 \newcommand{\PLz}{\ensuremath{\mathrm{L^0}}}
 \newcommand{\PNa}{\ensuremath{\mathrm{N(1440)P_{11}}}}
 \newcommand{\PNb}{\ensuremath{\mathrm{N(1520)D_{13}}}}
 \newcommand{\PNc}{\ensuremath{\mathrm{N(1535)S_{11}}}}
 \newcommand{\PNd}{\ensuremath{\mathrm{N(1650)S_{11}}}}
 \newcommand{\PNe}{\ensuremath{\mathrm{N(1675)D_{15}}}}
 \newcommand{\PNf}{\ensuremath{\mathrm{N(1680)F_{15}}}}
 \newcommand{\PNg}{\ensuremath{\mathrm{N(1700)D_{13}}}}
 \newcommand{\PNh}{\ensuremath{\mathrm{N(1710)P_{11}}}}
 \newcommand{\PNi}{\ensuremath{\mathrm{N(1720)P_{13}}}}
 \newcommand{\PNj}{\ensuremath{\mathrm{N(2190)G_{17}}}}
 \newcommand{\PNk}{\ensuremath{\mathrm{N(2220)H_{19}}}}
 \newcommand{\PNl}{\ensuremath{\mathrm{N(2250)G_{19}}}}
 \newcommand{\PNm}{\ensuremath{\mathrm{N(2600)I_{1,11}}}}
 \newcommand{\PSHpm}{\ensuremath{\mathrm{\widetilde{H}^{\pm_j}}}}
 \newcommand{\PSHz}{\ensuremath{\mathrm{\widetilde{H}^0_j}}}
 \newcommand{\PSWpm}{\ensuremath{\mathrm{\widetilde{W}^{\pm}}}}
 \newcommand{\PSZz}{\ensuremath{\mathrm{\widetilde{Z}^0}}}
 \newcommand{\PSe}{\ensuremath{\mathrm{\widetilde{e}}}}
 \newcommand{\PSgg}{\ensuremath{\mathrm{\widetilde{\gamma}}}}
 \newcommand{\PSgm}{\ensuremath{\mathrm{\widetilde{\mu}}}}
 \newcommand{\PSgn}{\ensuremath{\mathrm{\widetilde{\nu}}}}
 \newcommand{\PSgt}{\ensuremath{\mathrm{\widetilde{\tau}}}}
 \newcommand{\PSgxpm}{\ensuremath{\mathrm{\widetilde{\chi}^{\pm_i}}}}
 \newcommand{\PSgxz}{\ensuremath{\mathrm{\widetilde{\chi}^0_i}}}
 \newcommand{\PSg}{\ensuremath{\mathrm{\widetilde{g}}}}
 \newcommand{\PSq}{\ensuremath{\mathrm{\widetilde{q}}}}
 \newcommand{\PWR}{\ensuremath{\mathrm{W_R}}}
 \newcommand{\PWm}{\ensuremath{\mathrm{W^-}}}
 \newcommand{\PWpr}{\ensuremath{\mathrm{W^{\prime}}}}
 \newcommand{\PWp}{\ensuremath{\mathrm{W^+}}}
 \newcommand{\PW}{\ensuremath{\mathrm{W}}}
 \newcommand{\PZLR}{\ensuremath{\mathrm{Z_{LR}}}}
 \newcommand{\PZgc}{\ensuremath{\mathrm{Z_{\chi}}}}
 \newcommand{\PZge}{\ensuremath{\mathrm{Z_{\eta}}}}
 \newcommand{\PZgy}{\ensuremath{\mathrm{Z_{\psi}}}}
 \newcommand{\PZi}{\ensuremath{\mathrm{Z_1}}}
 \newcommand{\PZz}{\ensuremath{\mathrm{Z^0}}}
 \newcommand{\PaBz}{\ensuremath{\mathrm{\overline{B}}^0}}
 \newcommand{\PaB}{\ensuremath{\mathrm{\overline{B}}}}
 \newcommand{\PaDz}{\ensuremath{\mathrm{\overline{D}^0}}}
 \newcommand{\PaD}{\ensuremath{\overline{\mathrm{D}}}}
 \newcommand{\PaKz}{\ensuremath{\mathrm{\overline{K}^0}}}
 \newcommand{\PaSq}{\ensuremath{\mathrm{\overline{\widetilde{q}}}}}
 \newcommand{\PagL}{\ensuremath{\mathrm{\overline{\Lambda}}}}
 \newcommand{\PagOp}{\ensuremath{\mathrm{\overline{\Omega}^+}}}
 \newcommand{\PagSm}{\ensuremath{\mathrm{\overline{\Sigma}^-}}}
 \newcommand{\PagSp}{\ensuremath{\mathrm{\overline{\Sigma}^+}}}
 \newcommand{\PagSz}{\ensuremath{\mathrm{\overline{\Sigma}^0}}}
 \newcommand{\PagXp}{\ensuremath{\mathrm{\overline{\Xi}^+}}}
 \newcommand{\PagXz}{\ensuremath{\mathrm{\Xi^0}}}
 \newcommand{\Pagne}{\ensuremath{\mathrm{\overline{\nu}_{e}}}}
 \newcommand{\Pagngm}{\ensuremath{\mathrm{\overline{\nu}_{\mu}}}}
 \newcommand{\Pagngt}{\ensuremath{\mathrm{\overline{\nu}_{\tau}}}}
 \newcommand{\Paii}{\ensuremath{\mathrm{a_2(1320)}}}
 \newcommand{\Pai}{\ensuremath{\mathrm{a_1(1260)}}}
 \newcommand{\Pap}{\ensuremath{\mathrm{\overline{p}}}}
 \newcommand{\Paqb}{\ensuremath{\mathrm{\overline{q}_b}}}
 \newcommand{\Paqc}{\ensuremath{\mathrm{\overline{q}_c}}}
 \newcommand{\Paqd}{\ensuremath{\mathrm{\overline{q}_d}}}
 \newcommand{\Paqs}{\ensuremath{\mathrm{\overline{q}_s}}}
 \newcommand{\Paqt}{\ensuremath{\mathrm{\overline{q}_t}}}
 \newcommand{\Paqu}{\ensuremath{\mathrm{\overline{q}_u}}}
 \newcommand{\Paq}{\ensuremath{\mathrm{\overline{q}}}}
 \newcommand{\Paz}{\ensuremath{\mathrm{a_0(980)}}}
 \newcommand{\Pbgcia}{\ensuremath{\mathrm{{\chi}_{b1}(2P)}}}
 \newcommand{\Pbgciia}{\ensuremath{\mathrm{{\chi}_{b2}(2P)}}}
 \newcommand{\Pbgcii}{\ensuremath{\mathrm{{\chi}_{b2}(1P)}}}
 \newcommand{\Pbgci}{\ensuremath{\mathrm{{\chi}_{b1}(1P)}}}
 \newcommand{\Pbgcza}{\ensuremath{\mathrm{{\chi}_{b0}(2P)}}}
 \newcommand{\Pbgcz}{\ensuremath{\mathrm{{\chi}_{b0}(1P)}}}
 \newcommand{\Pbi}{\ensuremath{\mathrm{b_1(1235)}}}
 \newcommand{\PcgLp}{\ensuremath{\mathrm{\Lambda_c^+}}}
 \newcommand{\PcgS}{\ensuremath{\mathrm{\Sigma_c(2455)}}}
 \newcommand{\PcgXp}{\ensuremath{\mathrm{\Xi_c^+}}}
 \newcommand{\PcgXz}{\ensuremath{\mathrm{\Xi_c^0}}}
 \newcommand{\Pcgcii}{\ensuremath{\mathrm{{\chi}_{c2}(1P)}}}
 \newcommand{\Pcgci}{\ensuremath{\mathrm{{\chi}_{c1}(1P)}}}
 \newcommand{\Pcgcz}{\ensuremath{\mathrm{{\chi}_{c0}(1P)}}}
 \newcommand{\Pcgh}{\ensuremath{\mathrm{{\eta}_{c}(1S)}}}
 \newcommand{\Pem}{\ensuremath{\mathrm{e^-}}}
 \newcommand{\Pep}{\ensuremath{\mathrm{e^+}}}
 \newcommand{\Pe}{\ensuremath{\mathrm{e}}}
 \newcommand{\Pfia}{\ensuremath{\mathrm{f_1 (1390)}}}
 \newcommand{\Pfib}{\ensuremath{\mathrm{f_1(1510)}}}
 \newcommand{\Pfiia}{\ensuremath{\mathrm{f_2(1720)}}}
 \newcommand{\Pfiib}{\ensuremath{\mathrm{f_2(2010)}}}
 \newcommand{\Pfiic}{\ensuremath{\mathrm{f_2(2300)}}}
 \newcommand{\Pfiid}{\ensuremath{\mathrm{f_2(2340)}}}
 \newcommand{\Pfiipr}{\ensuremath{\mathrm{f^{\prime}_2(1525)}}}
 \newcommand{\Pfii}{\ensuremath{\mathrm{f_2(1270)}}}
 \newcommand{\Pfiv}{\ensuremath{\mathrm{f_4(2050)}}}
 \newcommand{\Pfi}{\ensuremath{\mathrm{f_1(1285)}}}
 \newcommand{\Pfza}{\ensuremath{\mathrm{f_0(1400)}}}
 \newcommand{\Pfzb}{\ensuremath{\mathrm{f_0(1590)}}}
 \newcommand{\Pfz}{\ensuremath{\mathrm{f_0(975)}}}
 \newcommand{\PgDa}{\ensuremath{\mathrm{\Delta(1232)P_{33}}}}
 \newcommand{\PgDb}{\ensuremath{\mathrm{\Delta(1620)S_{31}}}}
 \newcommand{\PgDc}{\ensuremath{\mathrm{\Delta(1700)D_{33}}}}
 \newcommand{\PgDd}{\ensuremath{\mathrm{\Delta(1900)S_{31}}}}
 \newcommand{\PgDe}{\ensuremath{\mathrm{\Delta(1905)F_{35}}}}
 \newcommand{\PgDf}{\ensuremath{\mathrm{\Delta(1910)P_{31}}}}
 \newcommand{\PgDh}{\ensuremath{\mathrm{\Delta(1920)P_{33}}}}
 \newcommand{\PgDi}{\ensuremath{\mathrm{\Delta(1930)D_{35}}}}
 \newcommand{\PgDj}{\ensuremath{\mathrm{\Delta(1950)F_{37}}}}
 \newcommand{\PgDk}{\ensuremath{\mathrm{\Delta(2420)H_{3,11}}}}
 \newcommand{\PgLa}{\ensuremath{\mathrm{\Lambda(1405) S_{01}}}}
 \newcommand{\PgLb}{\ensuremath{\mathrm{\Lambda(1520) D_{03}}}}
 \newcommand{\PgLc}{\ensuremath{\mathrm{\Lambda(1600) P_{01}}}}
 \newcommand{\PgLd}{\ensuremath{\mathrm{\Lambda(1670) S_{01}}}}
 \newcommand{\PgLe}{\ensuremath{\mathrm{\Lambda(1690) D_{03}}}}
 \newcommand{\PgLf}{\ensuremath{\mathrm{\Lambda(1800) S_{01}}}}
 \newcommand{\PgLg}{\ensuremath{\mathrm{\Lambda(1810) P_{01}}}}
 \newcommand{\PgLh}{\ensuremath{\mathrm{\Lambda(1820) F_{05}}}}
 \newcommand{\PgLi}{\ensuremath{\mathrm{\Lambda(1830) D_{05}}}}
 \newcommand{\PgLj}{\ensuremath{\mathrm{\Lambda(1890) P_{03}}}}
 \newcommand{\PgLk}{\ensuremath{\mathrm{\Lambda(2100) G_{07}}}}
 \newcommand{\PgLl}{\ensuremath{\mathrm{\Lambda(2110) F_{05}}}}
 \newcommand{\PgLm}{\ensuremath{\mathrm{\Lambda(2350) H_{09}}}}
 \newcommand{\PgL}{\ensuremath{\mathrm{\Lambda}}}
 \newcommand{\PgOma}{\ensuremath{\mathrm{\Omega(2250)^-}}}
 \newcommand{\PgOm}{\ensuremath{\mathrm{\Omega^-}}}
 \newcommand{\PgSa}{\ensuremath{\mathrm{\Sigma(1385) P_{13}}}}
 \newcommand{\PgSb}{\ensuremath{\mathrm{\Sigma(1660) P_{11}}}}
 \newcommand{\PgSc}{\ensuremath{\mathrm{\Sigma(1670) D_{13}}}}
 \newcommand{\PgSd}{\ensuremath{\mathrm{\Sigma(1750) S_{11}}}}
 \newcommand{\PgSe}{\ensuremath{\mathrm{\Sigma(1775) D_{15}}}}
 \newcommand{\PgSf}{\ensuremath{\mathrm{\Sigma(1915) F_{15}}}}
 \newcommand{\PgSg}{\ensuremath{\mathrm{\Sigma(1940) D_{13}}}}
 \newcommand{\PgSh}{\ensuremath{\mathrm{\Sigma(2030) F_{17}}}}
 \newcommand{\PgSi}{\ensuremath{\mathrm{\Sigma(2050)}}}
 \newcommand{\PgSm}{\ensuremath{\mathrm{\Sigma^-}}}
 \newcommand{\PgSp}{\ensuremath{\mathrm{\Sigma^+}}}
 \newcommand{\PgSz}{\ensuremath{\mathrm{\Sigma^0}}}
 \newcommand{\PgUa}{\ensuremath{\mathrm{\Upsilon(2S)}}}
 \newcommand{\PgUb}{\ensuremath{\mathrm{\Upsilon(3S)}}}
 \newcommand{\PgUc}{\ensuremath{\mathrm{\Upsilon(4S)}}}
 \newcommand{\PgUd}{\ensuremath{\mathrm{\Upsilon(10860)}}}
 \newcommand{\PgUe}{\ensuremath{\mathrm{\Upsilon(11020)}}}
 \newcommand{\PgU}{\ensuremath{\mathrm{\Upsilon(1S)}}}
 \newcommand{\PgXa}{\ensuremath{\mathrm{\Xi(1530)P_{13}}}}
 \newcommand{\PgXb}{\ensuremath{\mathrm{\Xi(1690)}}}
 \newcommand{\PgXc}{\ensuremath{\mathrm{\Xi(1820)D_{13}}}}
 \newcommand{\PgXd}{\ensuremath{\mathrm{\Xi(1950)}}}
 \newcommand{\PgXe}{\ensuremath{\mathrm{\Xi(2030)}}}
 \newcommand{\PgXm}{\ensuremath{\mathrm{\Xi^-}}}
 \newcommand{\PgXz}{\ensuremath{\mathrm{\overline{\Xi}^0}}}
 \newcommand{\Pgfa}{\ensuremath{\mathrm{\phi(1680)}}}
 \newcommand{\Pgfiii}{\ensuremath{\mathrm{\phi_3(1850)}}}
 \newcommand{\Pgf}{\ensuremath{\mathrm{\phi(1020)}}}
 \newcommand{\Pgg}{\ensuremath{\mathrm{\gamma}}}
 \newcommand{\Pgha}{\ensuremath{\mathrm{\eta(1295)}}}
 \newcommand{\Pghb}{\ensuremath{\mathrm{\eta(1440)}}}
 \newcommand{\Pghpr}{\ensuremath{\mathrm{\eta^{\prime}(958)}}}
 \newcommand{\Pgh}{\ensuremath{\mathrm{\eta}}}
 \newcommand{\Pgmm}{\ensuremath{\mathrm{\mu^-}}}
 \newcommand{\Pgmp}{\ensuremath{\mathrm{\mu^+}}}
 \newcommand{\Pgm}{\ensuremath{\mathrm{\mu}}}
 \newcommand{\Pgne}{\ensuremath{\mathrm{\nu_{e}}}}
 \newcommand{\Pgngm}{\ensuremath{\mathrm{\nu_{\mu}}}}
 \newcommand{\Pgngt}{\ensuremath{\mathrm{\nu_{\tau}}}}
 \newcommand{\Pgoa}{\ensuremath{\mathrm{\omega(1390)}}}
 \newcommand{\Pgob}{\ensuremath{\mathrm{\omega(1600)}}}
 \newcommand{\Pgoiii}{\ensuremath{\mathrm{\omega_3(1670)}}}
 \newcommand{\Pgo}{\ensuremath{\mathrm{\omega(783)}}}
 \newcommand{\Pgpa}{\ensuremath{\mathrm{\pi(1300)}}}
 \newcommand{\Pgpii}{\ensuremath{\mathrm{\pi_2(1670)}}}
 \newcommand{\Pgpm}{\ensuremath{\mathrm{\pi^-}}}
 \newcommand{\Pgppm}{\ensuremath{\mathrm{\pi^{\pm }}}}
 \newcommand{\Pgpp}{\ensuremath{\mathrm{\pi^+}}}
 \newcommand{\Pgpz}{\ensuremath{\mathrm{\pi^0}}}
 \newcommand{\Pgp}{\ensuremath{\mathrm{\pi}}}
 \newcommand{\Pgra}{\ensuremath{\mathrm{\rho(1450)}}}
 \newcommand{\Pgrb}{\ensuremath{\mathrm{\rho(1700)}}}
 \newcommand{\Pgriii}{\ensuremath{\mathrm{\rho_3(1690)}}}
 \newcommand{\Pgr}{\ensuremath{\mathrm{\rho(770)}}}
 \newcommand{\Pgt}{\ensuremath{\mathrm{\tau}}}
 \newcommand{\Pgya}{\ensuremath{\mathrm{\psi(3770)}}}
 \newcommand{\Pgyb}{\ensuremath{\mathrm{\psi(4040)}}}
 \newcommand{\Pgyc}{\ensuremath{\mathrm{\psi(4160)}}}
 \newcommand{\Pgyd}{\ensuremath{\mathrm{\psi(4415)}}}
 \newcommand{\Pgy}{\ensuremath{\mathrm{\psi(2S)}}}
 \newcommand{\Phia}{\ensuremath{\mathrm{h_1(1170)}}}
 \newcommand{\Pn}{\ensuremath{\mathrm{n}}}
 \newcommand{\Pp}{\ensuremath{\mathrm{p}}}
 \newcommand{\Pqb}{\ensuremath{\mathrm{q_b}}}
 \newcommand{\Pqc}{\ensuremath{\mathrm{q_c}}}
 \newcommand{\Pqd}{\ensuremath{\mathrm{q_d}}}
 \newcommand{\Pqs}{\ensuremath{\mathrm{q_s}}}
 \newcommand{\Pqt}{\ensuremath{\mathrm{q_t}}}
 \newcommand{\Pqu}{\ensuremath{\mathrm{q_u}}}
 \newcommand{\Pq}{\ensuremath{\mathrm{q}}}
 \newcommand{\PsDipm}{\ensuremath{\mathrm{D_{s1}(2536)^{\pm}}}}
 \newcommand{\PsDm}{\ensuremath{\mathrm{D_{s}^-}}}
 \newcommand{\PsDp}{\ensuremath{\mathrm{D_{s}^+}}}
 \newcommand{\PsDst}{\ensuremath{\mathrm{D_{s}^{\ast}}}}
\fi
\endinput