Page:Fips186-2-change1.pdf/39

Degree 163 Binary Field

T = 4

p(t) = t¹⁶³ + t⁷ + t⁶ + t³ + 1

Curve K-163

a = 1

r = 5846006549323611672814741753598448348329118574063

Polynomial Basis:

G_x = 2 fe13c053 7bbc11ac aa07d793 de4e6d5e 5c94eee8

G_y = 2 89070fb0 5d38ff58 321f2e80 0536d538 ccdaa3d9

Normal Basis:

G_x = 0 5679b353 caa46825 fea2d371 3ba450da 0c2a4541

G_y = 2 35b7c671 00506899 06bac3d9 dec76a83 5591edb2

Curve B-163

r = 5846006549323611672814742442876390689256843201587

Polynomial Basis:

b = 2 0a601907 b8c953ca 1481eb10 512f7874 4a3205fd

G_x = 3 f0eba162 86a2d57e a0991168 d4994637 e8343e36

G_y = 0 d51fbc6c 71a0094f a2cdd545 b11c5c0c 797324f1

Normal Basis:

s = 85e25bfe 5c86226c db12016f 7553f9d0 e693a268

b = 6 645f3cac f1638e13 9c6cd13e f61734fb c9e3d9fb

G_x = 0 311103c1 7167564a ce77ccb0 9c681f88 6ba54ee8

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