katoikia-app/web-ui/web-react/node_modules/nth-check/lib/compile.js

"use strict";
var __importDefault = (this && this.__importDefault) || function (mod) {
    return (mod && mod.__esModule) ? mod : { "default": mod };
};
Object.defineProperty(exports, "__esModule", { value: true });
exports.generate = exports.compile = void 0;
var boolbase_1 = __importDefault(require("boolbase"));
/**
 * Returns a function that checks if an elements index matches the given rule
 * highly optimized to return the fastest solution.
 *
 * @param parsed A tuple [a, b], as returned by `parse`.
 * @returns A highly optimized function that returns whether an index matches the nth-check.
 * @example
 *
 * ```js
 * const check = nthCheck.compile([2, 3]);
 *
 * check(0); // `false`
 * check(1); // `false`
 * check(2); // `true`
 * check(3); // `false`
 * check(4); // `true`
 * check(5); // `false`
 * check(6); // `true`
 * ```
 */
function compile(parsed) {
    var a = parsed[0];
    // Subtract 1 from `b`, to convert from one- to zero-indexed.
    var b = parsed[1] - 1;
    /*
     * When `b <= 0`, `a * n` won't be lead to any matches for `a < 0`.
     * Besides, the specification states that no elements are
     * matched when `a` and `b` are 0.
     *
     * `b < 0` here as we subtracted 1 from `b` above.
     */
    if (b < 0 && a <= 0)
        return boolbase_1.default.falseFunc;
    // When `a` is in the range -1..1, it matches any element (so only `b` is checked).
    if (a === -1)
        return function (index) { return index <= b; };
    if (a === 0)
        return function (index) { return index === b; };
    // When `b <= 0` and `a === 1`, they match any element.
    if (a === 1)
        return b < 0 ? boolbase_1.default.trueFunc : function (index) { return index >= b; };
    /*
     * Otherwise, modulo can be used to check if there is a match.
     *
     * Modulo doesn't care about the sign, so let's use `a`s absolute value.
     */
    var absA = Math.abs(a);
    // Get `b mod a`, + a if this is negative.
    var bMod = ((b % absA) + absA) % absA;
    return a > 1
        ? function (index) { return index >= b && index % absA === bMod; }
        : function (index) { return index <= b && index % absA === bMod; };
}
exports.compile = compile;
/**
 * Returns a function that produces a monotonously increasing sequence of indices.
 *
 * If the sequence has an end, the returned function will return `null` after
 * the last index in the sequence.
 *
 * @param parsed A tuple [a, b], as returned by `parse`.
 * @returns A function that produces a sequence of indices.
 * @example <caption>Always increasing (2n+3)</caption>
 *
 * ```js
 * const gen = nthCheck.generate([2, 3])
 *
 * gen() // `1`
 * gen() // `3`
 * gen() // `5`
 * gen() // `8`
 * gen() // `11`
 * ```
 *
 * @example <caption>With end value (-2n+10)</caption>
 *
 * ```js
 *
 * const gen = nthCheck.generate([-2, 5]);
 *
 * gen() // 0
 * gen() // 2
 * gen() // 4
 * gen() // null
 * ```
 */
function generate(parsed) {
    var a = parsed[0];
    // Subtract 1 from `b`, to convert from one- to zero-indexed.
    var b = parsed[1] - 1;
    var n = 0;
    // Make sure to always return an increasing sequence
    if (a < 0) {
        var aPos_1 = -a;
        // Get `b mod a`
        var minValue_1 = ((b % aPos_1) + aPos_1) % aPos_1;
        return function () {
            var val = minValue_1 + aPos_1 * n++;
            return val > b ? null : val;
        };
    }
    if (a === 0)
        return b < 0
            ? // There are no result — always return `null`
                function () { return null; }
            : // Return `b` exactly once
                function () { return (n++ === 0 ? b : null); };
    if (b < 0) {
        b += a * Math.ceil(-b / a);
    }
    return function () { return a * n++ + b; };
}
exports.generate = generate;
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