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- F=fibonacci
- L(n)=F(n+1)+F(n-1)
- target=(5*F(909)^2+5*F(909)+1)/(5*F(303)^2-5*F(303)+1)
- poly=25*F(303)^4+25*F(303)^3-10*F(303)^2-10*F(303)+1
- n: 837121742863687258465761394556476701308392986939054057916405239751954735404274426688269717841932354968256626927380894679346204086186163418789573615708617267546784014787816567461444764007585569645434693821682900906783337512596409849450491711
- skew: 0.5848
- c4: 25
- c3: 25
- c2: -10
- c1: -10
- c0: 1
- Y1: -1
- Y0: 941390895042587567453271223806288165311401367715034229502159202
- lpbr: 32
- lpba: 32
- mfbr: 64
- mfba: 64
- alambda: 2.6
- rlambda: 2.6
- alim: 268000000
- rlim: 268000000
- Yields are pretty low, especially with 2lpr
- 2lpr
- 14 0.1575 6.33
- 15 0.4157 3.95
- 16 1.2273 3.70
- 3lpr
- 14 0.2326 4.73
- 15 0.6164 3.13
- 16 1.8009 2.98
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