Recent activity
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e88acb8c…· Comment: In ring F_31[e]/(e^2): a ◇ b = (15e + 5) a + (e + 27) b + 0 The multiplier q = e + 27 lies on neither branch quartic: Φ₁… -
e88acb8c…· New magma of size 961 -
30d1dfe2…· Comment: In ring Z/671 = Z/11 × Z/61: a ◇ b = (5, 59) a + (7, 3) b + (0, 0) Product of abfd8e025ce71b705594dbbe1465dc1c7328d12d… -
bedcbea8…· Comment: In ring Z/671 = Z/11 × Z/61: a ◇ b = (5, 35) a + (7, 27) b + (0, 0) Product of abfd8e025ce71b705594dbbe1465dc1c7328d12d3… -
bedcbea8…· New magma of size 671 -
30d1dfe2…· New magma of size 671 -
7239349e…· Comment: In ring Z/671 = Z/11 × Z/61: a ◇ b = (6, 10) a + (6, 52) b + (0, 0) Product of 9878faa9b07066f62fc077f7c99df5b1f6f079c61… -
7239349e…· New magma of size 671 -
104a4030…· Comment: In ring Z/671 = Z/11 × Z/61: a ◇ b = (6, 21) a + (6, 41) b + (0, 0) Product of 9878faa9b07066f62fc077f7c99df5b1f6f079c61… -
104a4030…· New magma of size 671 -
cd3f83ab…· New magma of size 671 -
989b6ab2…· New magma of size 671 -
9c5ef791…· Comment: In ring Z/671 = Z/11 × Z/61: a ◇ b = (10, 10) a + (2, 52) b + (0, 0) Product of 15fbff501c8b89769a455d502d124c300eee5410… -
9c5ef791…· New magma of size 671 -
a586df35…· Comment: In ring Z/671 = Z/11 × Z/61: a ◇ b = (10, 21) a + (2, 41) b + (0, 0) Product of 15fbff501c8b89769a455d502d124c300eee5410… -
a586df35…· New magma of size 671 -
8fecf0db…· New magma of size 671 -
afd46b64…· Comment: In ring Z/671 = Z/11 × Z/61: a ◇ b = (10, 59) a + (2, 3) b + (0, 0) Product of 15fbff501c8b89769a455d502d124c300eee54109… -
afd46b64…· New magma of size 671 -
e08de97f…· Comment: In ring Z/665 = Z/5 × Z/7 × Z/19: a ◇ b = ((2, 4), 7) a + ((4, 3), 4) b + ((0, 0), 0) Product of e549b5f8492c9b6b5ad530e…