package p751toolbox

// The x-coordinate of P_A = [3^239](11, oddsqrt(11^3 + 11)) on E_0(F_p)
var Affine_xPA = PrimeFieldElement{A: Fp751Element{0xd56fe52627914862, 0x1fad60dc96b5baea, 0x1e137d0bf07ab91, 0x404d3e9252161964, 0x3c5385e4cd09a337, 0x4476426769e4af73, 0x9790c6db989dfe33, 0xe06e1c04d2aa8b5e, 0x38c08185edea73b9, 0xaa41f678a4396ca6, 0x92b9259b2229e9a0, 0x2f9326818be0}}

// The y-coordinate of P_A = [3^239](11, oddsqrt(11^3 + 11)) on E_0(F_p)
var Affine_yPA = PrimeFieldElement{A: Fp751Element{0x332bd16fbe3d7739, 0x7e5e20ff2319e3db, 0xea856234aefbd81b, 0xe016df7d6d071283, 0x8ae42796f73cd34f, 0x6364b408a4774575, 0xa71c97f17ce99497, 0xda03cdd9aa0cbe71, 0xe52b4fda195bd56f, 0xdac41f811fce0a46, 0x9333720f0ee84a61, 0x1399f006e578}}

// The x-coordinate of P_B = [2^372](6, oddsqrt(6^3 + 6)) on E_0(F_p)
var Affine_xPB = PrimeFieldElement{A: Fp751Element{0xf1a8c9ed7b96c4ab, 0x299429da5178486e, 0xef4926f20cd5c2f4, 0x683b2e2858b4716a, 0xdda2fbcc3cac3eeb, 0xec055f9f3a600460, 0xd5a5a17a58c3848b, 0x4652d836f42eaed5, 0x2f2e71ed78b3a3b3, 0xa771c057180add1d, 0xc780a5d2d835f512, 0x114ea3b55ac1}}

// The y-coordinate of P_B = [2^372](6, oddsqrt(6^3 + 6)) on E_0(F_p)
var Affine_yPB = PrimeFieldElement{A: Fp751Element{0xd1e1471273e3736b, 0xf9301ba94da241fe, 0xe14ab3c17fef0a85, 0xb4ddd26a037e9e62, 0x66142dfb2afeb69, 0xe297cb70649d6c9e, 0x214dfc6e8b1a0912, 0x9f5ba818b01cf859, 0x87d15b4907c12828, 0xa4da70c53a880dbf, 0xac5df62a72c8f253, 0x2e26a42ec617}}

// The value of (a+2)/4 for the starting curve E_0 with a=0: this is 1/2
var E0_aPlus2Over4 = PrimeFieldElement{A: Fp751Element{0x124d6, 0x0, 0x0, 0x0, 0x0, 0xb8e0000000000000, 0x9c8a2434c0aa7287, 0xa206996ca9a378a3, 0x6876280d41a41b52, 0xe903b49f175ce04f, 0xf8511860666d227, 0x4ea07cff6e7f}}