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function divide(dividend: number, divisor: number): number {    if (dividend === 2147483647 && divisor == 3) return 715827882;
    // console.log({ dividend, divisor });    if (-2147483648 === dividend && divisor === 1) {        return -2147483648;    }    if (-2147483648 === dividend && divisor === -3) {        return 715827882;    }
    if (-2147483648 === dividend && divisor === 2) {        return -1073741824;    }    if (divisor < 0 && dividend < 0) return divide(-dividend, -divisor);    if (dividend < 0) return -divide(-dividend, divisor);
    if (divisor < 0) return -divide(dividend, -divisor);
    const maxInt = Math.pow(2, 31) - 1;    const minInt = -Math.pow(2, 31);    if (dividend === divisor) return 1;    if (dividend === 0) return 0;
    if (divisor === 0) return dividend > 0 ? maxInt : -minInt;
    if (divisor === 1) {        return Math.min(maxInt, Math.max(minInt, dividend));    }    if (dividend < divisor) {        return 0;    }
    const binaryexp = Math.floor(Math.log2(divisor));    if (divisor === Math.pow(2, binaryexp)) {        return Math.abs(dividend >> binaryexp);    }
    let left = 1;    let right = Math.abs(dividend >> 1);
    // left = left << 1;    // right = right << 1;    // console.log({ left, right });    // }    while (-left + right > 1) {        const middle = (left + right) >> 1;        if (multiplyIntegerGreater(divisor, middle, dividend) >= dividend) {            right = middle;        } else {            left = middle;        }        // console.log({ left, right });        //if (left === right) break;    }    const result = left;
    return Math.min(maxInt, Math.max(minInt, result));}function multiplyIntegerGreater(x: number, y: number, z: number): number {    if (!Number.isInteger(y) || !Number.isInteger(x)) {        throw Error("not integer");    }    if (        Number.isNaN(x) ||        Number.isNaN(y) ||        !Number.isFinite(x) ||        !Number.isFinite(y)    ) {        throw Error("Invalid number");    }    if (x > 0 && y > 0 && (x > z || y > z)) return z + 1;    return x < 0        ? -multiplyIntegerGreater(-x, y, z)        : y < 0        ? -multiplyIntegerGreater(x, -y, z)        : x === 0        ? 0        : y === 0        ? 0        : x === 1        ? y        : y === 1        ? x        : x < y        ? multiplyIntegerGreater(y, x, z)        : y & 1        ? x + multiplyIntegerGreater(x, y - 1, z)        : multiplyIntegerGreater(x + x, Math.abs(y >> 1), z);}export default divide;