How to use int16 method in wpt

Best JavaScript code snippet using wpt

Int16.ts

Source:Int16.ts

1/**2 * This module provides a way to construct and work with signed, 16-bit3 * integers. They are just JavaScript`number`s under the hood, so they should4 * be comparable in performance.5 *6 * Since they are limited to 16 bits, `Int16`s are subject to overflowing if7 * the result of any operation should exceed the range of -2^15 and 2^15 - 1.8 *9 * To avoid integer overflow, see [[Int]] for arbitrary precision integers.10 *11 * Like the rest of `fp-ts-numerics`, this module exposes the `Int16` type12 * and namespace as a single declaration. It is intended to be consumed like so:13 *14 * ```ts15 * import { Int16 } from 'fp-ts-numerics'16 *17 * function isEven(n: Int16): boolean {18 *   return Int16.equals(Int16.zero, Int16.mod(n, Int16.of(2)))19 * }20 * ```21 *22 * @packageDocumentation23 * @since 1.0.024 */25import { bounded, eq, option, ord, show } from 'fp-ts'26import { unsafeCoerce } from 'fp-ts/lib/function'27import { Option } from 'fp-ts/lib/Option'28import { pipe } from 'fp-ts/lib/pipeable'29import * as commutativeRing from './CommutativeRing'30import * as enum_ from './Enum'31import * as euclideanRing from './EuclideanRing'32import * as hasPow from './HasPow'33import * as hasToInt from './HasToInt'34import * as hasToRational from './HasToRational'35import { Int } from './Int'36import { Int32 } from './Int32'37import * as integral from './Integral'38import { Branded } from './Internal/Branded'39import { Natural } from './Natural'40import { NonZero } from './NonZero'41import * as numeric from './Numeric'42import { Ratio } from './Ratio'43import { Rational } from './Rational'44import * as ring from './Ring'45import * as semiring from './Semiring'46type Bounded<T> = bounded.Bounded<T>47type CommutativeRing<T> = commutativeRing.CommutativeRing<T>48type Enum<T> = enum_.Enum<T>49type Eq<T> = eq.Eq<T>50type EuclideanRing<T> = euclideanRing.EuclideanRing<T>51type HasPow<T> = hasPow.HasPow<T>52type HasToInt<T> = hasToInt.HasToInt<T>53type HasToRational<T> = hasToRational.HasToRational<T>54type Integral<T> = integral.Integral<T>55type Numeric<T> = numeric.Numeric<T>56type Ord<T> = ord.Ord<T>57type Ring<T> = ring.Ring<T>58type Semiring<T> = semiring.Semiring<T>59type Show<T> = show.Show<T>60declare const INT_16: unique symbol61/**62 * The type of signed, 16-bit integers. Subject to integer overflow.63 *64 * ```ts65 * const myInt: Int = Int(1,0,0)66 * ```67 *68 * @category Data Type69 * @since 1.0.070 */71export interface Int16 extends Branded<Int32, typeof INT_16> {}72type Digit = 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 973type LeadingDigit = Exclude<Digit | -1 | -2 | -3 | -4 | -5 | -6 | -7 | -8 | -9, 0>74/**75 * A tuple of literal integers representing every valid sequence of digits for76 * [[Int16]]77 *78 * @since 1.0.079 */80export type Digits =81  | [-1 | 0 | 1]82  | [LeadingDigit]83  | [LeadingDigit, Digit]84  | [LeadingDigit, Digit, Digit]85  | [LeadingDigit, Digit, Digit, Digit]86  | [-2 | -1 | 1 | 2, Digit, Digit, Digit, Digit]87  | [-3 | 3, 0 | 1, Digit, Digit, Digit]88  | [-3 | 3, 2, Exclude<Digit, 7 | 8 | 9>, Digit, Digit]89  | [-3 | 3, 2, 7, 0 | 1 | 2 | 3 | 4 | 5, Digit]90  | [-3 | 3, 2, 7, 6, Exclude<Digit, 8 | 9>]91  | [-3, 2, 7, 6, 8]92/**93 * Constructs a signed 16-bit integer.94 *95 *   - Min value: -2^1596 *   - Max value: 2^15 - 197 *98 * @example99 * import { Int16 } from 'fp-ts-numerics/Int16'100 *101 * Int16.of(3,2,7,6,7)102 * // > 32767103 *104 * @category Constructor105 * @since 1.0.0106 */107export function of(zero: 0): Int16108export function of(...digits: Digits): NonZero<Int16>109export function of(...digits: Digits): Int16 | NonZero<Int16> {110  return pipe(111    digits112      .filter((x): x is Digits[number] => Number.isInteger(x))113      .map((j) => j.toString())114      .join(''),115    (str) => fromNumberLossy(+str)116  )117}118/**119 * @since 1.0.0120 */121export function isTypeOf(x: unknown): x is Int16 {122  return (123    typeof x === 'number' &&124    Number.isInteger(x) &&125    x <= toNumber(Bounded.top) &&126    x >= toNumber(Bounded.bottom)127  )128}129/**130 * @since 1.0.0131 */132export function unsafeFromNumber(n: number): Int16 {133  if (!isTypeOf(n)) {134    throw new Error(135      `${n} cannot be coerced to Int16 since it is not an integer within the bounds of ${Bounded.bottom} and ${Bounded.top}`136    )137  }138  return fromNumberLossy(n)139}140/**141 * @since 1.0.0142 */143export function fromNumberLossy(n: number): Int16 {144  return unsafeCoerce((n << 16) >> 16)145}146/**147 * @since 1.0.0148 */149export const bottom: Int16 = fromNumberLossy(-Math.pow(2, 15))150/**151 * @since 1.0.0152 */153export const top: Int16 = fromNumberLossy(Math.pow(2, 15) - 1)154// ### Transformations155/**156 * @since 1.0.0157 */158export function fromNumber(n: number): option.Option<Int16> {159  return isTypeOf(n) ? option.some(n) : option.none160}161/**162 * @since 1.0.0163 */164export function toNumber(i: Int16): number {165  return unsafeCoerce(i)166}167// ## Math Operations168/**169 * @since 1.0.0170 */171export const one: Int16 = of(1)172/**173 * @since 1.0.0174 */175export const zero: Int16 = of(0)176/**177 * @since 1.0.0178 */179export function add(a: Int16, b: Int16): Int16 {180  return fromNumberLossy(toNumber(a) + toNumber(b))181}182/**183 * @since 1.0.0184 */185export function mul(a: Int16, b: Int16): Int16 {186  return fromNumberLossy(toNumber(a) * toNumber(b))187}188/**189 * @since 1.0.0190 */191export function sub(a: Int16, b: Int16): Int16 {192  return fromNumberLossy(toNumber(a) - toNumber(b))193}194/**195 * @since 1.0.0196 */197export function degree(i: Int16): Natural {198  return unsafeCoerce(toInt(fromNumberLossy(Math.min(toNumber(top), Math.abs(toNumber(i))))))199}200/**201 * @since 1.0.0202 */203export function div(n: Int16, d: NonZero<Int16>): Int16 {204  const a = toNumber(n)205  const b = toNumber(d)206  return fromNumberLossy(b > 0 ? Math.floor(a / b) : -Math.floor(a / -b))207}208/**209 * @since 1.0.0210 */211export function mod(n: Int16, d: NonZero<Int16>): Int16 {212  const _n = toNumber(n)213  const _d = Math.abs(toNumber(d))214  return fromNumberLossy(((_n % _d) + _d) % _d)215}216/**217 * @since 1.0.0218 */219export function equals(a: Int16, b: Int16): boolean {220  return a === b221}222/**223 * @since 1.0.0224 */225export const compare = ord.contramap(toNumber)(ord.ordNumber).compare226/**227 * @since 1.0.0228 */229export function next(a: Int16): Option<Int16> {230  return ord.geq(Ord)(a, Bounded.top) ? option.none : option.some(add(a, one))231}232/**233 * @since 1.0.0234 */235export function prev(a: Int16): Option<Int16> {236  return ord.leq(Ord)(a, Bounded.bottom) ? option.none : option.some(sub(a, one))237}238/**239 * @since 1.0.0240 */241export function toRational(a: Int16): Rational {242  const intMethods = {243    ...Int.Ord,244    ...Int.EuclideanRing,245    ...Int.HasToRational,246  }247  return Ratio.of(intMethods)(Integral.toInt(a), Int.of(1))248}249/**250 * @since 1.0.0251 */252export function quot(a: Int16, b: NonZero<Int16>): Int16 {253  const q = toNumber(a) / toNumber(b)254  return q < 0255    ? fromNumberLossy(Math.ceil(q))256    : q > 0257    ? fromNumberLossy(Math.floor(q))258    : fromNumberLossy(q)259}260/**261 * @since 1.0.0262 */263export function rem(a: Int16, b: NonZero<Int16>): Int16 {264  return fromNumberLossy(toNumber(a) % toNumber(b))265}266/**267 * @since 1.0.0268 */269export function fromInt(n: Int): Option<Int16> {270  return pipe(Int.toNumber(n), option.chain(fromNumber))271}272/**273 * @since 1.0.0274 */275export function negate(a: Int16): Int16 {276  return sub(zero, a)277}278/**279 * @since 1.0.0280 */281export function pow(n: Int16, exp: Int16): Int16 {282  return fromNumberLossy(Math.pow(toNumber(n), toNumber(exp)))283}284/**285 * @since 1.0.0286 */287export function toInt(a: Int16): Int {288  return Int.of(a)289}290/**291 * @category Instances292 * @since 1.0.0293 */294const Eq: Eq<Int16> = {295  equals,296}297/**298 * @category Instances299 * @since 1.0.0300 */301export const Ord: Ord<Int16> = {302  equals,303  compare,304}305/**306 * @category Instances307 * @since 1.0.0308 */309export const Bounded: Bounded<Int16> = {310  equals,311  compare,312  bottom,313  top,314}315/**316 * @category Instances317 * @since 1.0.0318 */319export const Enum: Enum<Int16> = {320  equals,321  compare,322  next,323  prev,324}325/**326 * @category Instances327 * @since 1.0.0328 */329export const HasToRational: HasToRational<Int16> = {330  toRational,331}332/**333 * @category Instances334 * @since 1.0.0335 */336export const HasToInt: HasToInt<Int16> = {337  toInt,338}339/**340 * @category Instances341 * @since 1.0.0342 */343export const Integral: Integral<Int16> = {344  toRational,345  toInt,346  quot,347  rem,348}349/**350 * @category Instances351 * @since 1.0.0352 */353export const Numeric: Numeric<Int16> = {354  fromNumber,355  toNumber,356}357/**358 * @category Instances359 * @since 1.0.0360 */361export const Semiring: Semiring<Int16> = {362  add,363  mul,364  one,365  zero,366}367/**368 * @category Instances369 * @since 1.0.0370 */371export const Ring: Ring<Int16> = {372  add,373  mul,374  one,375  zero,376  sub,377}378/**379 * @category Instances380 * @since 1.0.0381 */382export const CommutativeRing: CommutativeRing<Int16> = Ring383/**384 * @category Instances385 * @since 1.0.0386 */387export const EuclideanRing: EuclideanRing<Int16> = {388  add,389  mul,390  one,391  zero,392  sub,393  degree,394  div,395  mod,396}397/**398 * @category Instances399 * @since 1.0.0400 */401export const Show: Show<Int16> = {402  show: (a) => JSON.stringify(toNumber(a)),403}404/**405 * @category Instances406 * @since 1.0.0407 */408export const HasPow: HasPow<Int16> = { pow }409/**410 * @since 1.0.0411 */412export const Int16: Bounded<Int16> &413  CommutativeRing<Int16> &414  Enum<Int16> &415  Eq<Int16> &416  EuclideanRing<Int16> &417  HasPow<Int16> &418  HasToInt<Int16> &419  HasToRational<Int16> &420  Integral<Int16> &421  Numeric<Int16> &422  Ord<Int16> &423  Ring<Int16> &424  Semiring<Int16> &425  Show<Int16> & {426    add: typeof add427    bottom: typeof bottom428    Bounded: typeof Bounded429    CommutativeRing: typeof CommutativeRing430    compare: typeof compare431    div: typeof div432    Enum: typeof Enum433    Eq: typeof Eq434    equals: typeof equals435    EuclideanRing: typeof EuclideanRing436    fromInt: typeof fromInt437    fromNumber: typeof fromNumber438    fromNumberLossy: typeof fromNumberLossy439    HasPow: typeof HasPow440    HasToInt: typeof HasToInt441    HasToRational: typeof HasToRational442    Integral: typeof Integral443    isTypeOf: typeof isTypeOf444    mod: typeof mod445    mul: typeof mul446    negate: typeof negate447    next: typeof next448    Numeric: typeof Numeric449    of: typeof of450    one: typeof one451    Ord: typeof Ord452    pow: typeof pow453    prev: typeof prev454    quot: typeof quot455    rem: typeof rem456    Ring: typeof Ring457    Semiring: typeof Semiring458    Show: typeof Show459    sub: typeof sub460    toInt: typeof toInt461    toNumber: typeof toNumber462    top: typeof top463    toRational: typeof toRational464    unsafeFromNumber: typeof unsafeFromNumber465    zero: typeof zero466  } = {467  add,468  bottom,469  Bounded,470  CommutativeRing,471  compare,472  degree,473  div,474  Enum,475  Eq,476  equals,477  EuclideanRing,478  fromInt,479  fromNumber,480  fromNumberLossy,481  HasPow,482  HasToInt,483  HasToRational,484  Integral,485  isTypeOf,486  mod,487  mul,488  negate,489  next,490  Numeric,491  of,492  one,493  Ord,494  pow,495  prev,496  quot,497  rem,498  Ring,499  Semiring,500  Show,501  show: Show.show,502  sub,503  toInt,504  toNumber,505  top,506  toRational,507  unsafeFromNumber,508  zero,...

toindex-byteoffset.js

Source:toindex-byteoffset.js

1// Copyright (C) 2016 the V8 project authors. All rights reserved.2// This code is governed by the BSD license found in the LICENSE file.3/*---4esid: sec-dataview.prototype.setint165es6id: 24.2.4.166description: >7  ToIndex conversions on byteOffset8info: |9  24.2.4.16 DataView.prototype.setInt16 ( byteOffset, value [ , littleEndian ] )10  1. Let v be the this value.11  2. If littleEndian is not present, let littleEndian be false.12  3. Return ? SetViewValue(v, byteOffset, littleEndian, "Int16", value).13  24.2.1.2 SetViewValue ( view, requestIndex, isLittleEndian, type, value )14  ...15  4. Let getIndex be ? ToIndex(requestIndex).16  ...17features: [DataView.prototype.getInt16]18---*/19var buffer = new ArrayBuffer(12);20var sample = new DataView(buffer, 0);21var obj1 = {22  valueOf: function() {23    return 3;24  }25};26var obj2 = {27  toString: function() {28    return 4;29  }30};31sample.setInt16(0, 0);32sample.setInt16(-0, 42);33assert.sameValue(sample.getInt16(0), 42, "-0");34sample.setInt16(3, 0);35sample.setInt16(obj1, 42);36assert.sameValue(sample.getInt16(3), 42, "object's valueOf");37sample.setInt16(4, 0);38sample.setInt16(obj2, 42);39assert.sameValue(sample.getInt16(4), 42, "object's toString");40sample.setInt16(0, 0);41sample.setInt16("", 42);42assert.sameValue(sample.getInt16(0), 42, "the Empty string");43sample.setInt16(0, 0);44sample.setInt16("0", 42);45assert.sameValue(sample.getInt16(0), 42, "string '0'");46sample.setInt16(2, 0);47sample.setInt16("2", 42);48assert.sameValue(sample.getInt16(2), 42, "string '2'");49sample.setInt16(1, 0);50sample.setInt16(true, 42);51assert.sameValue(sample.getInt16(1), 42, "true");52sample.setInt16(0, 0);53sample.setInt16(false, 42);54assert.sameValue(sample.getInt16(0), 42, "false");55sample.setInt16(0, 0);56sample.setInt16(NaN, 42);57assert.sameValue(sample.getInt16(0), 42, "NaN");58sample.setInt16(0, 0);59sample.setInt16(null, 42);60assert.sameValue(sample.getInt16(0), 42, "null");61sample.setInt16(0, 0);62sample.setInt16(0.1, 42);63assert.sameValue(sample.getInt16(0), 42, "0.1");64sample.setInt16(0, 0);65sample.setInt16(0.9, 42);66assert.sameValue(sample.getInt16(0), 42, "0.9");67sample.setInt16(1, 0);68sample.setInt16(1.1, 42);69assert.sameValue(sample.getInt16(1), 42, "1.1");70sample.setInt16(1, 0);71sample.setInt16(1.9, 42);72assert.sameValue(sample.getInt16(1), 42, "1.9");73sample.setInt16(0, 0);74sample.setInt16(-0.1, 42);75assert.sameValue(sample.getInt16(0), 42, "-0.1");76sample.setInt16(0, 0);77sample.setInt16(-0.99999, 42);78assert.sameValue(sample.getInt16(0), 42, "-0.99999");79sample.setInt16(0, 0);80sample.setInt16(undefined, 42);81assert.sameValue(sample.getInt16(0), 42, "undefined");82sample.setInt16(0, 7);83sample.setInt16();...

Using AI Code Generation

1var wpt = require('webpagetest');2var wpt = new WebPageTest('www.webpagetest.org');3}, function(err, data) {4    if (err) return console.error(err);5    console.log(data);6});

Using AI Code Generation

1const wptool = require('wptool');2wptool.int16(0, 0, 0, 0, 0, 0, 0, 0, (err, data) => {3  if (err) {4    console.log(err);5  } else {6    console.log(data);7  }8});9const wptool = require('wptool');10wptool.int16(0, 0, 0, 0, 0, 0, 0, 0, (err, data) => {11  if (err) {12    console.log(err);13  } else {14    console.log(data);15  }16});17- [Rajat Arya](

Using AI Code Generation

1var wptool = require('wptool');2var int16 = wptool.int16;3var int16 = wptool.int16;4var a = int16(0x1234);5var b = int16(0x5678);6console.log("a: 0x" + a.toString(16));7console.log("b: 0x" + b.toString(16));8console.log("a + b: 0x" + (a + b).toString(16));9console.log("a - b: 0x" + (a - b).toString(16));10console.log("a * b: 0x" + (a * b).toString(16));11console.log("a / b: 0x" + (a / b).toString(16));12console.log("a % b: 0x" + (a % b).toString(16));13console.log("a & b: 0x" + (a & b).toString(16));14console.log("a | b: 0x" + (a | b).toString(16));15console.log("a ^ b: 0x" + (a ^ b).toString(16));16console.log("a << 1: 0x" + (a << 1).toString(16));17console.log("a >> 1: 0x" + (a >> 1).toString(16));18console.log("a >>> 1: 0x" + (a >>> 1).toString(16));19console.log("a >>> 2: 0x" + (a >>> 2).toString(16));20console.log("a >>> 3: 0x" + (a >>> 3).toString(16));21console.log("a >>> 4: 0x" + (a >>> 4).toString(16));22console.log("a >>> 5: 0x" + (a >>> 5).toString(16));23console.log("a >>> 6: 0x" + (a >>> 6).toString(16));24console.log("a >>> 7: 0x" + (a >>> 7).toString(16));25console.log("a >>> 8: 0x" + (a >>> 8).toString(16));26console.log("a >>> 9: 0x" + (a >>>

Using AI Code Generation

1const wptool = require('wptool')2wptool.int16('0x00', '0x00').then((res) => {3    console.log(res)4})5wptool.int16(0x00, 0x00).then((res) => {6    console.log(res)7})8wptool.int16('0x00', 0x00).then((res) => {9    console.log(res)10})11wptool.int16(0x00, '0x00').then((res) => {12    console.log(res)13})14wptool.int16('0x00', '0x00').then((res) => {15    console.log(res)16})17wptool.int16('0x00', '0x00').then((res) => {18    console.log(res)19})20wptool.int16('0x00', '0x00').then((res) => {21    console.log(res)22})23wptool.int16('0x00', '0x00').then((res) => {24    console.log(res)25})26wptool.int16('0x00', '0x00').then((res) => {27    console.log(res)28})29wptool.int16('0x00', '0x00').then((res) => {30    console.log(res)31})32wptool.int16('0x00', '0x00').then((res) => {33    console.log(res)34})35- Github: [@aditya-mitra](

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