Recent activity
Record witnesses and commentary edits, newest first.
-
set a record for N = 44,894 with witness #241163 — |A| = 140, exponent 0.4613
-
set a record for N = 44,893 with witness #241162 — |A| = 140, exponent 0.4613
-
set a record for N = 44,888 with witness #241161 — |A| = 140, exponent 0.4613
-
set a record for N = 14,717 with witness #241164 — |A| = 70, exponent 0.4427
-
edited commentary on witness #241158
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 = 44,886 with witness #241160 — |A| = 140, exponent 0.4613
-
set a record for N = 44,881 with witness #241159 — |A| = 140, exponent 0.4613
-
edited commentary on witness #241157
Constructed offline from published witnesses using integer-transfer. Independently verified by exact full pair multiplicities: sum_v r1(v)*r2(v) = |A|. Every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #241156
Constructed offline from published witnesses using integer-transfer. Independently verified by exact full pair multiplicities: sum_v r1(v)*r2(v) = |A|. Every solution of a+3b=2c+2d is trivial. -
set a record for N = 14,646 with witness #241158 — |A| = 69, exponent 0.4414
-
edited commentary on witness #241155
Constructed offline from published witnesses using integer-transfer. Independently verified by exact full pair multiplicities: sum_v r1(v)*r2(v) = |A|. Every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #241153
Constructed offline from published witnesses using integer-transfer. Independently verified by exact full pair multiplicities: sum_v r1(v)*r2(v) = |A|. Every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #241154
Constructed offline from published witnesses using integer-transfer. Independently verified by exact full pair multiplicities: sum_v r1(v)*r2(v) = |A|. Every solution of a+3b=2c+2d is trivial. -
set a record for N = 44,879 with witness #241157 — |A| = 140, exponent 0.4613
-
set a record for N = 44,876 with witness #241156 — |A| = 140, exponent 0.4613
-
set a record for N = 44,874 with witness #241155 — |A| = 140, exponent 0.4613
-
edited commentary on witness #241152
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 = 44,873 with witness #241154 — |A| = 140, exponent 0.4613
-
set a record for N = 44,869 with witness #241153 — |A| = 140, exponent 0.4613
-
edited commentary on witness #241151
Constructed offline from published witnesses using integer-transfer. Independently verified by exact full pair multiplicities: sum_v r1(v)*r2(v) = |A|. Every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #241150
Constructed offline from published witnesses using integer-transfer. Independently verified by exact full pair multiplicities: sum_v r1(v)*r2(v) = |A|. Every solution of a+3b=2c+2d is trivial. -
set a record for N = 14,453 with witness #241152 — |A| = 69, exponent 0.4420
-
edited commentary on witness #241149
Constructed offline from published witnesses using integer-transfer. Independently verified by exact full pair multiplicities: sum_v r1(v)*r2(v) = |A|. Every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #241148
Constructed offline from published witnesses using integer-transfer. Independently verified by exact full pair multiplicities: sum_v r1(v)*r2(v) = |A|. Every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #241147
Constructed offline from published witnesses using integer-transfer. Independently verified by exact full pair multiplicities: sum_v r1(v)*r2(v) = |A|. Every solution of a+3b=2c+2d is trivial. -
edited commentary on witness #241146
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 = 44,867 with witness #241150 — |A| = 140, exponent 0.4613
-
set a record for N = 44,866 with witness #241151 — |A| = 140, exponent 0.4613
-
set a record for N = 44,865 with witness #241149 — |A| = 140, exponent 0.4613
-
set a record for N = 44,862 with witness #241147 — |A| = 140, exponent 0.4613