Recent activity
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5f44e78d…· Reorder set to0,905,708,300,939,247,760,55,630,915,98,813,862,577,290,322,655,495,375,138,485,128,178,408,803,698,535,448,365,108,620,496,1,940,709,301,53,245,758,99,631,916,575,814,860,653,291,320,906,486,376,139,409,129,176,533,804,699,109,446,366,621,733,840,2,156,520,726,95,125,831,393,949,287,232,513,847,163,400,33,648,482,40,902,800,562,433,745,362,426,225,617,695,34,731,518,3,157,126,727,96,950,832,394,514,288,230,398,845,161,841,38,649,483,560,903,801,363,431,743,618,427,226,696,839,32,155,519,4,97,127,725,392,948,830,231,512,289,162,399,846,732,484,39,647,802,561,904,744,364,432,224,619,425,697,385,318,718,479,359,5,938,899,284,573,505,925,651,51,217,797,148,614,756,118,122,858,418,531,444,92,243,640,174,692,823,615,383,360,716,480,900,6,936,503,285,574,52,923,652,146,215,798,319,123,757,116,532,859,416,244,445,93,693,638,175,821,317,616,481,361,717,937,901,7,572,504,286,650,50,924,799,147,216,384,117,124,755,417,530,857,94,242,443,173,694,639,822,423,865,451,837,58,785,153,828,8,250,467,658,181,80,325,510,580,946,723,390,645,272,30,763,602,222,203,680,887,538,347,947,424,56,449,838,829,786,154,468,9,248,81,656,179,578,323,511,863,646,724,391,761,273,31,204,603,223,536,681,888,348,864,945,836,57,450,152,827,787,249,469,10,180,82,657,509,579,324,422,389,644,722,29,762,274,221,205,604,889,537,682,349,22,275,788,890,470,196,297,627,705,880,135,11,340,778,673,595,405,83,265,912,372,810,492,683,105,350,73,605,206,951,553,84,20,471,789,891,628,194,298,136,706,878,776,12,338,406,671,593,276,373,263,913,684,811,493,71,106,351,952,606,207,551,277,85,892,472,790,296,626,195,879,134,704,339,777,13,594,404,672,21,911,371,264,491,685,809,352,72,104,208,953,607,552,791,792,211,209,210,355,353,354,280,278,279,687,688,686,14,15,16,793,895,893,894,609,610,608,474,475,473,87,88,86,960,133,591,370,103,261,703,490,876,910,774,356,295,17,611,669,403,794,689,281,212,896,336,462,69,625,942,192,549,476,808,89,690,131,262,368,101,877,701,488,357,908,775,612,293,18,795,670,401,592,897,282,213,70,337,463,193,623,943,806,550,477,90,590,691,102,260,369,489,875,702,773,358,909,19,613,294,402,796,668,132,214,898,283,461,68,335,944,191,624,478,807,548,91,546,666,643,588,881,459,121,928,388,23,197,151,421,508,779,596,66,341,721,771,266,220,674,957,826,554,873,74,333,258,189,342,547,882,641,589,926,460,119,198,386,24,506,149,419,67,780,597,667,267,719,772,958,218,675,874,824,555,259,75,334,190,665,343,587,883,642,120,927,458,25,199,387,420,507,150,598,65,781,545,770,268,720,676,959,219,556,872,825,332,257,76,188,565,235,441,315,200,436,464,269,736,741,43,310,782,935,166,48,528,523,26,570,753,850,599,77,677,171,884,748,855,344,240,521,563,201,442,316,270,434,465,41,734,742,933,308,783,529,164,49,233,754,27,571,78,848,600,885,678,172,345,746,856,241,234,522,314,202,440,466,271,435,740,42,735,784,934,309,47,527,165,564,569,752,28,601,79,849,170,886,679,854,346,747,239,158,817,112,634,833,515,379,557,499,35,142,395,144,919,306,921,842,304,955,501,114,728,381,227,636,712,412,819,414,714,428,302,159,834,110,632,558,516,377,140,497,36,917,396,145,843,307,922,815,115,956,502,228,729,382,410,637,710,715,820,415,429,816,303,633,835,111,378,559,517,37,141,498,143,918,397,920,844,305,160,500,113,954,380,229,730,711,411,635,413,713,818,430,183,60,252,749,664,311,660,586,769,566,437,44,544,582,930,64,524,765,737,457,453,540,167,327,851,256,331,867,187,236,871,766,184,662,253,750,584,312,661,438,767,567,583,45,542,525,931,62,61,454,738,455,328,541,168,329,852,254,237,868,185,869,59,764,751,663,251,659,585,313,568,439,768,543,581,46,63,526,932,182,456,452,739,169,326,539,255,330,853,186,238,866,870,907,494,299,941,707,759,54,246,914,100,629,861,576,812,321,654,292,929,137,487,374,177,407,130,700,534,805,367,107,447,622 -
2b8e3c08…· Reorder set to0,470,71,523,828,62,799,610,748,198,135,365,98,179,650,221,629,442,336,271,27,717,870,946,576,380,513,290,894,411,781,341,1,104,185,656,227,635,582,386,519,296,900,417,586,754,204,141,77,529,834,38,805,476,448,312,247,33,723,876,952,787,630,800,2,72,524,829,63,412,611,749,199,136,366,99,180,651,222,471,443,307,272,28,718,871,947,577,381,514,291,895,782,223,64,631,3,73,525,830,896,413,612,750,200,137,337,100,181,652,801,472,444,308,273,29,719,872,948,578,382,515,292,783,653,831,224,632,4,74,526,293,897,414,583,751,201,138,338,101,182,65,802,473,445,309,274,30,720,873,949,579,383,516,784,183,527,654,225,633,5,75,517,294,898,415,584,752,202,139,339,102,832,66,803,474,446,310,275,31,721,874,950,580,384,785,103,76,184,655,226,634,6,385,518,295,899,416,585,753,203,140,340,528,833,37,804,475,447,311,276,32,722,875,951,581,786,590,159,758,208,145,345,108,7,727,880,956,556,390,493,300,904,421,660,231,639,915,81,533,838,42,809,480,452,316,251,791,422,109,591,759,209,146,346,252,8,728,881,957,557,391,494,301,905,160,661,232,640,916,82,534,839,43,810,481,453,317,792,906,347,423,592,760,210,147,318,253,9,729,882,958,558,392,495,302,110,161,662,233,641,917,83,535,840,44,811,482,454,763,303,148,907,424,593,761,211,455,319,254,10,730,853,959,559,393,496,348,111,162,663,234,642,918,84,536,841,45,812,483,764,497,212,304,908,425,594,762,484,456,320,255,11,731,854,930,560,394,149,349,112,163,664,235,613,919,85,537,842,46,813,765,395,733,498,305,909,426,595,814,485,427,321,256,12,732,855,931,561,213,150,350,113,164,665,236,614,920,86,538,843,47,766,562,596,396,499,306,910,397,48,815,486,428,322,257,13,703,856,932,734,214,151,351,114,165,666,237,615,921,87,539,844,767,933,398,563,367,500,277,911,845,49,816,487,429,323,258,14,704,857,597,735,215,152,352,115,166,667,238,616,922,88,540,768,858,912,934,564,368,501,278,541,846,50,817,488,430,324,259,15,705,399,598,736,216,153,353,116,167,668,239,617,923,89,769,706,279,859,935,565,369,502,90,542,847,51,818,489,431,325,260,16,883,400,599,737,187,154,354,117,168,669,240,618,924,770,17,503,707,860,936,566,370,925,91,543,848,52,819,490,432,326,261,280,884,401,600,738,188,155,355,118,169,670,241,619,771,262,371,18,708,861,937,567,620,926,92,544,849,53,820,491,433,327,504,281,885,402,601,739,189,156,356,119,170,671,242,772,328,568,263,19,709,862,938,243,621,927,93,545,850,54,821,492,434,372,505,282,886,403,602,740,190,127,357,120,171,672,773,435,939,329,264,20,710,863,643,244,622,928,94,546,851,55,822,463,569,373,506,283,887,404,603,741,191,128,358,121,172,774,464,864,436,330,265,21,711,173,644,245,623,457,95,547,852,56,793,940,570,374,507,284,888,405,604,742,192,129,359,122,775,794,712,465,437,331,266,22,123,174,645,246,624,458,96,548,823,57,865,941,571,375,508,285,889,406,605,743,193,130,360,776,58,23,795,466,438,332,267,361,124,175,646,217,625,459,67,549,824,713,866,942,572,376,509,286,890,407,606,744,194,131,777,825,268,59,796,467,439,333,132,362,125,176,647,218,626,460,68,550,24,714,867,943,573,377,510,287,891,408,607,745,195,778,551,334,826,60,797,468,440,196,133,363,126,177,648,219,627,461,69,269,25,715,868,944,574,378,511,288,892,409,608,746,779,70,441,552,827,61,798,469,747,197,134,364,97,178,649,220,628,462,335,270,26,716,869,945,575,379,512,289,893,410,609,780,142,636,342,105,186,657,228,953,553,387,520,297,901,418,587,755,205,929,78,530,835,39,806,477,449,313,248,34,724,877,788,206,229,143,343,106,157,658,878,954,554,388,521,298,902,419,588,756,637,913,79,531,836,40,807,478,450,314,249,35,725,789,757,659,207,144,344,107,158,726,879,955,555,389,522,299,903,420,589,230,638,914,80,532,837,41,808,479,451,315,250,36,790,687,693,688,689,690,691,692,677,678,679,680,681,682,683,684,685,686,694,695,696,697,698,699,700,701,702,673,674,675,676,960 -
fc322ba7…· Comment: Size-961 = 31² idempotent right-cancellative magma satisfying Eq 677 and Eq 255, in the AG(2, 31) line family. The 992 =… -
fc322ba7…· Reorder set to0,694,355,650,448,762,845,171,264,222,10,311,390,945,602,555,895,105,207,797,726,624,464,127,551,880,419,773,66,511,289,354,1,649,447,554,844,170,263,221,9,310,389,944,601,693,894,104,206,796,725,623,463,126,550,879,418,772,65,510,761,288,695,603,2,356,651,512,733,846,172,265,223,11,312,391,946,449,556,896,106,208,798,727,625,465,128,552,881,420,774,67,290,604,947,696,3,357,68,513,734,847,173,266,224,12,313,392,652,450,557,897,107,209,799,728,626,466,129,523,882,421,775,291,948,393,605,697,4,776,69,514,735,848,174,267,225,13,314,358,653,451,558,898,108,210,800,729,627,467,130,524,853,422,292,890,580,100,202,822,5,306,385,940,597,689,369,350,645,443,721,619,489,152,546,875,414,768,91,506,757,840,166,259,217,284,581,444,891,101,203,218,6,307,386,941,598,690,370,351,646,793,722,620,490,153,547,876,415,769,92,507,758,841,167,260,285,445,647,582,892,102,261,219,7,308,387,942,599,691,371,352,204,794,723,621,491,154,548,877,416,770,93,508,759,842,168,286,648,353,446,553,893,169,262,220,8,309,388,943,600,692,372,103,205,795,724,622,492,125,549,878,417,771,94,509,760,843,287,394,315,949,606,698,423,777,70,515,736,849,175,268,226,14,929,359,654,452,559,899,109,211,801,730,628,468,131,525,854,293,316,15,395,950,607,855,424,778,71,516,737,850,176,269,227,699,913,360,655,453,560,900,110,212,802,731,629,469,132,526,294,16,228,317,396,951,527,856,425,779,72,517,738,851,177,270,608,700,914,361,656,454,561,901,111,213,803,732,630,470,133,295,229,271,17,318,397,134,528,857,426,780,73,518,739,852,178,952,609,701,915,362,657,455,562,902,112,214,804,703,631,471,296,272,179,230,18,319,472,135,529,858,427,781,74,519,740,823,398,953,610,702,916,363,658,456,563,903,113,185,805,704,632,297,180,824,273,231,19,633,473,136,530,859,428,782,75,520,741,320,399,954,611,673,917,364,659,457,564,904,114,186,806,705,298,825,742,181,274,232,706,634,474,137,531,860,429,783,76,521,20,321,400,955,612,674,918,335,660,458,565,905,115,187,807,299,743,522,826,182,245,808,707,635,475,138,532,861,430,784,77,233,21,322,401,956,583,675,919,336,661,459,566,906,116,188,300,493,78,744,827,183,189,809,708,636,476,139,533,862,431,785,246,234,22,323,402,957,584,676,920,337,662,460,567,907,117,301,79,786,494,745,828,118,190,810,709,637,477,140,534,863,432,184,247,235,23,324,373,958,585,677,921,338,663,461,568,908,302,787,403,80,495,746,909,119,191,811,710,638,478,141,535,864,829,155,248,236,24,325,374,959,586,678,922,339,664,462,569,303,404,865,788,81,496,570,910,120,192,812,711,639,479,142,536,747,830,156,249,237,25,326,375,930,587,679,923,340,665,433,304,866,537,405,789,82,434,571,911,121,193,813,712,640,480,143,497,748,831,157,250,238,26,327,376,931,588,680,924,341,666,275,538,144,867,406,790,667,435,572,912,122,194,814,713,641,481,83,498,749,832,158,251,239,27,328,377,932,589,681,925,342,276,145,482,539,868,407,343,668,436,573,883,123,195,815,714,642,791,84,499,750,833,159,252,240,28,329,378,933,590,682,926,277,483,613,146,540,869,927,344,669,437,574,884,124,196,816,715,408,792,85,500,751,834,160,253,241,29,330,379,934,591,683,278,614,716,484,147,541,684,928,345,670,438,575,885,95,197,817,870,409,763,86,501,752,835,161,254,242,30,331,380,935,592,279,717,818,615,485,148,593,685,365,346,671,439,576,886,96,198,542,871,410,764,87,502,753,836,162,255,243,31,332,381,936,280,819,199,718,616,486,937,594,686,366,347,672,440,577,887,97,149,543,872,411,765,88,503,754,837,163,256,244,32,333,382,281,200,98,820,719,617,383,938,595,687,367,348,643,441,578,888,487,150,544,873,412,766,89,504,755,838,164,257,215,33,334,282,99,889,201,821,720,305,384,939,596,688,368,349,644,442,579,618,488,151,545,874,413,767,90,505,756,839,165,258,216,34,283,45,44,46,47,48,64,35,36,37,38,39,40,41,42,43,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,960 -
29114da6…· Comment: Size-841 = 29² idempotent right-cancellative magma satisfying Eq 677 and Eq 255 (but NOT Eq 3345). Constructed using the… -
29114da6…· Reorder set to0,2,793,314,572,269,540,627,487,332,335,731,714,466,206,363,787,565,82,268,651,663,179,145,195,448,623,112,614,1,522,823,657,520,411,654,538,203,665,348,427,551,547,768,215,489,36,412,356,367,434,723,679,610,375,19,739,835,227,174,775,831,583,473,125,672,172,480,569,509,271,113,69,218,539,231,491,101,774,33,640,277,305,834,45,369,53,634,502,355,382,230,328,391,16,625,371,748,680,500,815,694,392,527,183,637,754,703,51,531,553,838,34,449,469,442,239,707,293,302,84,103,339,67,404,95,146,109,421,626,683,410,705,837,561,508,316,745,676,177,435,163,106,306,746,323,497,444,526,632,689,743,386,350,464,548,749,387,675,11,377,437,833,733,557,495,620,225,664,29,46,178,810,366,692,159,290,511,256,110,212,262,216,494,458,38,660,559,589,568,354,18,238,465,816,65,794,54,157,795,819,86,133,182,712,409,415,681,244,37,688,750,751,344,596,321,311,73,426,513,111,89,114,566,168,307,151,807,440,298,100,710,758,512,61,510,357,528,669,338,9,537,26,479,647,381,644,713,690,365,541,825,240,813,402,401,424,193,600,452,764,555,17,428,631,378,315,249,15,175,248,186,347,587,629,160,97,481,467,294,127,194,580,729,607,773,603,643,802,711,673,732,827,74,341,57,202,171,131,616,229,730,292,498,329,666,85,153,446,736,400,283,586,93,735,394,425,134,296,558,507,595,397,536,639,21,699,56,447,396,820,708,474,333,505,759,454,235,685,642,4,352,753,188,808,360,376,532,98,702,136,671,591,678,141,334,288,301,207,503,405,139,62,297,741,430,346,700,451,399,79,234,158,740,832,621,90,264,32,618,209,77,201,330,535,788,107,140,263,358,726,622,309,609,190,646,782,709,482,567,30,443,658,560,461,327,319,722,143,331,390,161,83,219,450,523,698,75,99,761,192,576,606,419,282,286,691,817,436,47,308,121,760,720,124,247,144,142,223,645,232,677,39,3,58,130,118,779,374,478,276,71,50,588,514,496,839,836,574,236,310,780,485,544,612,22,180,102,734,525,20,165,585,716,254,599,199,772,320,592,132,648,383,317,299,608,636,191,472,778,433,253,486,196,27,590,562,641,617,170,325,613,456,25,777,304,258,530,204,322,438,704,604,353,783,72,259,653,477,185,721,137,345,12,638,724,289,155,181,279,423,797,602,122,92,342,10,661,706,803,189,476,582,205,373,550,598,575,462,624,278,684,492,208,220,728,6,543,738,439,805,659,552,372,744,416,556,361,24,490,432,417,380,662,318,41,615,828,670,459,406,517,14,718,407,763,343,649,818,769,674,351,210,422,533,652,830,605,362,484,546,198,515,31,370,429,66,542,695,579,149,8,246,806,252,44,483,809,549,682,379,501,455,237,784,519,785,650,123,593,280,228,135,55,241,147,63,76,408,840,757,791,801,413,393,388,752,250,398,265,781,260,418,786,275,767,771,270,776,747,796,403,737,742,762,255,245,150,7,457,368,184,5,597,176,633,619,545,471,656,117,274,719,273,628,577,701,87,453,284,340,570,200,798,337,792,156,717,755,431,312,187,693,78,173,715,42,281,571,70,214,326,119,303,686,601,94,445,385,349,116,812,414,756,518,52,727,420,581,441,324,224,197,822,129,88,766,696,725,166,104,291,765,395,80,287,126,336,668,389,313,148,493,611,105,154,814,789,233,584,488,242,285,81,49,460,563,68,257,506,128,152,811,384,655,211,251,687,790,60,13,554,524,468,169,40,635,521,64,564,120,770,364,272,96,213,504,667,826,48,300,804,534,266,167,578,222,829,28,226,108,475,59,164,221,573,799,697,267,594,35,138,217,529,821,91,115,630,470,824,261,43,243,800,516,463,23,162,295,499,359 -
n=81
size 81 · Commentary: Size 81 = 3⁴ admits several distinct families of Eq 677 magmas, distinguished by the additive carrier and the directiona…
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0dd86070…· Comment: Size-81 non-idempotent right-cancellative magma satisfying Eq 677 and Eq 255. A clean fiber bundle structure: • The c… -
67110840…· Comment: Size-81 non-idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The unique idempotent is at index 80; it l… -
n=81
size 81 · Commentary: Size 81 = 3⁴ admits several distinct families of Eq 677 magmas, distinguished by which abelian group of order 81 serves…
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fb3d4259…· Comment: Size-81 idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The carrier is the cyclic group Z_81, NOT the… -
c953a56c…· Comment: Size-81 idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The carrier is the cyclic group Z_81, NOT the… -
c5da3284…· Comment: Size-81 idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The carrier is the cyclic group Z_81, NOT the… -
b1d541b5…· Comment: Size-81 idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The carrier is the cyclic group Z_81, NOT the… -
8c8fe34b…· Comment: Size-81 idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The carrier is the cyclic group Z_81, NOT the… -
8990f3f2…· Comment: Size-81 idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The carrier is the cyclic group Z_81, NOT the… -
80f35e67…· Comment: Size-81 idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The carrier is the cyclic group Z_81, NOT the… -
74547d11…· Comment: Size-81 idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The carrier is the cyclic group Z_81, NOT the… -
6eb54244…· Comment: Size-81 idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The carrier is the cyclic group Z_81, NOT the… -
4e1ee465…· Comment: Size-81 idempotent right-cancellative magma satisfying Eq 677 and Eq 255. The carrier is the cyclic group Z_81, NOT the…