Composite Fibonacci and Lucas Factors

• n <= 1,000 - All completely factored!
• 1,000 < n <= 2,000 (55K, gzip format) (status)
• 2,000 < n <= 3,000 (205K, gzip format) (status)
• 3,000 < n <= 4,000 (338K, gzip format) (status)
• 4,000 < n <= 5,000 (478K, gzip format) (status)
• 5,000 < n <= 6,000 (582K, gzip format) (status)
• 6,000 < n <= 7,000 (721K, gzip format) (status)
• 7,000 < n <= 8,000 (844K, gzip format) (status)
• 8,000 < n <= 9,000 (960K, gzip format) (status)
• 9,000 < n < 10,000 (1075K, gzip format) (status)

Statistics about the composite numbers

The smallest composite numbers. All of the composites have had factors smaller than 10⁷ removed. (Checked by Jon Schoenfield)

All of the composites are pairwise relatively prime. This adds evidence to the conjecture that the primitive parts are relatively prime.

None of the composites are perfect powers.

Software

• ECMNET
• Franke MPQS
• Quadratic sieve