//! Elliptic curves over prime fields, with coordinates and scalars that are
//! [`Number`](crate::math::numbers::Number)s.
//!
//! * [`Weierstrass`], [`Montgomery`] and [`Edwards`]: the three forms of curve, each built from its
//! coefficients and a prime of any length. What they share is the [`Curve`] trait: the points
//! from their coordinates or their bytes, the discriminant, the `j`-invariant and the sum of many
//! products.
//! * [`Point`]: a point of a curve, which adds with `+` and `+=`, subtracts with `-` and `-=`,
//! negates with `-` and multiplies by a number with `*` and `*=`.
//! * [`Domain`]: a curve with a generator, its order and its cofactor; [`named`] holds those in
//! common use: secp256k1, P-256, P-384, P-521, Curve25519 and Ed25519.
//!
//! **Nothing here is constant-time**: these are calculations on curves, and the time they take
//! depends on the scalars, as with [`pow_mod`](crate::math::numbers::Number::pow_mod), so they are
//! not meant for secret scalars such as private keys.
pub use ;
pub use Domain;
pub use Edwards;
pub use Montgomery;
pub use ;
pub use Weierstrass;