dwitter.net | tomxor (5526)

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function u(t) {
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u(t) is called 60 times per second. t: Elapsed time in seconds. S: Shorthand for Math.sin. C: Shorthand for Math.cos. T: Shorthand for Math.tan. R: Function that generates rgba-strings, usage ex.: R(255, 255, 255, 0.5) c: A 1920x1080 canvas. x: A 2D context for that canvas.
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  • u/tomxor
    Enter a number and click away to get the underlying binary64 IEEE754 encoding with a space separating the exponent and significand.
  • u/tomxor
    This uses the new proposed BigInt64Array typed array view to access the binary encoding, so it currently only works in latest chrome.

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  • Fractal Lake

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remix of d/12595 by u/tomxor

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  • Fractal Ocean
  • u/tomxor
    Or puddle depending on your frame rate :D

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remix of d/12492 by u/tomxor

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  • u/DataMeta
    Haha, Xen
  • u/tomxor
    Nice analogy :) like a TV into the computable universe, infinite channel! (sorta)
  • u/21medals
    Why the space in between each character of E?
  • u/tomxor
    Because -- and ++ are assignment operators, and I cannot allow those on loops variables X and Y. It's basically cheaper in chars to pad with spaces than test for this with a regex.

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  • 60 monkeys per second

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  • u/tomxor
    Finally resorted to UTF8. This is a reasonably accurate slow motion aperture grille scanline animation... Although if run very slow you will see it's not simulating 3 electron beams. t=fps (scanline) w=width (subpixels) the later must be a multiple of 3 and 5. Use X, Y and floored F to plugin your own fractal!
  • u/tomxor
    Uncompressed: w=90,i=l=w*w/5,t=1+t*t/12; for(x.fillRect(0,0,c.width=w*2,w*2);i--;x.fillRect(X*6,Y*6,1+K,5)) X=i%w/3,Y=i/w|0,F=t-i/l,K=1-F%1,K*=(Y^X-~F)/27%1+K**8, x.fillStyle=hsl(${i*120},99%,${K*99}%)
  • u/sigveseb
    Kick-ass!
  • u/C010011012
    bypassing the character limit I see using unicode escapements and regex u r very clever

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  • u/magna
    Here we go: d/10843
  • u/C010011012
    is it a cellular automata?
  • u/tomxor
    Yes and no, it's a fractal n=T(0|(i/w+f^f-i/w)/(t**.7+6)) which is just a more elaborate variation of serpinsky triangles to produce more interesting patterns. Some fractals are automata, but not all automata are fractals, see here: https://en.wikipedia.org/wiki/Rule_90
  • u/tomxor
    The implication is serpinsky triangles are computationally reducable, meaning it does not have to be computed in the same way as a cellular automata i.e state can be computed at step t directly without traversing intermidiate steps.

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