Ninitial=1
 

 
nallterm=1
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr11 41 f_0[2330]) (1 2 pr7 1 \pi_2[2100]) (1 p5 
pr4 1 n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=2
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (3 2 pr11 41 f_0[2330]) (2
p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=3
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr11 41 f_0[2330]) (2 1 pr26 1 \Delta[1232][+1]) (1
p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=4
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (3 2 pr8 41 f_0[2200]) (2
p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=5
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr8 41 f_0[2200]) (2 1 pr26 1 \Delta[1232][+1]) (1
p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=6
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr12 1 f_2[2340]) (1 2 pr7 1 \pi_2[2100]) (1 p5 pr4
1 n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0}) (2 p2
pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=7
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr12 1 f_2[2340]) (1 2 pr6 1 a_4[2040] ) (1 p5 pr4
1 n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0}) (2 p2
pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=8
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (3 2 pr12 1 f_2[2340]) (2
p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=9
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr12 1 f_2[2340]) (2 1 pr26 1 \Delta[1232][+1]) (1
p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=10
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr9 1 f_2[2300]) (1 2 pr7 1 \pi_2[2100]) (1 p5 pr4
1 n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0}) (2 p2
pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=11
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr9 1 f_2[2300]) (1 2 pr6 1 a_4[2040] ) (1 p5 pr4 1
n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0}) (2 p2 
pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=12
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (3 2 pr9 1 f_2[2300]) (2 
p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=13
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr9 1 f_2[2300]) (2 1 pr26 1 \Delta[1232][+1]) (1 
p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=14
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr10 1 f_4[2300]) (1 2 pr7 1 \pi_2[2100]) (1 p5 pr4
1 n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0}) (2 p2
pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=15
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (3 2 pr10 1 f_4[2300]) (2
p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=16
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr10 1 f_4[2300]) (2 1 pr26 1 \Delta[1232][+1]) (1
p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (3 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=17
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr34 1 
\Delta[1750][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=18
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr30 1 
\Delta[1620][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=19
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr21 1 N[1710]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=20
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr17 1 N[1650]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=21
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr16 1 N[1535]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=22
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr32 1 
\Delta[1700][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=23
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr28 1 
\Delta[1600][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=24
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr27 1 
\Delta[1232][0] ) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=25
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr22 1 N[1720]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=26
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr20 1 N[1700]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=27
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr15 1 N[1520]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=28
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr19 1 N[1680]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=29
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr41 1 \Delta[1910][0] ) (1 2 pr18 1 N[1675]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=30
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr40 1 \Delta[1910][+1]) (2 1 pr35 1 
\Delta[1750][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=31
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr40 1 \Delta[1910][+1]) (2 1 pr31 1 
\Delta[1620][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=32
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr40 1 \Delta[1910][+1]) (2 1 pr33 1 
\Delta[1700][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=33
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr40 1 \Delta[1910][+1]) (2 1 pr29 1 
\Delta[1600][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=34
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr40 1 \Delta[1910][+1]) (2 1 pr26 1 
\Delta[1232][+1]) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=35
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr34 1 
\Delta[1750][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=36
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr30 1 
\Delta[1620][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=37
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr21 1 N[1710]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=38
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr17 1 N[1650]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=39
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr16 1 N[1535]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=40
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr32 1 
\Delta[1700][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=41
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr28 1 
\Delta[1600][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=42
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr27 1 
\Delta[1232][0] ) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=43
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr22 1 N[1720]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=44
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr20 1 N[1700]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=45
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr15 1 N[1520]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=46
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr19 1 N[1680]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=47
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr37 1 \Delta[1900][0] ) (1 2 pr18 1 N[1675]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=48
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr36 1 \Delta[1900][+1]) (2 1 pr35 1 
\Delta[1750][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=49
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr36 1 \Delta[1900][+1]) (2 1 pr31 1 
\Delta[1620][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=50
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr36 1 \Delta[1900][+1]) (2 1 pr33 1 
\Delta[1700][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=51
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr36 1 \Delta[1900][+1]) (2 1 pr29 1 
\Delta[1600][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=52
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr36 1 \Delta[1900][+1]) (2 1 pr26 1 
\Delta[1232][+1]) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=53
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr35 1 \Delta[1750][0] ) (1 2 pr16 1 N[1535]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=54
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr35 1 \Delta[1750][0] ) (1 2 pr28 1 
\Delta[1600][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=55
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr35 1 \Delta[1750][0] ) (1 2 pr15 1 N[1520]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=56
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr34 1 \Delta[1750][+1]) (2 1 pr29 1 
\Delta[1600][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=57
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr14 1 N[1440]) (2 3 pr16 1 N[1535]) (1 p5 pr4 1 n)
(p4 2 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1 p2 pr1 
41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=58
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr34 1 
\Delta[1750][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=59
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr30 1 
\Delta[1620][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=60
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr21 1 N[1710]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=61
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr17 1 N[1650]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=62
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr16 1 N[1535]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=63
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr5 41 a_0[980]) (2 3 pr47 1 \Delta[1940][0] ) (3 
p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=64
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr32 1 
\Delta[1700][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=65
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr28 1 
\Delta[1600][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=66
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (2 3 pr47 1 
\Delta[1940][0] ) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=67
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr22 1 N[1720]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=68
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr20 1 N[1700]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=69
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr15 1 N[1520]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=70
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr19 1 N[1680]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=71
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr47 1 \Delta[1940][0] ) (1 2 pr18 1 N[1675]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=72
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr46 1 \Delta[1940][+1]) (2 1 pr35 1 
\Delta[1750][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=73
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr46 1 \Delta[1940][+1]) (2 1 pr31 1 
\Delta[1620][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=74
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr46 1 \Delta[1940][+1]) (2 1 pr5 41 a_0[980]) (2 
p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=75
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr46 1 \Delta[1940][+1]) (2 1 pr33 1 
\Delta[1700][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=76
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr46 1 \Delta[1940][+1]) (2 1 pr29 1 
\Delta[1600][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=77
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr26 1 \Delta[1232][+1]) (3 2 pr46 1 
\Delta[1940][+1]) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=78
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr34 1 
\Delta[1750][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=79
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr30 1 
\Delta[1620][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=80
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr21 1 N[1710]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=81
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr17 1 N[1650]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=82
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr16 1 N[1535]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=83
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr32 1 
\Delta[1700][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=84
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr28 1 
\Delta[1600][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=85
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (2 3 pr43 1 
\Delta[1920][0] ) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=86
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr22 1 N[1720]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=87
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr20 1 N[1700]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=88
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr15 1 N[1520]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=89
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr19 1 N[1680]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=90
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr43 1 \Delta[1920][0] ) (1 2 pr18 1 N[1675]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=91
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr42 1 \Delta[1920][+1]) (2 1 pr35 1 
\Delta[1750][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=92
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr42 1 \Delta[1920][+1]) (2 1 pr31 1 
\Delta[1620][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=93
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr42 1 \Delta[1920][+1]) (2 1 pr33 1 
\Delta[1700][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=94
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr42 1 \Delta[1920][+1]) (2 1 pr29 1 
\Delta[1600][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=95
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr26 1 \Delta[1232][+1]) (3 2 pr42 1 
\Delta[1920][+1]) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=96
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr33 1 \Delta[1700][0] ) (1 2 pr16 1 N[1535]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=97
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr33 1 \Delta[1700][0] ) (1 2 pr15 1 N[1520]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=98
 
nfact=1
 
csuml=nil
 
cc=((1 3 pr27 1 \Delta[1232][0] ) (3 2 pr31 1 
\Delta[1620][0] ) (2 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=99
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr30 1 
\Delta[1620][+1]) (1 p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=100
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr21 1 N[1710]) (1 p5
pr4 1 n) (p4 2 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=101
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr17 1 N[1650]) (1 p5
pr4 1 n) (p4 2 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=102
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr16 1 N[1535]) (1 p5
pr4 1 n) (p4 2 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=103
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr23 1 N[1900]) (2 1 pr35 1 \Delta[1750][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=104
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr23 1 N[1900]) (2 1 pr31 1 \Delta[1620][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=105
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr23 1 N[1900]) (2 1 pr33 1 \Delta[1700][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=106
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr23 1 N[1900]) (2 1 pr29 1 \Delta[1600][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=107
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr23 1 N[1900]) (2 1 pr26 1 \Delta[1232][+1]) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=108
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr14 1 N[1440]) (2 3 pr15 1 N[1520]) (1 p5 pr4 1 n)
(p4 2 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1 p2 pr1 
41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=109
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr34 1 
\Delta[1750][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=110
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr30 1 
\Delta[1620][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=111
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr21 1 N[1710]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=112
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr17 1 N[1650]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=113
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr16 1 N[1535]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=114
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr5 41 a_0[980]) (2 3 pr51 1 \Delta[2000][0] ) (3 
p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=115
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr32 1 
\Delta[1700][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=116
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr28 1 
\Delta[1600][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=117
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (2 3 pr51 1 
\Delta[2000][0] ) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=118
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr22 1 N[1720]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=119
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr20 1 N[1700]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=120
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr15 1 N[1520]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=121
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr19 1 N[1680]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=122
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr51 1 \Delta[2000][0] ) (1 2 pr18 1 N[1675]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=123
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr50 1 \Delta[2000][+1]) (2 1 pr35 1 
\Delta[1750][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=124
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr50 1 \Delta[2000][+1]) (2 1 pr31 1 
\Delta[1620][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=125
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr14 1 N[1440]) (3 2 pr50 1 \Delta[2000][+1]) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=126
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr50 1 \Delta[2000][+1]) (2 1 pr5 41 a_0[980]) (2 
p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=127
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr50 1 \Delta[2000][+1]) (2 1 pr33 1 
\Delta[1700][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=128
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr50 1 \Delta[2000][+1]) (2 1 pr29 1 
\Delta[1600][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=129
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr26 1 \Delta[1232][+1]) (3 2 pr50 1 
\Delta[2000][+1]) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=130
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr34 1 
\Delta[1750][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=131
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr30 1 
\Delta[1620][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=132
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr21 1 N[1710]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=133
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr17 1 N[1650]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=134
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr16 1 N[1535]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=135
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr5 41 a_0[980]) (2 3 pr45 1 \Delta[1930][0] ) (3 
p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=136
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr32 1 
\Delta[1700][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=137
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr28 1 
\Delta[1600][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=138
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (2 3 pr45 1 
\Delta[1930][0] ) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=139
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr22 1 N[1720]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=140
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr20 1 N[1700]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=141
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr15 1 N[1520]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=142
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr19 1 N[1680]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=143
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr45 1 \Delta[1930][0] ) (1 2 pr18 1 N[1675]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=144
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr44 1 \Delta[1930][+1]) (2 1 pr35 1 
\Delta[1750][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=145
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr44 1 \Delta[1930][+1]) (2 1 pr31 1 
\Delta[1620][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=146
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr44 1 \Delta[1930][+1]) (2 1 pr5 41 a_0[980]) (2 
p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=147
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr44 1 \Delta[1930][+1]) (2 1 pr33 1 
\Delta[1700][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=148
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr44 1 \Delta[1930][+1]) (2 1 pr29 1 
\Delta[1600][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=149
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr26 1 \Delta[1232][+1]) (3 2 pr44 1 
\Delta[1930][+1]) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=150
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr34 1 
\Delta[1750][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=151
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr30 1 
\Delta[1620][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=152
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr21 1 N[1710]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=153
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr17 1 N[1650]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=154
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr16 1 N[1535]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=155
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr32 1 
\Delta[1700][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=156
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr28 1 
\Delta[1600][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=157
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (2 3 pr39 1 
\Delta[1905][0] ) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=158
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr22 1 N[1720]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=159
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr20 1 N[1700]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=160
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr15 1 N[1520]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=161
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr19 1 N[1680]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=162
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr39 1 \Delta[1905][0] ) (1 2 pr18 1 N[1675]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=163
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr38 1 \Delta[1905][+1]) (2 1 pr35 1 
\Delta[1750][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=164
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr38 1 \Delta[1905][+1]) (2 1 pr31 1 
\Delta[1620][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=165
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr38 1 \Delta[1905][+1]) (2 1 pr33 1 
\Delta[1700][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=166
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr38 1 \Delta[1905][+1]) (2 1 pr29 1 
\Delta[1600][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=167
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr26 1 \Delta[1232][+1]) (3 2 pr38 1 
\Delta[1905][+1]) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=168
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr25 1 N[2000]) (2 1 pr35 1 \Delta[1750][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=169
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr25 1 N[2000]) (2 1 pr31 1 \Delta[1620][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=170
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr14 1 N[1440]) (3 2 pr25 1 N[2000]) (1 p5 pr4 1 n)
(p4 3 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1 p2 pr1 
41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=171
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr25 1 N[2000]) (2 1 pr5 41 a_0[980]) (2 p5 pr4 1 n
) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (1 p2 pr1
41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=172
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr25 1 N[2000]) (2 1 pr33 1 \Delta[1700][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=173
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr25 1 N[2000]) (2 1 pr29 1 \Delta[1600][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=174
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr26 1 \Delta[1232][+1]) (3 2 pr25 1 N[2000]) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=175
 
nfact=1
 
csuml=nil
 
cc=((1 3 pr27 1 \Delta[1232][0] ) (3 2 pr33 1 
\Delta[1700][0] ) (2 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=176
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr32 1 
\Delta[1700][+1]) (1 p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=177
 
nfact=1
 
csuml=nil
 
cc=((1 3 pr27 1 \Delta[1232][0] ) (3 2 pr29 1 
\Delta[1600][0] ) (2 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=178
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr28 1 
\Delta[1600][+1]) (1 p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=179
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr22 1 N[1720]) (1 p5
pr4 1 n) (p4 2 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=180
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr20 1 N[1700]) (1 p5
pr4 1 n) (p4 2 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=181
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr15 1 N[1520]) (1 p5
pr4 1 n) (p4 2 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=182
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr34 1 
\Delta[1750][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=183
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr30 1 
\Delta[1620][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=184
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr21 1 N[1710]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=185
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr17 1 N[1650]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=186
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr16 1 N[1535]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=187
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr5 41 a_0[980]) (2 3 pr49 1 \Delta[1950][0] ) (3 
p5 pr4 1 n) (p4 2 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=188
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr32 1 
\Delta[1700][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=189
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr28 1 
\Delta[1600][+1]) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=190
 
nfact=1
 
csuml=nil
 
cc=((1 2 pr27 1 \Delta[1232][0] ) (2 3 pr49 1 
\Delta[1950][0] ) (3 p5 pr4 1 n) (p4 1 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=191
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr22 1 N[1720]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=192
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr20 1 N[1700]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=193
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr15 1 N[1520]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=194
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr19 1 N[1680]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=195
 
nfact=1
 
csuml=nil
 
cc=((2 3 pr49 1 \Delta[1950][0] ) (1 2 pr18 1 N[1675]) (3 p5
pr4 1 n) (p4 1 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=196
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr48 1 \Delta[1950][+1]) (2 1 pr35 1 
\Delta[1750][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=197
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr48 1 \Delta[1950][+1]) (2 1 pr31 1 
\Delta[1620][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=198
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr48 1 \Delta[1950][+1]) (2 1 pr5 41 a_0[980]) (2 
p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0})
(1 p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=199
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr48 1 \Delta[1950][+1]) (2 1 pr33 1 
\Delta[1700][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=200
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr48 1 \Delta[1950][+1]) (2 1 pr29 1 
\Delta[1600][0] ) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
1 p3 pr2 41 \eta^{0}) (2 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=201
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr26 1 \Delta[1232][+1]) (3 2 pr48 1 
\Delta[1950][+1]) (1 p5 pr4 1 n) (p4 3 pr3 1 \overline{P}) (
2 p3 pr2 41 \eta^{0}) (1 p2 pr1 41 \pi^+) (3 p1 pr13 41 
\eta_{c}[2980]^{0}))
 

 
nallterm=202
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr24 1 N[1990]) (2 1 pr35 1 \Delta[1750][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=203
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr24 1 N[1990]) (2 1 pr31 1 \Delta[1620][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=204
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr14 1 N[1440]) (3 2 pr24 1 N[1990]) (1 p5 pr4 1 n)
(p4 3 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1 p2 pr1 
41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=205
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr24 1 N[1990]) (2 1 pr5 41 a_0[980]) (2 p5 pr4 1 n
) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (1 p2 pr1
41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=206
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr24 1 N[1990]) (2 1 pr33 1 \Delta[1700][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=207
 
nfact=1
 
csuml=nil
 
cc=((3 2 pr24 1 N[1990]) (2 1 pr29 1 \Delta[1600][0] ) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (1 p3 pr2 41 \eta^{0}) (2
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=208
 
nfact=1
 
csuml=nil
 
cc=((2 1 pr26 1 \Delta[1232][+1]) (3 2 pr24 1 N[1990]) (1 p5
pr4 1 n) (p4 3 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=209
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr19 1 N[1680]) (1 p5
pr4 1 n) (p4 2 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 

 
nallterm=210
 
nfact=1
 
csuml=nil
 
cc=((3 1 pr26 1 \Delta[1232][+1]) (2 3 pr18 1 N[1675]) (1 p5
pr4 1 n) (p4 2 pr3 1 \overline{P}) (2 p3 pr2 41 \eta^{0}) (1
p2 pr1 41 \pi^+) (3 p1 pr13 41 \eta_{c}[2980]^{0}))
 
