L=4243,p=291576739790849,g=3,D=1(sum(Sp%2)=17179810610+17179981639T+...)
L=4261,p=292813690372097,g=3,D=1(sum(Sp%2)=17179620451+17179842490T+...)
L=4987,p=342704030482433,g=3,D=1(sum(Sp%2)=17179817537+17179829565T+17179965485T^2+17179809364T^3+...)
L=5923,p=407025460707329,g=3,D=1(sum(Sp%2)=17180047478+17179820929T+...)
L=6211,p=426816670007297,g=3,D=1(sum(Sp%2)=17179985888+17179732419T+...)
L=6373,p=437949225238529,g=3,D=1(sum(Sp%2)=17179931674+17179803118T+17179813245T^2+...)
L=6547,p=449906414190593,g=3,D=1(sum(Sp%2)=17180030197+17179841867T+17179960068T^2+...)
L=6883,p=472996158373889,g=3,D=1(sum(Sp%2)=17180018339+17179828616T+...)
L=7603,p=522474181623809,g=3,D=1(sum(Sp%2)=17179958940+17179820405T+...)
L=8053,p=553397946155009,g=3,D=1(sum(Sp%2)=17179933276+17179932660T+17179758878T^2+17179838549T^3+...)
c1=23, c2=10
CPU time=74041.672
***Frequency distribution of positions in the polynomials which tells D = 1
freq(1)= 6
freq(2)= 2
freq(3)= 2
computed by FirstSterategyVer2-151129.java