# [−][src]Module curve25519_dalek::backend::serial::u64::constants

This module contains backend-specific constant values, such as the 64-bit limbs of curve constants.

## Constants

 AFFINE_ODD_MULTIPLES_OF_BASEPOINT Odd multiples of the basepoint [B, 3B, 5B, 7B, 9B, 11B, 13B, 15B, ..., 127B]. APLUS2_OVER_FOUR APLUS2_OVER_FOUR is (A+2)/4. (This is used internally within the Montgomery ladder.) ED25519_BASEPOINT_POINT The Ed25519 basepoint, as an EdwardsPoint. ED25519_BASEPOINT_TABLE Table containing precomputed multiples of the Ed25519 basepoint $$B = (x, 4/5)$$. ED25519_BASEPOINT_TABLE_INNER_DOC_HIDDEN Inner constant, used to avoid filling the docs with precomputed points. EDWARDS_D Edwards d value, equal to -121665/121666 mod p. EDWARDS_D2 Edwards 2*d value, equal to 2*(-121665/121666) mod p. EDWARDS_D_MINUS_ONE_SQUARED Edwards d value minus one squared, equal to (((-121665/121666) mod p) - 1) pow 2 EIGHT_TORSION The 8-torsion subgroup $$\mathcal E [8]$$. EIGHT_TORSION_INNER_DOC_HIDDEN Inner item used to hide limb constants from cargo doc output. INVSQRT_A_MINUS_D = 1/sqrt(a-d), where a = -1 (mod p), d are the Edwards curve parameters. L L is the order of base point, i.e. 2^252 + 27742317777372353535851937790883648493 LFACTOR L * LFACTOR = -1 (mod 2^52) MINUS_ONE The value of minus one, equal to -&FieldElement::one() ONE_MINUS_EDWARDS_D_SQUARED One minus edwards d value squared, equal to (1 - (-121665/121666) mod p) pow 2 R R = R % L where R = 2^260 RR RR = (R^2) % L where R = 2^260 SQRT_AD_MINUS_ONE = sqrt(a*d - 1), where a = -1 (mod p), d are the Edwards curve parameters. SQRT_M1 Precomputed value of one of the square roots of -1 (mod p)