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// Copyright 2015-2017 Parity Technologies (UK) Ltd.
// This file is part of Parity.
// Parity is free software: you can redistribute it and/or modify
// it under the terms of the GNU General Public License as published by
// the Free Software Foundation, either version 3 of the License, or
// (at your option) any later version.
// Parity is distributed in the hope that it will be useful,
// but WITHOUT ANY WARRANTY; without even the implied warranty of
// MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
// GNU General Public License for more details.
// You should have received a copy of the GNU General Public License
// along with Parity. If not, see <http://www.gnu.org/licenses/>.
//! Extended keys
use secret ::Secret ;
use Public ;
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use bigint ::hash ::H256 ;
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pub use self ::derivation ::Error as DerivationError ;
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/// Represents label that can be stored as a part of key derivation
pub trait Label {
/// Length of the data that label occupies
fn len ( ) -> usize ;
/// Store label data to the key derivation sequence
/// Must not use more than `len()` bytes from slice
fn store ( & self , target : & mut [ u8 ] ) ;
}
impl Label for u32 {
fn len ( ) -> usize { 4 }
fn store ( & self , target : & mut [ u8 ] ) {
use byteorder ::{ BigEndian , ByteOrder } ;
BigEndian ::write_u32 ( & mut target [ 0 .. 4 ] , * self ) ;
}
}
/// Key derivation over generic label `T`
pub enum Derivation < T : Label > {
/// Soft key derivation (allow proof of parent)
Soft ( T ) ,
/// Hard key derivation (does not allow proof of parent)
Hard ( T ) ,
}
impl From < u32 > for Derivation < u32 > {
fn from ( index : u32 ) -> Self {
if index < ( 2 < < 30 ) {
Derivation ::Soft ( index )
}
else {
Derivation ::Hard ( index )
}
}
}
impl Label for H256 {
fn len ( ) -> usize { 32 }
fn store ( & self , target : & mut [ u8 ] ) {
self . copy_to ( & mut target [ 0 .. 32 ] ) ;
}
}
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/// Extended secret key, allows deterministic derivation of subsequent keys.
pub struct ExtendedSecret {
secret : Secret ,
chain_code : H256 ,
}
impl ExtendedSecret {
/// New extended key from given secret and chain code.
pub fn with_code ( secret : Secret , chain_code : H256 ) -> ExtendedSecret {
ExtendedSecret {
secret : secret ,
chain_code : chain_code ,
}
}
/// New extended key from given secret with the random chain code.
pub fn new_random ( secret : Secret ) -> ExtendedSecret {
ExtendedSecret ::with_code ( secret , H256 ::random ( ) )
}
/// New extended key from given secret.
/// Chain code will be derived from the secret itself (in a deterministic way).
pub fn new ( secret : Secret ) -> ExtendedSecret {
let chain_code = derivation ::chain_code ( * secret ) ;
ExtendedSecret ::with_code ( secret , chain_code )
}
/// Derive new private key
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pub fn derive < T > ( & self , index : Derivation < T > ) -> ExtendedSecret where T : Label {
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let ( derived_key , next_chain_code ) = derivation ::private ( * self . secret , self . chain_code , index ) ;
let derived_secret = Secret ::from_slice ( & * derived_key )
. expect ( " Derivation always produced a valid private key; qed " ) ;
ExtendedSecret ::with_code ( derived_secret , next_chain_code )
}
/// Private key component of the extended key.
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pub fn as_raw ( & self ) -> & Secret {
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& self . secret
}
}
/// Extended public key, allows deterministic derivation of subsequent keys.
pub struct ExtendedPublic {
public : Public ,
chain_code : H256 ,
}
impl ExtendedPublic {
/// New extended public key from known parent and chain code
pub fn new ( public : Public , chain_code : H256 ) -> Self {
ExtendedPublic { public : public , chain_code : chain_code }
}
/// Create new extended public key from known secret
pub fn from_secret ( secret : & ExtendedSecret ) -> Result < Self , DerivationError > {
Ok (
ExtendedPublic ::new (
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derivation ::point ( * * secret . as_raw ( ) ) ? ,
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secret . chain_code . clone ( ) ,
)
)
}
/// Derive new public key
/// Operation is defined only for index belongs [0..2^31)
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pub fn derive < T > ( & self , index : Derivation < T > ) -> Result < Self , DerivationError > where T : Label {
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let ( derived_key , next_chain_code ) = derivation ::public ( self . public , self . chain_code , index ) ? ;
Ok ( ExtendedPublic ::new ( derived_key , next_chain_code ) )
}
pub fn public ( & self ) -> & Public {
& self . public
}
}
pub struct ExtendedKeyPair {
secret : ExtendedSecret ,
public : ExtendedPublic ,
}
impl ExtendedKeyPair {
pub fn new ( secret : Secret ) -> Self {
let extended_secret = ExtendedSecret ::new ( secret ) ;
let extended_public = ExtendedPublic ::from_secret ( & extended_secret )
. expect ( " Valid `Secret` always produces valid public; qed " ) ;
ExtendedKeyPair {
secret : extended_secret ,
public : extended_public ,
}
}
pub fn with_code ( secret : Secret , public : Public , chain_code : H256 ) -> Self {
ExtendedKeyPair {
secret : ExtendedSecret ::with_code ( secret , chain_code . clone ( ) ) ,
public : ExtendedPublic ::new ( public , chain_code ) ,
}
}
pub fn with_secret ( secret : Secret , chain_code : H256 ) -> Self {
let extended_secret = ExtendedSecret ::with_code ( secret , chain_code ) ;
let extended_public = ExtendedPublic ::from_secret ( & extended_secret )
. expect ( " Valid `Secret` always produces valid public; qed " ) ;
ExtendedKeyPair {
secret : extended_secret ,
public : extended_public ,
}
}
pub fn with_seed ( seed : & [ u8 ] ) -> Result < ExtendedKeyPair , DerivationError > {
let ( master_key , chain_code ) = derivation ::seed_pair ( seed ) ;
Ok ( ExtendedKeyPair ::with_secret (
Secret ::from_slice ( & * master_key ) . map_err ( | _ | DerivationError ::InvalidSeed ) ? ,
chain_code ,
) )
}
pub fn secret ( & self ) -> & ExtendedSecret {
& self . secret
}
pub fn public ( & self ) -> & ExtendedPublic {
& self . public
}
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pub fn derive < T > ( & self , index : Derivation < T > ) -> Result < Self , DerivationError > where T : Label {
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let derived = self . secret . derive ( index ) ;
Ok ( ExtendedKeyPair {
public : ExtendedPublic ::from_secret ( & derived ) ? ,
secret : derived ,
} )
}
}
// Derivation functions for private and public keys
// Work is based on BIP0032
// https://github.com/bitcoin/bips/blob/master/bip-0032.mediawiki
mod derivation {
use rcrypto ::hmac ::Hmac ;
use rcrypto ::mac ::Mac ;
use rcrypto ::sha2 ::Sha512 ;
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use bigint ::hash ::{ H512 , H256 } ;
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use bigint ::prelude ::{ U256 , U512 , Uint } ;
use secp256k1 ;
use secp256k1 ::key ::{ SecretKey , PublicKey } ;
use SECP256K1 ;
use keccak ;
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use super ::{ Label , Derivation } ;
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#[ derive(Debug) ]
pub enum Error {
InvalidHardenedUse ,
InvalidPoint ,
MissingIndex ,
InvalidSeed ,
}
// Deterministic derivation of the key using secp256k1 elliptic curve.
// Derivation can be either hardened or not.
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// For hardened derivation, pass u32 index at least 2^31 or custom Derivation::Hard(T) enum
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//
// Can panic if passed `private_key` is not a valid secp256k1 private key
// (outside of (0..curve_n()]) field
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pub fn private < T > ( private_key : H256 , chain_code : H256 , index : Derivation < T > ) -> ( H256 , H256 ) where T : Label {
match index {
Derivation ::Soft ( index ) = > private_soft ( private_key , chain_code , index ) ,
Derivation ::Hard ( index ) = > private_hard ( private_key , chain_code , index ) ,
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}
}
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fn hmac_pair ( data : & [ u8 ] , private_key : H256 , chain_code : H256 ) -> ( H256 , H256 ) {
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let private : U256 = private_key . into ( ) ;
// produces 512-bit derived hmac (I)
let mut hmac = Hmac ::new ( Sha512 ::new ( ) , & * chain_code ) ;
let mut i_512 = [ 0 u8 ; 64 ] ;
hmac . input ( & data [ .. ] ) ;
hmac . raw_result ( & mut i_512 ) ;
// left most 256 bits are later added to original private key
let hmac_key : U256 = H256 ::from_slice ( & i_512 [ 0 .. 32 ] ) . into ( ) ;
// right most 256 bits are new chain code for later derivations
let next_chain_code = H256 ::from ( & i_512 [ 32 .. 64 ] ) ;
let child_key = private_add ( hmac_key , private ) . into ( ) ;
( child_key , next_chain_code )
}
// Can panic if passed `private_key` is not a valid secp256k1 private key
// (outside of (0..curve_n()]) field
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fn private_soft < T > ( private_key : H256 , chain_code : H256 , index : T ) -> ( H256 , H256 ) where T : Label {
let mut data = vec! [ 0 u8 ; 33 + T ::len ( ) ] ;
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let sec_private = SecretKey ::from_slice ( & SECP256K1 , & * private_key )
. expect ( " Caller should provide valid private key " ) ;
let sec_public = PublicKey ::from_secret_key ( & SECP256K1 , & sec_private )
. expect ( " Caller should provide valid private key " ) ;
let public_serialized = sec_public . serialize_vec ( & SECP256K1 , true ) ;
// curve point (compressed public key) -- index
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// 0.33 -- 33..end
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data [ 0 .. 33 ] . copy_from_slice ( & public_serialized ) ;
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index . store ( & mut data [ 33 .. ] ) ;
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hmac_pair ( & data , private_key , chain_code )
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}
// Deterministic derivation of the key using secp256k1 elliptic curve
// This is hardened derivation and does not allow to associate
// corresponding public keys of the original and derived private keys
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fn private_hard < T > ( private_key : H256 , chain_code : H256 , index : T ) -> ( H256 , H256 ) where T : Label {
let mut data : Vec < u8 > = vec! [ 0 u8 ; 33 + T ::len ( ) ] ;
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let private : U256 = private_key . into ( ) ;
// 0x00 (padding) -- private_key -- index
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// 0 -- 1..33 -- 33..end
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private . to_big_endian ( & mut data [ 1 .. 33 ] ) ;
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index . store ( & mut data [ 33 .. ( 33 + T ::len ( ) ) ] ) ;
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hmac_pair ( & data , private_key , chain_code )
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}
fn private_add ( k1 : U256 , k2 : U256 ) -> U256 {
let sum = U512 ::from ( k1 ) + U512 ::from ( k2 ) ;
modulo ( sum , curve_n ( ) )
}
// todo: surely can be optimized
fn modulo ( u1 : U512 , u2 : U256 ) -> U256 {
let dv = u1 / U512 ::from ( u2 ) ;
let md = u1 - ( dv * U512 ::from ( u2 ) ) ;
md . into ( )
}
// returns n (for mod(n)) for the secp256k1 elliptic curve
// todo: maybe lazy static
fn curve_n ( ) -> U256 {
H256 ::from_slice ( & secp256k1 ::constants ::CURVE_ORDER ) . into ( )
}
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pub fn public < T > ( public_key : H512 , chain_code : H256 , derivation : Derivation < T > ) -> Result < ( H512 , H256 ) , Error > where T : Label {
let index = match derivation {
Derivation ::Soft ( index ) = > index ,
Derivation ::Hard ( _ ) = > { return Err ( Error ::InvalidHardenedUse ) ; }
} ;
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let mut public_sec_raw = [ 0 u8 ; 65 ] ;
public_sec_raw [ 0 ] = 4 ;
public_sec_raw [ 1 .. 65 ] . copy_from_slice ( & * public_key ) ;
let public_sec = PublicKey ::from_slice ( & SECP256K1 , & public_sec_raw ) . map_err ( | _ | Error ::InvalidPoint ) ? ;
let public_serialized = public_sec . serialize_vec ( & SECP256K1 , true ) ;
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let mut data = vec! [ 0 u8 ; 33 + T ::len ( ) ] ;
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// curve point (compressed public key) -- index
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// 0.33 -- 33..end
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data [ 0 .. 33 ] . copy_from_slice ( & public_serialized ) ;
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index . store ( & mut data [ 33 .. ( 33 + T ::len ( ) ) ] ) ;
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// HMAC512SHA produces [derived private(256); new chain code(256)]
let mut hmac = Hmac ::new ( Sha512 ::new ( ) , & * chain_code ) ;
let mut i_512 = [ 0 u8 ; 64 ] ;
hmac . input ( & data [ .. ] ) ;
hmac . raw_result ( & mut i_512 ) ;
let new_private = H256 ::from ( & i_512 [ 0 .. 32 ] ) ;
let new_chain_code = H256 ::from ( & i_512 [ 32 .. 64 ] ) ;
// Generated private key can (extremely rarely) be out of secp256k1 key field
if curve_n ( ) < = new_private . clone ( ) . into ( ) { return Err ( Error ::MissingIndex ) ; }
let new_private_sec = SecretKey ::from_slice ( & SECP256K1 , & * new_private )
. expect ( " Private key belongs to the field [0..CURVE_ORDER) (checked above); So initializing can never fail; qed " ) ;
let mut new_public = PublicKey ::from_secret_key ( & SECP256K1 , & new_private_sec )
. expect ( " Valid private key produces valid public key " ) ;
// Adding two points on the elliptic curves (combining two public keys)
new_public . add_assign ( & SECP256K1 , & public_sec )
. expect ( " Addition of two valid points produce valid point " ) ;
let serialized = new_public . serialize_vec ( & SECP256K1 , false ) ;
Ok ( (
H512 ::from ( & serialized [ 1 .. 65 ] ) ,
new_chain_code ,
) )
}
fn sha3 ( slc : & [ u8 ] ) -> H256 {
keccak ::Keccak256 ::keccak256 ( slc ) . into ( )
}
pub fn chain_code ( secret : H256 ) -> H256 {
// 10,000 rounds of sha3
let mut running_sha3 = sha3 ( & * secret ) ;
for _ in 0 .. 99999 { running_sha3 = sha3 ( & * running_sha3 ) ; }
running_sha3
}
pub fn point ( secret : H256 ) -> Result < H512 , Error > {
let sec = SecretKey ::from_slice ( & SECP256K1 , & * secret )
. map_err ( | _ | Error ::InvalidPoint ) ? ;
let public_sec = PublicKey ::from_secret_key ( & SECP256K1 , & sec )
. map_err ( | _ | Error ::InvalidPoint ) ? ;
let serialized = public_sec . serialize_vec ( & SECP256K1 , false ) ;
Ok ( H512 ::from ( & serialized [ 1 .. 65 ] ) )
}
pub fn seed_pair ( seed : & [ u8 ] ) -> ( H256 , H256 ) {
let mut hmac = Hmac ::new ( Sha512 ::new ( ) , b " Bitcoin seed " ) ;
let mut i_512 = [ 0 u8 ; 64 ] ;
hmac . input ( seed ) ;
hmac . raw_result ( & mut i_512 ) ;
let master_key = H256 ::from_slice ( & i_512 [ 0 .. 32 ] ) ;
let chain_code = H256 ::from_slice ( & i_512 [ 32 .. 64 ] ) ;
( master_key , chain_code )
}
}
#[ cfg(test) ]
mod tests {
use super ::{ ExtendedSecret , ExtendedPublic , ExtendedKeyPair } ;
use secret ::Secret ;
use std ::str ::FromStr ;
use bigint ::hash ::{ H128 , H256 } ;
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use super ::{ derivation , Derivation } ;
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fn master_chain_basic ( ) -> ( H256 , H256 ) {
let seed = H128 ::from_str ( " 000102030405060708090a0b0c0d0e0f " )
. expect ( " Seed should be valid H128 " )
. to_vec ( ) ;
derivation ::seed_pair ( & * seed )
}
fn test_extended < F > ( f : F , test_private : H256 ) where F : Fn ( ExtendedSecret ) -> ExtendedSecret {
let ( private_seed , chain_code ) = master_chain_basic ( ) ;
let extended_secret = ExtendedSecret ::with_code ( Secret ::from_slice ( & * private_seed ) . unwrap ( ) , chain_code ) ;
let derived = f ( extended_secret ) ;
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assert_eq! ( * * derived . as_raw ( ) , test_private ) ;
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}
#[ test ]
fn smoky ( ) {
let secret = Secret ::from_str ( " a100df7a048e50ed308ea696dc600215098141cb391e9527329df289f9383f65 " ) . unwrap ( ) ;
let extended_secret = ExtendedSecret ::with_code ( secret . clone ( ) , 0 u64 . into ( ) ) ;
// hardened
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assert_eq! ( & * * extended_secret . as_raw ( ) , & * secret ) ;
assert_eq! ( & * * extended_secret . derive ( 2147483648. into ( ) ) . as_raw ( ) , & " 0927453daed47839608e414a3738dfad10aed17c459bbd9ab53f89b026c834b6 " . into ( ) ) ;
assert_eq! ( & * * extended_secret . derive ( 2147483649. into ( ) ) . as_raw ( ) , & " 44238b6a29c6dcbe9b401364141ba11e2198c289a5fed243a1c11af35c19dc0f " . into ( ) ) ;
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// normal
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assert_eq! ( & * * extended_secret . derive ( 0. into ( ) ) . as_raw ( ) , & " bf6a74e3f7b36fc4c96a1e12f31abc817f9f5904f5a8fc27713163d1f0b713f6 " . into ( ) ) ;
assert_eq! ( & * * extended_secret . derive ( 1. into ( ) ) . as_raw ( ) , & " bd4fca9eb1f9c201e9448c1eecd66e302d68d4d313ce895b8c134f512205c1bc " . into ( ) ) ;
assert_eq! ( & * * extended_secret . derive ( 2. into ( ) ) . as_raw ( ) , & " 86932b542d6cab4d9c65490c7ef502d89ecc0e2a5f4852157649e3251e2a3268 " . into ( ) ) ;
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let extended_public = ExtendedPublic ::from_secret ( & extended_secret ) . expect ( " Extended public should be created " ) ;
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let derived_public = extended_public . derive ( 0. into ( ) ) . expect ( " First derivation of public should succeed " ) ;
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assert_eq! ( & * derived_public . public ( ) , & " f7b3244c96688f92372bfd4def26dc4151529747bab9f188a4ad34e141d47bd66522ff048bc6f19a0a4429b04318b1a8796c000265b4fa200dae5f6dda92dd94 " . into ( ) ) ;
let keypair = ExtendedKeyPair ::with_secret (
Secret ::from_str ( " a100df7a048e50ed308ea696dc600215098141cb391e9527329df289f9383f65 " ) . unwrap ( ) ,
064. into ( ) ,
) ;
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assert_eq! ( & * * keypair . derive ( 2147483648 u32 . into ( ) ) . expect ( " Derivation of keypair should succeed " ) . secret ( ) . as_raw ( ) , & " edef54414c03196557cf73774bc97a645c9a1df2164ed34f0c2a78d1375a930c " . into ( ) ) ;
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}
#[ test ]
fn h256_soft_match ( ) {
let secret = Secret ::from_str ( " a100df7a048e50ed308ea696dc600215098141cb391e9527329df289f9383f65 " ) . unwrap ( ) ;
let derivation_secret = H256 ::from_str ( " 51eaf04f9dbbc1417dc97e789edd0c37ecda88bac490434e367ea81b71b7b015 " ) . unwrap ( ) ;
let extended_secret = ExtendedSecret ::with_code ( secret . clone ( ) , 0 u64 . into ( ) ) ;
let extended_public = ExtendedPublic ::from_secret ( & extended_secret ) . expect ( " Extended public should be created " ) ;
let derived_secret0 = extended_secret . derive ( Derivation ::Soft ( derivation_secret ) ) ;
let derived_public0 = extended_public . derive ( Derivation ::Soft ( derivation_secret ) ) . expect ( " First derivation of public should succeed " ) ;
let public_from_secret0 = ExtendedPublic ::from_secret ( & derived_secret0 ) . expect ( " Extended public should be created " ) ;
assert_eq! ( public_from_secret0 . public ( ) , derived_public0 . public ( ) ) ;
}
#[ test ]
fn h256_hard ( ) {
let secret = Secret ::from_str ( " a100df7a048e50ed308ea696dc600215098141cb391e9527329df289f9383f65 " ) . unwrap ( ) ;
let derivation_secret = H256 ::from_str ( " 51eaf04f9dbbc1417dc97e789edd0c37ecda88bac490434e367ea81b71b7b015 " ) . unwrap ( ) ;
let extended_secret = ExtendedSecret ::with_code ( secret . clone ( ) , 1 u64 . into ( ) ) ;
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assert_eq! ( & * * extended_secret . derive ( Derivation ::Hard ( derivation_secret ) ) . as_raw ( ) , & " 2bc2d696fb744d77ff813b4a1ef0ad64e1e5188b622c54ba917acc5ebc7c5486 " . into ( ) ) ;
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}
#[ test ]
fn match_ ( ) {
let secret = Secret ::from_str ( " a100df7a048e50ed308ea696dc600215098141cb391e9527329df289f9383f65 " ) . unwrap ( ) ;
let extended_secret = ExtendedSecret ::with_code ( secret . clone ( ) , 1. into ( ) ) ;
let extended_public = ExtendedPublic ::from_secret ( & extended_secret ) . expect ( " Extended public should be created " ) ;
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let derived_secret0 = extended_secret . derive ( 0. into ( ) ) ;
let derived_public0 = extended_public . derive ( 0. into ( ) ) . expect ( " First derivation of public should succeed " ) ;
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let public_from_secret0 = ExtendedPublic ::from_secret ( & derived_secret0 ) . expect ( " Extended public should be created " ) ;
assert_eq! ( public_from_secret0 . public ( ) , derived_public0 . public ( ) ) ;
}
#[ test ]
fn test_seeds ( ) {
let seed = H128 ::from_str ( " 000102030405060708090a0b0c0d0e0f " )
. expect ( " Seed should be valid H128 " )
. to_vec ( ) ;
/// private key from bitcoin test vector
/// xprv9wTYmMFdV23N2TdNG573QoEsfRrWKQgWeibmLntzniatZvR9BmLnvSxqu53Kw1UmYPxLgboyZQaXwTCg8MSY3H2EU4pWcQDnRnrVA1xe8fs
let test_private = H256 ::from_str ( " e8f32e723decf4051aefac8e2c93c9c5b214313817cdb01a1494b917c8436b35 " )
. expect ( " Private should be decoded ok " ) ;
let ( private_seed , _ ) = derivation ::seed_pair ( & * seed ) ;
assert_eq! ( private_seed , test_private ) ;
}
#[ test ]
fn test_vector_1 ( ) {
/// xprv9uHRZZhk6KAJC1avXpDAp4MDc3sQKNxDiPvvkX8Br5ngLNv1TxvUxt4cV1rGL5hj6KCesnDYUhd7oWgT11eZG7XnxHrnYeSvkzY7d2bhkJ7
/// H(0)
test_extended (
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| secret | secret . derive ( 2147483648. into ( ) ) ,
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H256 ::from_str ( " edb2e14f9ee77d26dd93b4ecede8d16ed408ce149b6cd80b0715a2d911a0afea " )
. expect ( " Private should be decoded ok " )
) ;
}
#[ test ]
fn test_vector_2 ( ) {
/// xprv9wTYmMFdV23N2TdNG573QoEsfRrWKQgWeibmLntzniatZvR9BmLnvSxqu53Kw1UmYPxLgboyZQaXwTCg8MSY3H2EU4pWcQDnRnrVA1xe8fs
/// H(0)/1
test_extended (
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| secret | secret . derive ( 2147483648. into ( ) ) . derive ( 1. into ( ) ) ,
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H256 ::from_str ( " 3c6cb8d0f6a264c91ea8b5030fadaa8e538b020f0a387421a12de9319dc93368 " )
. expect ( " Private should be decoded ok " )
) ;
}
}