/** | |
* Type definitions for BigInteger.js | |
* Definitions by: Tommy Frazier <https://github.com/toefraz> | |
*/ | |
export = bigInt; | |
export as namespace bigInt; | |
declare var bigInt: bigInt.BigIntegerStatic; | |
declare namespace bigInt { | |
type BigNumber = number | string | BigInteger; | |
interface BigIntegerStatic { | |
/** | |
* Equivalent to bigInt(0). | |
*/ | |
(): BigInteger; | |
/** | |
* Parse a Javascript number into a bigInt. | |
*/ | |
(number: number): BigInteger; | |
/** | |
* Parse a string into a bigInt. | |
*/ | |
(string: string, base?: BigNumber): BigInteger; | |
/** | |
* no-op. | |
*/ | |
(bigInt: BigInteger): BigInteger; | |
/** | |
* Constructs a bigInt from an array of digits in specified base. | |
* The optional isNegative flag will make the number negative. | |
*/ | |
fromArray: (digits: BigNumber[], base?: BigNumber, isNegative?: boolean) => BigInteger; | |
/** | |
* Finds the greatest common denominator of a and b. | |
*/ | |
gcd: (a: BigNumber, b: BigNumber) => BigInteger; | |
/** | |
* Returns true if x is a BigInteger, false otherwise. | |
*/ | |
isInstance: (x: any) => boolean; | |
/** | |
* Finds the least common multiple of a and b. | |
*/ | |
lcm: (a: BigNumber, b: BigNumber) => BigInteger; | |
/** | |
* Returns the largest of a and b. | |
*/ | |
max: (a: BigNumber, b: BigNumber) => BigInteger; | |
/** | |
* Returns the smallest of a and b. | |
*/ | |
min: (a: BigNumber, b: BigNumber) => BigInteger; | |
/** | |
* Equivalent to bigInt(-1). | |
*/ | |
minusOne: BigInteger; | |
/** | |
* Equivalent to bigInt(1). | |
*/ | |
one: BigInteger; | |
/** | |
* Returns a random number between min and max. | |
*/ | |
randBetween: (min: BigNumber, max: BigNumber) => BigInteger; | |
/** | |
* Equivalent to bigInt(0). | |
*/ | |
zero: BigInteger; | |
} | |
interface BigInteger { | |
/** | |
* Returns the absolute value of a bigInt. | |
*/ | |
abs(): BigInteger; | |
/** | |
* Performs addition. | |
*/ | |
add(number: BigNumber): BigInteger; | |
/** | |
* Performs the bitwise AND operation. | |
*/ | |
and(number: BigNumber): BigInteger; | |
/** | |
* Performs a comparison between two numbers. If the numbers are equal, it returns 0. | |
* If the first number is greater, it returns 1. If the first number is lesser, it returns -1. | |
*/ | |
compare(number: BigNumber): number; | |
/** | |
* Performs a comparison between the absolute value of two numbers. | |
*/ | |
compareAbs(number: BigNumber): number; | |
/** | |
* Alias for the compare method. | |
*/ | |
compareTo(number: BigNumber): number; | |
/** | |
* Performs integer division, disregarding the remainder. | |
*/ | |
divide(number: BigNumber): BigInteger; | |
/** | |
* Performs division and returns an object with two properties: quotient and remainder. | |
* The sign of the remainder will match the sign of the dividend. | |
*/ | |
divmod(number: BigNumber): {quotient: BigInteger, remainder: BigInteger}; | |
/** | |
* Alias for the equals method. | |
*/ | |
eq(number: BigNumber): boolean; | |
/** | |
* Checks if two numbers are equal. | |
*/ | |
equals(number: BigNumber): boolean; | |
/** | |
* Alias for the greaterOrEquals method. | |
*/ | |
geq(number: BigNumber): boolean; | |
/** | |
* Checks if the first number is greater than the second. | |
*/ | |
greater(number: BigNumber): boolean; | |
/** | |
* Checks if the first number is greater than or equal to the second. | |
*/ | |
greaterOrEquals(number: BigNumber): boolean; | |
/** | |
* Alias for the greater method. | |
*/ | |
gt(number: BigNumber): boolean; | |
/** | |
* Returns true if the first number is divisible by the second number, false otherwise. | |
*/ | |
isDivisibleBy(number: BigNumber): boolean; | |
/** | |
* Returns true if the number is even, false otherwise. | |
*/ | |
isEven(): boolean; | |
/** | |
* Returns true if the number is negative, false otherwise. | |
* Returns false for 0 and true for -0. | |
*/ | |
isNegative(): boolean; | |
/** | |
* Returns true if the number is odd, false otherwise. | |
*/ | |
isOdd(): boolean; | |
/** | |
* Return true if the number is positive, false otherwise. | |
* Returns true for 0 and false for -0. | |
*/ | |
isPositive(): boolean; | |
/** | |
* Returns true if the number is prime, false otherwise. | |
*/ | |
isPrime(): boolean; | |
/** | |
* Returns true if the number is very likely to be prime, false otherwise. | |
*/ | |
isProbablePrime(iterations?: number): boolean; | |
/** | |
* Returns true if the number is 1 or -1, false otherwise. | |
*/ | |
isUnit(): boolean; | |
/** | |
* Return true if the number is 0 or -0, false otherwise. | |
*/ | |
isZero(): boolean; | |
/** | |
* Alias for the lesserOrEquals method. | |
*/ | |
leq(number: BigNumber): boolean; | |
/** | |
* Checks if the first number is lesser than the second. | |
*/ | |
lesser(number: BigNumber): boolean; | |
/** | |
* Checks if the first number is less than or equal to the second. | |
*/ | |
lesserOrEquals(number: BigNumber): boolean; | |
/** | |
* Alias for the lesser method. | |
*/ | |
lt(number: BigNumber): boolean; | |
/** | |
* Alias for the subtract method. | |
*/ | |
minus(number: BigNumber): BigInteger; | |
/** | |
* Performs division and returns the remainder, disregarding the quotient. | |
* The sign of the remainder will match the sign of the dividend. | |
*/ | |
mod(number: BigNumber): BigInteger; | |
/** | |
* Finds the multiplicative inverse of the number modulo mod. | |
*/ | |
modInv(number: BigNumber): BigInteger; | |
/** | |
* Takes the number to the power exp modulo mod. | |
*/ | |
modPow(exp: BigNumber, mod: BigNumber): BigInteger; | |
/** | |
* Performs multiplication. | |
*/ | |
multiply(number: BigNumber): BigInteger; | |
/** | |
* Reverses the sign of the number. | |
*/ | |
negate(): BigInteger; | |
/** | |
* Alias for the notEquals method. | |
*/ | |
neq(number: BigNumber): boolean; | |
/** | |
* Adds one to the number. | |
*/ | |
next(): BigInteger; | |
/** | |
* Performs the bitwise NOT operation. | |
*/ | |
not(): BigInteger; | |
/** | |
* Checks if two numbers are not equal. | |
*/ | |
notEquals(number: BigNumber): boolean; | |
/** | |
* Performs the bitwise OR operation. | |
*/ | |
or(number: BigNumber): BigInteger; | |
/** | |
* Alias for the divide method. | |
*/ | |
over(number: BigNumber): BigInteger; | |
/** | |
* Alias for the add method. | |
*/ | |
plus(number: BigNumber): BigInteger; | |
/** | |
* Performs exponentiation. If the exponent is less than 0, pow returns 0. | |
* bigInt.zero.pow(0) returns 1. | |
*/ | |
pow(number: BigNumber): BigInteger; | |
/** | |
* Subtracts one from the number. | |
*/ | |
prev(): BigInteger; | |
/** | |
* Alias for the mod method. | |
*/ | |
remainder(number: BigNumber): BigInteger; | |
/** | |
* Shifts the number left by n places in its binary representation. | |
* If a negative number is provided, it will shift right. | |
* | |
* Throws an error if number is outside of the range [-9007199254740992, 9007199254740992]. | |
*/ | |
shiftLeft(number: BigNumber): BigInteger; | |
/** | |
* Shifts the number right by n places in its binary representation. | |
* If a negative number is provided, it will shift left. | |
* | |
* Throws an error if number is outside of the range [-9007199254740992, 9007199254740992]. | |
*/ | |
shiftRight(number: BigNumber): BigInteger; | |
/** | |
* Squares the number. | |
*/ | |
square(): BigInteger; | |
/** | |
* Performs subtraction. | |
*/ | |
subtract(number: BigNumber): BigInteger; | |
/** | |
* Alias for the multiply method. | |
*/ | |
times(number: BigNumber): BigInteger; | |
/** | |
* Converts a bigInt into a native Javascript number. Loses precision for numbers outside the range. | |
*/ | |
toJSNumber(): number; | |
/** | |
* Converts a bigInt to a string. | |
*/ | |
toString(radix?: number): string; | |
/** | |
* Converts a bigInt to a string. This method is called behind the scenes in JSON.stringify. | |
*/ | |
toJSON(): string; | |
/** | |
* Converts a bigInt to a native Javascript number. This override allows you to use native | |
* arithmetic operators without explicit conversion. | |
*/ | |
valueOf(): number; | |
/** | |
* Performs the bitwise XOR operation. | |
*/ | |
xor(number: BigNumber): BigInteger; | |
} | |
// Array constant accessors | |
interface BigIntegerStatic { | |
'-999': BigInteger; | |
'-998': BigInteger; | |
'-997': BigInteger; | |
'-996': BigInteger; | |
'-995': BigInteger; | |
'-994': BigInteger; | |
'-993': BigInteger; | |
'-992': BigInteger; | |
'-991': BigInteger; | |
'-990': BigInteger; | |
'-989': BigInteger; | |
'-988': BigInteger; | |
'-987': BigInteger; | |
'-986': BigInteger; | |
'-985': BigInteger; | |
'-984': BigInteger; | |
'-983': BigInteger; | |
'-982': BigInteger; | |
'-981': BigInteger; | |
'-980': BigInteger; | |
'-979': BigInteger; | |
'-978': BigInteger; | |
'-977': BigInteger; | |
'-976': BigInteger; | |
'-975': BigInteger; | |
'-974': BigInteger; | |
'-973': BigInteger; | |
'-972': BigInteger; | |
'-971': BigInteger; | |
'-970': BigInteger; | |
'-969': BigInteger; | |
'-968': BigInteger; | |
'-967': BigInteger; | |
'-966': BigInteger; | |
'-965': BigInteger; | |
'-964': BigInteger; | |
'-963': BigInteger; | |
'-962': BigInteger; | |
'-961': BigInteger; | |
'-960': BigInteger; | |
'-959': BigInteger; | |
'-958': BigInteger; | |
'-957': BigInteger; | |
'-956': BigInteger; | |
'-955': BigInteger; | |
'-954': BigInteger; | |
'-953': BigInteger; | |
'-952': BigInteger; | |
'-951': BigInteger; | |
'-950': BigInteger; | |
'-949': BigInteger; | |
'-948': BigInteger; | |
'-947': BigInteger; | |
'-946': BigInteger; | |
'-945': BigInteger; | |
'-944': BigInteger; | |
'-943': BigInteger; | |
'-942': BigInteger; | |
'-941': BigInteger; | |
'-940': BigInteger; | |
'-939': BigInteger; | |
'-938': BigInteger; | |
'-937': BigInteger; | |
'-936': BigInteger; | |
'-935': BigInteger; | |
'-934': BigInteger; | |
'-933': BigInteger; | |
'-932': BigInteger; | |
'-931': BigInteger; | |
'-930': BigInteger; | |
'-929': BigInteger; | |
'-928': BigInteger; | |
'-927': BigInteger; | |
'-926': BigInteger; | |
'-925': BigInteger; | |
'-924': BigInteger; | |
'-923': BigInteger; | |
'-922': BigInteger; | |
'-921': BigInteger; | |
'-920': BigInteger; | |
'-919': BigInteger; | |
'-918': BigInteger; | |
'-917': BigInteger; | |
'-916': BigInteger; | |
'-915': BigInteger; | |
'-914': BigInteger; | |
'-913': BigInteger; | |
'-912': BigInteger; | |
'-911': BigInteger; | |
'-910': BigInteger; | |
'-909': BigInteger; | |
'-908': BigInteger; | |
'-907': BigInteger; | |
'-906': BigInteger; | |
'-905': BigInteger; | |
'-904': BigInteger; | |
'-903': BigInteger; | |
'-902': BigInteger; | |
'-901': BigInteger; | |
'-900': BigInteger; | |
'-899': BigInteger; | |
'-898': BigInteger; | |
'-897': BigInteger; | |
'-896': BigInteger; | |
'-895': BigInteger; | |
'-894': BigInteger; | |
'-893': BigInteger; | |
'-892': BigInteger; | |
'-891': BigInteger; | |
'-890': BigInteger; | |
'-889': BigInteger; | |
'-888': BigInteger; | |
'-887': BigInteger; | |
'-886': BigInteger; | |
'-885': BigInteger; | |
'-884': BigInteger; | |
'-883': BigInteger; | |
'-882': BigInteger; | |
'-881': BigInteger; | |
'-880': BigInteger; | |
'-879': BigInteger; | |
'-878': BigInteger; | |
'-877': BigInteger; | |
'-876': BigInteger; | |
'-875': BigInteger; | |
'-874': BigInteger; | |
'-873': BigInteger; | |
'-872': BigInteger; | |
'-871': BigInteger; | |
'-870': BigInteger; | |
'-869': BigInteger; | |
'-868': BigInteger; | |
'-867': BigInteger; | |
'-866': BigInteger; | |
'-865': BigInteger; | |
'-864': BigInteger; | |
'-863': BigInteger; | |
'-862': BigInteger; | |
'-861': BigInteger; | |
'-860': BigInteger; | |
'-859': BigInteger; | |
'-858': BigInteger; | |
'-857': BigInteger; | |
'-856': BigInteger; | |
'-855': BigInteger; | |
'-854': BigInteger; | |
'-853': BigInteger; | |
'-852': BigInteger; | |
'-851': BigInteger; | |
'-850': BigInteger; | |
'-849': BigInteger; | |
'-848': BigInteger; | |
'-847': BigInteger; | |
'-846': BigInteger; | |
'-845': BigInteger; | |
'-844': BigInteger; | |
'-843': BigInteger; | |
'-842': BigInteger; | |
'-841': BigInteger; | |
'-840': BigInteger; | |
'-839': BigInteger; | |
'-838': BigInteger; | |
'-837': BigInteger; | |
'-836': BigInteger; | |
'-835': BigInteger; | |
'-834': BigInteger; | |
'-833': BigInteger; | |
'-832': BigInteger; | |
'-831': BigInteger; | |
'-830': BigInteger; | |
'-829': BigInteger; | |
'-828': BigInteger; | |
'-827': BigInteger; | |
'-826': BigInteger; | |
'-825': BigInteger; | |
'-824': BigInteger; | |
'-823': BigInteger; | |
'-822': BigInteger; | |
'-821': BigInteger; | |
'-820': BigInteger; | |
'-819': BigInteger; | |
'-818': BigInteger; | |
'-817': BigInteger; | |
'-816': BigInteger; | |
'-815': BigInteger; | |
'-814': BigInteger; | |
'-813': BigInteger; | |
'-812': BigInteger; | |
'-811': BigInteger; | |
'-810': BigInteger; | |
'-809': BigInteger; | |
'-808': BigInteger; | |
'-807': BigInteger; | |
'-806': BigInteger; | |
'-805': BigInteger; | |
'-804': BigInteger; | |
'-803': BigInteger; | |
'-802': BigInteger; | |
'-801': BigInteger; | |
'-800': BigInteger; | |
'-799': BigInteger; | |
'-798': BigInteger; | |
'-797': BigInteger; | |
'-796': BigInteger; | |
'-795': BigInteger; | |
'-794': BigInteger; | |
'-793': BigInteger; | |
'-792': BigInteger; | |
'-791': BigInteger; | |
'-790': BigInteger; | |
'-789': BigInteger; | |
'-788': BigInteger; | |
'-787': BigInteger; | |
'-786': BigInteger; | |
'-785': BigInteger; | |
'-784': BigInteger; | |
'-783': BigInteger; | |
'-782': BigInteger; | |
'-781': BigInteger; | |
'-780': BigInteger; | |
'-779': BigInteger; | |
'-778': BigInteger; | |
'-777': BigInteger; | |
'-776': BigInteger; | |
'-775': BigInteger; | |
'-774': BigInteger; | |
'-773': BigInteger; | |
'-772': BigInteger; | |
'-771': BigInteger; | |
'-770': BigInteger; | |
'-769': BigInteger; | |
'-768': BigInteger; | |
'-767': BigInteger; | |
'-766': BigInteger; | |
'-765': BigInteger; | |
'-764': BigInteger; | |
'-763': BigInteger; | |
'-762': BigInteger; | |
'-761': BigInteger; | |
'-760': BigInteger; | |
'-759': BigInteger; | |
'-758': BigInteger; | |
'-757': BigInteger; | |
'-756': BigInteger; | |
'-755': BigInteger; | |
'-754': BigInteger; | |
'-753': BigInteger; | |
'-752': BigInteger; | |
'-751': BigInteger; | |
'-750': BigInteger; | |
'-749': BigInteger; | |
'-748': BigInteger; | |
'-747': BigInteger; | |
'-746': BigInteger; | |
'-745': BigInteger; | |
'-744': BigInteger; | |
'-743': BigInteger; | |
'-742': BigInteger; | |
'-741': BigInteger; | |
'-740': BigInteger; | |
'-739': BigInteger; | |
'-738': BigInteger; | |
'-737': BigInteger; | |
'-736': BigInteger; | |
'-735': BigInteger; | |
'-734': BigInteger; | |
'-733': BigInteger; | |
'-732': BigInteger; | |
'-731': BigInteger; | |
'-730': BigInteger; | |
'-729': BigInteger; | |
'-728': BigInteger; | |
'-727': BigInteger; | |
'-726': BigInteger; | |
'-725': BigInteger; | |
'-724': BigInteger; | |
'-723': BigInteger; | |
'-722': BigInteger; | |
'-721': BigInteger; | |
'-720': BigInteger; | |
'-719': BigInteger; | |
'-718': BigInteger; | |
'-717': BigInteger; | |
'-716': BigInteger; | |
'-715': BigInteger; | |
'-714': BigInteger; | |
'-713': BigInteger; | |
'-712': BigInteger; | |
'-711': BigInteger; | |
'-710': BigInteger; | |
'-709': BigInteger; | |
'-708': BigInteger; | |
'-707': BigInteger; | |
'-706': BigInteger; | |
'-705': BigInteger; | |
'-704': BigInteger; | |
'-703': BigInteger; | |
'-702': BigInteger; | |
'-701': BigInteger; | |
'-700': BigInteger; | |
'-699': BigInteger; | |
'-698': BigInteger; | |
'-697': BigInteger; | |
'-696': BigInteger; | |
'-695': BigInteger; | |
'-694': BigInteger; | |
'-693': BigInteger; | |
'-692': BigInteger; | |
'-691': BigInteger; | |
'-690': BigInteger; | |
'-689': BigInteger; | |
'-688': BigInteger; | |
'-687': BigInteger; | |
'-686': BigInteger; | |
'-685': BigInteger; | |
'-684': BigInteger; | |
'-683': BigInteger; | |
'-682': BigInteger; | |
'-681': BigInteger; | |
'-680': BigInteger; | |
'-679': BigInteger; | |
'-678': BigInteger; | |
'-677': BigInteger; | |
'-676': BigInteger; | |
'-675': BigInteger; | |
'-674': BigInteger; | |
'-673': BigInteger; | |
'-672': BigInteger; | |
'-671': BigInteger; | |
'-670': BigInteger; | |
'-669': BigInteger; | |
'-668': BigInteger; | |
'-667': BigInteger; | |
'-666': BigInteger; | |
'-665': BigInteger; | |
'-664': BigInteger; | |
'-663': BigInteger; | |
'-662': BigInteger; | |
'-661': BigInteger; | |
'-660': BigInteger; | |
'-659': BigInteger; | |
'-658': BigInteger; | |
'-657': BigInteger; | |
'-656': BigInteger; | |
'-655': BigInteger; | |
'-654': BigInteger; | |
'-653': BigInteger; | |
'-652': BigInteger; | |
'-651': BigInteger; | |
'-650': BigInteger; | |
'-649': BigInteger; | |
'-648': BigInteger; | |
'-647': BigInteger; | |
'-646': BigInteger; | |
'-645': BigInteger; | |
'-644': BigInteger; | |
'-643': BigInteger; | |
'-642': BigInteger; | |
'-641': BigInteger; | |
'-640': BigInteger; | |
'-639': BigInteger; | |
'-638': BigInteger; | |
'-637': BigInteger; | |
'-636': BigInteger; | |
'-635': BigInteger; | |
'-634': BigInteger; | |
'-633': BigInteger; | |
'-632': BigInteger; | |
'-631': BigInteger; | |
'-630': BigInteger; | |
'-629': BigInteger; | |
'-628': BigInteger; | |
'-627': BigInteger; | |
'-626': BigInteger; | |
'-625': BigInteger; | |
'-624': BigInteger; | |
'-623': BigInteger; | |
'-622': BigInteger; | |
'-621': BigInteger; | |
'-620': BigInteger; | |
'-619': BigInteger; | |
'-618': BigInteger; | |
'-617': BigInteger; | |
'-616': BigInteger; | |
'-615': BigInteger; | |
'-614': BigInteger; | |
'-613': BigInteger; | |
'-612': BigInteger; | |
'-611': BigInteger; | |
'-610': BigInteger; | |
'-609': BigInteger; | |
'-608': BigInteger; | |
'-607': BigInteger; | |
'-606': BigInteger; | |
'-605': BigInteger; | |
'-604': BigInteger; | |
'-603': BigInteger; | |
'-602': BigInteger; | |
'-601': BigInteger; | |
'-600': BigInteger; | |
'-599': BigInteger; | |
'-598': BigInteger; | |
'-597': BigInteger; | |
'-596': BigInteger; | |
'-595': BigInteger; | |
'-594': BigInteger; | |
'-593': BigInteger; | |
'-592': BigInteger; | |
'-591': BigInteger; | |
'-590': BigInteger; | |
'-589': BigInteger; | |
'-588': BigInteger; | |
'-587': BigInteger; | |
'-586': BigInteger; | |
'-585': BigInteger; | |
'-584': BigInteger; | |
'-583': BigInteger; | |
'-582': BigInteger; | |
'-581': BigInteger; | |
'-580': BigInteger; | |
'-579': BigInteger; | |
'-578': BigInteger; | |
'-577': BigInteger; | |
'-576': BigInteger; | |
'-575': BigInteger; | |
'-574': BigInteger; | |
'-573': BigInteger; | |
'-572': BigInteger; | |
'-571': BigInteger; | |
'-570': BigInteger; | |
'-569': BigInteger; | |
'-568': BigInteger; | |
'-567': BigInteger; | |
'-566': BigInteger; | |
'-565': BigInteger; | |
'-564': BigInteger; | |
'-563': BigInteger; | |
'-562': BigInteger; | |
'-561': BigInteger; | |
'-560': BigInteger; | |
'-559': BigInteger; | |
'-558': BigInteger; | |
'-557': BigInteger; | |
'-556': BigInteger; | |
'-555': BigInteger; | |
'-554': BigInteger; | |
'-553': BigInteger; | |
'-552': BigInteger; | |
'-551': BigInteger; | |
'-550': BigInteger; | |
'-549': BigInteger; | |
'-548': BigInteger; | |
'-547': BigInteger; | |
'-546': BigInteger; | |
'-545': BigInteger; | |
'-544': BigInteger; | |
'-543': BigInteger; | |
'-542': BigInteger; | |
'-541': BigInteger; | |
'-540': BigInteger; | |
'-539': BigInteger; | |
'-538': BigInteger; | |
'-537': BigInteger; | |
'-536': BigInteger; | |
'-535': BigInteger; | |
'-534': BigInteger; | |
'-533': BigInteger; | |
'-532': BigInteger; | |
'-531': BigInteger; | |
'-530': BigInteger; | |
'-529': BigInteger; | |
'-528': BigInteger; | |
'-527': BigInteger; | |
'-526': BigInteger; | |
'-525': BigInteger; | |
'-524': BigInteger; | |
'-523': BigInteger; | |
'-522': BigInteger; | |
'-521': BigInteger; | |
'-520': BigInteger; | |
'-519': BigInteger; | |
'-518': BigInteger; | |
'-517': BigInteger; | |
'-516': BigInteger; | |
'-515': BigInteger; | |
'-514': BigInteger; | |
'-513': BigInteger; | |
'-512': BigInteger; | |
'-511': BigInteger; | |
'-510': BigInteger; | |
'-509': BigInteger; | |
'-508': BigInteger; | |
'-507': BigInteger; | |
'-506': BigInteger; | |
'-505': BigInteger; | |
'-504': BigInteger; | |
'-503': BigInteger; | |
'-502': BigInteger; | |
'-501': BigInteger; | |
'-500': BigInteger; | |
'-499': BigInteger; | |
'-498': BigInteger; | |
'-497': BigInteger; | |
'-496': BigInteger; | |
'-495': BigInteger; | |
'-494': BigInteger; | |
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} | |
} |