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Cn(x)=2Tn(x/2)
Sn(x)=Un(x/2)
x^2-Dy^2=4D
ŏ(x1,y1)
fn=x1fn-1-fn-2
xn=Cn(x1),yn=y1Sn-1(x1)
xn=C~2n(t1),yn=u1S~2n-1(t1)
x^2-Dy^2=-4D
ŏ(r1,s1)
fn=x1fn-1-fn-2
rn=C~2n-1(r1),sn=s1S~2n-2(r1)
x^2-Dy^2=+/-4D
ŏ(t1,u1)
fn=t1fn-1+fn-2
tn=C~n(t1),un=u1S~n-1(t1)