L=4133,p=2218887479297,g=3,D=1(sum(Sp%2)=134235305+134200847T+134214999T^2+134227566T^3+...)
L=4229,p=2270427086849,g=3,D=1(sum(Sp%2)=134202933+134213838T+...)
L=6101,p=3275449434113,g=3,D=1(sum(Sp%2)=134210362+134221658T+134219028T^2+134218235T^3+...)
L=6131,p=3291555561473,g=3,D=1(sum(Sp%2)=134218619+134218484T+...)
L=6269,p=3365643747329,g=3,D=1(sum(Sp%2)=134217046+134215981T+...)
L=6869,p=3687766294529,g=3,D=1(sum(Sp%2)=134237047+134220225T+134227303T^2+134213370T^3+...)
L=6971,p=3742527127553,g=3,D=1(sum(Sp%2)=134208127+134227892T+...)
L=7043,p=3781181833217,g=3,D=1(sum(Sp%2)=134232542+134221660T+134213305T^2+...)
L=7109,p=3816615313409,g=3,D=1(sum(Sp%2)=134206156+134213063T+...)
c1=28, c2=9
CPU time=478.123
***Frequency distribution of positions in the polynomials which tells D = 1
freq(1)= 5
freq(2)= 1
freq(3)= 3
computed by FirstSterategyVer2.java