L=17827,p=306265527943169,g=3,D=1(sum(Sp%2)=4294981684+4294965506T+4294990430T^2+4294975535T^3+...)
L=19069,p=327602925469697,g=3,D=1(sum(Sp%2)=4294975571+4294961434T+...)
L=19597,p=336673896398849,g=3,D=1(sum(Sp%2)=4294986686+4294935551T+...)
L=21019,p=361103670378497,g=3,D=1(sum(Sp%2)=4295058294+4294949258T+4294943076T^2+4294981580T^3+4294922196T^4+4295004527T^5+...)
L=21187,p=363989888401409,g=3,D=1(sum(Sp%2)=4294974461+4294957189T+4294987729T^2+4294964030T^3+...)
L=23197,p=398521425461249,g=3,D=1(sum(Sp%2)=4294950574+4295000182T+4295002854T^2+4294945249T^3+...)
L=28387,p=487684946526209,g=3,D=1(sum(Sp%2)=4295025637+4294970391T+4294906468T^2+...)
L=29587,p=508300789547009,g=3,D=1(sum(Sp%2)=4294959695+4295004652T+...)
L=30253,p=519742582423553,g=3,D=1(sum(Sp%2)=4294924983+4294913632T+...)
L=32323,p=555304911634433,g=3,D=1(sum(Sp%2)=4294980173+4294933151T+4294970049T^2+4294940618T^3+...)
c1=54, c2=10
CPU time=20520.333
***Frequency distribution of positions in the polynomials which tells D = 1
freq(1)= 4
freq(2)= 1
freq(3)= 4
freq(5)= 1
computed by FirstSterategyVer2-151129.java