Recent activity
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2da27313…· Comment: In ring F_16 × Z/31, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (t^2 + t + 1, 3) a + (t^3 + 1, 29) b + (0, 0) Product of 5a038… -
2da27313…· New magma of size 496 -
beb12b64…· New magma of size 496 -
c268bb30…· Comment: In ring F_16 × Z/31, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (t^2 + t + 1, 5) a + (t^3 + 1, 27) b + (0, 0) Product of 5a038… -
c268bb30…· New magma of size 496 -
58020ba5…· Comment: In ring F_16 × Z/31, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (t^2 + t + 1, 9) a + (t^3 + 1, 23) b + (0, 0) Product of 5a038… -
58020ba5…· New magma of size 496 -
1d4db5fa…· Comment: In ring F_16 × Z/31, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (t^2 + t + 1, 17) a + (t^3 + 1, 15) b + (0, 0) Product of 5a03… -
1d4db5fa…· New magma of size 496 -
f1f4e3ba…· Comment: In ring F_16 × Z/31, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (t^2 + t + 1, 5) a + (t^3 + 1, 9) b + (0, 0) Product of 5a0381… -
f1f4e3ba…· New magma of size 496 -
ecc73d4b…· Comment: In ring F_16 × Z/31, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (t^3 + 1, 3) a + (t^3, 29) b + (0, 0) Product of 6fa95655e2bb5… -
ecc73d4b…· New magma of size 496 -
4c44e221…· Comment: In ring F_16 × Z/31, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (t^3 + 1, 5) a + (t^3, 27) b + (0, 1) Product of 6fa95655e2bb5… -
4c44e221…· New magma of size 496 -
6ab3ef2e…· Comment: In ring F_16 × Z/31, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (t^3 + 1, 5) a + (t^3, 27) b + (0, 0) Product of 6fa95655e2bb5… -
6ab3ef2e…· New magma of size 496 -
735aba2b…· Comment: In ring F_16 × Z/31, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (t^3 + 1, 9) a + (t^3, 23) b + (0, 0) Product of 6fa95655e2bb5… -
735aba2b…· New magma of size 496 -
0efc5c33…· Comment: In ring F_16 × Z/31, F_16 = F_2[t]/(t^4 + t + 1): a ◇ b = (t^3 + 1, 17) a + (t^3, 15) b + (0, 0) Product of 6fa95655e2bb…