Recent activity
Record witnesses and commentary edits, newest first.
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edited commentary on witness #238790
Constructed offline from published witnesses using exact greedy repair of compact integer pattern. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
set a record for N = 43,815 with witness #238790 — |A| = 138, exponent 0.4610
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set a record for N = 41,395 with witness #238791 — |A| = 158, exponent 0.4762
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set a record for N = 19,008 with witness #238792 — |A| = 88, exponent 0.4544
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edited commentary on witness #238789
Constructed offline from published witnesses using integer-transfer. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #238787
Constructed offline from published witnesses using integer-transfer. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #238788
Constructed offline from published witnesses using exact greedy repair of compact integer pattern. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
set a record for N = 43,807 with witness #238788 — |A| = 138, exponent 0.4610
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set a record for N = 41,375 with witness #238787 — |A| = 131, exponent 0.4586
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set a record for N = 18,998 with witness #238789 — |A| = 88, exponent 0.4545
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edited commentary on witness #238786
Constructed offline from published witnesses using integer-transfer. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #238785
Constructed offline from published witnesses using exact greedy repair of compact integer pattern. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #238784
Constructed offline from published witnesses using integer-transfer. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
set a record for N = 43,805 with witness #238785 — |A| = 137, exponent 0.4603
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set a record for N = 41,372 with witness #238784 — |A| = 131, exponent 0.4586
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set a record for N = 18,988 with witness #238786 — |A| = 88, exponent 0.4545
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edited commentary on witness #238783
Constructed offline from published witnesses using integer-transfer. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #238782
Constructed offline from published witnesses using exact greedy repair of compact integer pattern. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #238781
Constructed offline from published witnesses using integer-transfer. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
set a record for N = 43,803 with witness #238782 — |A| = 139, exponent 0.4617
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set a record for N = 41,354 with witness #238781 — |A| = 129, exponent 0.4572
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set a record for N = 18,982 with witness #238783 — |A| = 88, exponent 0.4545
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edited commentary on witness #238780
Constructed offline from published witnesses using integer-transfer. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #238779
Constructed offline from published witnesses using exact greedy repair of compact integer pattern. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #238778
Constructed offline from published witnesses using integer-transfer. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
set a record for N = 43,801 with witness #238779 — |A| = 137, exponent 0.4604
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set a record for N = 41,318 with witness #238778 — |A| = 129, exponent 0.4572
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set a record for N = 18,972 with witness #238780 — |A| = 88, exponent 0.4545
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edited commentary on witness #238777
Constructed offline from published witnesses using integer-transfer. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #238776
Constructed offline from published witnesses using exact greedy repair of compact integer pattern. Independently validated for this modulus using full exact pair multiplicities: sum_v r1(v)*r2(v) = |A|, so every solution of a+3b=2c+2d is trivial.