L=8221,p=564942818246657,g=3,D=1(sum(Sp%2)=17180233049+17180061292T+...)
L=8563,p=588444879290369,g=3,D=1(sum(Sp%2)=17179821988+17179906278T+17179968244T^2+17179858860T^3+17179688736T^4+17179904520T^5+17179913153T^6+...)
L=8803,p=604937553707009,g=3,D=1(sum(Sp%2)=17179827025+17180000332T+...)
L=9643,p=662661914165249,g=3,D=1(sum(Sp%2)=17179762015+17179855497T+17179820623T^2+17179967261T^3+17179855233T^4+17179876186T^5+...)
L=10501,p=721623225204737,g=3,D=1(sum(Sp%2)=17179870319+17179714386T+...)
L=10861,p=746362236829697,g=3,D=1(sum(Sp%2)=17179761417+17179949544T+...)
L=13477,p=926132387971073,g=3,D=1(sum(Sp%2)=17179952502+17179788205T+...)
L=14821,p=1018491364704257,g=3,D=1(sum(Sp%2)=17179896904+17179955788T+17179931962T^2+17179841845T^3+...)
L=15331,p=1053538297839617,g=3,D=1(sum(Sp%2)=17180054829+17179712364T+...)
L=15667,p=1076628042022913,g=3,D=1(sum(Sp%2)=17179765006+17180023515T+...)
c1=38, c2=10
CPU time=88387.105
***Frequency distribution of positions in the polynomials which tells D = 1
freq(1)= 7
freq(3)= 1
freq(5)= 1
freq(6)= 1
computed by FirstSterategyVer2-151129.java