Recent activity
Record witnesses and commentary edits, newest first.
-
edited commentary on witness #238805
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 = 19,026 with witness #238807 — |A| = 88, exponent 0.4544
-
edited commentary on witness #238804
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 = 43,835 with witness #238806 — |A| = 138, exponent 0.4610
-
set a record for N = 41,677 with witness #238805 — |A| = 131, exponent 0.4583
-
edited commentary on witness #238803
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 #238802
Constructed offline from published witnesses using exact 2-3 swap. 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 = 43,833 with witness #238803 — |A| = 137, exponent 0.4603
-
set a record for N = 41,650 with witness #238802 — |A| = 157, exponent 0.4753
-
set a record for N = 19,024 with witness #238804 — |A| = 88, exponent 0.4544
-
edited commentary on witness #238801
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 #238800
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 #238799
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 = 43,831 with witness #238800 — |A| = 138, exponent 0.4610
-
set a record for N = 41,576 with witness #238799 — |A| = 131, exponent 0.4584
-
set a record for N = 19,022 with witness #238801 — |A| = 88, exponent 0.4544
-
edited commentary on witness #238798
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 #238797
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 #238796
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 = 43,821 with witness #238797 — |A| = 138, exponent 0.4610
-
set a record for N = 41,541 with witness #238796 — |A| = 131, exponent 0.4584
-
set a record for N = 19,016 with witness #238798 — |A| = 88, exponent 0.4544
-
edited commentary on witness #238795
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 #238794
Constructed offline from published witnesses using exact 2-3 swap. 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 #238793
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 = 19,014 with witness #238795 — |A| = 88, exponent 0.4544
-
set a record for N = 43,817 with witness #238793 — |A| = 139, exponent 0.4617
-
set a record for N = 41,480 with witness #238794 — |A| = 157, exponent 0.4755
-
edited commentary on witness #238792
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 #238791
Constructed offline from published witnesses using exact 2-3 swap. 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.