Recent activity
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717e0b5c…· Comment: In ring F_9 × Z/71, F_9 = F_3[t]/(t^2 + 1): a ◇ b = (1, 26) a + (t + 2, 46) b + (0, 0) Product of 2925dc18176c3a094e546f… -
717e0b5c…· New magma of size 639 -
9ea3ff18…· Comment: In ring F_9 × Z/71, F_9 = F_3[t]/(t^2 + 1): a ◇ b = (1, 55) a + (t + 2, 17) b + (0, 0) Product of 2925dc18176c3a094e546f… -
9ea3ff18…· New magma of size 639 -
476ab6a1…· Comment: In ring F_9 × Z/71, F_9 = F_3[t]/(t^2 + 1): a ◇ b = (1, 58) a + (t + 2, 14) b + (0, 0) Product of 2925dc18176c3a094e546f… -
476ab6a1…· New magma of size 639 -
9a0419af…· Comment: In ring Z/7 × Z/7 × Z/13: a ◇ b = ((4, 4), 9) a + ((3, 3), 11) b + ((0, 0), 0) Product of baf8b55c9a489d3c0ce2405b9167b3… -
9a0419af…· New magma of size 637 -
885a8f1e…· Comment: In ring Z/7 × Z/7 × Z/13: a ◇ b = ((4, 4), 9) a + ((1, 3), 11) b + ((0, 0), 0) Product of 7981e2df4cc5c795ad295ab69f55b8… -
885a8f1e…· New magma of size 637 -
d106342f…· Comment: In ring Z/7 × Z/7 × Z/13: a ◇ b = ((4, 4), 9) a + ((1, 1), 11) b + ((0, 0), 0) Product of 7981e2df4cc5c795ad295ab69f55b8… -
d106342f…· New magma of size 637 -
a6723aed…· Comment: In ring Z/637 = Z/13 × Z/49: a ◇ b = (9, 18) a + (11, 10) b + (0, 0) Product of babb8d44f43fe9d9743df8ed3cc3b4097f4b7505… -
a6723aed…· New magma of size 637 -
d085dba0…· Comment: In ring Z/637 = Z/13 × Z/49: a ◇ b = (9, 18) a + (11, 8) b + (0, 0) Product of babb8d44f43fe9d9743df8ed3cc3b4097f4b75058… -
d085dba0…· New magma of size 637 -
c4e3b159…· Comment: In ring Z/13 × F_49, F_49 = F_7[t]/(t^2 + 1): a ◇ b = (9, 2) a + (11, 2t + 1) b + (0, 0) Product of babb8d44f43fe9d9743d… -
c4e3b159…· Comment: In ring Z/13 × F_49, F_49 = F_7[t]/(t^2 + 1): a ◇ b = (9, 2) a + (11, 2t + 1) b + (0, 0) Product of babb8d44f43fe9d9743d… -
c4e3b159…· New magma of size 637 -
ff96ba4c…· Comment: In ring Z/5 × Z/5 × F_5[e]/(e^2): a ◇ b = ((2, 2), 4e + 2) a + ((4, 4), e + 4) b + ((0, 0), 0) Product of e549b5f8492c9b…