Recent activity
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b9b27d62…· New magma of size 45 -
4da2b263…· Comment: Size-45 twisted fiber-bundle magma satisfying Eq 677 (and Eq 255). Carrier Z/5 × F_9 with operation (x, s) ◇ (y, t) =… -
4da2b263…· New magma of size 45 -
a36ab044…· Comment: Size-45 twisted fiber-bundle magma satisfying Eq 677 (and Eq 255). Carrier Z/5 × F_9 with operation (x, s) ◇ (y, t) =… -
a36ab044…· New magma of size 45 -
0d12ed9a…· Comment: Size-45 twisted fiber-bundle magma satisfying Eq 677 (and Eq 255). Carrier Z/5 × F_9 with operation (x, s) ◇ (y, t) =… -
0d12ed9a…· New magma of size 45 -
add47482…· Comment: Size-45 twisted fiber-bundle magma satisfying Eq 677 (and Eq 255). Carrier Z/5 × F_9 with operation (x, s) ◇ (y, t) =… -
add47482…· New magma of size 45 -
4ad1a74f…· Comment: Size-35 twisted fiber-bundle magma satisfying Eq 677 (and Eq 255). Carrier Z/5 × F_7 with operation (x, s) ◇ (y, t) =… -
4ad1a74f…· New magma of size 35 -
a9a63e11…· Comment: Size-35 twisted fiber-bundle magma satisfying Eq 677 (and Eq 255). Carrier Z/5 × F_7 with operation (x, s) ◇ (y, t) =… -
a9a63e11…· New magma of size 35 -
n=49
size 49 · Commentary: Size 49 = 7^2. The smallest sizes admitting eq677 magmas are 5 and 7; over F_7 there are two eq677 magmas, x*y = 4x + y…
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f5e7c8aa…· Comment: Order-49 (=7^2) right-cancellative eq677 magma of 'pencil' type. It is simple (no nontrivial congruence): any two elemen… -
dd887de0…· Comment: Order-49 (=7^2) right-cancellative eq677 magma of 'pencil' type. It is simple (no nontrivial congruence): any two elemen… -
dd73fb5e…· Comment: Order-49 (=7^2) right-cancellative eq677 magma of 'pencil' type. It is simple (no nontrivial congruence): any two elemen… -
d2e79a8b…· Comment: Order-49 (=7^2) right-cancellative eq677 magma of 'pencil' type. It is simple (no nontrivial congruence): any two elemen… -
b3572d59…· Comment: Order-49 (=7^2) right-cancellative eq677 magma of 'pencil' type. It is simple (no nontrivial congruence): any two elemen… -
9bace1a4…· Comment: Order-49 (=7^2) right-cancellative eq677 magma of 'pencil' type. It is simple (no nontrivial congruence): any two elemen…