MinT - Method Usage

Usage of Method: Gilbertâ€“VarÅ¡amov Bound for Nets

Appears in the following modes: “Linear” (42225 times).

	Incarnation	Mode
42101	Digital (29, 47, 128088)-net over F₂₅₆	Linear	[i]
42102	Digital (30, 47, 316384)-net over F₂₅₆	Linear	[i]
42103	Digital (22, 48, 1691)-net over F₂₅₆	Linear	[i]
42104	Digital (29, 48, 78273)-net over F₂₅₆	Linear	[i]
42105	Digital (30, 48, 177485)-net over F₂₅₆	Linear	[i]
42106	Digital (31, 48, 447431)-net over F₂₅₆	Linear	[i]
42107	Digital (21, 49, 1019)-net over F₂₅₆	Linear	[i]
42108	Digital (23, 49, 2108)-net over F₂₅₆	Linear	[i]
42109	Digital (30, 49, 106510)-net over F₂₅₆	Linear	[i]
42110	Digital (31, 49, 245933)-net over F₂₅₆	Linear	[i]
42111	Digital (21, 50, 899)-net over F₂₅₆	Linear	[i]
42112	Digital (23, 50, 1783)-net over F₂₅₆	Linear	[i]
42113	Digital (30, 50, 67641)-net over F₂₅₆	Linear	[i]
42114	Digital (31, 50, 144935)-net over F₂₅₆	Linear	[i]
42115	Digital (32, 50, 340780)-net over F₂₅₆	Linear	[i]
42116	Digital (22, 51, 1093)-net over F₂₅₆	Linear	[i]
42117	Digital (23, 51, 1530)-net over F₂₅₆	Linear	[i]
42118	Digital (24, 51, 2204)-net over F₂₅₆	Linear	[i]
42119	Digital (31, 51, 90562)-net over F₂₅₆	Linear	[i]
42120	Digital (32, 51, 197222)-net over F₂₅₆	Linear	[i]
42121	Digital (33, 51, 472207)-net over F₂₅₆	Linear	[i]
42122	Digital (22, 52, 967)-net over F₂₅₆	Linear	[i]
42123	Digital (23, 52, 1329)-net over F₂₅₆	Linear	[i]
42124	Digital (24, 52, 1875)-net over F₂₅₆	Linear	[i]
42125	Digital (32, 52, 121250)-net over F₂₅₆	Linear	[i]
42126	Digital (33, 52, 268375)-net over F₂₅₆	Linear	[i]
42127	Digital (23, 53, 1168)-net over F₂₅₆	Linear	[i]
42128	Digital (24, 53, 1617)-net over F₂₅₆	Linear	[i]
42129	Digital (25, 53, 2300)-net over F₂₅₆	Linear	[i]
42130	Digital (32, 53, 78462)-net over F₂₅₆	Linear	[i]
42131	Digital (33, 53, 162339)-net over F₂₅₆	Linear	[i]
42132	Digital (34, 53, 365199)-net over F₂₅₆	Linear	[i]
42133	Digital (23, 54, 1036)-net over F₂₅₆	Linear	[i]
42134	Digital (24, 54, 1411)-net over F₂₅₆	Linear	[i]
42135	Digital (25, 54, 1968)-net over F₂₅₆	Linear	[i]
42136	Digital (33, 54, 103528)-net over F₂₅₆	Linear	[i]
42137	Digital (34, 54, 217353)-net over F₂₅₆	Linear	[i]
42138	Digital (35, 54, 496956)-net over F₂₅₆	Linear	[i]
42139	Digital (23, 55, 928)-net over F₂₅₆	Linear	[i]
42140	Digital (25, 55, 1705)-net over F₂₅₆	Linear	[i]
42141	Digital (26, 55, 2396)-net over F₂₅₆	Linear	[i]
42142	Digital (33, 55, 69074)-net over F₂₅₆	Linear	[i]
42143	Digital (34, 55, 136602)-net over F₂₅₆	Linear	[i]
42144	Digital (35, 55, 291012)-net over F₂₅₆	Linear	[i]
42145	Digital (24, 56, 1107)-net over F₂₅₆	Linear	[i]
42146	Digital (25, 56, 1493)-net over F₂₅₆	Linear	[i]
42147	Digital (26, 56, 2061)-net over F₂₅₆	Linear	[i]
42148	Digital (34, 56, 89945)-net over F₂₅₆	Linear	[i]
42149	Digital (35, 56, 180245)-net over F₂₅₆	Linear	[i]
42150	Digital (36, 56, 389634)-net over F₂₅₆	Linear	[i]
42151	Digital (25, 57, 1320)-net over F₂₅₆	Linear	[i]
42152	Digital (26, 57, 1793)-net over F₂₅₆	Linear	[i]
42153	Digital (27, 57, 2492)-net over F₂₅₆	Linear	[i]
42154	Digital (35, 57, 117123)-net over F₂₅₆	Linear	[i]
42155	Digital (36, 57, 237831)-net over F₂₅₆	Linear	[i]
42156	Digital (37, 57, 521679)-net over F₂₅₆	Linear	[i]
42157	Digital (25, 58, 1178)-net over F₂₅₆	Linear	[i]
42158	Digital (26, 58, 1576)-net over F₂₅₆	Linear	[i]
42159	Digital (27, 58, 2154)-net over F₂₅₆	Linear	[i]
42160	Digital (35, 58, 79318)-net over F₂₅₆	Linear	[i]
42161	Digital (36, 58, 152515)-net over F₂₅₆	Linear	[i]
42162	Digital (37, 58, 313817)-net over F₂₅₆	Linear	[i]
42163	Digital (26, 59, 1398)-net over F₂₅₆	Linear	[i]
42164	Digital (27, 59, 1882)-net over F₂₅₆	Linear	[i]
42165	Digital (36, 59, 102052)-net over F₂₅₆	Linear	[i]
42166	Digital (37, 59, 198602)-net over F₂₅₆	Linear	[i]
42167	Digital (38, 59, 414080)-net over F₂₅₆	Linear	[i]
42168	Digital (26, 60, 1251)-net over F₂₅₆	Linear	[i]
42169	Digital (27, 60, 1660)-net over F₂₅₆	Linear	[i]
42170	Digital (28, 60, 2247)-net over F₂₅₆	Linear	[i]
42171	Digital (36, 60, 70852)-net over F₂₅₆	Linear	[i]
42172	Digital (37, 60, 131304)-net over F₂₅₆	Linear	[i]
42173	Digital (38, 60, 258616)-net over F₂₅₆	Linear	[i]
42174	Digital (39, 60, 546379)-net over F₂₅₆	Linear	[i]
42175	Digital (27, 61, 1477)-net over F₂₅₆	Linear	[i]
42176	Digital (28, 61, 1971)-net over F₂₅₆	Linear	[i]
42177	Digital (37, 61, 90166)-net over F₂₅₆	Linear	[i]
42178	Digital (38, 61, 168940)-net over F₂₅₆	Linear	[i]
42179	Digital (39, 61, 336767)-net over F₂₅₆	Linear	[i]
42180	Digital (27, 62, 1325)-net over F₂₅₆	Linear	[i]
42181	Digital (28, 62, 1744)-net over F₂₅₆	Linear	[i]
42182	Digital (29, 62, 2340)-net over F₂₅₆	Linear	[i]
42183	Digital (38, 62, 114746)-net over F₂₅₆	Linear	[i]
42184	Digital (39, 62, 217367)-net over F₂₅₆	Linear	[i]
42185	Digital (40, 62, 438535)-net over F₂₅₆	Linear	[i]
42186	Digital (28, 63, 1556)-net over F₂₅₆	Linear	[i]
42187	Digital (29, 63, 2060)-net over F₂₅₆	Linear	[i]
42188	Digital (38, 63, 80634)-net over F₂₅₆	Linear	[i]
42189	Digital (39, 63, 146027)-net over F₂₅₆	Linear	[i]
42190	Digital (40, 63, 279675)-net over F₂₅₆	Linear	[i]
42191	Digital (41, 63, 571058)-net over F₂₅₆	Linear	[i]
42192	Digital (28, 64, 1399)-net over F₂₅₆	Linear	[i]
42193	Digital (29, 64, 1829)-net over F₂₅₆	Linear	[i]
42194	Digital (30, 64, 2434)-net over F₂₅₆	Linear	[i]
42195	Digital (39, 64, 101589)-net over F₂₅₆	Linear	[i]
42196	Digital (40, 64, 185837)-net over F₂₅₆	Linear	[i]
42197	Digital (41, 64, 359845)-net over F₂₅₆	Linear	[i]
42198	Digital (28, 65, 1267)-net over F₂₅₆	Linear	[i]
42199	Digital (29, 65, 1636)-net over F₂₅₆	Linear	[i]
42200	Digital (30, 65, 2150)-net over F₂₅₆	Linear	[i]

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