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range-tree.js
'use strict'; Object.defineProperty(exports, "__esModule", { value: true }); exports.RangeTree = void 0; class RangeTree { constructor(start, end, delta, children) { this.start = start; this.end = end; this.delta = delta; this.children = children; } /** * @precodition `ranges` are well-formed and pre-order sorted */ static fromSortedRanges(ranges) { let root; // Stack of parent trees and parent counts. const stack = []; for (const range of ranges) { const node = new RangeTree(range.startOffset, range.endOffset, range.count, []); if (root === undefined) { root = node; stack.push([node, range.count]); continue; } let parent; let parentCount; while (true) { [parent, parentCount] = stack[stack.length - 1]; // assert: `top !== undefined` (the ranges are sorted) if (range.startOffset < parent.end) { break; } else { stack.pop(); } } node.delta -= parentCount; parent.children.push(node); stack.push([node, range.count]); } return root; } normalize() { const children = []; let curEnd; let head; const tail = []; for (const child of this.children) { if (head === undefined) { head = child; } else if (child.delta === head.delta && child.start === curEnd) { tail.push(child); } else { endChain(); head = child; } curEnd = child.end; } if (head !== undefined) { endChain(); } if (children.length === 1) { const child = children[0]; if (child.start === this.start && child.end === this.end) { this.delta += child.delta; this.children = child.children; // `.lazyCount` is zero for both (both are after normalization) return; } } this.children = children; function endChain() { if (tail.length !== 0) { head.end = tail[tail.length - 1].end; for (const tailTree of tail) { for (const subChild of tailTree.children) { subChild.delta += tailTree.delta - head.delta; head.children.push(subChild); } } tail.length = 0; } head.normalize(); children.push(head); } } /** * @precondition `tree.start < value && value < tree.end` * @return RangeTree Right part */ split(value) { let leftChildLen = this.children.length; let mid; // TODO(perf): Binary search (check overhead) for (let i = 0; i < this.children.length; i++) { const child = this.children[i]; if (child.start < value && value < child.end) { mid = child.split(value); leftChildLen = i + 1; break; } else if (child.start >= value) { leftChildLen = i; break; } } const rightLen = this.children.length - leftChildLen; const rightChildren = this.children.splice(leftChildLen, rightLen); if (mid !== undefined) { rightChildren.unshift(mid); } const result = new RangeTree(value, this.end, this.delta, rightChildren); this.end = value; return result; } /** * Get the range coverages corresponding to the tree. * * The ranges are pre-order sorted. */ toRanges() { const ranges = []; // Stack of parent trees and counts. const stack = [[this, 0]]; while (stack.length > 0) { const [cur, parentCount] = stack.pop(); const count = parentCount + cur.delta; ranges.push({ startOffset: cur.start, endOffset: cur.end, count }); for (let i = cur.children.length - 1; i >= 0; i--) { stack.push([cur.children[i], count]); } } return ranges; } } exports.RangeTree = RangeTree;