Equation 677 Database

Magma 896897f8edc8…

magma 896897f8edc8
Size
961
Isomorphism class hash
896897f8edc8be98bcea089912fa4887494b65ce40513f341dddb3e11f5ffb97
Satisfies Equation 255
yes
Right-cancellative
no
Idempotent
yes
Submitted by
dwrensha
Submitted at
2026-04-28 18:55:27
Display reorder
0,1,24,28,27,29,11,22,16,12,15,25,23,3,10,19,20,2,13,8,18,21,942,6,5,4,26,14,7,9,17,54,52,53,35,55,32,49,44,37,50,31,58,57,59,43,30,34,51,47,38,41,45,943,40,46,33,42,56,39,36,48,73,71,72,82,74,79,62,63,84,89,87,77,76,61,69,78,81,70,66,85,67,64,955,88,65,80,68,75,86,83,60,554,566,545,540,563,544,543,558,559,548,556,560,551,569,549,565,562,557,555,568,561,567,960,552,546,553,541,542,547,550,564,294,288,298,278,275,286,290,274,273,291,299,281,296,285,276,292,283,284,277,297,282,270,940,279,295,293,272,289,280,287,271,455,459,460,457,475,461,476,474,458,451,472,464,466,473,456,469,452,454,453,467,462,470,958,471,477,468,465,478,463,479,450,706,717,710,715,701,708,692,703,705,702,714,711,716,704,707,712,696,698,690,699,719,694,959,695,718,700,709,691,697,713,693,663,675,689,684,679,661,678,680,660,677,688,670,685,671,664,683,667,686,669,681,665,674,946,662,668,676,687,682,673,672,666,172,153,174,156,166,169,168,152,171,151,178,157,179,165,173,159,164,160,155,167,177,163,950,162,158,150,176,154,161,175,170,812,820,835,822,832,815,830,824,839,826,833,827,816,819,817,810,836,818,823,831,828,814,945,821,813,825,829,811,837,834,838,379,383,366,385,362,381,370,364,378,365,377,387,368,363,380,388,376,373,367,360,372,369,936,361,384,374,371,389,375,382,386,572,573,576,584,593,583,595,590,589,570,592,578,588,575,574,582,599,580,571,594,597,587,934,581,579,598,586,591,585,596,577,869,844,845,861,854,841,851,862,840,864,857,853,847,856,852,867,866,865,848,859,855,843,944,849,860,863,858,868,846,850,842,331,349,345,332,355,330,353,339,341,344,358,333,348,352,351,338,356,334,337,354,357,350,938,359,335,343,336,346,347,340,342,247,251,252,254,243,267,240,242,264,241,262,257,253,255,248,256,245,269,250,265,246,259,941,258,266,244,268,260,261,249,263,890,894,889,871,881,899,877,874,896,876,884,873,870,880,898,879,897,888,883,872,891,885,933,886,892,875,878,887,893,882,895,633,639,657,644,646,638,651,648,630,650,654,637,636,634,632,645,656,631,640,647,658,641,947,642,653,649,652,643,655,659,635,113,119,117,93,92,108,107,90,112,97,104,99,94,110,114,118,101,105,116,109,100,102,954,103,95,91,98,106,96,115,111,410,402,401,413,393,391,390,404,409,400,397,396,414,416,411,417,403,398,412,392,407,406,937,405,415,394,418,399,419,395,408,769,756,757,760,775,777,778,761,764,771,770,753,752,767,768,759,772,774,754,776,762,765,952,779,758,750,763,766,773,755,751,329,322,320,313,311,326,325,307,306,309,324,301,304,327,318,300,302,315,323,310,312,316,939,317,321,308,328,314,303,319,305,927,904,916,924,907,929,910,915,900,909,923,913,918,906,922,912,901,928,908,911,926,903,932,920,905,902,921,925,919,917,914,236,234,238,232,219,222,216,215,221,220,233,225,235,223,237,226,239,211,228,218,231,213,948,212,230,217,229,210,214,227,224,724,745,743,748,730,737,733,732,723,731,749,742,744,738,736,739,725,727,741,722,747,721,956,729,746,734,740,728,726,720,735,805,791,787,785,794,803,807,795,804,808,784,782,786,788,806,781,801,809,793,802,790,798,953,799,780,797,792,789,800,796,783,426,428,436,424,443,441,445,442,425,446,432,434,447,422,427,431,423,439,449,444,440,429,957,430,420,435,437,438,448,433,421,180,192,193,189,198,201,200,184,181,182,204,209,207,187,205,191,197,183,203,186,196,185,949,208,194,202,188,190,195,206,199,138,136,137,129,139,126,121,133,125,144,146,142,141,143,132,147,128,135,123,120,149,134,951,148,122,127,131,140,145,130,124,492,490,484,505,501,487,497,502,500,496,481,507,482,489,488,509,480,485,503,491,504,483,930,499,508,495,494,493,506,498,486,609,624,613,603,617,600,625,628,620,626,615,601,606,604,610,605,618,607,623,622,621,629,935,612,611,627,608,614,619,602,616,513,534,526,521,531,514,524,529,515,525,517,533,538,510,512,537,527,519,518,528,522,532,931,536,535,530,539,511,516,520,523 history
Raw table
canonical order · displayed order
Equational Theories
Finite Magma Explorer

Commentary

Tao(F_31,β=2) × F_31(ζ=16,ω=25). Tao's G × M fiber-bundle construction: an abelian base group G acts on a fiber set M via a 2-cocycle determined by the quadratic-residue / non-residue character of base differences.

last edited by dwrensha at 2026-04-29 13:46:05 · history