Recent activity
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1672797d…· Comment: Order 147 = 7 + 5*28, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model E… -
1672797d…· New magma of size 147 -
42df9fcd…· Comment: Order 399 = 19 + 5*76, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model E… -
42df9fcd…· New magma of size 399 -
8672ebb2…· Comment: Order 451 = 11 + 5*88, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model E… -
8672ebb2…· New magma of size 451 -
35c59e25…· Comment: Order 595 = 35 + 5*112, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model… -
35c59e25…· New magma of size 595 -
e88d8a12…· Comment: Order 399 = 19 + 5*76, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model E… -
e88d8a12…· New magma of size 399 -
a7088bdc…· Comment: The table is constructed on \(\mathbb F_{11}\times\mathbb F_5^2\). Its base operation is \(i\circ j=6(i+j)\pmod{11}\). B… -
a7088bdc…· New magma of size 275 -
1dc94feb…· Comment: Order 595 = 35 + 5*112, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model… -
1dc94feb…· New magma of size 595 -
17f0234c…· Comment: Order 147 = 7 + 5*28, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model E… -
17f0234c…· New magma of size 147 -
eca9f8db…· Comment: Order 707 = 7 + 5*140, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model E… -
eca9f8db…· New magma of size 707 -
f9487144…· Comment: Order 147 = 7 + 5*28, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model E… -
f9487144…· New magma of size 147