export interface EnhancedNumberInterface {
    readonly number: number;
    _containsXOnes: {
        [k: string]: boolean | undefined;
    };
    _divisors: number[] | undefined;
    _factorial: number | undefined;
    _factorsOf: {
        prime: number;
        power: number;
    }[] | undefined;
    _getAliquotSum: number | undefined;
    _getCenteredHexagonal: number | undefined;
    _getCountDivisors: number | undefined;
    _getIntRoot: number | boolean | undefined;
    _getPoliteness: number | undefined;
    _getStar: number | undefined;
    _getTetrahedral: number | undefined;
    _hasIntRoot: boolean | undefined;
    _isAbundant: boolean | undefined;
    _isArithmetic: boolean | undefined;
    _isEvil: boolean | undefined;
    _isHappy: {
        [k: string]: boolean | undefined;
    };
    _isImpolite: boolean | undefined;
    _isMersennePrime: boolean | undefined;
    _isNatural: boolean | undefined;
    _isOdd: boolean | undefined;
    _isOdious: boolean | undefined;
    _isPerfect: boolean | undefined;
    _isPolite: boolean | undefined;
    _isPowerOf2: boolean | undefined;
    _isPractical: boolean | undefined;
    _isPrime: boolean | undefined;
    _isPrimePower: boolean | undefined;
    _isPronic: boolean | undefined;
    _isRound: {
        [k: string]: boolean | undefined;
    };
    _isSad: {
        [k: string]: boolean | undefined;
    };
    _isSafePrime: boolean | undefined;
    _isSelf: {
        [k: string]: boolean | undefined;
    };
    _isSelfPrime: boolean | undefined;
    _isSemiperfect: boolean | undefined;
    _isSophieGermainPrime: boolean | undefined;
    _isSphenic: boolean | undefined;
    _isStar: boolean | undefined;
    _isTetrahedral: boolean | undefined;
    _isUntouchable: boolean | undefined;
    _isUnusual: boolean | undefined;
    _isWeird: boolean | undefined;
    _isWhole: boolean | undefined;
    _mobius: number | undefined;
    _number: number | undefined;
    _semiperfectTest: boolean | undefined;
    _sieve: number[] | undefined;
    containsXOnes: boolean;
    divisors: number[];
    factorial: number;
    factorsOf: {
        prime: number;
        power: number;
    }[];
    getAliquotSum: number;
    getCenteredHexagonal: number;
    getCountDivisors: number;
    getIntRoot: number | boolean;
    getPoliteness: number;
    getStar: number;
    getTetrahedral: number;
    hasIntRoot: boolean;
    isAbundant: boolean;
    isArithmetic: boolean;
    isCenteredHexagonal: boolean;
    isEven: boolean;
    isEvil: boolean;
    isHappy: boolean;
    isImpolite: boolean;
    isMersennePrime: boolean;
    isNatural: boolean;
    isOdd: boolean;
    isOdious: boolean;
    isPerfect: boolean;
    isPolite: boolean;
    isPowerOf2: boolean;
    isPractical: boolean;
    isPrime: boolean;
    isPrimePower: boolean;
    isPronic: boolean;
    isRound: boolean;
    isSad: boolean;
    isSafePrime: boolean;
    isSelf: boolean;
    isSelfPrime: boolean;
    isSemiperfect: boolean;
    isSophieGermainPrime: boolean;
    isSphenic: boolean;
    isStar: boolean;
    isTetrahedral: boolean;
    isUntouchable: boolean;
    isUnusual: boolean;
    isWeird: boolean;
    isWhole: boolean;
    mobius: number;
    semiperfectTest: boolean;
    sieve: number[];
    toString: () => string;
    toNumber: () => number;
}
export declare function unknownIsEnhancedNumber(n: unknown): n is EnhancedNumber;
export declare class EnhancedNumber implements EnhancedNumberInterface {
    [key: string]: any;
    _containsXOnes: {
        [k: string]: boolean | undefined;
    };
    _divisors: number[] | undefined;
    _factorial: number | undefined;
    _factorsOf: {
        prime: number;
        power: number;
    }[] | undefined;
    _getAliquotSum: number | undefined;
    _getCenteredHexagonal: number | undefined;
    _getCountDivisors: number | undefined;
    _getIntRoot: number | boolean | undefined;
    _getPoliteness: number | undefined;
    _getStar: number | undefined;
    _getTetrahedral: number | undefined;
    _hasIntRoot: boolean | undefined;
    _isAbundant: boolean | undefined;
    _isArithmetic: boolean | undefined;
    _isCenteredHexagonal: boolean | undefined;
    _isEven: boolean | undefined;
    _isEvil: boolean | undefined;
    _isHappy: {
        [k: string]: boolean | undefined;
    };
    _isImpolite: boolean | undefined;
    _isMersennePrime: boolean | undefined;
    _isNatural: boolean | undefined;
    _isOdd: boolean | undefined;
    _isOdious: boolean | undefined;
    _isPerfect: boolean | undefined;
    _isPolite: boolean | undefined;
    _isPowerOf2: boolean | undefined;
    _isPractical: boolean | undefined;
    _isPrime: boolean | undefined;
    _isPrimePower: boolean | undefined;
    _isPronic: boolean | undefined;
    _isRound: {
        [k: string]: boolean | undefined;
    };
    _isSad: {
        [k: string]: boolean | undefined;
    };
    _isSafePrime: boolean | undefined;
    _isSelf: {
        [k: string]: boolean | undefined;
    };
    _isSelfPrime: boolean | undefined;
    _isSemiperfect: boolean | undefined;
    _isSophieGermainPrime: boolean | undefined;
    _isSphenic: boolean | undefined;
    _isStar: boolean | undefined;
    _isTetrahedral: boolean | undefined;
    _isUntouchable: boolean | undefined;
    _isUnusual: boolean | undefined;
    _isWeird: boolean | undefined;
    _isWhole: boolean | undefined;
    _mobius: number | undefined;
    _semiperfectTest: boolean | undefined;
    _sieve: number[] | undefined;
    _number: number;
    constructor(n: number | EnhancedNumber);
    toString(): string;
    toNumber(): number;
    set number(v: number);
    get number(): number;
    set containsXOnes(v: boolean);
    get containsXOnes(): boolean;
    set divisors(v: number[]);
    get divisors(): number[];
    set factorial(v: number);
    get factorial(): number;
    set getStar(v: number);
    get getStar(): number;
    set isEvil(v: boolean);
    get isEvil(): boolean;
    set isOdd(v: boolean);
    get isOdd(): boolean;
    set isPrime(v: boolean);
    get isPrime(): boolean;
    set isSafePrime(v: boolean);
    get isSafePrime(): boolean;
    set isStar(v: boolean);
    get isStar(): boolean;
    set factorsOf(v: {
        prime: number;
        power: number;
    }[]);
    get factorsOf(): {
        prime: number;
        power: number;
    }[];
    set getTetrahedral(v: number);
    get getTetrahedral(): number;
    set isHappy(v: boolean);
    get isHappy(): boolean;
    set isOdious(v: boolean);
    get isOdious(): boolean;
    set isPrimePower(v: boolean);
    get isPrimePower(): boolean;
    set isSelf(v: boolean);
    get isSelf(): boolean;
    set mobius(v: number);
    get mobius(): number;
    set getAliquotSum(v: number);
    get getAliquotSum(): number;
    set hasIntRoot(v: boolean);
    get hasIntRoot(): boolean;
    set isImpolite(v: boolean);
    get isImpolite(): boolean;
    set isPerfect(v: boolean);
    get isPerfect(): boolean;
    set isSelfPrime(v: boolean);
    get isSelfPrime(): boolean;
    set isTetrahedral(v: boolean);
    get isTetrahedral(): boolean;
    set getCenteredHexagonal(v: number);
    get getCenteredHexagonal(): number;
    set isAbundant(v: boolean);
    get isAbundant(): boolean;
    set isPolite(v: boolean);
    get isPolite(): boolean;
    set isPronic(v: boolean);
    get isPronic(): boolean;
    set isSemiperfect(v: boolean);
    get isSemiperfect(): boolean;
    set isUntouchable(v: boolean);
    get isUntouchable(): boolean;
    set getCountDivisors(v: number);
    get getCountDivisors(): number;
    set isArithmetic(v: boolean);
    get isArithmetic(): boolean;
    set isMersennePrime(v: boolean);
    get isMersennePrime(): boolean;
    set isPowerOf2(v: boolean);
    get isPowerOf2(): boolean;
    set isUnusual(v: boolean);
    get isUnusual(): boolean;
    set semiperfectTest(v: boolean);
    get semiperfectTest(): boolean;
    set getIntRoot(v: number | boolean);
    get getIntRoot(): number | boolean;
    set isCenteredHexagonal(v: boolean);
    get isCenteredHexagonal(): boolean;
    set isRound(v: boolean);
    get isRound(): boolean;
    set isSophieGermainPrime(v: boolean);
    get isSophieGermainPrime(): boolean;
    set isWeird(v: boolean);
    get isWeird(): boolean;
    set sieve(v: number[]);
    get sieve(): number[];
    set getPoliteness(v: number);
    get getPoliteness(): number;
    set isEven(v: boolean);
    get isEven(): boolean;
    set isNatural(v: boolean);
    get isNatural(): boolean;
    set isPractical(v: boolean);
    get isPractical(): boolean;
    set isSad(v: boolean);
    get isSad(): boolean;
    set isSphenic(v: boolean);
    get isSphenic(): boolean;
    set isWhole(v: boolean);
    get isWhole(): boolean;
}
export declare const instantiatedNumbers: {
    [k: string]: EnhancedNumber;
};
export declare function backupComputations(inputN: number | EnhancedNumber): void;
export declare function restoreComputations(inputN: number): void;
//# sourceMappingURL=enhancedNumber.d.ts.map