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HTML

              
                <canvas id="canvas" width="640" height="480"></canvas>
              
            
!

CSS

              
                * {
  margin: 0;
  padding: 0;
}

canvas {
  max-width: 100%;
  background: 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')
}
              
            
!

JS

              
                const canvas = document.getElementById('canvas')
const ctx = canvas.getContext('2d')
const G = 0.4
class Circle {
  constructor ({
    vx,
    vy,
    fillStyle,
  }) {
    this.x = 330
    this.y = 437
    this.vx = vx
    this.vy = vy
    this.radius = 30
    this.fillStyle = fillStyle || '#F0E68C'
  }

  move () {
    this.x += this.vx
    this.y += this.vy

    this.vy += G

    this.draw()
  }

  draw () {
    ctx.save()
    ctx.beginPath()
    ctx.fillStyle = this.fillStyle
    ctx.arc(this.x, this.y, this.radius, 0, Math.PI * 2, false)
    ctx.fill()
    ctx.restore()
  }
}

const balls = []

document.addEventListener('click', (event) => {
  const COUNT = 1
  for (let i = 0; i < COUNT; i++) {
    const rand = 1 - getRandom(0, 1)
    const randR = Math.sqrt(-2 * Math.log(rand))
    const randT = 2 * Math.PI * getRandom(0, 1)

    balls.push(new Circle({
      vx: randR * Math.cos(randT) * 3,
      vy: randR * Math.sin(randT) * 3 - 16
    }))
  }
}, false)

function loop () {
  ctx.clearRect(0, 0, canvas.width, canvas.height)
  for (let i = 0; i < balls.length; i++) {
    const ball = balls[i]
    if (ball.x < -ball.radius
        || ball.x > canvas.width + ball.radius
        || ball.y > canvas.height + ball.radius) {
      balls.splice(i, 1)
      i--
    }
    ball.move()
  }
  requestAnimationFrame(loop)
}
requestAnimationFrame(loop)

setInterval(() => {
  if (document.visibilityState === 'visible') {
    document.body.click()
  }
}, 150)

function getRandom(min, max) {
  return Math.random() * (max - min) + min
}

function getRandomInt(min, max) {
  min = Math.ceil(min)
  max = Math.floor(max)
  return Math.floor(Math.random() * (max - min)) + min //The maximum is exclusive and the minimum is inclusive
}
              
            
!
999px

Console