Recent activity
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b0301159…· New magma of size 35 -
0656c290…· New magma of size 35 -
6468e032…· New magma of size 35 -
b210a439…· New magma of size 35 -
595a4967…· New magma of size 35 -
113fd524…· New magma of size 35 -
ed4c392b…· New magma of size 35 -
582a6658…· Comment: Size-45 Latin Eq 677 magma satisfying Eq 255; not fully idempotent. It has exactly five idempotents, E = {40, 41, 42,… -
3cd07480…· Comment: Size-45 right-cancellative Eq 677 magma satisfying Eq 255; not fully idempotent, but with a clean 5-by-9 fiber structure… -
582a6658…· New magma of size 45 -
3cd07480…· New magma of size 45 -
da462aa1…· Comment: x \diamond y = x^2 * y^-1 in SmallGroup(125,3) (the group of strictly upper triangular 3x3 matrices in F_5), as construc… -
da462aa1…· Reorder set to60,64,77,71,74,1,12,4,16,8,96,92,88,81,85,28,32,36,20,24,48,56,44,52,40,0,17,13,9,5,49,53,57,41,45,97,82,93,86,89,61,68,65,75,78,29,21,33,25,37,39,27,35,23,31,67,70,63,76,73,84,91,80,95,99,43,59,55,51,47,19,3,7,11,15,54,46,58,50,42,30,26,22,38,34,90,94,98,87,83,10,18,6,14,2,66,62,72,69,79,109,113,117,121,105,116,104,112,120,108,100,103,124,101,102,118,110,122,114,106,115,111,107,123,119 -
78e3a50c…· Comment: Let O be the ring of integers of QQ[b]/(b^4 + b^3 + 2*b^2 + 2*b + 1). Then -3 has a square root in O, namely 2*b^3 + 2*b… -
78e3a50c…· Comment: Let O be the ring of integers of QQ[b]/(b^4 + b^3 + 2*b^2 + 2*b + 1). Then -3 has a square root in O, namely 2*b^3 + 2*b… -
78e3a50c…· Comment: Let O be the ring of integers of QQ[b]/(b^4 + b^3 + 2*b^2 + 2*b + 1). Then -3 has a square root in O, namely 2*b^3 + 2*b… -
78e3a50c…· New magma of size 729 -
5559ef70…· Comment: Size-25 = 5² idempotent right-cancellative magma satisfying Eq 677 and Eq 255, in the AG(2, 5) line family. The 30 size-… -
5559ef70…· Reorder set to12,20,1,17,7,9,10,11,24,8,23,5,19,13,2,0,18,21,14,6,22,16,4,15,3 -
27b44223…· Comment: Size-81 "noncommutative-linear" (matrix-linear) magma satisfying Eq 677 and Eq 255. Carrier: the module M = (F_3)^4 (ele…