## Nim-Codex ## Copyright (c) 2023 Status Research & Development GmbH ## Licensed under either of ## * Apache License, version 2.0, ([LICENSE-APACHE](LICENSE-APACHE)) ## * MIT license ([LICENSE-MIT](LICENSE-MIT)) ## at your option. ## This file may not be copied, modified, or distributed except according to ## those terms. {.push raises: [].} import std/bitops import pkg/questionable/results import ../errors type CompressFn*[H, K] = proc (x, y: H, key: K): ?!H {.noSideEffect, raises: [].} MerkleTree*[H, K] = ref object of RootObj layers* : seq[seq[H]] compress*: CompressFn[H, K] zero* : H MerkleProof*[H, K] = ref object of RootObj index* : int # linear index of the leaf, starting from 0 path* : seq[H] # order: from the bottom to the top nleaves* : int # number of leaves in the tree (=size of input) compress*: CompressFn[H, K] # compress function zero* : H # zero value func depth*[H, K](self: MerkleTree[H, K]): int = return self.layers.len - 1 func leavesCount*[H, K](self: MerkleTree[H, K]): int = return self.layers[0].len func levels*[H, K](self: MerkleTree[H, K]): int = return self.layers.len func leaves*[H, K](self: MerkleTree[H, K]): seq[H] = return self.layers[0] iterator layers*[H, K](self: MerkleTree[H, K]): seq[H] = for layer in self.layers: yield layer iterator nodes*[H, K](self: MerkleTree[H, K]): H = for layer in self.layers: for node in layer: yield node func root*[H, K](self: MerkleTree[H, K]): ?!H = let last = self.layers[^1] if last.len != 1: return failure "invalid tree" return success last[0] func getProof*[H, K]( self: MerkleTree[H, K], index: int, proof: MerkleProof[H, K]): ?!void = let depth = self.depth let nleaves = self.leavesCount if not (index >= 0 and index < nleaves): return failure "index out of bounds" var path : seq[H] = newSeq[H](depth) var k = index var m = nleaves for i in 0.. odd node h = ? proof.compress( h, p, K(bottomFlag.ord + 2) ) else: # even node h = ? proof.compress( h , p, bottomFlag ) bottomFlag = K.KeyNone j = j shr 1 m = (m+1) shr 1 return success h func verify*[H, K](proof: MerkleProof[H, K], leaf: H, root: H): ?!bool = success bool(root == ? proof.reconstructRoot(leaf)) func merkleTreeWorker*[H, K]( self: MerkleTree[H, K], xs: openArray[H], isBottomLayer: static bool): ?!seq[seq[H]] = let a = low(xs) let b = high(xs) let m = b - a + 1 when not isBottomLayer: if m == 1: return success @[ @xs ] let halfn: int = m div 2 let n : int = 2 * halfn let isOdd: bool = (n != m) var ys: seq[H] if not isOdd: ys = newSeq[H](halfn) else: ys = newSeq[H](halfn + 1) for i in 0..