/**
 * Core Mathematical Functions for Vedic Astrology
 *
 * PUBLIC API — all functions take and return native `number`.
 * Internally all critical angular arithmetic is delegated to `precise.ts`
 * (Decimal.js, 34-digit precision) to eliminate IEEE-754 floating-point drift.
 *
 * This module is intentionally kept thin. All heavy lifting lives in precise.ts.
 */
export { Decimal, normalize360D, shortestArcD, dmsToDecimalD, decimalToDmsD, midpointD, D as toDecimal, toNum } from './precise.js';
/**
 * Normalises an angle to [0, 360).
 * Handles negatives (e.g. -10 → 350) and values ≥ 360 correctly.
 * Uses Decimal.js internally to eliminate modulo floating-point drift.
 */
export declare function normalize360(angle: number): number;
/**
 * Shortest angular distance between two angles on a circle.
 * Result is always in [0, 180].
 */
export declare function getShortestDistance(angle1: number, angle2: number): number;
/**
 * Degrees-Minutes-Seconds → Decimal degrees.
 * Sign is inferred from the first non-zero signed component.
 */
export declare function dmsToDecimal(d: number, m: number, s: number): number;
/**
 * Decimal degrees → { d, m, s }.
 * `s` is rounded to 6 decimal places to avoid floating-point noise.
 */
export declare function decimalToDms(deg: number): {
    d: number;
    m: number;
    s: number;
};
/**
 * Midpoint of two angles on a circle — always takes the shorter arc.
 * Correctly handles the 350°/10° wraparound.
 */
export declare function midpoint(angle1: number, angle2: number): number;