elliptic-curve-0.1.0: src/Curve/Binary/SECT193R2.hs
module Curve.Binary.SECT193R2
( F2m
, P
, _a
, _b
, _f
, _g
, _h
, _n
) where
import Protolude
import BinaryField (BinaryField)
import Curve.Binary (BCurve(..), BPoint, Point(..))
-------------------------------------------------------------------------------
-- Types
-------------------------------------------------------------------------------
-- | SECT193R2 curve
data SECT193R2
-- | Field of SECT193R2 curve
type F2m = BinaryField 0x2000000000000000000000000000000000000000000008001
-- | SECT193R2 curve is a binary curve
instance BCurve SECT193R2 F2m where
a_ = const _a
{-# INLINE a_ #-}
b_ = const _b
{-# INLINE b_ #-}
g_ = _g
{-# INLINE g_ #-}
-- | Point of SECT193R2 curve
type P = BPoint SECT193R2 F2m
-------------------------------------------------------------------------------
-- Parameters
-------------------------------------------------------------------------------
-- | Coefficient @A@ of SECT193R2 curve
_a :: F2m
_a = 0x163f35a5137c2ce3ea6ed8667190b0bc43ecd69977702709b
{-# INLINE _a #-}
-- | Coefficient @B@ of SECT193R2 curve
_b :: F2m
_b = 0xc9bb9e8927d4d64c377e2ab2856a5b16e3efb7f61d4316ae
{-# INLINE _b #-}
-- | Polynomial of SECT193R2 curve
_f :: Integer
_f = 0x2000000000000000000000000000000000000000000008001
{-# INLINE _f #-}
-- | Generator of SECT193R2 curve
_g :: P
_g = A
0xd9b67d192e0367c803f39e1a7e82ca14a651350aae617e8f
0x1ce94335607c304ac29e7defbd9ca01f596f927224cdecf6c
{-# INLINE _g #-}
-- | Cofactor of SECT193R2 curve
_h :: Integer
_h = 2
{-# INLINE _h #-}
-- | Order of SECT193R2 curve
_n :: Integer
_n = 0x10000000000000000000000015aab561b005413ccd4ee99d5
{-# INLINE _n #-}