Ninitial=1
 

 
nallterm=1
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr11 42 \phi[1680]) (1 p4 pr1 41 \eta^{0}) (1 p3 
pr2 42 \gamma^{0}) (2 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=2
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr11 42 \phi[1680]) (1 p4 pr1 41 \eta^{0}) (2 p3 
pr2 42 \gamma^{0}) (1 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=3
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr9 42 \omega_[1650]) (1 p4 pr1 41 \eta^{0}) (1 p3
pr2 42 \gamma^{0}) (2 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=4
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr9 42 \omega_[1650]) (1 p4 pr1 41 \eta^{0}) (2 p3
pr2 42 \gamma^{0}) (1 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=5
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr8 42 h_1[1595]) (1 p4 pr1 41 \eta^{0}) (1 p3 pr2
42 \gamma^{0}) (2 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=6
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr8 42 h_1[1595]) (1 p4 pr1 41 \eta^{0}) (2 p3 pr2
42 \gamma^{0}) (1 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=7
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr7 42 \omega[1420]) (1 p4 pr1 41 \eta^{0}) (1 p3 
pr2 42 \gamma^{0}) (2 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=8
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr7 42 \omega[1420]) (1 p4 pr1 41 \eta^{0}) (2 p3 
pr2 42 \gamma^{0}) (1 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=9
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr6 42 h_1[1380]) (1 p4 pr1 41 \eta^{0}) (1 p3 pr2
42 \gamma^{0}) (2 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=10
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr6 42 h_1[1380]) (1 p4 pr1 41 \eta^{0}) (2 p3 pr2
42 \gamma^{0}) (1 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=11
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr5 42 h_1[1170]) (1 p4 pr1 41 \eta^{0}) (1 p3 pr2
42 \gamma^{0}) (2 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=12
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr5 42 h_1[1170]) (1 p4 pr1 41 \eta^{0}) (2 p3 pr2
42 \gamma^{0}) (1 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=13
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr4 42 \phi[1020]) (1 p4 pr1 41 \eta^{0}) (1 p3 pr2
42 \gamma^{0}) (2 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=14
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr4 42 \phi[1020]) (1 p4 pr1 41 \eta^{0}) (2 p3 pr2
42 \gamma^{0}) (1 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=15
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr3 42 \omega[782]) (1 p4 pr1 41 \eta^{0}) (1 p3 
pr2 42 \gamma^{0}) (2 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=16
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr3 42 \omega[782]) (1 p4 pr1 41 \eta^{0}) (2 p3 
pr2 42 \gamma^{0}) (1 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=17
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr12 1 \phi_3[1850]) (1 p4 pr1 41 \eta^{0}) (1 p3 
pr2 42 \gamma^{0}) (2 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=18
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr12 1 \phi_3[1850]) (1 p4 pr1 41 \eta^{0}) (2 p3 
pr2 42 \gamma^{0}) (1 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=19
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr10 1 \omega_3[1670]) (1 p4 pr1 41 \eta^{0}) (1 p3
pr2 42 \gamma^{0}) (2 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=20
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr10 1 \omega_3[1670]) (1 p4 pr1 41 \eta^{0}) (2 p3
pr2 42 \gamma^{0}) (1 p2 pr2 42 \gamma^{0}) (2 p1 pr13 41 
\eta_{c}[2980]^{0}))
 
