Recent activity
-
0787389a…· 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… -
0787389a…· New magma of size 595 -
6ebd2518…· Comment: Order 273 = 13 + 5*52, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model E… -
6ebd2518…· New magma of size 273 -
01cef59d…· 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… -
01cef59d…· New magma of size 399 -
a3c57969…· 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… -
a3c57969…· New magma of size 707 -
c45312e0…· 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… -
c45312e0…· New magma of size 595 -
314a3f7f…· Comment: Order 273 = 13 + 5*52, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model E… -
314a3f7f…· New magma of size 273 -
e033fd1e…· 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… -
e033fd1e…· New magma of size 595 -
e233f817…· 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… -
e233f817…· New magma of size 707 -
077bbbb5…· Comment: Order 105 = 5 + 5*20, from a common submagma at infinity. C(E, M, k, B) adjoins a submagma M (m elements) of a model E… -
077bbbb5…· New magma of size 105 -
f5b5ab8e…· 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… -
f5b5ab8e…· New magma of size 707