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1,k=211=2*3*5*7+1,①m=7,→x71`=3^(15*2^0)|211=144;x72`=5^(15*2

作者:多項式之父

1,k=211=2*3*5*7+1,①m=7,→x71`=3^(15*2^0)|211=144;x72`=5^(15*2^1)|211=58;x73`=5^(15*2^2)|211= 199;x74`=5^(15*2^3)|211=x71`;

x74`=3^(15*2^1)|211=171,x75`=3^(15*2^2)|211=123,x76`=148。x77`=1。

→xn=xm`+kt,具體略!

1,k=211=2*3*5*7+1,①m=7,→x71`=3^(15*2^0)|211=144;x72`=5^(15*2
1,k=211=2*3*5*7+1,①m=7,→x71`=3^(15*2^0)|211=144;x72`=5^(15*2
1,k=211=2*3*5*7+1,①m=7,→x71`=3^(15*2^0)|211=144;x72`=5^(15*2
1,k=211=2*3*5*7+1,①m=7,→x71`=3^(15*2^0)|211=144;x72`=5^(15*2
1,k=211=2*3*5*7+1,①m=7,→x71`=3^(15*2^0)|211=144;x72`=5^(15*2
1,k=211=2*3*5*7+1,①m=7,→x71`=3^(15*2^0)|211=144;x72`=5^(15*2