Recent activity
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e7b09742…· New magma of size 176 -
5a58af7a…· Comment: In ring Z/11 × F_16, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (4, t^3 + 1) a + (8, t^3) b + (0, 0) Product of ca58a4a9ddeee1… -
5a58af7a…· New magma of size 176 -
a8d5635d…· Comment: In ring Z/11 × F_16, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (5, t^2 + t + 1) a + (7, t^3 + 1) b + (0, 0) Product of abfd8e… -
a8d5635d…· New magma of size 176 -
c84738de…· Comment: In ring Z/11 × F_16, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (5, t^3 + 1) a + (7, t^3) b + (0, 0) Product of abfd8e025ce71b… -
c84738de…· New magma of size 176 -
640ef775…· Comment: In ring Z/11 × F_16, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (6, t^2 + t + 1) a + (6, t^3 + 1) b + (0, 0) Product of 9878fa… -
640ef775…· New magma of size 176 -
68cabb4e…· Comment: In ring Z/11 × F_16, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (6, t^3 + 1) a + (6, t^3) b + (0, 0) Product of 9878faa9b07066… -
68cabb4e…· New magma of size 176 -
488cbcf9…· Comment: In ring Z/11 × F_16, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (10, t^2 + t + 1) a + (2, t^3 + 1) b + (0, 0) Product of 15fbf… -
488cbcf9…· New magma of size 176 -
785d199e…· Comment: In ring Z/11 × F_16, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (10, t^3 + 1) a + (2, t^3) b + (0, 0) Product of 15fbff501c8b8… -
785d199e…· New magma of size 176 -
310b364d…· Comment: In ring Z/5 × Z/5 × Z/7: a ◇ b = ((2, 2), 4) a + ((4, 4), 3) b + ((0, 0), 0) Product of e549b5f8492c9b6b5ad530e3aa4f39c6… -
310b364d…· New magma of size 175 -
0c0a3e21…· Comment: In ring Z/7 × F_5[e]/(e^2): a ◇ b = (4, 4e + 2) a + (3, e + 4) b + (0, 0) Product of baf8b55c9a489d3c0ce2405b9167b3a08aa… -
0c0a3e21…· New magma of size 175 -
fdcf71cd…· Comment: In ring Z/7 × F_5[e]/(e^2): a ◇ b = (4, 4e + 2) a + (1, e + 4) b + (0, 0) Product of 7981e2df4cc5c795ad295ab69f55b88db1c…