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							191 lines
						
					
					
						
							5.6 KiB
						
					
					
				| const GOOD_LEAF_SIZE = 200
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| 
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| // :: class<T> A rope sequence is a persistent sequence data structure
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| // that supports appending, prepending, and slicing without doing a
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| // full copy. It is represented as a mostly-balanced tree.
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| class RopeSequence {
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|   // length:: number
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|   // The length of the rope.
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| 
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|   // :: (union<[T], RopeSequence<T>>) → RopeSequence<T>
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|   // Append an array or other rope to this one, returning a new rope.
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|   append(other) {
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|     if (!other.length) return this
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|     other = RopeSequence.from(other)
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| 
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|     return (!this.length && other) ||
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|       (other.length < GOOD_LEAF_SIZE && this.leafAppend(other)) ||
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|       (this.length < GOOD_LEAF_SIZE && other.leafPrepend(this)) ||
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|       this.appendInner(other)
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|   }
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| 
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|   // :: (union<[T], RopeSequence<T>>) → RopeSequence<T>
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|   // Prepend an array or other rope to this one, returning a new rope.
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|   prepend(other) {
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|     if (!other.length) return this
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|     return RopeSequence.from(other).append(this)
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|   }
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| 
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|   appendInner(other) {
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|     return new Append(this, other)
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|   }
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| 
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|   // :: (?number, ?number) → RopeSequence<T>
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|   // Create a rope repesenting a sub-sequence of this rope.
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|   slice(from = 0, to = this.length) {
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|     if (from >= to) return RopeSequence.empty
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|     return this.sliceInner(Math.max(0, from), Math.min(this.length, to))
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|   }
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| 
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|   // :: (number) → T
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|   // Retrieve the element at the given position from this rope.
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|   get(i) {
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|     if (i < 0 || i >= this.length) return undefined
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|     return this.getInner(i)
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|   }
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| 
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|   // :: ((element: T, index: number) → ?bool, ?number, ?number)
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|   // Call the given function for each element between the given
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|   // indices. This tends to be more efficient than looping over the
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|   // indices and calling `get`, because it doesn't have to descend the
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|   // tree for every element.
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|   forEach(f, from = 0, to = this.length) {
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|     if (from <= to)
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|       this.forEachInner(f, from, to, 0)
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|     else
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|       this.forEachInvertedInner(f, from, to, 0)
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|   }
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| 
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|   // :: ((element: T, index: number) → U, ?number, ?number) → [U]
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|   // Map the given functions over the elements of the rope, producing
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|   // a flat array.
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|   map(f, from = 0, to = this.length) {
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|     let result = []
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|     this.forEach((elt, i) => result.push(f(elt, i)), from, to)
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|     return result
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|   }
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| 
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|   // :: (?union<[T], RopeSequence<T>>) → RopeSequence<T>
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|   // Create a rope representing the given array, or return the rope
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|   // itself if a rope was given.
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|   static from(values) {
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|     if (values instanceof RopeSequence) return values
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|     return values && values.length ? new Leaf(values) : RopeSequence.empty
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|   }
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| 
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|   // flatten:: () → [T]
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|   // Return the content of this rope as an array.
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| }
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| 
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| class Leaf extends RopeSequence {
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|   constructor(values) {
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|     super()
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|     this.values = values
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|   }
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| 
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|   flatten() {
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|     return this.values
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|   }
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| 
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|   sliceInner(from, to) {
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|     if (from == 0 && to == this.length) return this
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|     return new Leaf(this.values.slice(from, to))
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|   }
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| 
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|   getInner(i) {
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|     return this.values[i]
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|   }
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| 
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|   forEachInner(f, from, to, start) {
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|     for (let i = from; i < to; i++)
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|       if (f(this.values[i], start + i) === false) return false
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|   }
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| 
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|   forEachInvertedInner(f, from, to, start) {
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|     for (let i = from - 1; i >= to; i--)
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|       if (f(this.values[i], start + i) === false) return false
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|   }
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| 
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|   leafAppend(other) {
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|     if (this.length + other.length <= GOOD_LEAF_SIZE)
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|       return new Leaf(this.values.concat(other.flatten()))
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|   }
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| 
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|   leafPrepend(other) {
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|     if (this.length + other.length <= GOOD_LEAF_SIZE)
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|       return new Leaf(other.flatten().concat(this.values))
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|   }
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| 
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|   get length() { return this.values.length }
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| 
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|   get depth() { return 0 }
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| }
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| 
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| // :: RopeSequence
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| // The empty rope sequence.
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| RopeSequence.empty = new Leaf([])
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| 
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| class Append extends RopeSequence {
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|   constructor(left, right) {
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|     super()
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|     this.left = left
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|     this.right = right
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|     this.length = left.length + right.length
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|     this.depth = Math.max(left.depth, right.depth) + 1
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|   }
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| 
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|   flatten() {
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|     return this.left.flatten().concat(this.right.flatten())
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|   }
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| 
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|   getInner(i) {
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|     return i < this.left.length ? this.left.get(i) : this.right.get(i - this.left.length)
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|   }
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| 
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|   forEachInner(f, from, to, start) {
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|     let leftLen = this.left.length
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|     if (from < leftLen &&
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|         this.left.forEachInner(f, from, Math.min(to, leftLen), start) === false)
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|       return false
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|     if (to > leftLen &&
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|         this.right.forEachInner(f, Math.max(from - leftLen, 0), Math.min(this.length, to) - leftLen, start + leftLen) === false)
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|       return false
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|   }
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| 
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|   forEachInvertedInner(f, from, to, start) {
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|     let leftLen = this.left.length
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|     if (from > leftLen &&
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|         this.right.forEachInvertedInner(f, from - leftLen, Math.max(to, leftLen) - leftLen, start + leftLen) === false)
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|       return false
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|     if (to < leftLen &&
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|         this.left.forEachInvertedInner(f, Math.min(from, leftLen), to, start) === false)
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|       return false
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|   }
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| 
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|   sliceInner(from, to) {
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|     if (from == 0 && to == this.length) return this
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|     let leftLen = this.left.length
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|     if (to <= leftLen) return this.left.slice(from, to)
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|     if (from >= leftLen) return this.right.slice(from - leftLen, to - leftLen)
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|     return this.left.slice(from, leftLen).append(this.right.slice(0, to - leftLen))
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|   }
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| 
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|   leafAppend(other) {
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|     let inner = this.right.leafAppend(other)
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|     if (inner) return new Append(this.left, inner)
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|   }
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| 
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|   leafPrepend(other) {
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|     let inner = this.left.leafPrepend(other)
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|     if (inner) return new Append(inner, this.right)
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|   }
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| 
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|   appendInner(other) {
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|     if (this.left.depth >= Math.max(this.right.depth, other.depth) + 1)
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|       return new Append(this.left, new Append(this.right, other))
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|     return new Append(this, other)
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|   }
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| }
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| 
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| module.exports = RopeSequence
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