Recent activity
-
8a78d270…· Comment: Linear magma over Z/271Z (the prime field F_271): x ◇ y = 28x + 162y (mod 271). -
7ec4872e…· Comment: Linear magma over Z/271Z (the prime field F_271): x ◇ y = 101x + 171y (mod 271). -
404c1c49…· Comment: Linear magma over Z/271Z (the prime field F_271): x ◇ y = 28x + 137y (mod 271). -
d6d9663c…· Comment: Linear magma over Z/251Z (the prime field F_251): x ◇ y = 150x + 102y (mod 251). -
cbf572d3…· Comment: Linear magma over Z/251Z (the prime field F_251): x ◇ y = 220x + 32y (mod 251). -
c1a3ba0d…· Comment: Linear magma over Z/251Z (the prime field F_251): x ◇ y = 21x + 231y (mod 251). -
5cc46bf7…· Comment: Linear magma over Z/251Z (the prime field F_251): x ◇ y = 114x + 138y (mod 251). -
98645e18…· Comment: Direct product of two linear magmas: F_13 × F_19. The operation is (x₁, x₂) ◇ (y₁, y₂) = (9x₁ + 11y₁ (mod 13), 7x₂ + 3y₂… -
e92b913c…· Comment: Linear magma over Z/241Z (the prime field F_241): x ◇ y = 88x + 154y (mod 241). -
e4c98b97…· Comment: Linear magma over Z/241Z (the prime field F_241): x ◇ y = 225x + 9y (mod 241). -
b1f90994…· Comment: Linear magma over Z/241Z (the prime field F_241): x ◇ y = 225x + 216y (mod 241). -
88d579a4…· Comment: Linear magma over Z/241Z (the prime field F_241): x ◇ y = 206x + 36y (mod 241). -
64782d5f…· Comment: Linear magma over Z/241Z (the prime field F_241): x ◇ y = 92x + 150y (mod 241). -
1173b6b3…· Comment: Linear magma over Z/241Z (the prime field F_241): x ◇ y = 99x + 143y (mod 241). -
c736a4f8…· Comment: Linear magma over Z/229Z (the prime field F_229): x ◇ y = 134x + 10y (mod 229). -
0a70f64d…· Comment: Linear magma over Z/229Z (the prime field F_229): x ◇ y = 134x + 124y (mod 229). -
d948db33…· Comment: Linear magma over Z/223Z (the prime field F_223): x ◇ y = 39x + 64y (mod 223). -
0ba18524…· Comment: Linear magma over Z/223Z (the prime field F_223): x ◇ y = 39x + 198y (mod 223). -
f8e863f3…· Comment: Linear magma over Z/211Z (the prime field F_211): x ◇ y = 189x + 23y (mod 211). -
d1af8bee…· Comment: Linear magma over Z/211Z (the prime field F_211): x ◇ y = 72x + 140y (mod 211).