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HTML

              
                
              
            
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CSS

              
                body {
  background: #1D1E22;
  color: white;
  display: flex;
  align-items: center;
  flex-direction: column;
}

body:after {
  margin-top: 10rem;
  font-family: monospace;
  content: '/************** THE SCRIPT **************/';
  text-align: center;
  height: 560px;
  width: 390px;
  background: url('data:image/png;base64,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') left 15% no-repeat;
}
              
            
!

JS

              
                const pre = document.createElement("pre");
document.body.appendChild(pre);

               let x=1760,
          z=0,y=0;setInterval
        (()=>{z+=.07,y+=.03;const
      a=[...new Array(x)].map( (a,r
    )=>r % 80 === 79 ?"\n":" "),r=new
   Array(x).fill(0), t= Math.cos(z),e=
  Math.sin(z),n=Math.cos(y), o=Math.sin
 (y);for(let s=0;s<6.28; s+=.07){const c
 =Math.cos(s),h=      Math.sin(s);for(let
s=0;s<6.28;s+=          .02){const v=Math
.sin(s),M=Math          .cos(s),i=c+2,l=1
 /(v*i*e+h*t+5          ),p=v*i*t-h*e,d=0
 |40+30*l*(M*i*n      -p*o),m=0|12+15*l*
  (M*i*o+p*n),f=0|8*((h*e-v*c*t)*n-v*c*
    e-h*t-M*c*o), y=d+80*m;m<22&&m>=0
     &&d>=0&&d<79&&l>r[y] &&(r[y]=l,
      a[y]= ".,-~:;=!*#$@"[f>0?f:0
       ])}}pre.innerHTML=a.join
          ("")},50); /* JS by 
              @housamz */

// Inspired by
// https://www.a1k0n.net/2011/07/20/donut-math.html




// credits
const funs = new Funs("light");
funs.signature();
              
            
!
999px

Console