const ARRAY_TYPES = [
    Int8Array, Uint8Array, Uint8ClampedArray, Int16Array, Uint16Array,
    Int32Array, Uint32Array, Float32Array, Float64Array
];

const VERSION = 3; // serialized format version

export default class Flatbush {

    static from(data) {
        if (!(data instanceof ArrayBuffer)) {
            throw new Error('Data must be an instance of ArrayBuffer.');
        }
        const [magic, versionAndType] = new Uint8Array(data, 0, 2);
        if (magic !== 0xfb) {
            throw new Error('Data does not appear to be in a Flatbush format.');
        }
        if (versionAndType >> 4 !== VERSION) {
            throw new Error(`Got v${versionAndType >> 4} data when expected v${VERSION}.`);
        }
        const [nodeSize] = new Uint16Array(data, 2, 1);
        const [numItems] = new Uint32Array(data, 4, 1);

        return new Flatbush(numItems, nodeSize, ARRAY_TYPES[versionAndType & 0x0f], data);
    }

    constructor(numItems, nodeSize = 16, ArrayType = Float64Array, data) {
        if (numItems === undefined) throw new Error('Missing required argument: numItems.');
        if (isNaN(numItems) || numItems <= 0) throw new Error(`Unpexpected numItems value: ${numItems}.`);

        this.numItems = +numItems;
        this.nodeSize = Math.min(Math.max(+nodeSize, 2), 65535);

        // calculate the total number of nodes in the R-tree to allocate space for
        // and the index of each tree level (used in search later)
        let n = numItems;
        let numNodes = n;
        this._levelBounds = [n * 4];
        do {
            n = Math.ceil(n / this.nodeSize);
            numNodes += n;
            this._levelBounds.push(numNodes * 4);
        } while (n !== 1);

        this.ArrayType = ArrayType || Float64Array;
        this.IndexArrayType = numNodes < 16384 ? Uint16Array : Uint32Array;

        const arrayTypeIndex = ARRAY_TYPES.indexOf(this.ArrayType);
        const nodesByteSize = numNodes * 4 * this.ArrayType.BYTES_PER_ELEMENT;

        if (arrayTypeIndex < 0) {
            throw new Error(`Unexpected typed array class: ${ArrayType}.`);
        }

        if (data && (data instanceof ArrayBuffer)) {
            this.data = data;
            this._boxes = new this.ArrayType(this.data, 8, numNodes * 4);
            this._indices = new this.IndexArrayType(this.data, 8 + nodesByteSize, numNodes);

            this._pos = numNodes * 4;
            this.minX = this._boxes[this._pos - 4];
            this.minY = this._boxes[this._pos - 3];
            this.maxX = this._boxes[this._pos - 2];
            this.maxY = this._boxes[this._pos - 1];

        } else {
            this.data = new ArrayBuffer(8 + nodesByteSize + numNodes * this.IndexArrayType.BYTES_PER_ELEMENT);
            this._boxes = new this.ArrayType(this.data, 8, numNodes * 4);
            this._indices = new this.IndexArrayType(this.data, 8 + nodesByteSize, numNodes);
            this._pos = 0;
            this.minX = Infinity;
            this.minY = Infinity;
            this.maxX = -Infinity;
            this.maxY = -Infinity;

            new Uint8Array(this.data, 0, 2).set([0xfb, (VERSION << 4) + arrayTypeIndex]);
            new Uint16Array(this.data, 2, 1)[0] = nodeSize;
            new Uint32Array(this.data, 4, 1)[0] = numItems;
        }
    }

    add(minX, minY, maxX, maxY) {
        const index = this._pos >> 2;
        this._indices[index] = index;
        this._boxes[this._pos++] = minX;
        this._boxes[this._pos++] = minY;
        this._boxes[this._pos++] = maxX;
        this._boxes[this._pos++] = maxY;

        if (minX < this.minX) this.minX = minX;
        if (minY < this.minY) this.minY = minY;
        if (maxX > this.maxX) this.maxX = maxX;
        if (maxY > this.maxY) this.maxY = maxY;
    }

    finish() {
        if (this._pos >> 2 !== this.numItems) {
            throw new Error(`Added ${this._pos >> 2} items when expected ${this.numItems}.`);
        }

        const width = this.maxX - this.minX;
        const height = this.maxY - this.minY;
        const hilbertValues = new Uint32Array(this.numItems);
        const hilbertMax = (1 << 16) - 1;

        // map item centers into Hilbert coordinate space and calculate Hilbert values
        for (let i = 0; i < this.numItems; i++) {
            let pos = 4 * i;
            const minX = this._boxes[pos++];
            const minY = this._boxes[pos++];
            const maxX = this._boxes[pos++];
            const maxY = this._boxes[pos++];
            const x = Math.floor(hilbertMax * ((minX + maxX) / 2 - this.minX) / width);
            const y = Math.floor(hilbertMax * ((minY + maxY) / 2 - this.minY) / height);
            hilbertValues[i] = hilbert(x, y);
        }

        // sort items by their Hilbert value (for packing later)
        sort(hilbertValues, this._boxes, this._indices, 0, this.numItems - 1);

        // generate nodes at each tree level, bottom-up
        for (let i = 0, pos = 0; i < this._levelBounds.length - 1; i++) {
            const end = this._levelBounds[i];

            // generate a parent node for each block of consecutive <nodeSize> nodes
            while (pos < end) {
                let nodeMinX = Infinity;
                let nodeMinY = Infinity;
                let nodeMaxX = -Infinity;
                let nodeMaxY = -Infinity;
                const nodeIndex = pos;

                // calculate bbox for the new node
                for (let i = 0; i < this.nodeSize && pos < end; i++) {
                    const minX = this._boxes[pos++];
                    const minY = this._boxes[pos++];
                    const maxX = this._boxes[pos++];
                    const maxY = this._boxes[pos++];
                    if (minX < nodeMinX) nodeMinX = minX;
                    if (minY < nodeMinY) nodeMinY = minY;
                    if (maxX > nodeMaxX) nodeMaxX = maxX;
                    if (maxY > nodeMaxY) nodeMaxY = maxY;
                }

                // add the new node to the tree data
                this._indices[this._pos >> 2] = nodeIndex;
                this._boxes[this._pos++] = nodeMinX;
                this._boxes[this._pos++] = nodeMinY;
                this._boxes[this._pos++] = nodeMaxX;
                this._boxes[this._pos++] = nodeMaxY;
            }
        }
    }

    search(minX, minY, maxX, maxY, filterFn) {
        if (this._pos !== this._boxes.length) {
            throw new Error('Data not yet indexed - call index.finish().');
        }

        let nodeIndex = this._boxes.length - 4;
        let level = this._levelBounds.length - 1;
        const queue = [];
        const results = [];

        while (nodeIndex !== undefined) {
            // find the end index of the node
            const end = Math.min(nodeIndex + this.nodeSize * 4, this._levelBounds[level]);

            // search through child nodes
            for (let pos = nodeIndex; pos < end; pos += 4) {
                const index = this._indices[pos >> 2];

                // check if node bbox intersects with query bbox
                if (maxX < this._boxes[pos]) continue; // maxX < nodeMinX
                if (maxY < this._boxes[pos + 1]) continue; // maxY < nodeMinY
                if (minX > this._boxes[pos + 2]) continue; // minX > nodeMaxX
                if (minY > this._boxes[pos + 3]) continue; // minY > nodeMaxY

                if (nodeIndex < this.numItems * 4) {
                    if (filterFn === undefined || filterFn(index)) {
                        results.push(index); // leaf item
                    }

                } else {
                    queue.push(index); // node; add it to the search queue
                    queue.push(level - 1);
                }
            }

            level = queue.pop();
            nodeIndex = queue.pop();
        }

        return results;
    }
}

// custom quicksort that sorts bbox data alongside the hilbert values
function sort(values, boxes, indices, left, right) {
    if (left >= right) return;

    const pivot = values[(left + right) >> 1];
    let i = left - 1;
    let j = right + 1;

    while (true) {
        do i++; while (values[i] < pivot);
        do j--; while (values[j] > pivot);
        if (i >= j) break;
        swap(values, boxes, indices, i, j);
    }

    sort(values, boxes, indices, left, j);
    sort(values, boxes, indices, j + 1, right);
}

// swap two values and two corresponding boxes
function swap(values, boxes, indices, i, j) {
    const temp = values[i];
    values[i] = values[j];
    values[j] = temp;

    const k = 4 * i;
    const m = 4 * j;

    const a = boxes[k];
    const b = boxes[k + 1];
    const c = boxes[k + 2];
    const d = boxes[k + 3];
    boxes[k] = boxes[m];
    boxes[k + 1] = boxes[m + 1];
    boxes[k + 2] = boxes[m + 2];
    boxes[k + 3] = boxes[m + 3];
    boxes[m] = a;
    boxes[m + 1] = b;
    boxes[m + 2] = c;
    boxes[m + 3] = d;

    const e = indices[i];
    indices[i] = indices[j];
    indices[j] = e;
}

// Fast Hilbert curve algorithm by http://threadlocalmutex.com/
// Ported from C++ https://github.com/rawrunprotected/hilbert_curves (public domain)
function hilbert(x, y) {
    let a = x ^ y;
    let b = 0xFFFF ^ a;
    let c = 0xFFFF ^ (x | y);
    let d = x & (y ^ 0xFFFF);

    let A = a | (b >> 1);
    let B = (a >> 1) ^ a;
    let C = ((c >> 1) ^ (b & (d >> 1))) ^ c;
    let D = ((a & (c >> 1)) ^ (d >> 1)) ^ d;

    a = A; b = B; c = C; d = D;
    A = ((a & (a >> 2)) ^ (b & (b >> 2)));
    B = ((a & (b >> 2)) ^ (b & ((a ^ b) >> 2)));
    C ^= ((a & (c >> 2)) ^ (b & (d >> 2)));
    D ^= ((b & (c >> 2)) ^ ((a ^ b) & (d >> 2)));

    a = A; b = B; c = C; d = D;
    A = ((a & (a >> 4)) ^ (b & (b >> 4)));
    B = ((a & (b >> 4)) ^ (b & ((a ^ b) >> 4)));
    C ^= ((a & (c >> 4)) ^ (b & (d >> 4)));
    D ^= ((b & (c >> 4)) ^ ((a ^ b) & (d >> 4)));

    a = A; b = B; c = C; d = D;
    C ^= ((a & (c >> 8)) ^ (b & (d >> 8)));
    D ^= ((b & (c >> 8)) ^ ((a ^ b) & (d >> 8)));

    a = C ^ (C >> 1);
    b = D ^ (D >> 1);

    let i0 = x ^ y;
    let i1 = b | (0xFFFF ^ (i0 | a));

    i0 = (i0 | (i0 << 8)) & 0x00FF00FF;
    i0 = (i0 | (i0 << 4)) & 0x0F0F0F0F;
    i0 = (i0 | (i0 << 2)) & 0x33333333;
    i0 = (i0 | (i0 << 1)) & 0x55555555;

    i1 = (i1 | (i1 << 8)) & 0x00FF00FF;
    i1 = (i1 | (i1 << 4)) & 0x0F0F0F0F;
    i1 = (i1 | (i1 << 2)) & 0x33333333;
    i1 = (i1 | (i1 << 1)) & 0x55555555;

    return ((i1 << 1) | i0) >>> 0;
}