L=4219,p=4320257,g=3,D=1(sum(Sp%2)=261+267T+260T^2+...)
L=4243,p=4344833,g=3,D=1(sum(Sp%2)=241+263T+245T^2+268T^3+...)
L=4723,p=4836353,g=3,D=1(sum(Sp%2)=252+257T+...)
L=4813,p=4928513,g=3,D=1(sum(Sp%2)=247+248T+...)
L=4933,p=5051393,g=3,D=1(sum(Sp%2)=266+242T+273T^2+...)
L=5077,p=5198849,g=3,D=1(sum(Sp%2)=250+263T+...)
L=5107,p=5229569,g=3,D=1(sum(Sp%2)=276+228T+269T^2+...)
L=5179,p=5303297,g=3,D=1(sum(Sp%2)=257+246T+...)
L=5227,p=5352449,g=3,D=1(sum(Sp%2)=249+244T+...)
L=5683,p=5819393,g=3,D=1(sum(Sp%2)=234+253T+...)
L=5923,p=6065153,g=3,D=1(sum(Sp%2)=260+260T+259T^2+...)
L=6733,p=6894593,g=3,D=1(sum(Sp%2)=256+250T+271T^2+...)
L=6949,p=7115777,g=3,D=1(sum(Sp%2)=239+245T+256T^2+...)
L=7219,p=7392257,g=3,D=1(sum(Sp%2)=272+246T+238T^2+256T^3+263T^4+...)
L=7789,p=7975937,g=3,D=1(sum(Sp%2)=264+256T+265T^2+...)
c1=40, c2=15
CPU time=0.016
***Frequency distribution of positions in the polynomials which tells D = 1
freq(1)= 6
freq(2)= 7
freq(3)= 1
freq(4)= 1
computed by FirstSterategyVer2.java