Recent activity
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25210e87…· Comment: Linear magma over Z/379Z (the prime field F_379): x ◇ y = 327x + 247y (mod 379). -
c802e752…· Comment: Linear magma over Z/367Z (the prime field F_367): x ◇ y = 83x + 323y (mod 367). -
c30b026f…· Comment: Linear magma over Z/367Z (the prime field F_367): x ◇ y = 283x + 247y (mod 367). -
a6f2cea3…· Comment: Linear magma over Z/367Z (the prime field F_367): x ◇ y = 83x + 127y (mod 367). -
69dd46a3…· Comment: Linear magma over Z/367Z (the prime field F_367): x ◇ y = 283x + 36y (mod 367). -
f7c7ee5a…· Comment: Linear magma over Z/349Z (the prime field F_349): x ◇ y = 122x + 59y (mod 349). -
54561e28…· Comment: Linear magma over Z/349Z (the prime field F_349): x ◇ y = 122x + 63y (mod 349). -
999b9730…· Comment: Direct product of two linear magmas: F_13 × F_13. The operation is (x₁, x₂) ◇ (y₁, y₂) = (9x₁ + 11y₁ (mod 13), 9x₂ + 11y… -
d4b8c23f…· Comment: Direct product of two linear magmas: F_11 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (10x₁ + 2y₁ (mod 11), 10x₂ + 2y… -
c3819eed…· Comment: Direct product of two linear magmas: F_11 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (4x₁ + 8y₁ (mod 11), 4x₂ + 8y₂… -
65eed598…· Comment: Direct product of two linear magmas: F_11 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (5x₁ + 7y₁ (mod 11), 5x₂ + 7y₂… -
199764ee…· Comment: Direct product of two linear magmas: F_11 × F_11. The operation is (x₁, x₂) ◇ (y₁, y₂) = (6x₁ + 6y₁ (mod 11), 6x₂ + 6y₂… -
8937c71c…· Comment: Direct product of two linear magmas: F_7 × F_7. The operation is (x₁, x₂) ◇ (y₁, y₂) = (4x₁ + 1y₁ (mod 7), 4x₂ + 1y₂ (mo… -
614a739a…· Comment: Direct product of two linear magmas: F_7 × F_7. The operation is (x₁, x₂) ◇ (y₁, y₂) = (4x₁ + 3y₁ (mod 7), 4x₂ + 3y₂ (mo… -
3c5f0d7e…· Comment: Direct product of two linear magmas: F_7 × F_7. The operation is (x₁, x₂) ◇ (y₁, y₂) = (4x₁ + 1y₁ (mod 7), 4x₂ + 3y₂ (mo… -
053cceeb…· Comment: Direct product of two linear magmas: F_5 × F_5. The operation is (x₁, x₂) ◇ (y₁, y₂) = (2x₁ + 4y₁ (mod 5), 2x₂ + 4y₂ (mo… -
5a03816a…· Comment: Linear magma over Z/16Z (the prime field F_16): x ◇ y = 6x + 11y (mod 16). -
eb64c92e…· Comment: Linear magma over Z/331Z (the prime field F_331): x ◇ y = 151x + 181y (mod 331). -
bc44f567…· Comment: Linear magma over Z/331Z (the prime field F_331): x ◇ y = 125x + 207y (mod 331). -
628c3352…· Comment: Linear magma over Z/331Z (the prime field F_331): x ◇ y = 299x + 211y (mod 331).