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HTML

              
                
              
            
!

CSS

              
                body {
  width: 100vw;
  height: 100vh;
  font-family: 'Montserrat', sans-serif;
  background: 
    radial-gradient(circle, white, transparent 50%),
    repeating-linear-gradient(3deg, rgb(0 0 0 / 3%) 0%, transparent 3%), 
    repeating-linear-gradient(1deg, rgb(0 0 0 / 3%) 0%, transparent 1%), 
    repeating-linear-gradient(0deg, rgb(0 0 0 / 3%) 0%, transparent 3%),
    repeating-linear-gradient(-1deg, rgb(0 0 0 / 3%) 0%, transparent 1%), 
    repeating-linear-gradient(-3deg, rgba(0 0 0 / 3%) 0%, transparent 3%),
    radial-gradient(circle, white, #ebcd74);
}

.app {
  min-width: 100%;
  min-height: 100%;
  display: flex;
  flex-direction: column;
  align-items: center;
  justify-content: center;
}

.label {
  font-size: 1.6rem;
  margin-bottom: 2rem;
  font-weight: 700;
  letter-spacing: 0.1em;
}

.radial-slider {
  width: 250px;
  height: 250px;
  position: relative;
  user-select: none;
  
  .knob {
    width: 80%;
    height: 80%;
    position: relative;
    margin: 10%;
    cursor: pointer;
  }
  
  .teeth {
    display: flex;
    align-items: center;
    justify-content: center;
    border-radius: 100%;
    width: 100%;
    height: 100%;
    transform: rotateZ(var(--angle));
    filter: blur(3px) contrast(7);
    background: white; // Required for the gooey effect

    &::after {
      content: '';
      width: 90%;
      height: 90%;
      border-radius: 100%;
      background: radial-gradient(black 65%, transparent 66%) no-repeat, repeating-conic-gradient(black 0%, 2.5%, transparent 2.5%, transparent 5%);
    }
  }
  
  .cap {
    display: flex;
    border-radius: 100%;
    width: 76%;
    height: 76%;
    position: absolute;
    top: 12%;
    left: 12%;
    box-shadow: 0 0 2px 1px #c7a472;
    background: repeating-conic-gradient(from 15deg, #3e2206 0%, #3e2206 4%, #f4ebd0 5%, #f4ebd0 15%, #3e2206 16%, #3e2206 34%, #f4ebd0 35%, #f4ebd0 45%, #3e2206 46%, #3e2206 50%);
    
    &::after {
      content: '';
      border-radius: 100%;
      width: 90%;
      height: 90%;
      margin: 5%;
      background: repeating-radial-gradient(transparent 0%, rgb(244 235 208 / 15%) 2%, transparent 4%), repeating-conic-gradient(from 15deg, #4d3718 0%, #c7a472 5%, #4d3718 16%, #4d3718 34%, #c7a472 45%, #4d3718 50%);
      box-shadow: inset 0 0 7px 0px #c7a472;
    }
  }
  
  .indicator {
    top: 60%;
    left: 48%;
    transform-origin: 50% -50%;
    position: absolute;
    transform: rotateZ(var(--angle));
    width: 4%;
    height: 20%;
    background: black;
    box-shadow: 0 0 2px white;
    border-radius: 30%/10%;
    pointer-events: none;
  }
  
  .numbers {
    position: absolute;
    top: 0;
    left: 0;
    width: 100%;
    height: 100%;
    font-size: 1.6rem;
    pointer-events: none;
    
    .number {
      transform: translateY(-50%) rotateZ(var(--angle)) translateX(-0.4em);
      transform-origin: center;
      position: absolute;
      top: 50%;
      left: 0%;
      width: 100%;
      
      div {
        transform: rotateZ(calc(-1 * var(--angle)));
        display: inline-flex;
        width: 1.5em;
        justify-content: center;
        margin-left: -0.3em;
        
        &.line {
          background: black;
          width: 0.07em;
          height: 0.6em;
          transform: rotateZ(90deg) translateY(-0.5em) translateX(0.2em);
          color: transparent;
          margin: 0;
        }
      }
    }
  }
}

.tribute {
  margin-top: 1rem;
  display: flex;
  flex-direction: column;
  align-items: center;
  
  a {
    margin-top: 0.5rem;
    display: block;
    width: 200px;
    height: 100px;
    background: url('data:image/png;base64,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')
  }
}
              
            
!

JS

              
                import React, { useState } from 'https://cdn.skypack.dev/react';
import ReactDOM from 'https://cdn.skypack.dev/react-dom';
import { useDrag } from 'https://cdn.skypack.dev/react-use-gesture';

const map = (value, imin, imax, omin, omax) => (
    (value - imin) / (imax - imin) * (omax - omin) + omin
);

const clamp = (num, min, max) => {
    return Math.min(Math.max(num, min), max);
};

const getElementCenter = el => {
  const {top, left, width, height} = el.getBoundingClientRect();
  return [left + width / 2, top + height / 2];
}

const getAngle = ([x, y], [left, top], from, range) => {
  const adjacent = left - x;
  const opposite = top - y;
  const radians = Math.atan(opposite / adjacent) + (adjacent < 0 ? Math.PI : 0) + Math.PI / 2;
  let angle = radians * (180 / Math.PI); // Convert angle to degrees

  // Normalize the angle to start at 'from', so that the full circle starts
  // and ends at that point.
  angle = angle - from + (angle >= 0 && angle < from ? 360 : 0);

  // When the angle is outside of the given range, we want the angle to go either to the
  // start of the range, or to the end of the range, based on proximity to either end.
  if (angle > 180 + range / 2) {
    angle = 0;
  }

  return clamp(angle, 0, range);
}

const RadialSlider = () => {
  const [angle, setAngle] = useState(40);
  const bind = useDrag(({values, event}) => {
    setAngle(getAngle(getElementCenter(event.target), values, 220, 280) + 40);
  });
  
  return (
    <div {...bind()} className='radial-slider'>
      <div className='knob' style={{'--angle': `${angle}deg`}}>
        <div className='teeth'/>
        <div className='cap'/>
        <div className='indicator'/>
      </div>
      <div className='numbers'>
        {[...new Array(12)].map((_, i) => (
          <div className='number' style={{'--angle': `${Math.round(i * (270 / 11)) - 45}deg`}}><div className={(i % 2 && i !== 11) ? 'line' : ''}>{i}</div></div>
        ))}
      </div>
    </div>
  );
};

const App = () => (
  <div className='app'>
    <div className='label'>VOLUME</div>
    <RadialSlider/>
    <div className='tribute'>
      A tribute to <a href='https://www.youtube.com/watch?v=uMSV4OteqBE&ab_channel=dovenol' target='_blank'/>
    </div>
  </div>
);

ReactDOM.render(
  <App/>,
  document.body
);
              
            
!
999px

Console